-
19522
Obwieszczenie Wójta Gminy Platerówka z dnia 28.03.2024 r. o wydaniu decyzji Nr 2/2023 znak GMK.6733.2.9.2023 o ustaleniu lokalizacji inwestycji celu publicznego dla przedsięwzięcia polegającego na budowie oświetlenia drogowego w granicach części działek 491/1, 498 i 501 obręb Zalipie, gmina Platerówka, na rzecz Gminy Platerówka.
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong></h1>
<h1 style="text-align: center;"><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p class="Default"> </p>
<p class="Default">Działając na podstawie art. 53 ust. 1 ustawy z dnia ustawy z dnia 27 marca 2003 r. o planowaniu i zagospodarowaniu przestrzennym (t. j. Dz. U. z 2023r. poz. 977 ze zm.), stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy</p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"><strong>Wójt Gminy Platerówka</strong></p>
<p class="Default" align="center"><strong> zawiadamia,</strong></p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"><strong>że w dniu 28.03.2024 r., na podstawie zgromadzonych dokumentów, została wydana</strong></p>
<p class="Default" align="center"><strong> decyzja Nr 2/2023 znak GMK.6733.2.9.2023 </strong></p>
<p class="Default" align="center"><strong>o ustaleniu lokalizacji inwestycji celu publicznego</strong></p>
<p class="Default" align="center"><strong>dla przedsięwzięcia polegającego na budowie oświetlenia drogowego </strong></p>
<p class="Default" align="center"><strong>w granicach części działek 491/1, 498 i 501 obręb Zalipie, gmina Platerówka, </strong></p>
<p class="Default" align="center"><strong>na rzecz Gminy Platerówka.</strong></p>
<p class="Default" align="center"> </p>
<p>W związku z powyższym informuję, że strony postępowania mogą zapoznać się z treścią ww. rozstrzygnięcia oraz z aktami sprawy w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a>), <strong>w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 -16:00, wtorek – piątek w godzinach 7:00 -15:00.</strong></p>
<p class="Default" align="center"> </p>
<p>Zgodnie z art. 49 Kpa obwieszczenie uważa się za dokonane po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><span style="text-decoration: underline;"> </span></p>
<p>Data opublikowania 28.03.2024 r.</p>
<p>Data zdjęcia 11.04.2024 r.</p>
2024-03-28 14:42:03
2024-03-28 14:55:27
72
2024-03-28 14:55:27
0
2024-03-28 14:42:03
Joanna Mazurek
Joanna Mazurek
1
22
19517
Komunikat o XL sesji zwyczajnej Rady Gminy w Platerówce
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center">Podaję do wiadomości mieszkańców gminy, że<strong> w dniu 03 kwietnia 2024 r. o godz. 14<sup>00</sup></strong></p>
<p align="center"><strong><sup> </sup></strong><strong> w świetlicy wiejskiej we Włosieniu </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>XL SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center">z następującym porządkiem obrad:</p>
<ol>
<li>Otwarcie sesji.</li>
<li> Sprawdzenie kworum.</li>
<li> Przyjęcie porządku obrad.</li>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXXIX sesji Rady Gminy w Platerówce.</li>
<li>Raport o stanie Gminy Platerówka za 2023 rok:</li>
</ol>
<p> 6a) debata;</p>
<p> 6b) wotum zaufania dla Wójta Gminy.</p>
<p> 7. Rozpatrzenie sprawozdania z wykonania budżetu gminy Platerówka za 2023 rok i absolutorium dla Wójta Gminy za 2023 rok.</p>
<p> 8. Składanie interpelacje, zapytań, wniosków radnych.</p>
<p> 9. Podsumowanie kadencji 2018 – 2024.</p>
<p>Podczas obrad XL sesji zwyczajnej Rady Gminy w Platerówce rozpatrywany będzie Raport o stanie Gminy Platerówka za 2023 rok. Mieszkaniec, który chciałby zabrać głos w debacie składa do Przewodniczącego Rady Gminy w Platerówce pisemne zgłoszenie poparte <strong>20 podpisami w terminie do dnia 02 kwietnia 2024 roku w godzinach pracy urzędu 07:00-15:00.</strong></p>
<p>Mieszkańcy są dopuszczani do głosu według kolejności otrzymania przez Przewodniczącego Rady Gminy w Platerówce zgłoszeń. <strong>Liczba mieszkańców mogących zabrać głos w debacie wynosi 15</strong>. Formularz zgłoszeniowy dostępny jest na stronie <a href="http://www.gminaplaterowka.pl/">www.gminaplaterowka.pl</a>, w Biuletynie Informacji Publicznej Urzędu Gminy w Platerówce <span style="text-decoration: underline;">http://bip.ugplaterowka.nv.pl/</span> oraz w Urzędzie Gminy w Platerówce.</p>
<p align="right"><strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p align="center"><strong><em> (-) Michał Mazur</em></strong></p>
2024-03-22 12:00:26
2024-03-22 12:07:27
70
2024-03-22 12:07:27
0
2024-03-22 12:00:26
Monika Sikorska
Renata Stalmach
1
22
19514
OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA z dnia 21.03.2024 r. O ZEBRANIU MATERIAŁU DOWODOWEGO w postępowaniu o ustalenie lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Modernizacja istniejącego obiektu sportowego, polegająca na remoncie zaplecza szatniowo-sanitarnego, remoncie nawierzchni boiska wraz z uzupełnieniem niezbędnego wyposażenia, budowie trybun i wiaty" wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działki nr 762/8 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka.
<p class="Default" align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p class="Default" align="center"><strong>O ZEBRANIU MATERIAŁU DOWODOWEGO </strong></p>
<p class="Default" align="center"><strong>w postępowaniu o ustalenie lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Modernizacja istniejącego obiektu sportowego, polegająca na remoncie zaplecza szatniowo-sanitarnego, remoncie nawierzchni boiska wraz z uzupełnieniem niezbędnego wyposażenia, budowie trybun i wiaty" wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działki nr 762/8 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka.</strong></p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"> </p>
<p class="Default">Na podstawie art. 10 § 1, art. 49 i art. 61 ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r. poz. 775 ze zm.), w myśl art. 53 ust. 1 Ustawy z dnia 27 marca 2003 r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2023 poz. 977 ze zm.)</p>
<p class="Default" align="center"><strong> </strong></p>
<p class="Default" align="center"><strong>zawiadamia się,</strong></p>
<p class="Default" align="center"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn. „Modernizacja istniejącego obiektu sportowego, polegająca na remoncie zaplecza szatniowo-sanitarnego, remoncie nawierzchni boiska wraz z uzupełnieniem niezbędnego wyposażenia, budowie trybun i wiaty" wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działki nr 762/8 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka, <strong>zebrano cały materiał dowodowy. </strong></p>
<p class="Default"><strong> </strong></p>
<p class="Default">W terminie kolejnych 7 dniach od daty doręczenia niniejszego obwieszczenia, w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: inwestycje@gminaplaterowka.pl, można zapoznać się z aktami sprawy się i wypowiedzieć się w kwestii zebranych dowodów.</p>
<p class="Default">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</p>
<p class="Default">Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, </p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem http://bip.ugplaterowka.nv.pl/ w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-03-21 14:59:17
2024-03-21 15:07:27
72
2024-03-21 15:07:27
0
2024-03-21 14:59:17
Joanna Mazurek
Joanna Mazurek
1
22
19515
OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA z dnia 21.03.2024r. O ZEBRANIU MATERIAŁU DOWODOWEGO w postępowaniu o ustalenie lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Budowa garażu dla jednostki OSP Włosień wraz z niezbędną infrastrukturą techniczną", lokalizowanego w granicy działki nr 812/2, 811 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka
<p class="Default" align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p class="Default" align="center"><strong>O ZEBRANIU MATERIAŁU DOWODOWEGO </strong></p>
<p class="Default" align="center"><strong>w postępowaniu o ustalenie lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Budowa garażu dla jednostki OSP Włosień wraz z niezbędną infrastrukturą techniczną", lokalizowanego w granicy działki nr 812/2, 811 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka</strong></p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"> </p>
<p class="Default">Na podstawie art. 10 § 1, art. 49 i art. 61 ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r. poz. 775 ze zm.), w myśl art. 53 ust. 1 Ustawy z dnia 27 marca 2003 r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2023 poz. 977 ze zm.)</p>
<p class="Default" align="center"><strong> </strong></p>
<p class="Default" align="center"><strong>zawiadamia się,</strong></p>
<p class="Default" align="center"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn. „Budowa garażu dla jednostki OSP Włosień wraz z niezbędną infrastrukturą techniczną", lokalizowanego w granicy działki nr 812/2, 811 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka <strong>zebrano cały materiał dowodowy. </strong></p>
<p class="Default"><strong> </strong></p>
<p class="Default">W terminie kolejnych 7 dniach od daty doręczenia niniejszego obwieszczenia, w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: inwestycje@gminaplaterowka.pl, można zapoznać się z aktami sprawy się i wypowiedzieć się w kwestii zebranych dowodów.</p>
<p class="Default">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</p>
<p class="Default">Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie.</p>
<p class="Default"> </p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem http://bip.ugplaterowka.nv.pl/ w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-03-21 15:01:11
2024-03-21 15:07:27
72
2024-03-21 15:07:27
0
2024-03-21 15:01:11
Joanna Mazurek
Joanna Mazurek
1
22
19511
OBWIESZCZENIE Wójt Gminy Platerówka zawiadamia o wyłożeniu projektu dokumentu: Program Ochrony Środowiska dla Gminy Platerówka na lata 2024-2027 z perspektywą do 2030 roku
<p align="center"><strong>OBWIESZCZENIE</strong></p>
<p> </p>
<p align="center">Wójt Gminy Platerówka zawiadamia o wyłożeniu projektu dokumentu:</p>
<p> </p>
<p align="center"><strong>Program Ochrony Środowiska dla Gminy Platerówka na lata 2024-2027 <br> z perspektywą do 2030 roku</strong></p>
<p>Działając zgodnie z zapisami art. 17 ust. 4 ustawy z dnia 27 kwietnia 2001 r. - Prawo Ochrony Środowiska (t. j. Dz. U. z 2024 r. poz. 54), w odniesieniu do art. 39 ustawy z dnia <br> 3 października 2008 r. o udostępnianiu informacji o środowisku i jego ochronie, udziale społeczeństwa w ochronie środowiska oraz o ocenach oddziaływania na środowisko <br> (t. j. Dz. U. z 2023 r. poz. 1094), podaje się informacje o wyłożeniu do wglądu projektu dokumentu: <strong>„</strong>Programu Ochrony Środowiska dla Gminy Platerówka na lata 2024-2027 <br> z perspektywą do 2030 roku”.</p>
<p>Z projektem dokumentu można zapoznać się w Urzędzie Gminy Platerówka, <br> Platerówka 20, 59-816 Platerówka, w pokoju nr 7 w godzinach pracy urzędu, <br> tj. pon. 8:00-16:00, wt.-pt. 7:00-15:00.</p>
<p>Zgodnie z art. 40 ustawy z dnia 3 października 2008 r. o udostępnianiu informacji <br> o środowisku i jego ochronie, udziale społeczeństwa w ochronie środowiska oraz o ocenach oddziaływania na środowisko (t. j. Dz. U. 2023 r. poz. 1094), uwagi i wnioski do ww. dokumentu mogą być wnoszone w formie pisemnej, ustnej do protokołu, za pomocą środków komunikacji elektronicznej na adres e-mail: sekretariat@gminaplaterowka.pl. <br> Uwagi i wnioski należy składać w terminie<strong> do 11 kwietnia 2024 </strong>r. Zgodnie z art. 41 ww. ustawy, uwagi i wnioski złożone po upływie wskazanego terminu zostaną pozostawione bez rozpatrzenia. Organem właściwym do rozpatrzenia uwag i wniosków jest Wójt Gminy Platerówka.</p>
<p class="Standard"><strong> </strong></p>
<p class="Standard"><strong>Obwieszczenie</strong></p>
<p class="Standard"><strong>zostało podane do publicznej wiadomości</strong></p>
<p class="Standard"><strong>w dniu 21 marca 2024 r.</strong></p>
2024-03-21 09:23:53
2024-03-21 09:31:27
70
2024-03-21 09:31:27
0
2024-03-21 09:23:53
Monika Sikorska
Angelika Świder
1
22
19510
Obwieszczenie Wójta Gminy Platerówka z dnia 20.03.2024 r. znak GMK.6733.3.7.2023 o zebraniu materiału dowodowego w postępowaniu o ustalenie lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy nr 649, 19, 226/1, 658, 664, 66, 82, 226/4, 799, 212, 527, 526 i 582, położonych w obrębie Włosień, gmina Platerówka, na rzecz Gminy Platerówka
<p class="Default" align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p class="Default" align="center"><strong>O ZEBRANIU MATERIAŁU DOWODOWEGO </strong></p>
<p class="Default" align="center"><strong>w postępowaniu o ustalenie lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy nr 649, 19, 226/1, 658, 664, 66, 82, 226/4, 799, 212, 527, 526 i 582, położonych w obrębie Włosień, gmina Platerówka, na rzecz Gminy Platerówka</strong></p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"> </p>
<p class="Default">Na podstawie art. 10 § 1, art. 49 i art. 61 ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r. poz. 775 ze zm.), w myśl art. 53 ust. 1 Ustawy z dnia 27 marca 2003 r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2023 poz. 977 ze zm.)</p>
<p class="Default" align="center"><strong> </strong></p>
<p class="Default" align="center"><strong>zawiadamia się,</strong></p>
<p class="Default" align="center"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy nr 649, 19, 226/1, 658, 664, 66, 82, 226/4, 799, 212, 527, 526 i 582, położonych w obrębie Włosień, gmina Platerówka, na rzecz Gminy Platerówka <strong>zebrano cały materiał dowodowy. </strong></p>
<p class="Default"><strong> </strong></p>
<p class="Default">W terminie kolejnych 7 dniach od daty doręczenia niniejszego obwieszczenia, w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: inwestycje@gminaplaterowka.pl, można zapoznać się z aktami sprawy się i wypowiedzieć się w kwestii zebranych dowodów.</p>
<p class="Default">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie</p>
<p class="Default">Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie.</p>
<p class="Default"> </p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem http://bip.ugplaterowka.nv.pl/ w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-03-20 12:46:18
2024-03-20 12:55:28
72
2024-03-20 12:55:28
0
2024-03-20 12:46:18
Joanna Mazurek
Joanna Mazurek
1
22
19507
Obwieszczenie Wójta Gminy Platerówka z dnia 18.03.2024 r. znak GMK.6733.3.7.2024 w sprawie sporządzenia projektu decyzji w postępowaniu zmierzającym do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek nr 327, 281, 309, 312, 283/3, 314/3, 316/9, 349, 283/2 i 283/1, położonych w obrębie Platerówka, gmina Platerówka, na rzecz Gminy Platerówka
<p align="right">Platerówka, dnia 18.03.2024 r.</p>
<h1 align="left">GMK.6733.3.7.2024</h1>
<p> </p>
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p class="Default"> </p>
<p class="Default">Stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy,</p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"><strong>zawiadamia się</strong>,</p>
<p class="Default"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek nr 327, 281, 309, 312, 283/3, 314/3, 316/9, 349, 283/2 i 283/1, położonych w obrębie Platerówka, gmina Platerówka, na rzecz Gminy Platerówka, przygotowany został projekt decyzji, który stosownie do art. 53 ust. 4 pkt 5a i 6 oraz 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz.U. z 2023 r. poz. 977) został przesłany, do uzgodnień:</p>
<ul>
<li>Starosty Lubańskiego, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</li>
<li>Dyrektora Zarządu Zlewni PGW Wody Polskie celem uzgodnienia w sprawach dotyczących melioracji wodnych;</li>
<li>Dolnośląskiej Służby Dróg i Kolei we Wrocławiu celem uzgodnienia właściwym zarządcą drogi w odniesieniu do obszarów przyległych do pasa drogowego,</li>
<li>Powiatowego zarządu Dróg w Lubaniu celem uzgodnienia właściwym zarządcą drogi w odniesieniu do obszarów przyległych do pasa drogowego</li>
</ul>
<p class="Default">oraz stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) - Państwowego Powiatowego Inspektora Sanitarnego celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p> </p>
<p>W siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> można zapoznać się z aktami sprawy się i w tym przedmiocie wnieść ewentualne uwagi lub wnioski.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
<p><span style="text-decoration: underline;"> </span></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><strong> </strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>Klauzula informacyjna </strong></p>
<p><strong>Zgodnie z art. 13 Rozporządzenia Parlamentu Europejskiego i Rady (UE) 2016/679 z dnia 27 kwietnia 2016 roku w sprawie ochrony osób fizycznych w związku z przetwarzaniem danych osobowych i w sprawie swobodnego przepływu takich danych oraz uchylenia dyrektywy 95/46/WE (ogólne rozporządzenie o ochronie danych), zwane dalej RODO, informujemy, że:</strong></p>
<p><strong> </strong></p>
<ol>
<li><strong>1. </strong><strong>Administrator Danych Osobowych</strong></li>
</ol>
<p>Administratorem Pani/Pana danych osobowych jest Gmina Platerówka, z siedzibą przy ul. Platerówka 20, 59-816 Platerówka.</p>
<ol>
<li><strong>2. </strong><strong>Inspektor Ochrony Danych </strong></li>
</ol>
<p>Kontakt z Inspektorem Ochrony Danych Osobowych w Gminie Platerówka możliwy jest za pośrednictwem adresu e-mail: <a href="mailto:iod@gminaplaterowka.pl">iod@gminaplaterowka.pl</a></p>
<ol>
<li><strong>3. </strong><strong>Cel i podstawa prawna przetwarzania</strong></li>
</ol>
<p>Urząd przetwarza dane osobowe w celu wydania decyzji o ustaleniu lokalizacji inwestycji celu publicznego lub decyzji o warunkach zabudowy zgodnie z Art. 6 ust. 1 lit. c RODO.</p>
<ol>
<li><strong>4. </strong><strong>Odbiorcy danych</strong></li>
</ol>
<p>W toku załatwiania Pani/Pana sprawy dane osobowe mogą być przekazane innym podmiotom. Odbiorcami danych mogą być podmioty upoważnione do odbioru danych osobowych na podstawie odpowiednich przepisów prawa oraz podmioty, które przetwarzają dane osobowe w imieniu Administratora, na podstawie zawartej z nim umowy powierzenia przetwarzania danych osobowych.</p>
<ol>
<li><strong>5. </strong><strong>Informacja o przekazaniu danych do państw trzecich</strong></li>
</ol>
<p>Dane osobowe nie będą przekazywane do państw trzecich.</p>
<ol>
<li><strong>6. </strong><strong>Prawa osób, których dane są przetwarzane</strong></li>
</ol>
<p>Ma Pani/Pan prawo, w zakresie danych osobowych Pani/Pana dotyczących do:</p>
<p>1) dostępu do danych osobowych,</p>
<p>2) sprostowania danych osobowych np. gdy są nieaktualnie lub nieprawdziwe,</p>
<p>3) w przypadku, gdy przetwarzanie danych odbywa się na podstawie zgody, ma Pani/Pan prawo cofnięcia wyrażonej zgody;</p>
<p>4) w przypadku powzięcia informacji o niezgodnym z prawem przetwarzaniu Pani/Pana danych osobowych, przysługuje Pani/Panu prawo wniesienia skargi do organu nadzorczego, którym jest Prezes Urzędu Ochrony Danych Osobowych z siedzibą w Warszawie.</p>
<ol>
<li><strong>7. </strong><strong>Profilowanie</strong></li>
</ol>
<p>Ponadto informujemy, że Administrator nie przetwarza danych osobowych w trybie zautomatyzowanym oraz że dane nie są profilowane.</p>
<ol>
<li><strong>8. </strong><strong>Okres przechowywania danych </strong></li>
</ol>
<p>Pani/Pana dane osobowe będą przetwarzane przez okres niezbędny do realizacji wskazanego w pkt. 3 celu, a po tym czasie przez okres zgodny z rozporządzeniem Prezesa Rady Ministrów z dnia 18 stycznia 2011 r. w sprawie instrukcji kancelaryjnej, jednolitych rzeczowych wykazów akt oraz instrukcji w sprawie organizacji i zakresu działania archiwów zakładowych.</p>
<p> </p>
2024-03-18 14:48:10
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Joanna Mazurek
Joanna Mazurek
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22
19495
Komunikat o XXXIX sesji zwyczajnej Rady Gminy w Platerówce
<p align="center"><strong>K O M U N I K A T</strong></p>
<p><strong> </strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości, że</p>
<p align="center"><strong>w dniu 25 marca 2024 roku o godzinie 11:00</strong> w<strong> świetlicy wiejskiej we Włosieniu</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXXIX zwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<ol>
<li>Otwarcie sesji.</li>
<li>Sprawdzenie kworum.</li>
<li>Przyjęcie porządku obrad.</li>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXXVII i XXXVIII sesji Rady Gminy w Platerówce.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol>
<p>1) w sprawie zmian w budżecie gminy Platerówka na 2024 rok;</p>
<p>2) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka;</p>
<p>3) w sprawie nie wyrażania zgody na wyodrębnienie w budżecie gminy środków stanowiących fundusz sołecki;</p>
<p>4) w sprawie zmiany uchwały nr XXXVII/300/23 z dnia 30 listopada 2023 r. w sprawie udzielenia dotacji w 2024 r. dla Parafii Rzymsko-Katolickiej p.w. Niepokalanego Serca Najświętszej Maryi Panny w Platerówce, na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytku wpisanym do rejestru zabytków;</p>
<p>5) w sprawie przyjęcia ,,Programu opieki nad zwierzętami bezdomnymi oraz zapobiegania bezdomności zwierząt na terenie Gminy Platerówka w 2024 r.";</p>
<p>6) w sprawie ustalenia szczegółowych zasad ponoszenia odpłatności za pobyt w mieszkaniach wspomaganych lub treningowych i ośrodkach wsparcia udzielających schronienia osobom tego pozbawionym, w tym osobom bezdomnym;</p>
<p>7) w sprawie braku sprzeciwu wobec Uchwały Nr 15/2023 Zgromadzenia Związku Gmin Ziemi Zgorzeleckiej w sprawie zmian w Statucie Związku Gmin Ziemi Zgorzeleckiej;</p>
<p>8) w sprawie przyjęcia sprawozdań stałych komisji Rady Gminy z działalności za 2023 rok.</p>
<p>7. Składanie interpelacje, zapytań, wniosków radnych.</p>
<p> </p>
<p> </p>
<p> </p>
<p> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur </em></strong></p>
2024-03-18 08:35:35
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2024-03-18 08:35:35
Monika Sikorska
Renata Stalmach
2
22
19490
Informacja w sprawie zmiany uchwały nr LVII/1201/23 Sejmiku Województwa Dolnośląskiego z dnia 13 lipca 2023 r. w sprawie aktualizacji programu ochrony powietrza dla stref w województwie dolnośląskim,
2024-03-14 08:27:12
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70
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2024-03-14 08:27:12
Monika Sikorska
Wioleta Strażnik
1
22
19488
Obwieszczenie Wójta Gminy Platerówka z dnia 12.03.2024r. znak GMK.6733.4.2024 w sprawie sprawie zmiany decyzji Wójta Gminy Platerówka Nr 1/23 z dnia 12.02.2024 r. znak GMK.6733.1.7.2023 w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej.
2024-03-12 07:51:28
2024-03-12 08:00:30
70
2024-03-12 08:00:30
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2024-03-12 07:51:28
Monika Sikorska
Joanna Mazurek
1
22
19483
Obwieszczenie Wójta Gminy Platerówka z dnia 7.03.2024 r. znak GMK.6733.2.5.2024 w postępowaniu zmierzającym do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Budowa garażu dla jednostki OSP Włosień wraz z niezbędną infrastrukturą techniczną" lokalizowanego w granicy działki nr 811 i 812/2 obręb Włosień gmina Platerówka na rzecz Gminy Platerówka
<h1 align="left">GMK.6733.2.5.2024</h1>
<p> </p>
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p class="Default"> </p>
<p class="Default">Stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy,</p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"><strong>zawiadamia się</strong>,</p>
<p class="Default"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Budowa garażu dla jednostki OSP Włosień wraz z niezbędną infrastrukturą techniczną", lokalizowanego w granicy działki nr 811 i 812/2 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka, przygotowany został projekt decyzji, który stosownie do art. 53 ust. 4 pkt 5a i 6 oraz 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz.U. z 2023 r. poz. 977) przesłano do uzgodnień:</p>
<ul>
<li>Starosty Lubańskiego, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</li>
<li>Dyrektora Zarządu Zlewni PGW Wody Polskie celem uzgodnienia w sprawach dotyczących melioracji wodnych;</li>
<li>Dolnośląskiej Służby Dróg i Kolei we Wrocławiu celem uzgodnienia właściwym zarządcą drogi w odniesieniu do obszarów przyległych do pasa drogowego</li>
</ul>
<p class="Default">oraz stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U.z 2021r., poz. 195 ze zm.) - Państwowego Powiatowego Inspektora Sanitarnego celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p class="Default"> </p>
<p>W siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a>) można zapoznać się z aktami sprawy się i w tym przedmiocie wnieść ewentualne uwagi lub wnioski.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-03-07 15:00:13
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72
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2024-03-07 15:00:13
Joanna Mazurek
Joanna Mazurek
1
22
19482
Obwieszczenie Wójta Gminy Platerówka z dnia 7.03.2024 r. znak GMK.6733.1.4.2024 w postępowaniu zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na modernizacji istniejącego obiektu sportowego w granicach działki nr 762/8, położonej w obrębie Platerówka, w gminie Platerówka na rzecz Gminy Platerówka
<h1 align="left">GMK.6733.1.4.2024</h1>
<p> </p>
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p class="Default"> </p>
<p class="Default">Stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy,</p>
<p class="Default" align="center"> </p>
<p class="Default" align="center"><strong>zawiadamia się</strong>,</p>
<p class="Default"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na modernizacji istniejącego obiektu sportowego</p>
<p class="Default">w granicach działki nr 762/8, położonej w obrębie Platerówka, w gminie Platerówka na rzecz Gminy Platerówka, przygotowany został projekt decyzji, który stosownie do art. 53 ust. 4 pkt 5a i 6 oraz 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz.U. z 2023 r. poz. 977) przesłano do uzgodnień:</p>
<ul>
<li>Starosty Lubańskiego, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</li>
<li>Dyrektora Zarządu Zlewni PGW Wody Polskie celem uzgodnienia w sprawach dotyczących melioracji wodnych;</li>
</ul>
<p class="Default">oraz stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) - Państwowego Powiatowego Inspektora Sanitarnego celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p class="Default"> </p>
<p>W siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a>) można zapoznać się z aktami sprawy się i w tym przedmiocie wnieść ewentualne uwagi lub wnioski.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-03-07 14:47:39
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72
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2024-03-07 14:47:39
Joanna Mazurek
Joanna Mazurek
1
22
19480
Obwieszczenie Wójta Gminy Platerówka z dnia 05.03.2024 r. znak GMK.6733.2.7.2023 o zakończeniu postępowania dowodowego w sprawie wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek 494/1, 498/1, 501 obręb Zalipie, gmina Platerówka, na rzecz Gminy Platerówka
<p class="Default" align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p class="Default" align="center"><strong>O ZAKOŃCZENIU POSTĘPOWANIA DOWODOWEGO</strong> </p>
<p class="Default">Na podstawie art. 10 § 1, art. 49 i art. 61 ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r. poz. 775 ze zm.), w myśl art. 53 ust. 1 Ustawy z dnia 27 marca 2003 r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2023 poz. 977 ze zm.)</p>
<p class="Default" align="center"><strong> </strong></p>
<p class="Default" align="center"><strong>zawiadamia się,</strong></p>
<p class="Default" align="center"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek 494/1, 498/1, 501 obręb Zalipie, gmina Platerówka, na rzecz Gminy Platerówka <strong>zebrano cały materiał dowodowy.</strong></p>
<p class="Default">W terminie kolejnych 7 dniach od daty doręczenia niniejszego obwieszczenia, w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: inwestycje@gminaplaterowka.pl, można zapoznać się z aktami sprawy się i wypowiedzieć się w kwestii zebranych dowodów.</p>
<p class="Default">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie</p>
<p class="Default">Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie, tj. w dniu 20.03.2024 r.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem http://bip.ugplaterowka.nv.pl/ w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-03-05 10:24:42
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2024-03-05 10:24:42
Joanna Mazurek
Joanna Mazurek
1
22
19477
Obwieszczenie Wójta Gminy Platerówka z dnia 28.02.2024 r. znak GMK.6733.3.5.2023 o przekazaniu do uzgodnień projektu decyzji o ustaleniu lokalizacji inwestycji celu publicznego dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek nr 649, 19, 226/1, 658, 664, 66, 82, 226/4, 799, 212, 527, 526 i 582, położonych w obrębie Włosień, gmina Platerówka, na rzecz Gminy Platerówka
<p> </p>
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p class="Default">Stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy</p>
<p class="Default" align="center"><strong>zawiadamia się</strong>,</p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek nr 649, 19, 226/1, 658, 664, 66, 82, 226/4, 799, 212, 527, 526 i 582, położonych w obrębie Włosień, gmina Platerówka, na rzecz Gminy Platerówka, przygotowany projekt decyzji stosownie do art. 53 ust. 4 pkt 5a i 6 oraz 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz.U. z 2023 r. poz. 977) został przesłany, do uzgodnień:</p>
<ul>
<li>Starosty Lubańskiego, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</li>
<li>Dyrektora Zarządu Zlewni PGW Wody Polskie celem uzgodnienia w sprawach dotyczących melioracji wodnych;</li>
<li>Dolnośląskiej Służby Dróg i Kolei we Wrocławiu celem uzgodnienia właściwym zarządcą drogi w odniesieniu do obszarów przyległych do pasa drogowego</li>
</ul>
<p class="Default">oraz stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U.z 2021r., poz. 195 ze zm.) do Państwowego Powiatowego Inspektora Sanitarnego celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p>Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie, tj. w dniu 28.02.2024 r.</p>
<p>W terminie kolejnych 7 dni od daty doręczenia, w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a>) można zapoznać się z aktami sprawy się i w tym przedmiocie wnieść ewentualne uwagi lub wnioski.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-02-28 14:07:19
2024-02-28 16:55:00
72
2024-02-28 16:55:00
0
2024-02-28 14:07:19
Joanna Mazurek
Joanna Mazurek
1
22
19476
OBWIESZCZENIE Wójta Gminy Platerówka z dnia 27.02.2024 r. znak GMK.6733.3.2024 o wszczęciu postępowania administracyjnego w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek nr 281, 283/1, 283/2, 283/3, 309, 312, 314/3, 316/9, 327, 349, obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka.
<p><img 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" alt=""></p>
2024-02-27 14:03:26
2024-02-27 15:01:28
72
2024-02-27 15:01:28
0
2024-02-27 14:03:26
Joanna Mazurek
Joanna Mazurek
2
22
19475
Obwieszczenie w sprawie wydania decyzji Modernizacji linii napowietrznej 110kV R-300/S-303/304 S-321 relacji: GPZ Mikułowa -GZP Bolesławiec 1000-lecia/GPZ Bolesławiec Matejki. Dostosowanie do pracy przy +80°C.
2024-02-27 12:06:59
2024-02-27 12:20:29
70
2024-02-27 12:20:29
0
2024-02-27 12:06:59
Monika Sikorska
Wioleta Strażnik
1
22
19469
Informacja o wyniku przetargu ustnego nieograniczonego odbytego w dniu 22 lutego 2024r. w siedzibie Urzędu Gminy w Platerówce na nabycie.
<p style="text-align: center;" align="center"><strong>Na podstawie § 12 Rozporządzenia Rady Ministrów z dnia 14 września 2004r. w sprawie sposobu i trybu przeprowadzania przetargów oraz rokowań na zbycie nieruchomości (Dz. U. z 2021r. poz. 2213 ze zm.), </strong></p>
<p style="text-align: center;" align="center"><strong> </strong></p>
<p style="text-align: center;" align="center"><strong>I n f o r m u j ę</strong></p>
<p style="text-align: center;" align="center"><strong> </strong></p>
<p style="text-align: center;" align="center"><strong>o wyniku </strong><strong> przetargu ustnego nieograniczonego</strong><strong> odbytego w dniu 22 lutego 2024r. w siedzibie Urzędu Gminy w Platerówce </strong><strong>na nabycie:</strong></p>
<p style="text-align: center;"><strong> </strong>nieruchomości gruntowej niezabudowanej, nieruchomość położona w granicach działki Nr Nr 465/6 o łącznej pow. 1.400m2, AM-1, Obr. 0001- Platerówka.</p>
<ul style="text-align: center;">
<li> Nieruchomość opisana w księdze wieczystej JG1 L/00031526/9 prowadzonej przez Sąd Rejonowy w Lubaniu, Wydział Ksiąg Wieczystych.</li>
</ul>
<p style="text-align: center;">Przeznaczenie w studium uwarunkowań i kierunków zagospodarowania przestrzennego Gminy Platerówka:</p>
<p style="text-align: center;">działka nr 465/6 AM-1 o pow. 0,14ha ma przeznaczenie jako :</p>
<p style="text-align: center;"><em>„Tereny rolne”, ”Drogi wew.” , „Cieki wodne”.</em></p>
<p style="text-align: center;"><strong> </strong></p>
<p style="text-align: center;"><strong> 1. Liczba </strong><strong>osób dopuszczonych do uczestniczenia w przetargu – 1. </strong></p>
<p style="text-align: center;"><strong> 2. Liczba osób niedopuszczonych do uczestniczenia w przetargu – 0.</strong></p>
<p style="text-align: center;"><strong> 3. Cena wywoławcza nieruchomości wynosiła - <span style="text-decoration: underline;">6.692,00,-zł</span></strong></p>
<p style="text-align: center;"><strong> słownie: (sześć tysięcy sześćset dziewięćdziesiąt dwa złotych 00/100)</strong></p>
<p style="text-align: center;"><strong>4. W wyniku przeprowadzonego przetargu cena nieruchomości została ustalona na kwotę </strong><strong><em><span style="text-decoration: underline;">6.792,00</span></em></strong><strong>zł. Nabywcą nieruchomości gruntowej niezabudowanej został: Pan Tomasz Szwechłowicz, gdyż zaoferował najwyższą cenę.</strong></p>
<p style="text-align: center;"> </p>
<p><strong><em> Platerówka, dn. 22-02- 2024r. </em></strong></p>
<p><strong>Sporządził: M. Jurczenko</strong></p>
2024-02-23 14:29:14
2024-02-23 14:34:30
70
2024-02-23 14:34:30
0
2024-02-23 14:29:14
Monika Sikorska
Marek Jurczenko
1
22
19466
WYKAZ nr 2/2024 z dnia 15.02.2024 nieruchomości przeznaczonej do sprzedaży
2024-02-16 08:12:26
2024-02-20 09:01:30
70
2024-02-20 09:01:30
0
2024-02-16 08:12:26
Monika Sikorska
Angelika Świder
2
22
19465
Obwieszczenie Wójta Gminy Platerówka z dnia 14.02.2024 r. znak GMK.6733.2.5.2023 w sprawie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek 494/1, 498/1, 501 obręb Zalipie, gmina Platerówka, na rzecz Gminy Platerówka
2024-02-14 13:05:21
2024-02-14 13:12:29
72
2024-02-14 13:12:29
0
2024-02-14 13:05:21
Joanna Mazurek
Joanna Mazurek
1
22
19464
WYKAZ nr 1/2024 z dnia 14.02.2024r nieruchomości przeznaczonej do sprzedaży.
2024-02-14 11:17:03
2024-02-14 11:23:28
70
2024-02-14 11:23:28
0
2024-02-14 11:17:03
Monika Sikorska
Angelika Świder
1
22
19463
Obwieszczenie Wójta Gminy Platerówka o wydaniu w dniu 12.02.2024 r. decyzji Nr 1/23 znak GMK.6733.1.7.2023 o ustaleniu lokalizacji inwestycji celu publicznego dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka.
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" 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2024-02-12 13:44:21
2024-02-12 13:51:29
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2024-02-12 13:51:29
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2024-02-12 13:44:21
Joanna Mazurek
Joanna Mazurek
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22
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Obwieszczenie Wójta Gminy Platerówka o wszczęciu postępowania administracyjnego w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn.: „Budowa garażu dla jednostki OSP Włosień wraz z niezbędną infrastrukturą techniczną", lokalizowanego w granicy działki nr 812/2 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka.
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" 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2024-02-02 14:15:38
2024-02-02 14:20:27
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2024-02-02 14:20:27
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2024-02-02 14:15:38
Joanna Mazurek
Joanna Mazurek
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Obwieszczenie Wójta Gminy Platerówka o wszczęciu postępowania administracyjnego w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia pn. „Modernizacja istniejącego obiektu sportowego, polegająca na remoncie zaplecza szatniowo-sanitarnego, remoncie nawierzchni boiska wraz z uzupełnieniem niezbędnego wyposażenia, budowie trybun i wiaty" wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 762/8 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka
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" 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2024-02-02 12:53:39
2024-02-02 13:08:28
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2024-02-02 13:08:28
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2024-02-02 12:53:39
Joanna Mazurek
Joanna Mazurek
1
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OBWIESZCZENIE MARSZAŁKA WOJEWÓDZTWA DOLNOŚLĄSKIEGO z dnia 30 stycznia 2024 r. o okręgach wyborczych, ich granicach i numerach, liczbie radnych wybieranych w każdym okręgu wyborczym oraz wyznaczonej siedzibie Wojewódzkiej Komisji Wyborczej w wyborach do Sejmiku Województwa Dolnośląskiego zarządzonych na dzień 7 kwietnia 2024 r.
2024-01-30 14:47:21
2024-01-30 14:52:27
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2024-01-30 14:52:27
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2024-01-30 14:47:21
Monika Sikorska
Renata Stalmach
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Informacja o wyniku postępowania „REMONT WIĘŹBY DACHOWEJ ORAZ WYMIANA POKRYCIA DACHU KOŚCIOŁA P.W. NIEPOKALANEGO SERCA NMP W PLATERÓWCE”
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" alt=""></p>
<table style="width: 671px;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="25">
<p align="center">lp</p>
</td>
<td valign="top" width="143">
<p align="center">Nazwa i adres Wykonawcy</p>
</td>
<td valign="top" width="106">
<p align="center">Cena brutto</p>
</td>
<td valign="top" width="47">
<p align="center">Pkt</p>
</td>
<td valign="top" width="85">
<p align="center">Okres gwarancji i rękojmi w miesiącach</p>
</td>
<td valign="top" width="57">
<p align="center">Pkt</p>
</td>
<td valign="top" width="85">
<p align="center">Termin wykonania zamówienia w dniach kalendarz.</p>
</td>
<td valign="top" width="59">
<p align="center">Pkt</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>Suma punktów</strong></p>
</td>
</tr>
<tr>
<td valign="top" width="25">
<p>1</p>
</td>
<td valign="top" width="143">
<p>WIKPOL Łukasz Męcik ul. Wesoła 113, 43-311 Żarki Letnisko</p>
</td>
<td valign="top" width="106">
<p align="right">585 000,00 zł</p>
</td>
<td valign="top" width="47">
<p align="center">60,00</p>
</td>
<td valign="top" width="85">
<p align="center">84</p>
</td>
<td valign="top" width="57">
<p align="center">20,00</p>
</td>
<td valign="top" width="85">
<p align="center">120</p>
</td>
<td valign="top" width="59">
<p align="center">15,00</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>95,00</strong></p>
</td>
</tr>
<tr>
<td valign="top" width="25">
<p>2</p>
</td>
<td valign="top" width="143">
<p>PHB „Tyliński” Arkadiusz Arkadiusz, ul. 1 Maja 10 64-100 Leszno</p>
</td>
<td valign="top" width="106">
<p align="right">981 540,00 zł</p>
</td>
<td valign="top" width="47">
<p align="center">35,76</p>
</td>
<td valign="top" width="85">
<p align="center">84</p>
</td>
<td valign="top" width="57">
<p align="center">20,00</p>
</td>
<td valign="top" width="85">
<p align="center">90</p>
</td>
<td valign="top" width="59">
<p align="center">20,00</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>75,76</strong></p>
</td>
</tr>
<tr>
<td valign="top" width="25">
<p>3</p>
</td>
<td valign="top" width="143">
<p>DACH-SYSTEM Mariusz Drej, ul. Leśna 5, 29-105 Oleszno</p>
</td>
<td valign="top" width="106">
<p align="right">1 312 357,73 zł</p>
</td>
<td valign="top" width="47">
<p align="center">26,75</p>
</td>
<td valign="top" width="85">
<p align="center">84</p>
</td>
<td valign="top" width="57">
<p align="center">20,00</p>
</td>
<td valign="top" width="85">
<p align="center">90</p>
</td>
<td valign="top" width="59">
<p align="center">20,00</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>66,75</strong></p>
</td>
</tr>
<tr>
<td valign="top" width="25">
<p>4</p>
</td>
<td valign="top" width="143">
<p>Zakład Ogólnobudowlany Ryszard Szaminos Miłoszów 127, 59-820 Leśna</p>
</td>
<td valign="top" width="106">
<p align="right">984 000,00 zł</p>
</td>
<td valign="top" width="47">
<p align="center">35,67</p>
</td>
<td valign="top" width="85">
<p align="center">60</p>
</td>
<td valign="top" width="57">
<p align="center">14,29</p>
</td>
<td valign="top" width="85">
<p align="center">120</p>
</td>
<td valign="top" width="59">
<p align="center">15,00</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>64,96</strong></p>
</td>
</tr>
<tr>
<td valign="top" width="25">
<p>5</p>
</td>
<td valign="top" width="143">
<p>Konsorcjum NORTMAN-GORCZYCA ul. Leszczyńska 54, 64-115 Święciechowa</p>
</td>
<td valign="top" width="106">
<p align="right">1 158 400,00 zł</p>
</td>
<td valign="top" width="47">
<p align="center">30,30</p>
</td>
<td valign="top" width="85">
<p align="center">84</p>
</td>
<td valign="top" width="57">
<p align="center">20,00</p>
</td>
<td valign="top" width="85">
<p align="center">180</p>
</td>
<td valign="top" width="59">
<p align="center">10,00</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>60,30</strong></p>
</td>
</tr>
<tr>
<td valign="top" width="25">
<p>6</p>
</td>
<td valign="top" width="143">
<p>F.P-U-H RICARDO Ryszard Droszcz, ul. Górnicza 35, 59-900 Zgorzelec</p>
</td>
<td valign="top" width="106">
<p align="right">1 239 996,10 zł</p>
</td>
<td valign="top" width="47">
<p align="center">28,31</p>
</td>
<td valign="top" width="85">
<p align="center">60</p>
</td>
<td valign="top" width="57">
<p align="center">14,29</p>
</td>
<td valign="top" width="85">
<p align="center">180</p>
</td>
<td valign="top" width="59">
<p align="center">10,00</p>
</td>
<td valign="top" width="64">
<p align="center"><strong>52,59</strong></p>
</td>
</tr>
</tbody>
</table>
<p><strong> </strong></p>
<p> <img 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" alt=""></p>
<p> </p>
<p> </p>
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2024-01-30 11:05:12
2024-01-30 11:15:43
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2024-01-30 11:15:43
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2024-01-30 11:05:12
Joanna Mazurek
Joanna Mazurek
1
22
19427
Obwieszczenie Wójta Gminy Lubań IRŚ.6220.1.2023.AT/52
2024-01-24 13:41:09
2024-01-24 13:46:27
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2024-01-24 13:46:27
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2024-01-24 13:41:09
Monika Sikorska
Wiolata Strażnik
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19426
Dodatek osłonowy w 2024 roku
<div class="article-lead main-text">
<p>Dodatek osłonowy jest świadczeniem pieniężnym, które ma na celu zapewnić wsparcie finansowe osobom o niskich dochodach, a także uchronić ich przed ubóstwem energetycznym.</p>
<p><strong>WAŻNE</strong></p>
<p>W 2024 roku dodatek osłonowy przysługuje na okres od 1 stycznia 2024 r. do 30 czerwca 2024 r.</p>
<p>Wniosek o przyznanie dodatku osłonowego można złożyć najpóźniej do 30 kwietnia 2024 r.</p>
<p>Wnioski złożone po 30 kwietnia 2024 r. pozostawia się bez rozpoznania.</p>
</div>
<p><strong>Komu przysługuje dodatek osłonowy</strong></p>
<p>Zgodnie z ustawą o dodatku osłonowym świadczenie przysługuje:</p>
<ul>
<li>Osobie w gospodarstwie domowym jednoosobowym, w którym wysokość przeciętnego miesięcznego dochodu nie przekracza kwoty 2100 zł,</li>
<li>Osobie w gospodarstwie domowym wieloosobowym, w którym wysokość przeciętnego miesięcznego dochodu nie przekracza kwoty 1500 zł na osobę;</li>
</ul>
<p>Dochód będzie ustalany na podstawie art. 3 pkt 1 ustawy z dnia 28 listopada 2003 r. o świadczeniach rodzinnych.</p>
<p>Dodatek osłonowy przysługuje osobom, które mają miejsce zamieszkania i przebywają na terytorium Polski.</p>
<p><strong>Uwaga !</strong></p>
<p>Osoba, która ubiega się o dodatek osłonowy, a nie posiada polskiego obywatelstwa, powinna przedstawić dokumenty potwierdzające, że:</p>
<p>1) jest obywatelem</p>
<ul>
<li>jednego z państw Unii Europejskiej</li>
<li>jednego z państw Europejskiego Porozumienia o Wolnym Handlu (EFTA) – stron umowy o Europejskim Obszarze Gospodarczym</li>
<li>Konfederacji Szwajcarskiej i posiada prawo pobytu lub prawo stałego pobytu w Polsce;</li>
</ul>
<p>2) jest członkiem rodziny (w rozumieniu art. 2 pkt 4 ustawy z dnia 14 lipca 2006 r. o wjeździe na terytorium Rzeczypospolitej Polskiej, pobycie oraz wyjeździe z tego terytorium obywateli państw członkowskich Unii Europejskiej i członków ich rodzin) obywatela</p>
<ul>
<li>jednego z państw Unii Europejskiej</li>
<li>jednego z państw Europejskiego Porozumienia o Wolnym Handlu (EFTA) – stron umowy o Europejskim Obszarze Gospodarczym</li>
<li>Konfederacji Szwajcarskiej i posiada prawo pobytu lub prawo stałego pobytu w Polsce</li>
</ul>
<p>3) jest cudzoziemcem mającym miejsce zamieszkania i przebywającym w Polsce na podstawie:</p>
<ul>
<li>zezwolenia na pobyt stały;</li>
<li>zezwolenia na pobyt rezydenta długoterminowego Unii Europejskiej;</li>
<li>zezwolenia na pobyt czasowy udzielonego w związku z następującymi okolicznościami:</li>
</ul>
<p><strong>-</strong> jest członkiem rodziny uchodźcy i przybywa do Polski lub przebywa w Polsce w celu połączenia się z rodziną (art. 159 ust. 1 pkt 1 lit. c ustawy o cudzoziemcach);</p>
<p><strong>- </strong>jest członkiem rodziny osoby, której udzielono ochrony uzupełniającej i przybywa do Polski lub przebywa w Polsce w celu połączenia się z rodziną ( art. 159 ust. 1 pkt 1 lit. d ustawy o cudzoziemcach);</p>
<p><strong>-</strong> posiada zezwolenia na pobyt rezydenta długoterminowego Unii Europejskiej udzielonego przez inne państwo członkowskie Unii Europejskiej przy równoczesnym spełnieniu dodatkowych przesłanek (art. 186 ust. 1 pkt 3 ustawy o cudzoziemcach);</p>
<p><strong>- </strong>uzyskał status uchodźcy (art. 3 ust. 1 pkt 1 ustawy z dnia 13 czerwca 2003 r. o udzielaniu cudzoziemcom ochrony na terytorium Rzeczypospolitej Polskiej);</p>
<p><strong>-</strong> uzyskał ochronę uzupełniającą (art. 3 ust. 1 pkt 1a ustawy z dnia 13 czerwca 2003 r. o udzielaniu cudzoziemcom ochrony na terytorium Rzeczypospolitej Polskiej)</p>
<ul>
<li>zgody na pobyt ze względów humanitarnych lub zgody na pobyt tolerowany – w formie schronienia, posiłku, niezbędnego ubrania oraz zasiłku celowego;</li>
</ul>
<p>Gospodarstwo domowe tworzą:</p>
<ul>
<li>gospodarstwo domowe jednoosobowe - osoba samotnie zamieszkująca i gospodarująca;</li>
<li>gospodarstwo domowe wieloosobowe – osoba, która wnioskuje o przyznanie dodatku osłonowego oraz osoby z nią spokrewnione lub niespokrewnione pozostające w faktycznym związku, wspólnie z nią zamieszkujące i gospodarujące.</li>
</ul>
<p>Jedna osoba może wchodzić w skład tylko jednego gospodarstwa domowego.</p>
<p><strong>Ile wynosi dodatek osłonowy</strong></p>
<p>Dodatek osłonowy wynosi:</p>
<ul>
<li>228,80/286,00 zł * dla gospodarstwa domowego jednoosobowego;</li>
<li>343,20/429,00 zł* dla gospodarstwa domowego składającego się z 2 do 3 osób;</li>
<li>486,20/607,75 zł* dla gospodarstwa domowego składającego się z 4 do 5 osób;</li>
<li>657,80/822,25 zł* dla gospodarstwa domowego składającego się z 6 i więcej osób;</li>
</ul>
<p><strong>* Kwota dodatku jest uzależniona od źródła ogrzewania. Wyższe świadczenie mogą otrzymać osoby, które używają do ogrzewania węgla lub paliwa węglopochodnego. Warunkiem jest jednak zgłoszenie do Centralnej Ewidencji Emisyjności Budynków.</strong></p>
<p><strong>Uwaga</strong></p>
<p>Dodatek osłonowy może zostać przyznany również, gdy wysokość przeciętnego miesięcznego dochodu przekracza 2100 zł w gospodarstwie jednoosobowym i 1500 zł w gospodarstwie wieloosobowym. Wówczas wypłacona zostanie różnica między kwotą dodatku osłonowego, a kwotą, o którą został przekroczony przeciętny miesięczny dochód.</p>
<p><strong>Dla wniosków złożonych od dnia 1 stycznia 2024 do 30 kwietnia 2024 roku podstawą obliczania kryterium dochodowego jest rok 2022.</strong></p>
<p>Świadczenie nie przysługuje, gdy jego wysokość jest niższa niż 20 zł.</p>
<p>Przyznanie dodatku osłonowego <strong>nie wymaga wydania decyzji.</strong> Decyzja wydawana jest tylko w przypadku odmowy przyznania dodatku osłonowego, uchylenia lub zmiany prawa do tego dodatku oraz rozstrzygnięcia w sprawie nienależnie pobranego dodatku osłonowego.</p>
<p>Organ przesyła wnioskodawcy informację o przyznaniu dodatku osłonowego na wskazany we wniosku adres poczty elektronicznej. W przypadku gdy wnioskodawca nie wskazał adresu poczty elektronicznej we wniosku o wypłatę dodatku osłonowego, organ przyjmujący wniosek informuje go o możliwości odebrania informacji o przyznaniu dodatku osłonowego.</p>
<p><strong>Jak będzie wypłacany dodatek osłonowy</strong></p>
<p>Dodatek osłonowy przysługuje za okres od dnia 1 stycznia 2024 r. do dnia 30 czerwca 2024 r. Będzie on wypłacany jednorazowo do końca czerwca 2024 r.</p>
<p><strong>Gdzie można złożyć wniosek</strong></p>
<p>Wniosek o przyznanie dodatku osłonowego należy złożyć:</p>
<ul>
<li>W siedzibie Gminnego Ośrodka Pomocy Społecznej w Platerówce</li>
<li>za pomocą środków komunikacji elektronicznej (EPUAP, empati@)– wniosek musi być podpisany kwalifikowanym podpisem elektronicznym lub za pomocą profilu zaufanego.</li>
</ul>
<p>Wzór wniosku o wypłatę dodatku osłonowego oraz klauzula RODO dostępne są w plikach do pobrania.</p>
<p>Wersja papierowa druków dostępna jest w siedzibie Gminnego Ośrodka Pomocy Społecznej w Platerówce</p>
2024-01-24 13:04:56
2024-01-24 13:10:27
70
2024-01-24 13:10:27
0
2024-01-24 13:04:56
Monika Sikorska
Renata Stalmach
1
22
19425
OBWIESZCZENIE - ZAWIADOMIENIE Wójta Gminy Platerówka o wydaniu decyzji o środowiskowych uwarunkowaniach.
2024-01-19 09:34:43
2024-01-19 09:39:27
70
2024-01-19 09:39:27
0
2024-01-19 09:34:43
Monika Sikorska
Angelika Świder
1
22
19424
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.3.2023 z dnia 18.01.2024 r.o wszczęciu postępowania administracyjnego w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek 19, 66, 82, 212, 226/1, 226/4, 526, 527, 582, 649, 658, 664, 799 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka.
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong></h1>
<h1 style="text-align: center;"><strong>o wszczęciu postępowania</strong></h1>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>Działając na podstawie art. 49 i art. 61 § 1 ustawy z dnia 14 czerwca 1960r. Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r. poz. 775 ze zm.) oraz art. 53 ust. 1 ustawy z 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2023 r. poz. 977 ze zm.) oraz <strong>Wójt Gminy Platerówka, zawiadamia o wszczęciu </strong><strong>postępowania administracyjnego</strong> <strong>w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na </strong><strong>budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek 19, 66, 82, 212, 226/1, 226/4, 526, 527, 582, 649, 658, 664, 799 obręb Włosień, gmina Platerówka, na rzecz Gminy Platerówka.</strong></p>
<p> </p>
<p>Z wnioskiem o ustalenie lokalizacji inwestycji celu publicznego można zapoznać się w Urzędzie Gminy w Platerówce, 59-816 Platerówka nr 20, pokój 8, nr tel. (075) 722 16 90, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00-16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu pod numerem telefonu (075)722 16 90 lub za pośrednictwem adresu e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> i w tym przedmiocie wnieść ewentualne uwagi lub zastrzeżenia, w tym za pośrednictwem komunikacji elektronicznej ePUAP - adres skrzynki esp: <a href="https://epuap.gov.pl/">https://epuap.gov.pl/</a><strong> </strong></p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
<p>Zgodnie z art. 49 Kpa zawiadomienie uważa się za dokonane po upływie 14 (czternastu) dni od dnia, w którym nastąpiło publiczne obwieszczenie.</p>
<p>Wnioski i uwagi w przedmiotowej sprawie można składać w ciągu 14 dni od daty podania obwieszczenia do publicznej wiadomości.</p>
2024-01-18 12:46:29
2024-01-18 12:55:27
72
2024-01-18 12:55:27
0
2024-01-18 12:46:29
Joanna Mazurek
Joanna Mazurek
1
22
19416
INFORMACJA Osoby podlegające obowiązkowi stawienia się do kwalifikacji wojskowej zameldowane na pobyt stały lub pobyt czasowy trwający ponad trzy miesiące na terenie Gminy Platerówka winny obowiązek spełnić w terminie od 15.02.2024 r. do 15.02.2024 r. w siedzibie Powiatowej Komisji Lekarskiej w Starostwie Powiatowym w Lubaniu, ul. A. Mickiewicza 2, 59-800 Lubań (II piętro).
2024-01-15 16:11:59
2024-01-15 16:16:26
70
2024-01-15 16:16:26
0
2024-01-15 16:11:59
Monika Sikorska
Angelika Świder
1
22
19415
OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA O ZAKOŃCZENIU POSTĘPOWANIA DOWODOWEGO postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka
<p> </p>
<h1 style="text-align: center;"><strong>OBWIESZCZENIE </strong><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p align="center"><strong>O ZAKOŃCZENIU POSTĘPOWANIA DOWODOWEGO</strong></p>
<p class="Default"> </p>
<p class="Default">Stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy,</p>
<p class="Default" align="center"><strong>zawiadamia się</strong>,</p>
<p class="Default"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka, <strong>zebrano cały materiał dowodowy. </strong> </p>
<p class="Default"> </p>
<p>W terminie kolejnych 14 dniach od daty doręczenia niniejszego obwieszczenia, w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a>, można zapoznać się z aktami sprawy się i wypowiedzieć się w kwestii zebranych dowodów.</p>
<p>Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie</p>
<p>Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie, tj. w dniu 29.01.2024 r.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2024-01-15 15:55:50
2024-01-15 16:00:28
72
2024-01-15 16:00:28
0
2024-01-15 15:55:50
Joanna Mazurek
Joanna Mazurek
1
22
19412
OGŁOSZENIE Nr 1/2024 Wójt Gminy Platerówka ogłasza I ustny przetarg nieograniczony na sprzedaż nieruchomości gruntowej, niezabudowanej, położona w granicach działki Nr 465/6 o łącznej pow. 0,14ha, AM-1, Obręb 0001 Platerówka stanowiącej własność Gminy Platerówka.
2024-01-12 08:53:50
2024-01-15 15:52:27
70
2024-01-15 15:52:27
0
2024-01-12 08:53:50
Monika Sikorska
Angelika Świder
2
22
19413
KOMUNIKAT PRZERWA W DOSTAWIE WODY MIEJSCOWOŚCI: Zalipie (od nr 63 w kierunku m Przylasek),Przylasek,Grabiszyce W DNIU: 12 stycznia 2023 r. w godzinach 09:00 – 15:00*
<div class="article-lead main-text">
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;" align="center"><strong>MIEJSCOWOŚCI: Zalipie </strong> <strong>(od nr 63 w kierunku m Przylasek),Przylasek,Grabiszyce</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong> 12 stycznia </strong><strong> 2023 r.</strong> w godzinach <strong>09:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z usunięciem awarii na sieci wodociągowej w miejscowości Zalipie wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka (Zalipie,Przylasek oraz Grabiszyc)</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p align="center"><strong> </strong></p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p>*godziny podane są orientacyjnie</p>
</div>
2024-01-12 09:27:24
2024-01-12 09:33:27
70
2024-01-12 09:33:27
0
2024-01-12 09:27:24
Monika Sikorska
Angelika Świder
1
22
19409
OBWIESZCZENIE Wójta Gminy Platerówka o wszczęciu postępowania administracyjnego w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie oświetlenia drogowego wraz z infrastrukturą towarzyszącą, lokalizowanej w granicy działek 494/1,498, 501 obręb Zalipie, gmina Platerówka, na rzecz Gminy Platerówka.
2024-01-08 12:17:56
2024-01-08 12:53:28
70
2024-01-08 12:53:28
0
2024-01-08 12:17:56
Monika Sikorska
Joanna Mazurek
2
22
19405
Przedsięwzięcie: Aktywizacja i integracja społeczności lokalnej w ramach przedsięwzięcia preferowane jest: Aktywna społeczność „Partnerstwa Izerskiego” – koncepcja SMART VILLAGE (SV)
<p align="center">Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: Europa inwestująca w obszary wiejskie"</p>
<p> </p>
<p>"Stowarzyszenia Lokalna Grupa Działania – Partnerstwo Izerskie ogłasza nabór wniosków o dofinansowanie w ramach poddziałania 19.2 „Wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014-2020 na działanie:</p>
<p> </p>
<p align="center"><strong>Przedsięwzięcie: Aktywizacja i integracja społeczności lokalnej w ramach przedsięwzięcia preferowane jest: Aktywna społeczność „Partnerstwa Izerskiego” – koncepcja SMART VILLAGE (SV)</strong></p>
<p align="center"><strong> </strong></p>
<p><strong>Termin naboru wniosków: 22.01.2024-05.02.2024r. w godz. 9:00-13:00</strong></p>
<p> </p>
<p>Szczegółowe informacje znajdują się na stronie <a href="http://www.lgdpartnerstwoizerskie.pl">www.lgdpartnerstwoizerskie.pl</a> lub w biurze Stowarzyszenia LGD Partnerstwo Izerskie, ul. Kardynała Stefana Wyszyńskiego 15,59-850 Świeradów-Zdrój, tel. 757813163, 603087205, e-mail: biuro@lgdpartnerstwoizerskie.pl</p>
<p> </p>
<p> </p>
<p>Link do ogłoszenia:</p>
<p> </p>
<p><a href="https://lgdpartnerstwoizerskie.pl/ogloszenie-1-2024-g/">https://lgdpartnerstwoizerskie.pl/ogloszenie-1-2024-g/</a></p>
<p> </p>
2024-01-05 09:42:40
2024-01-05 09:49:28
70
2024-01-05 09:49:28
0
2024-01-05 09:42:40
Monika Sikorska
Angelika Świder
1
22
19402
Informacja z otwarcia ofert w postępowaniu pn.: „REMONT WIĘŹBY DACHOWEJ ORAZ WYMIANA POKRYCIA DACHU KOŚCIOŁA P.W. NIEPOKALANEGO SERCA NMP W PLATERÓWCE”
2024-01-04 12:50:11
2024-01-04 13:04:28
70
2024-01-04 13:04:28
0
2024-01-04 12:50:11
Monika Sikorska
Monika Sikorska
1
22
19266
Obwieszczenie Wójta Gmin Platerówka z dnia 25.09.2023 r. znak GMK.6730.8.6.2023 o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu „GPZ Mikułowa” etap VIII
<p align="center"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></p>
<p> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong></p>
<p> </p>
<p><strong>o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu „GPZ Mikułowa” etap VIII lokalizowanej w granicach działek nr 596/2, 596/4 (część), 596/5 (część), 597 (część), 598, 599/4 (część), 601/1, 601/3 (część), 602/1, 603/1 (część), 604 (część), 616 (część), 617/4 (część), 618/3 (część), 618/5 (część), 619 (część), 620/1, 621 (część), 622, 643/3, 643/5, 643/6, 644 (część), 645, 646/1, 646/2, 727 (część), 773, 775/1, 776/3, 785 (część) położonych w obrębie Włosień, gmina Platerówka, </strong>z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</p>
<p> </p>
<p>Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</p>
<p>W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądańw przedmiotowej sprawie.</p>
<p>Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></p>
<p>Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</p>
<p>W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p>Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia.</p>
<p> </p>
2023-09-25 14:14:03
2024-01-04 13:04:28
70
2024-01-04 13:04:28
0
2023-09-25 14:14:03
Monika Sikorska
Monika Sikorska
2
22
19399
Obwieszczenie Wójta Gminy Platerówka o przedłużenie terminu postępowania w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na ,,Budowa Magazynów Energii o mocy do 1,5 GW i pojemności do 1,5 GWh wraz z infrastrukturą towarzyszącą w obrębie Włosień, Gmina Platerówka, proj.Włosień BESS'' przedłuża termin załatwienia sprawy do dnia 26 stycznia 2024r. z uwagi na szczegółowe przeanalizowanie zebranego materiału dowodowego.
2023-12-28 13:45:09
2023-12-28 13:59:27
70
2023-12-28 13:59:27
0
2023-12-28 13:45:09
Monika Sikorska
Angelika Świder
1
22
19397
Obwieszczenie Wójta Gminy Platerówka znak GMK.6733.1.5.2023 z dnia 28.12.2023 r. w sprawie przekazania do uzgodnień projektu decyzji o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka
<p align="right">Platerówka, dnia 28.12.2023 r.</p>
<h1 align="left">GMK.6733.1.5.2023</h1>
<p> </p>
<h1><strong>OBWIESZCZENIE </strong><strong>WÓJTA GMINY PLATERÓWKA</strong></h1>
<p class="Default"> </p>
<p class="Default">Stosownie do art. 106 ust 2. ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023r., poz. 775 ze zm.) oraz na podstawie art. 10 § 1 i art. 49 tej ustawy,</p>
<p class="Default" align="center"><strong>zawiadamia się</strong>,</p>
<p class="Default"> </p>
<p class="Default">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka, przygotowany został <strong>projekt decyzji</strong>, który stosownie do art. 53 ust. 4 pkt 5a i 6 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz.U. z 2023 r. poz. 977) został przesłany, <strong>do uzgodnień</strong>:</p>
<p class="Default">- <strong>Starosty Lubańskiego</strong>, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</p>
<p class="Default">- <strong>Dyrektora Zarządu Zlewni PGW Wody Polskie </strong>celem uzgodnienia w sprawach dotyczących melioracji wodnych;</p>
<p class="Default">oraz stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) <strong>- Państwowego Powiatowego Inspektora Sanitarnego </strong>celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p class="Default"> </p>
<p>Zgodnie z art. 49 Kpa zawiadomienie uważa się za doręczone po upływie 14 (czternastu) dni od dnia, w którym nastąpiło jego publiczne obwieszczenie, tj. w dniu 12.01.2024 r.</p>
<p>W terminie kolejnych 7 dni od daty doręczenia, tj. do dnia 19.01.2024 r., w siedzibie tut. Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu (po wcześniejszym umówieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a>) można zapoznać się z aktami sprawy się i w tym przedmiocie wnieść ewentualne uwagi lub wnioski.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
2023-12-28 11:27:04
2023-12-28 11:35:28
70
2023-12-28 11:35:28
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2023-12-28 11:27:04
Monika Sikorska
Joanna Mazurek
1
22
19390
Informacja
<p align="center"><strong>INFORMACJA</strong></p>
<p align="center"><strong>GODZINY PRACY KASY URZĘDU GMINY W PLATERÓWCE</strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="201">
<p align="center"><strong>22 GRUDNIA 2023 ROKU</strong></p>
</td>
<td width="201">
<p align="center">OD 07:00</p>
</td>
<td width="201">
<p align="center">DO 10:00</p>
</td>
</tr>
<tr>
<td width="201">
<p align="center"><strong>29 GRUDNIA 2023 ROKU</strong></p>
</td>
<td width="201">
<p align="center">OD 07:00</p>
</td>
<td width="201">
<p align="center">DO 10:00</p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<p align="center"><strong>GODZINY PRACY URZĘDU GMINY W PLATERÓWCE</strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="201">
<p align="center"><strong>22 GRUDNIA 2023 ROKU</strong></p>
</td>
<td width="201">
<p align="center">OD 07:00</p>
</td>
<td width="201">
<p align="center">DO 12:00</p>
</td>
</tr>
<tr>
<td width="201">
<p align="center"><strong>27 GRUDNIA 2023 ROKU</strong></p>
</td>
<td colspan="2" width="403">
<p align="center"><strong>NIECZYNNY</strong></p>
</td>
</tr>
<tr>
<td width="201">
<p align="center"><strong>29 GRUDNIA 2023 ROKU</strong></p>
</td>
<td width="201">
<p align="center">OD 07:00</p>
</td>
<td width="201">
<p align="center">DO 12:00</p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<p align="center"><strong>PUNKT SELEKTYWNEJ ZBIÓRKI ODPADÓW KOMUNALNYCH W PLATERÓWCE</strong></p>
<p align="center"><strong>BĘDZIE NIECZYNNY W DNIACH 22 GRUDNIA 2023 ROKU ORAZ 29 GRUDNIA 2023 ROKU.</strong></p>
2023-12-19 13:45:46
2023-12-20 10:52:26
70
2023-12-20 10:52:26
0
2023-12-19 13:45:46
Monika Sikorska
Renata Stalmach
2
22
19359
Zapytanie ofertowe pn.: „REMONT WIĘŹBY DACHOWEJ ORAZ WYMIANA POKRYCIA DACHU KOŚCIOŁA P.W. NIEPOKALANEGO SERCA NMP W PLATERÓWCE” w ramach Rządowego Programu Odbudowy Zabytków
<p style="text-align: left;" align="center"><span style="font-size: 1.84em;"> <img 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" 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" alt=""></span></p>
<p align="center"><span style="font-size: 1.84em;">Parafia Rzymsko - Katolicka p.w. Niepokalanego Serca NMP</span></p>
<p align="center"><span style="font-size: 1.84em;">w Platerówce</span></p>
<p align="center"><span style="font-size: 1.84em;">zaprasza do złożenia oferty</span></p>
<p align="center"><span style="font-size: 1.84em;">na realizację zadania</span></p>
<p align="center"><span style="font-size: 1.84em;">pn.: „REMONT WIĘŹBY DACHOWEJ ORAZ WYMIANA POKRYCIA DACHU KOŚCIOŁA P.W. NIEPOKALANEGO SERCA NMP W PLATERÓWCE”</span></p>
<p align="center"><span style="font-size: 1.84em;"> </span></p>
<p align="center"><span style="font-size: 1.84em;">w ramach Rządowego Programu Odbudowy Zabytków</span></p>
2023-11-28 13:56:06
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Joanna Mazurek
Joanna Mazurek
3
22
19382
Szulc Efekt - petycjsa
2023-12-12 14:35:56
2023-12-12 14:40:27
70
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0
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Monika Sikorska
Renata Stalmach
1
22
19379
XXXVIII sesja nadzwyczajna
<p align="center"><strong>K O M U N I K A T</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości, że</p>
<p align="center"><strong>w dniu 14 grudnia 2023 roku o godzinie 10:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXXVIII nadzwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<p><strong>1. </strong><strong>Otwarcie sesji.</strong></p>
<p><strong>2. </strong><strong>Sprawdzenie kworum.</strong></p>
<p><strong>3. </strong><strong>Uchwalenie Wieloletniej Prognozy Finansowej Gminy Platerówka</strong></p>
<p><strong>4. </strong><strong>Uchwalenie Budżetu Gminy Platerówka na 2024 rok.</strong></p>
<p><strong>5. </strong><strong>Rozpatrzenie i podjęcie uchwały w sprawie zmian w budżecie gminy Platerówka na 2023 rok.</strong></p>
<p> </p>
<p> </p>
<p> </p>
<p> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur </em></strong></p>
2023-12-11 15:46:47
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Monika Sikorska
Renata Stalmach
1
22
19361
POSTANOWIENIE NR 188/2023 KOMISARZA WYBORCZEGO W JELENIEJ GÓRZE II z dnia 7 grudnia 2023 r. w sprawie podziału powiatu lubańskiego na okręgi wyborcze, ustalenia ich granic, numerów oraz liczby radnych wybieranych w każdym okręgu
2023-12-07 14:29:12
2023-12-07 14:35:27
70
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Monika Sikorska
Renata Stalmach
1
22
19360
Obwieszczenie
2023-12-01 09:10:41
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70
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Monika Sikorska
Wioleta Strażnik
1
22
19358
Obwieszczenie Wójta Gminy Platerówka z dnia 24.11.2023 r. o wszczęciu postępowania administracyjnego w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka
<p align="right">Platerówka, dnia 24.11.2023 r.</p>
<h1 align="left">GMK.6733.1.2023</h1>
<p> </p>
<h1 style="text-align: center;"><strong>OBWIESZCZENIE</strong></h1>
<p align="center"><strong>o wszczęciu postępowania</strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p>Działając na podstawie art. 53 ust. 1 ustawy z 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2023 r. poz. 977 ze zm.) oraz art. 49 i art. 61 § 1 ustawy z dnia 14 czerwca 1960r. Kodeks postępowania administracyjnego (t.j. Dz. U. z 2023 r. poz. 775 ze zm.) <strong>Wójt Gminy Platerówka, zawiadamia o wszczęciu </strong><strong>postępowania administracyjnego</strong> <strong>w sprawie ustalenia lokalizacji inwestycji celu publicznego, dla przedsięwzięcia polegającego na </strong><strong>budowie budynku Urzędu Gminy Platerówka i Gminnego Ośrodka Pomocy Społecznej wraz z infrastrukturą towarzyszącą, lokalizowanego w granicy działki nr 344/3 obręb Platerówka, gmina Platerówka, na rzecz Gminy Platerówka.</strong></p>
<p> </p>
<p>Z wnioskiem o ustalenie lokalizacji inwestycji celu publicznego można zapoznać się w Urzędzie Gminy w Platerówce, 59-816 Platerówka nr 20, pokój 8, nr tel. (075) 722 16 90, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00-16:00, od wtorku do piątku w godzinach 7:00 – 15:00 oraz wnieść ewentualne uwagi, zastrzeżenia i wnioski.</p>
<p>Niniejsze obwieszczenie jest dostępne na tablicy ogłoszeń Urzędu Gminy w Platerówce oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia Ogłoszenia Zawiadomienia.</p>
<p>Wnioski i uwagi w przedmiotowej sprawie można składać w ciągu 14 dni od daty podania obwieszczenia do publicznej wiadomości.</p>
<p>Zgodnie z art. 49 Kpa zawiadomienie uważa się za dokonane po upływie 14 (czternastu) dni od dnia, w którym nastąpiło publiczne obwieszczenie.</p>
2023-11-24 09:05:56
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Joanna Mazurek
Joanna Mazurek
2
22
19340
Obwieszczenie Wojewody Dolnośląskiego zawiadamiającego o wydaniu w dniu 17 listopada 2023 r. decyzji Nr 64/23 zatwierdzającej projekt rozbiórki i udzielającej pozwoleniana rozbiórkę dla zadania pn.: Rozbiórka istniejącej linii 220 kV relacji Mikułowa – Świebodzice realizowanej w ramach strategicznej inwestycji w zakresie sieci przesyłowych pn.: „Budowa linii 400 kV Mikułowa – Świebodzice” w ramach zadania „Budowa linii 400 kV Mikułowa – Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 Mikułowa”.
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" alt=""></p>
<table style="width: 320px;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td nowrap width="25">
<p><strong>Lp.</strong></p>
</td>
<td nowrap width="56">
<p align="center"><strong>Gmina</strong></p>
</td>
<td nowrap width="60">
<p align="center"><strong>Obręb</strong></p>
</td>
<td nowrap width="38">
<p align="center"><strong>AM</strong></p>
</td>
<td nowrap width="40">
<p align="center"><strong>Nr działki</strong></p>
</td>
<td nowrap width="101">
<p align="center"><strong>Identyfikator</strong></p>
<p align="center"><strong> działki</strong></p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT BOLESŁAWIECKI</strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">110/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.110/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">2</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">111/3</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.111/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">3</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">112</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.112</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">4</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">1743</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.1743</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">5</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">1744</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.1744</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">6</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">184/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.184/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">7</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">187</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.187</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">8</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">188/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.188/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">9</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">190/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.190/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">10</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">191</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.191</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">11</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">198</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.198</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">12</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">211/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.211/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">13</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">55</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.55</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">14</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">63/5</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.63/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">15</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">63/6</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.63/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">16</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">64/4</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.64/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">17</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">70/2</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.70/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">18</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">70/3</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.70/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">19</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">79</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.79</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">20</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">80</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.80</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">21</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">83</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.83</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">22</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">84</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.84</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">23</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">85/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.85/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">24</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">85/2</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.85/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">25</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18</p>
</td>
<td nowrap width="40">
<p align="center">88</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.88</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">26</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">18, 19</p>
</td>
<td nowrap width="40">
<p align="center">89</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.89</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">27</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">90/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.90/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">28</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">91</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.91</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">29</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">96/2</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.96/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">30</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">96/4</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.96/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">31</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">98/1</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.98/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">32</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">98/2</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.98/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">33</p>
</td>
<td nowrap width="56">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="60">
<p align="center">Gościszów</p>
</td>
<td nowrap width="38">
<p align="center">19</p>
</td>
<td nowrap width="40">
<p align="center">99</p>
</td>
<td nowrap width="101">
<p align="center">020104_5.0004.99</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT JAWORSKI</strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">34</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52</p>
</td>
<td nowrap width="40">
<p align="center">159/17</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.159/17</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">35</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52</p>
</td>
<td nowrap width="40">
<p align="center">159/19</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.159/19</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">36</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52</p>
</td>
<td nowrap width="40">
<p align="center">159/24</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.159/24</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">37</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52</p>
</td>
<td nowrap width="40">
<p align="center">159/31</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.159/31</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">38</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52, 53</p>
</td>
<td nowrap width="40">
<p align="center">159/33</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.159/33</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">39</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52</p>
</td>
<td nowrap width="40">
<p align="center">233</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.233</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">40</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="38">
<p align="center">52</p>
</td>
<td nowrap width="40">
<p align="center">234</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0002.234</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">41</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">107</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.107</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">42</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">108</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.108</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">43</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">116</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.116</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">44</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">117</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.117</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">45</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">118/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.118/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">46</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">119</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.119</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">47</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">134</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.134</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">48</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">137</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.137</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">49</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">138</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.138</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">50</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49, 50</p>
</td>
<td nowrap width="40">
<p align="center">143</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.143</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">51</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">145</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.145</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">52</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">152</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.152</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">53</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">153/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.153/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">54</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">158</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.158</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">55</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">159</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.159</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">56</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">160</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.160</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">57</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">161/4</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.161/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">58</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">372</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.372</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">59</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">433</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.433</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">60</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">439</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.439</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">61</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">443/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.443/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">62</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">453</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.453</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">63</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">454</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.454</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">64</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">455</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.455</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">65</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">456</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.456</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">66</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">457</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.457</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">67</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">458/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.458/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">68</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">459</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.459</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">69</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">460/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.460/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">70</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">461</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.461</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">71</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">462</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.462</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">72</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">471</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.471</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">73</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">482</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.482</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">74</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">510/33</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.510/33</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">75</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50</p>
</td>
<td nowrap width="40">
<p align="center">510/45</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.510/45</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">76</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">50, 51</p>
</td>
<td nowrap width="40">
<p align="center">510/50</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.510/50</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">77</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">567</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.567</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">78</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">572</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.572</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">79</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">585</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.585</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">80</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">608</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.608</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">81</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">610</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.610</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">82</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">612</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.612</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">83</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">613</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.613</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">84</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">614</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.614</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">85</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">615</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.615</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">86</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51, 52</p>
</td>
<td nowrap width="40">
<p align="center">616/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.616/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">87</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51, 52</p>
</td>
<td nowrap width="40">
<p align="center">616/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.616/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">88</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51, 52</p>
</td>
<td nowrap width="40">
<p align="center">617</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.617</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">89</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51, 52</p>
</td>
<td nowrap width="40">
<p align="center">618</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.618</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">90</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51, 52</p>
</td>
<td nowrap width="40">
<p align="center">619/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.619/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">91</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">624</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.624</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">92</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">732</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.732</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">93</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">51</p>
</td>
<td nowrap width="40">
<p align="center">738</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.738</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">94</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Lipa</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">75/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0004.75/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">95</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">20</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.20</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">96</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">276/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.276/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">97</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">276/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.276/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">98</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">276/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.276/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">99</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">277</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.277</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">100</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">278</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.278</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">101</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">279</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.279</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">102</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">280</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.280</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">103</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60, 61</p>
</td>
<td nowrap width="40">
<p align="center">282</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.282</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">104</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60, 61</p>
</td>
<td nowrap width="40">
<p align="center">283</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.283</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">105</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">284</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.284</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">106</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60, 61</p>
</td>
<td nowrap width="40">
<p align="center">287</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.287</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">107</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60, 61</p>
</td>
<td nowrap width="40">
<p align="center">288</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.288</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">108</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">291</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.291</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">109</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">293</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.293</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">110</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">295</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.295</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">111</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">296</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.296</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">112</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">298/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.298/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">113</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">298/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.298/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">114</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">299</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.299</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">115</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">300</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.300</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">116</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">315</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.315</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">117</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">317</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.317</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">118</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">318</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.318</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">119</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61</p>
</td>
<td nowrap width="40">
<p align="center">324/5</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.324/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">120</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61, 62</p>
</td>
<td nowrap width="40">
<p align="center">328</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.328</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">121</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">61, 62</p>
</td>
<td nowrap width="40">
<p align="center">329/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.329/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">122</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">34/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.34/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">123</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">375</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.375</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">124</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">376</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.376</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">125</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">379/5</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.379/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">126</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">380</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.380</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">127</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">41/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.41/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">128</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">41/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.41/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">129</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">41/5</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.41/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">130</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">45/8</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.45/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">131</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">50</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.50</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">132</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">57</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.57</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">133</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">60</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.60</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">134</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">61</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.61</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">135</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">62</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.62</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">136</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">7/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.7/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">137</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">7/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.7/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">138</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">7/8</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.7/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">139</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59, 60</p>
</td>
<td nowrap width="40">
<p align="center">75/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.75/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">140</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">76/5</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.76/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">141</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">8/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.8/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">142</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">88/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.88/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">143</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">89</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.89</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">144</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">91</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.91</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">145</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">92</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.92</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">146</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">93</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.93</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">147</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">94</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.94</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">148</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">95</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.95</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">149</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">97</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.97</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">150</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="38">
<p align="center">60</p>
</td>
<td nowrap width="40">
<p align="center">99</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0009.99</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">151</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Górne</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">203</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0010.203</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">152</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Górne</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">247/6</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0010.247/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">153</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Górne</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">247/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0010.247/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">154</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Sady Górne</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">447</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0010.447</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">155</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">106/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.106/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">156</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">106/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.106/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">157</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">116/26</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.116/26</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">158</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">119/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.119/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">159</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">120/11</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.120/11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">160</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">120/12</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.120/12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">161</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">120/13</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.120/13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">162</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">120/17</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.120/17</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">163</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">120/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.120/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">164</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">122/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.122/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">165</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">123</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.123</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">166</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">127</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.127</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">167</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">132</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.132</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">168</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">134/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.134/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">169</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">135/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.135/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">170</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">136</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.136</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">171</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">148</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.148</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">172</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">170</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.170</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">173</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">173</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.173</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">174</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">175</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.175</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">175</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">176/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.176/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">176</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">182</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.182</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">177</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">184</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.184</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">178</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55, 56</p>
</td>
<td nowrap width="40">
<p align="center">216</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.216</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">179</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">217</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.217</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">180</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">218/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.218/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">181</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">5/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.5/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">182</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">5/9</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.5/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">183</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">7/10</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.7/10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">184</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">55</p>
</td>
<td nowrap width="40">
<p align="center">7/7</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.7/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">185</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">81</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.81</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">186</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">82</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.82</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">187</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">84</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.84</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">188</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">85</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.85</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">189</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">87</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.87</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">190</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56, 57</p>
</td>
<td nowrap width="40">
<p align="center">96/11</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">191</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">96/12</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">192</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56, 57</p>
</td>
<td nowrap width="40">
<p align="center">96/13</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">193</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56, 57</p>
</td>
<td nowrap width="40">
<p align="center">96/14</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">194</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56, 57</p>
</td>
<td nowrap width="40">
<p align="center">96/16</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/16</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">195</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56, 57</p>
</td>
<td nowrap width="40">
<p align="center">96/17</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/17</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">196</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">96/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.96/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">197</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">99/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.99/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">198</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">99/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.99/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">199</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">99/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.99/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">200</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">99/4</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.99/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">201</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Świny</p>
</td>
<td nowrap width="38">
<p align="center">56</p>
</td>
<td nowrap width="40">
<p align="center">99/5</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0012.99/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">202</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">253</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.253</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">203</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">255/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.255/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">204</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">255/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.255/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">205</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">258/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.258/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">206</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">258/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.258/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">207</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">259/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.259/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">208</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">261/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.261/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">209</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">284/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.284/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">210</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">59</p>
</td>
<td nowrap width="40">
<p align="center">284/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.284/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">211</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58, 59</p>
</td>
<td nowrap width="40">
<p align="center">285/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.285/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">212</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">285/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.285/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">213</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57, 58</p>
</td>
<td nowrap width="40">
<p align="center">304</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.304</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">214</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57, 58</p>
</td>
<td nowrap width="40">
<p align="center">305</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.305</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">215</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57, 58</p>
</td>
<td nowrap width="40">
<p align="center">310</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.310</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">216</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">311</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.311</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">217</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">312</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.312</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">218</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">313</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.313</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">219</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">331</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.331</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">220</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">401/3</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.401/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">221</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">405</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.405</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">222</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">412/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.412/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">223</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">583</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.583</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">224</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">584/2</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.584/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">225</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">595</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.595</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">226</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">598</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.598</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">227</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">599</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.599</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">228</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">607/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.607/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">229</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">611</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.611</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">230</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">612</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.612</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">231</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">57</p>
</td>
<td nowrap width="40">
<p align="center">622/1</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.622/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">232</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">702</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.702</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">233</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">722</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.722</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">234</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">723</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.723</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">235</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">727</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.727</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">236</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">736</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.736</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">237</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58, 59</p>
</td>
<td nowrap width="40">
<p align="center">737</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.737</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">238</p>
</td>
<td nowrap width="56">
<p align="center">Bolków</p>
</td>
<td nowrap width="60">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="38">
<p align="center">58</p>
</td>
<td nowrap width="40">
<p align="center">762</p>
</td>
<td nowrap width="101">
<p align="center">020502_5.0015.762</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">239</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">233/3</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.233/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">240</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">233/4</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.233/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">241</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">233/9</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.233/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">242</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">4/2</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.4/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">243</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">4/4</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.4/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">244</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">501</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.501</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">245</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">502</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.502</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">246</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">504</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.504</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">247</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">506</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.506</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">248</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">508/12</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.508/12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">249</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53, 54</p>
</td>
<td nowrap width="40">
<p align="center">508/13</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.508/13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">250</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">54</p>
</td>
<td nowrap width="40">
<p align="center">508/14</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.508/14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">251</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">54</p>
</td>
<td nowrap width="40">
<p align="center">508/15</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.508/15</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">252</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">54</p>
</td>
<td nowrap width="40">
<p align="center">508/16</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.508/16</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">253</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">54</p>
</td>
<td nowrap width="40">
<p align="center">508/17</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.508/17</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">254</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">54, 55</p>
</td>
<td nowrap width="40">
<p align="center">514</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.514</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">255</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">517</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.517</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">256</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">54</p>
</td>
<td nowrap width="40">
<p align="center">519</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.519</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">257</p>
</td>
<td nowrap width="56">
<p align="center">Paszowice</p>
</td>
<td nowrap width="60">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="38">
<p align="center">53</p>
</td>
<td nowrap width="40">
<p align="center">524</p>
</td>
<td nowrap width="101">
<p align="center">020505_2.0009.524</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT LUBAŃSKI </strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">258</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">259</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">260</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">261</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">262</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">263</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">264</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">5</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">265</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">7</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">266</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">7</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">267</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">8</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">268</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">8</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">269</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">9</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">270</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">9</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">271</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">9</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">272</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">10</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">273</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">11</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">274</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">12</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">275</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">12</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">276</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">13</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">277</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">13</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">278</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">13</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">279</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">14</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">280</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">14</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">281</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">19</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.19</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">282</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">20</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.20</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">283</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">10/3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.10/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">284</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">11/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.11/11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">285</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">11/6</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.11/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">286</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">12/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.12/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">287</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">12/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.12/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">288</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">14/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.14/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">289</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">14/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.14/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">290</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">14/3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.14/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">291</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">15/5</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.15/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">292</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">15/6</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.15/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">293</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">18/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.18/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">294</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">19/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.19/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">295</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">21/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.21/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">296</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">22/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.22/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">297</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">25/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.25/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">298</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">25/3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_11.25/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">299</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">3/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.3/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">300</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">3/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.3/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">301</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">3/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.3/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">302</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">3/23</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.3/23</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">303</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">3/36</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.3/36</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">304</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">3/4</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.3/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">305</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">3/5</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_3.3/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">306</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">5/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.5/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">307</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">5/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.5/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">308</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">6/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.6/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">309</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10, 11</p>
</td>
<td nowrap width="40">
<p align="center">6/1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.6/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">310</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">6/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_4.6/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">311</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9, 10</p>
</td>
<td nowrap width="40">
<p align="center">6/3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.6/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">312</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">7/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_12.7/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">313</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">10</p>
</td>
<td nowrap width="40">
<p align="center">74/5</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_8.74/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">314</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">8/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.8/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">315</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">8/3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.8/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">316</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">8/4</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_7.8/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">317</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">9/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0001.AR_6.9/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">318</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_1.2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">319</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_2.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">320</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">105/6</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_2.105/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">321</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_2.2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">322</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_2.3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">323</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_2.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">324</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">5</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_2.5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">325</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_3.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">326</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_3.2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">327</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_3.3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">328</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8, 9</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_3.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">329</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">5</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_3.5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">330</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">13/6</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_4.13/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">331</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">5/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_4.5/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">332</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">7</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_4.7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">333</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">8</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_4.8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">334</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">9/2</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_4.9/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">335</p>
</td>
<td nowrap width="56">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="38">
<p align="center">9</p>
</td>
<td nowrap width="40">
<p align="center">1/3</p>
</td>
<td nowrap width="101">
<p align="center">021001_1.0002.AR_5.1/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">336</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">24</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.24</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">337</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">395</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.395</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">338</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">404</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.404</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">339</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">410/12</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.410/12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">340</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">410/14</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.410/14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">341</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">410/19</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.410/19</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">342</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16, 17</p>
</td>
<td nowrap width="40">
<p align="center">410/4</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.410/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">343</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">410/7</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.410/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">344</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">412</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.412</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">345</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">413</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.413</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">346</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">428</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.428</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">347</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">430/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.430/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">348</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">431/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.431/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">349</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">432</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.432</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">350</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">433/137</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.433/137</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">351</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">444/137</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.444/137</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">352</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">445</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.445</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">353</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">447</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.447</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">354</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">448</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.448</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">355</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">449/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.449/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">356</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">449/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.449/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">357</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">452</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.452</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">358</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">455</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.455</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">359</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">456</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.456</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">360</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">457/137</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.457/137</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">361</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">459</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.459</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">362</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">460</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.460</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">363</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">464</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.464</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">364</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">465</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.465</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">365</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">468/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.468/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">366</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">469/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.469/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">367</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">470</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.470</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">368</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">471</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.471</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">369</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">472/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.472/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">370</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">492</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.492</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">371</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">16</p>
</td>
<td nowrap width="40">
<p align="center">493</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.493</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">372</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17, 18</p>
</td>
<td nowrap width="40">
<p align="center">548/132</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.548/132</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">373</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Mściszów</p>
</td>
<td nowrap width="38">
<p align="center">17</p>
</td>
<td nowrap width="40">
<p align="center">549/136</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0005.549/136</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">374</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Dolny</p>
</td>
<td nowrap width="38">
<p align="center">13</p>
</td>
<td nowrap width="40">
<p align="center">216</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0010.216</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">375</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">108/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.108/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">376</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">109</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.109</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">377</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">111</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.111</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">378</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">114</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.114</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">379</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">116/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.116/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">380</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">117</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.117</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">381</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">118</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.118</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">382</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">119</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.119</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">383</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14, 15</p>
</td>
<td nowrap width="40">
<p align="center">125</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.125</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">384</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">126</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.126</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">385</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">132/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.132/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">386</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">133/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.133/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">387</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">13, 14</p>
</td>
<td nowrap width="40">
<p align="center">133/37</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.133/37</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">388</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">181/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.181/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">389</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">183</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.183</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">390</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">185/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.185/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">391</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">187</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.187</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">392</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">192</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.192</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">393</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">193</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.193</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">394</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">281/3</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.281/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">395</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">283/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.283/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">396</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">284/90</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.284/90</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">397</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">13</p>
</td>
<td nowrap width="40">
<p align="center">32</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.32</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">398</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">320</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.320</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">399</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">15</p>
</td>
<td nowrap width="40">
<p align="center">339</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.339</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">400</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">13, 14</p>
</td>
<td nowrap width="40">
<p align="center">79</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.79</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">401</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="38">
<p align="center">14</p>
</td>
<td nowrap width="40">
<p align="center">95</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0012.95</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">402</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">12</p>
</td>
<td nowrap width="40">
<p align="center">115/2</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.115/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">403</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">13</p>
</td>
<td nowrap width="40">
<p align="center">116/3</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.116/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">404</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">12, 13</p>
</td>
<td nowrap width="40">
<p align="center">116/4</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.116/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">405</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">62</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.62</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">406</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">63</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.63</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">407</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11, 12</p>
</td>
<td nowrap width="40">
<p align="center">81/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.81/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">408</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">12</p>
</td>
<td nowrap width="40">
<p align="center">82/4</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.82/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">409</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">82/8</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.82/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">410</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11, 12</p>
</td>
<td nowrap width="40">
<p align="center">82/9</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.82/9</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">411</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">83</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.83</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">412</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">11</p>
</td>
<td nowrap width="40">
<p align="center">84</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.84</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">413</p>
</td>
<td nowrap width="56">
<p align="center">Lubań</p>
</td>
<td nowrap width="60">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="38">
<p align="center">12</p>
</td>
<td nowrap width="40">
<p align="center">93/1</p>
</td>
<td nowrap width="101">
<p align="center">021004_2.0013.93/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">414</p>
</td>
<td nowrap width="56">
<p align="center">Platerówka</p>
</td>
<td nowrap width="60">
<p align="center">Włosień</p>
</td>
<td nowrap width="38">
<p align="center">1, 2</p>
</td>
<td nowrap width="40">
<p align="center">6</p>
</td>
<td nowrap width="101">
<p align="center">021006_2.0004.6</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">415</p>
</td>
<td nowrap width="56">
<p align="center">Platerówka</p>
</td>
<td nowrap width="60">
<p align="center">Włosień</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">853/10</p>
</td>
<td nowrap width="101">
<p align="center">021006_2.0004.853/10</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">416</p>
</td>
<td nowrap width="56">
<p align="center">Platerówka</p>
</td>
<td nowrap width="60">
<p align="center">Włosień</p>
</td>
<td nowrap width="38">
<p align="center">1, 2</p>
</td>
<td nowrap width="40">
<p align="center">853/9</p>
</td>
<td nowrap width="101">
<p align="center">021006_2.0004.853/9</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">417</p>
</td>
<td nowrap width="56">
<p align="center">Platerówka</p>
</td>
<td nowrap width="60">
<p align="center">Włosień</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">854</p>
</td>
<td nowrap width="101">
<p align="center">021006_2.0004.854</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">418</p>
</td>
<td nowrap width="56">
<p align="center">Platerówka</p>
</td>
<td nowrap width="60">
<p align="center">Włosień</p>
</td>
<td nowrap width="38">
<p align="center">1, 2</p>
</td>
<td nowrap width="40">
<p align="center">855</p>
</td>
<td nowrap width="101">
<p align="center">021006_2.0004.855</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">419</p>
</td>
<td nowrap width="56">
<p align="center">Platerówka</p>
</td>
<td nowrap width="60">
<p align="center">Włosień</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">860/2</p>
</td>
<td nowrap width="101">
<p align="center">021006_2.0004.860/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">420</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">559/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.559/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">421</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">608</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.608</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">422</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">609</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.609</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">423</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">610</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.610</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">424</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">612</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.612</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">425</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2</p>
</td>
<td nowrap width="40">
<p align="center">618/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.618/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">426</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">620</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.620</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">427</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2, 3</p>
</td>
<td nowrap width="40">
<p align="center">623/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.623/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">428</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">623/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.623/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">429</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">623/3</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.623/3</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">430</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">2, 3</p>
</td>
<td nowrap width="40">
<p align="center">623/5</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.623/5</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">431</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">633</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.633</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">432</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">634</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.634</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">433</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">635/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.635/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">434</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">635/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.635/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">435</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">636</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.636</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">436</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">637</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.637</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">437</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">639</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.639</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">438</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">640</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.640</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">439</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">662</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.662</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">440</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">665/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.665/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">441</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">674</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.674</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">442</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">678/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.678/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">443</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">679</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.679</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">444</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">680</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.680</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">445</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">681/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.681/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">446</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">681/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.681/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">447</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">745/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.745/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">448</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">745/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.745/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">449</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">751/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.751/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">450</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">751/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.751/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">451</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">752</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.752</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">452</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Rudzica</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">755</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0002.755</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">453</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">110/1987</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.110/1987</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">454</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1416</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1416</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">455</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1427</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1427</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">456</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1429/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1429/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">457</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1430/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1430/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">458</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1436/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1436/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">459</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1437/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1437/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">460</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1440/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1440/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">461</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4, 5</p>
</td>
<td nowrap width="40">
<p align="center">1440/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1440/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">462</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4, 5</p>
</td>
<td nowrap width="40">
<p align="center">1441/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1441/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">463</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1442/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1442/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">464</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1442/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1442/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">465</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1443/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1443/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">466</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1444</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1444</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">467</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1446</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1446</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">468</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1448</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1448</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">469</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1449</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1449</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">470</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1450</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1450</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">471</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1452</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1452</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">472</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">1472/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1472/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">473</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1475/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1475/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">474</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1481</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1481</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">475</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1489</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1489</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">476</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1494/4</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1494/4</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">477</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1494/6</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1494/6</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">478</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1494/7</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1494/7</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">479</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">3, 4</p>
</td>
<td nowrap width="40">
<p align="center">1495</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1495</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">480</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">3, 4</p>
</td>
<td nowrap width="40">
<p align="center">1496/5</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1496/5</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">481</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">4</p>
</td>
<td nowrap width="40">
<p align="center">1497/4</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1497/4</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">482</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">3</p>
</td>
<td nowrap width="40">
<p align="center">1497/5</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.1497/5</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">483</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5, 6</p>
</td>
<td nowrap width="40">
<p align="center">571/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.571/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">484</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5, 6</p>
</td>
<td nowrap width="40">
<p align="center">572</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.572</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">485</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">579/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.579/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">486</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5, 6</p>
</td>
<td nowrap width="40">
<p align="center">591</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.591</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">487</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">629/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.629/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">488</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">629/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.629/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">489</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">631/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.631/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">490</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">632/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.632/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">491</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">633</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.633</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">492</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">642/3</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.642/3</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">493</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">721</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.721</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">494</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">729/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.729/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">495</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">730/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.730/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">496</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">730/4</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.730/4</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">497</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">730/5</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.730/5</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">498</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">731</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.731</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">499</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">733</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.733</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">500</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">735</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.735</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">501</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">746</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.746</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">502</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">747</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.747</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">503</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">749/4</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.749/4</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">504</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">751/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.751/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">505</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="38">
<p align="center">5</p>
</td>
<td nowrap width="40">
<p align="center">765</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0003.765</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">506</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">121</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.121</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">507</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">150</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.150</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">508</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">154</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.154</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">509</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">155</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.155</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">510</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">165</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.165</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">511</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">166</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.166</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">512</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">167</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.167</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">513</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">235/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.235/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">514</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">238</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0004.238</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">515</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">1/1</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.1/1</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">516</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">11</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.11</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">517</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">117/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.117/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">518</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">118</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.118</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">519</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">119</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.119</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">520</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">120</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.120</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">521</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">15</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.15</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">522</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">152</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.152</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">523</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">153</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.153</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">524</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">156/2</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.156/2</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">525</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">159</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.159</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">526</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">8</p>
</td>
<td nowrap width="40">
<p align="center">160</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.160</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">527</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7, 8</p>
</td>
<td nowrap width="40">
<p align="center">161</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.161</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">528</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">162</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.162</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">529</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">17</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.17</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">530</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">18</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.18</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">531</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">19</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.19</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">532</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">20</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.20</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">533</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">21</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.21</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">534</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">22</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.22</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">535</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">23</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.23</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">536</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">34</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.34</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">537</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">5/3</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.5/3</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">538</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">55</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.55</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">539</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">7</p>
</td>
<td nowrap width="40">
<p align="center">655</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.655</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">540</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">707</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.707</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap width="25">
<p align="right">541</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6</p>
</td>
<td nowrap width="40">
<p align="center">9/10</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.9/10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">542</p>
</td>
<td nowrap width="56">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="60">
<p align="center">Zaręba</p>
</td>
<td nowrap width="38">
<p align="center">6, 7</p>
</td>
<td nowrap width="40">
<p align="center">9/11</p>
</td>
<td nowrap width="101">
<p align="center">021007_2.0006.9/11</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT LWÓWECKI</strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">543</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">508</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.508</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">544</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">510</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.510</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">545</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">511</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.511</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">546</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">539</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.539</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">547</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">540</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.540</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">548</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">541</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.541</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">549</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">553</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.553</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">550</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">554</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.554</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">551</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">558</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.558</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">552</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">559</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.559</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">553</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">564</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.564</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">554</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">566</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.566</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">555</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">735</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.735</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">556</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">737</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.737</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">557</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">738</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.738</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">558</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">739</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.739</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">559</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">740</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.740</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">560</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">741</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.741</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">561</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">24, 25</p>
</td>
<td nowrap width="40">
<p align="center">744</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.744</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">562</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">745</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.745</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">563</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">746</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.746</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">564</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">747</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.747</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">565</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">748</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.748</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">566</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">749</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.749</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">567</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">750</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.750</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">568</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">751</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.751</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">569</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">761/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.761/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">570</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">761/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.761/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">571</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25, 26</p>
</td>
<td nowrap width="40">
<p align="center">771</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.771</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">572</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">775/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.775/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">573</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">776</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.776</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">574</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">780</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.780</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">575</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">782</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.782</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">576</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25</p>
</td>
<td nowrap width="40">
<p align="center">783</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.783</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">577</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25, 26</p>
</td>
<td nowrap width="40">
<p align="center">785</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.785</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">578</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">25, 26</p>
</td>
<td nowrap width="40">
<p align="center">786</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.786</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">579</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">789</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.789</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">580</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">790</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.790</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">581</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">791</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.791</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">582</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">827</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.827</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">583</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">829</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.829</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">584</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">891</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.891</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">585</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">900</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.900</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">586</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">901/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.901/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">587</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">903</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.903</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">588</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">904/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.904/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">589</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">906</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.906</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">590</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">908</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.908</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">591</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">909</p>
</td>
<td nowrap width="101">
<p align="center">021203_4.0002.909</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">592</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">28, 29</p>
</td>
<td nowrap width="40">
<p align="center">13/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.13/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">593</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">28</p>
</td>
<td nowrap width="40">
<p align="center">19</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.19</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">594</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">28</p>
</td>
<td nowrap width="40">
<p align="center">21</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.21</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">595</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">28</p>
</td>
<td nowrap width="40">
<p align="center">22</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.22</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">596</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">28</p>
</td>
<td nowrap width="40">
<p align="center">23</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.23</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">597</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">30/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.30/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">598</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">36</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.36</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">599</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">37</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.37</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">600</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">42</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.42</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">601</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">43</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.43</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">602</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">46</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.46</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">603</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29</p>
</td>
<td nowrap width="40">
<p align="center">63</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.63</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">604</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">29, 30</p>
</td>
<td nowrap width="40">
<p align="center">78/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.78/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">605</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="38">
<p align="center">30</p>
</td>
<td nowrap width="40">
<p align="center">80</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0004.80</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">606</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">166</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.166</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">607</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">31, 32</p>
</td>
<td nowrap width="40">
<p align="center">168/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.168/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">608</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">173/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.173/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">609</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">31, 32</p>
</td>
<td nowrap width="40">
<p align="center">173/6</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.173/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">610</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">32, 33</p>
</td>
<td nowrap width="40">
<p align="center">176/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.176/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">611</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">250</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.250</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">612</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">261/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.261/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">613</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">32</p>
</td>
<td nowrap width="40">
<p align="center">295</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.295</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">614</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="38">
<p align="center">32</p>
</td>
<td nowrap width="40">
<p align="center">296</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0008.296</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">615</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">100/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.100/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">616</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">103/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.103/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">617</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">103/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.103/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">618</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Mojesz</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">106</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.106</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">619</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">107</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.107</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">620</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">108/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.108/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">621</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">112</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.112</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">622</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">119/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.119/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">623</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">119/7</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.119/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">624</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">119/8</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.119/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">625</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">119/9</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.119/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">626</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Mojesz</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">120</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.120</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">627</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Mojesz</p>
</td>
<td nowrap width="38">
<p align="center">27, 28</p>
</td>
<td nowrap width="40">
<p align="center">137</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.137</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">628</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Mojesz</p>
</td>
<td nowrap width="38">
<p align="center">28</p>
</td>
<td nowrap width="40">
<p align="center">140</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.140</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">629</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">26, 27</p>
</td>
<td nowrap width="40">
<p align="center">25/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.25/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">630</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">26, 27</p>
</td>
<td nowrap width="40">
<p align="center">26</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.26</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">631</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27, 28</p>
</td>
<td nowrap width="40">
<p align="center">326/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.326/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">632</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">45/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.45/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">633</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">26, 27</p>
</td>
<td nowrap width="40">
<p align="center">61</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.61</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">634</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">62</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.62</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">635</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">63</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.63</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">636</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">64/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.64/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">637</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">26, 27</p>
</td>
<td nowrap width="40">
<p align="center">646</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.646</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">638</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">26</p>
</td>
<td nowrap width="40">
<p align="center">7/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.7/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">639</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">80</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.80</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">640</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="38">
<p align="center">27</p>
</td>
<td nowrap width="40">
<p align="center">81</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0011.81</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">641</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">642</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">102</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.102</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">643</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">104/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.104/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">644</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">106</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.106</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">645</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">108</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.108</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">646</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">109</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.109</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">647</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">110/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.110/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">648</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">111/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.111/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">649</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">114</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.114</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">650</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">118/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.118/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">651</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">120/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.120/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">652</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">127/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.127/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">653</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">18</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.18</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">654</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">655</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">3/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.3/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">656</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">657</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">50</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.50</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">658</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">546</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.546</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">659</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">548</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.548</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">660</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">82/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.82/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">661</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23, 24</p>
</td>
<td nowrap width="40">
<p align="center">88/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.88/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">662</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23, 24</p>
</td>
<td nowrap width="40">
<p align="center">89</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.89</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">663</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">93</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.93</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">664</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">94</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.94</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">665</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">23, 24</p>
</td>
<td nowrap width="40">
<p align="center">95</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.95</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">666</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="38">
<p align="center">24</p>
</td>
<td nowrap width="40">
<p align="center">96</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0016.96</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">667</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">443/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.443/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">668</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">470</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.470</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">669</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">471/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.471/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">670</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">22, 23</p>
</td>
<td nowrap width="40">
<p align="center">473</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.473</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">671</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">475</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.475</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">672</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">22, 23</p>
</td>
<td nowrap width="40">
<p align="center">476/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.476/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">673</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">22, 23</p>
</td>
<td nowrap width="40">
<p align="center">477</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.477</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">674</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">478/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.478/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">675</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">479</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.479</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">676</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">498/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.498/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">677</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">499/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.499/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">678</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">500/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.500/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">679</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">500/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.500/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">680</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">508/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.508/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">681</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">509</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.509</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">682</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">510</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.510</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">683</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">513</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.513</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">684</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">514</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.514</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">685</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">515/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.515/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">686</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">518/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.518/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">687</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="38">
<p align="center">23</p>
</td>
<td nowrap width="40">
<p align="center">528</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0018.528</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">688</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">100/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.100/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">689</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">34</p>
</td>
<td nowrap width="40">
<p align="center">110/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.110/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">690</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">13/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.13/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">691</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">13/5</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.13/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">692</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33, 34</p>
</td>
<td nowrap width="40">
<p align="center">130/6</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.130/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">693</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">34</p>
</td>
<td nowrap width="40">
<p align="center">130/8</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.130/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">694</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">34</p>
</td>
<td nowrap width="40">
<p align="center">130/9</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.130/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">695</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">132/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.132/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">696</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">34</p>
</td>
<td nowrap width="40">
<p align="center">151/20</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.151/20</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">697</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">18/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.18/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">698</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">19/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.19/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">699</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">22</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.22</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">700</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">24/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.24/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">701</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">37</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.37</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">702</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">58</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.58</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">703</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">61</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.61</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">704</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">64</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.64</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">705</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="38">
<p align="center">33</p>
</td>
<td nowrap width="40">
<p align="center">99</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0019.99</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">706</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">30</p>
</td>
<td nowrap width="40">
<p align="center">262</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.262</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">707</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">30</p>
</td>
<td nowrap width="40">
<p align="center">263</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.263</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">708</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">30</p>
</td>
<td nowrap width="40">
<p align="center">264</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.264</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">709</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">30</p>
</td>
<td nowrap width="40">
<p align="center">265/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.265/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">710</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">30</p>
</td>
<td nowrap width="40">
<p align="center">291/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.291/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">711</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">30, 31</p>
</td>
<td nowrap width="40">
<p align="center">291/5</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.291/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">712</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">292/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.292/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">713</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">294/5</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.294/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">714</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">296/6</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.296/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">715</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">326/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.326/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">716</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="38">
<p align="center">31</p>
</td>
<td nowrap width="40">
<p align="center">326/5</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0024.326/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">717</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">1229</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.1229</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">718</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20, 21</p>
</td>
<td nowrap width="40">
<p align="center">1252</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.1252</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">719</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20, 21</p>
</td>
<td nowrap width="40">
<p align="center">1254</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.1254</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">720</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">147</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.147</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">721</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">19, 20</p>
</td>
<td nowrap width="40">
<p align="center">149/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.149/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">722</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">19, 20</p>
</td>
<td nowrap width="40">
<p align="center">149/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.149/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">723</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">19, 20</p>
</td>
<td nowrap width="40">
<p align="center">149/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.149/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">724</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">171/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.171/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">725</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">171/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.171/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">726</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">174</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.174</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">727</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">175</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.175</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">728</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">177</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.177</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">729</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">209/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.209/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">730</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">211</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.211</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">731</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">212</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.212</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">732</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">216</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.216</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">733</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">217</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.217</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">734</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">219</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.219</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">735</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20, 21</p>
</td>
<td nowrap width="40">
<p align="center">272/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.272/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">736</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">274</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.274</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">737</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">275</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.275</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">738</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">276</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.276</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">739</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">278</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.278</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">740</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">282/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.282/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">741</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">296</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.296</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">742</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center"> 21</p>
</td>
<td nowrap width="40">
<p align="center">298</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.298</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">743</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">320</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.320</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">744</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">322</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.322</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">745</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">323</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.323</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">746</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">324</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.324</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">747</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20, 21</p>
</td>
<td nowrap width="40">
<p align="center">325/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.325/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">748</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20</p>
</td>
<td nowrap width="40">
<p align="center">326/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.326/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">749</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20, 21</p>
</td>
<td nowrap width="40">
<p align="center">327/4</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.327/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">750</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">20, 21</p>
</td>
<td nowrap width="40">
<p align="center">328</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.328</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">751</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">329</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.329</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">752</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">345</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.345</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">753</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">474/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.474/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">754</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">475/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.475/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">755</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21, 22</p>
</td>
<td nowrap width="40">
<p align="center">480/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.480/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">756</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21, 22</p>
</td>
<td nowrap width="40">
<p align="center">484/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.484/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">757</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">485/5</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.485/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">758</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">485/6</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.485/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">759</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">490/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.490/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">760</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">493</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.493</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">761</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">494/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.494/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">762</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">494/3</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.494/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">763</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">495/10</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.495/10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">764</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">495/9</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.495/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">765</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">534</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.534</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">766</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">535/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.535/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">767</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">21</p>
</td>
<td nowrap width="40">
<p align="center">59/2</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.59/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">768</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">659/1</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.659/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">769</p>
</td>
<td nowrap width="56">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="60">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="38">
<p align="center">22</p>
</td>
<td nowrap width="40">
<p align="center">660</p>
</td>
<td nowrap width="101">
<p align="center">021203_5.0030.660</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">770</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">107/4</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.107/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">771</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">107/7</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.107/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">772</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">108</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.108</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">773</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">112</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.112</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">774</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">113</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.113</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">775</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">115</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.115</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">776</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">117</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.117</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">777</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">34, 35</p>
</td>
<td nowrap width="40">
<p align="center">12</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">778</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">122</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.122</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">779</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">123/2</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.123/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">780</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">174/3</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.174/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">781</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">254</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.254</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">782</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">295</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.295</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">783</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">3</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">784</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">305</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.305</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">785</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">316</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.316</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">786</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">34</p>
</td>
<td nowrap width="40">
<p align="center">60</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.60</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">787</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">74</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.74</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">788</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">77/3</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.77/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">789</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">79/1</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.79/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">790</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35, 36</p>
</td>
<td nowrap width="40">
<p align="center">79/2</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.79/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">791</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35, 36</p>
</td>
<td nowrap width="40">
<p align="center">80</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.80</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">792</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">81</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.81</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">793</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">86/4</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.86/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">794</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">92/3</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.92/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">795</p>
</td>
<td nowrap width="56">
<p align="center">Wleń</p>
</td>
<td nowrap width="60">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="38">
<p align="center">35</p>
</td>
<td nowrap width="40">
<p align="center">97/1</p>
</td>
<td nowrap width="101">
<p align="center">021205_5.0001.97/1</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT ŚWIDNICKI</strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">796</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">100</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.100</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">797</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">101</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.101</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">798</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">102</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.102</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">799</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">103</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.103</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">800</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">104</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.104</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">801</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">105</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.105</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">802</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">106</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.106</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">803</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">107/1</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.107/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">804</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">108</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.108</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">805</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">110</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.110</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">806</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">111</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.111</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">807</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">114</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.114</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">808</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67, 68</p>
</td>
<td nowrap width="40">
<p align="center">115/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.115/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">809</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">115/43</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.115/43</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">810</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">239/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.239/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">811</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">285/4</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.285/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">812</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">287/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.287/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">813</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">287/27</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.287/27</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">814</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">287/3</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.287/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">815</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">335/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.335/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">816</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">378</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.378</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">817</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">381/5</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.381/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">818</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">382/4</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.382/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">819</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">383</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.383</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">820</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">384</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.384</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">821</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">385</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.385</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">822</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">386</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.386</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">823</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">411</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.411</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">824</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">412</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.412</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">825</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">660</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.660</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">826</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">84/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.84/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">827</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">84/3</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.84/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">828</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">903</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.903</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">829</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">914</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.914</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">830</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">98</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0002.98</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">831</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">1103/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.1103/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">832</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69, 70</p>
</td>
<td nowrap width="40">
<p align="center">43/14</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.43/14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">833</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">514/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.514/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">834</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">687/18</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.687/18</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">835</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69, 70</p>
</td>
<td nowrap width="40">
<p align="center">712/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.712/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">836</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">713/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.713/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">837</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">715/4</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.715/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">838</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">716</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.716</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">839</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">717</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.717</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">840</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">718</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.718</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">841</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">724</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.724</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">842</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">725</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.725</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">843</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">727</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.727</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">844</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">738/4</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.738/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">845</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">739/1</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.739/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">846</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">739/2</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.739/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">847</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">739/3</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.739/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">848</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">751/1</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.751/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">849</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">68, 69</p>
</td>
<td nowrap width="40">
<p align="center">751/10</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.751/10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">850</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">68, 69</p>
</td>
<td nowrap width="40">
<p align="center">751/11</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.751/11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">851</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">751/6</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.751/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">852</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">69</p>
</td>
<td nowrap width="40">
<p align="center">751/8</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.751/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">853</p>
</td>
<td nowrap width="56">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="60">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="38">
<p align="center">68</p>
</td>
<td nowrap width="40">
<p align="center">752</p>
</td>
<td nowrap width="101">
<p align="center">021902_1.0003.752</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">854</p>
</td>
<td nowrap width="56">
<p align="center">Świdnica</p>
</td>
<td nowrap width="60">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="38">
<p align="center">70</p>
</td>
<td nowrap width="40">
<p align="center">2301</p>
</td>
<td nowrap width="101">
<p align="center">021907_2.0018.2301</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">855</p>
</td>
<td nowrap width="56">
<p align="center">Świdnica</p>
</td>
<td nowrap width="60">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="38">
<p align="center">70</p>
</td>
<td nowrap width="40">
<p align="center">2303</p>
</td>
<td nowrap width="101">
<p align="center">021907_2.0018.2303</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">856</p>
</td>
<td nowrap width="56">
<p align="center">Świdnica</p>
</td>
<td nowrap width="60">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="38">
<p align="center">70</p>
</td>
<td nowrap width="40">
<p align="center">2304</p>
</td>
<td nowrap width="101">
<p align="center">021907_2.0018.2304</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">857</p>
</td>
<td nowrap width="56">
<p align="center">Świdnica</p>
</td>
<td nowrap width="60">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="38">
<p align="center">70</p>
</td>
<td nowrap width="40">
<p align="center">2306</p>
</td>
<td nowrap width="101">
<p align="center">021907_2.0018.2306</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">858</p>
</td>
<td nowrap width="56">
<p align="center">Świdnica</p>
</td>
<td nowrap width="60">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="38">
<p align="center">70</p>
</td>
<td nowrap width="40">
<p align="center">2307</p>
</td>
<td nowrap width="101">
<p align="center">021907_2.0018.2307</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">859</p>
</td>
<td nowrap width="56">
<p align="center">Świdnica</p>
</td>
<td nowrap width="60">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="38">
<p align="center">70</p>
</td>
<td nowrap width="40">
<p align="center">2308</p>
</td>
<td nowrap width="101">
<p align="center">021907_2.0018.2308</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT WAŁBRZYSKI </strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">860</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">861</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63, 64</p>
</td>
<td nowrap width="40">
<p align="center">101/6</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.101/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">862</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">133</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.133</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">863</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">135/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.135/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">864</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">135/3</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.135/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">865</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">142/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.142/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">866</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">142/2</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.142/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">867</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">143/5</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.143/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">868</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">144</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.144</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">869</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">145</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.145</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">870</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">147</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.147</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">871</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">148</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.148</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">872</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">149</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.149</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">873</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">150</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.150</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">874</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">177</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.177</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">875</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">178</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.178</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">876</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">267/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.267/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">877</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">271/3</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.271/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">878</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">879</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">62, 63</p>
</td>
<td nowrap width="40">
<p align="center">421</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.421</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">880</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">430</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.430</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">881</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">454</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.454</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">882</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64, 65</p>
</td>
<td nowrap width="40">
<p align="center">457</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.457</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">883</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63</p>
</td>
<td nowrap width="40">
<p align="center">46</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.46</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">884</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63</p>
</td>
<td nowrap width="40">
<p align="center">47</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.47</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">885</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">62</p>
</td>
<td nowrap width="40">
<p align="center">5</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">886</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63</p>
</td>
<td nowrap width="40">
<p align="center">86</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.86</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">887</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63</p>
</td>
<td nowrap width="40">
<p align="center">88</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.88</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">888</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63</p>
</td>
<td nowrap width="40">
<p align="center">90/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.90/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">889</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63</p>
</td>
<td nowrap width="40">
<p align="center">96</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.96</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">890</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">97/2</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.97/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">891</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">63, 64</p>
</td>
<td nowrap width="40">
<p align="center">97/4</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.97/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">892</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="38">
<p align="center">64</p>
</td>
<td nowrap width="40">
<p align="center">98</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0001.98</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">893</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">10</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">894</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65, 66</p>
</td>
<td nowrap width="40">
<p align="center">13/7</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.13/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">895</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">14/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.14/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">896</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">160</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.160</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">897</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">161</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.161</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">898</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">162</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.162</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">899</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">17</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.17</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">900</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">174</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.174</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">901</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/108</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/108</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">902</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/109</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/109</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">903</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/122</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/122</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">904</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/125</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/125</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">905</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/126</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/126</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">906</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/139</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/139</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">907</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/140</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/140</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">908</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/141</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/141</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">909</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/142</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/142</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">910</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/149</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/149</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">911</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/150</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/150</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">912</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/160</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/160</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">913</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/161</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/161</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">914</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/162</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/162</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">915</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/163</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/163</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">916</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/170</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/170</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">917</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/171</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/171</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">918</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/172</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/172</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">919</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/173</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/173</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">920</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/18</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/18</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">921</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/19</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/19</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">922</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/20</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/20</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">923</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/21</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/21</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">924</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/22</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/22</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">925</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/23</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/23</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">926</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/24</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/24</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">927</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">177/25</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.177/25</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">928</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">18</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.18</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">929</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">20/2</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.20/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">930</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">21/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.21/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">931</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">21/4</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.21/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">932</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">213</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.213</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">933</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">67</p>
</td>
<td nowrap width="40">
<p align="center">214</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.214</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">934</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66, 67</p>
</td>
<td nowrap width="40">
<p align="center">216</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.216</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">935</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">217</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.217</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">936</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">218</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.218</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">937</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">221/1</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.221/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">938</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">224</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.224</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">939</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">225</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.225</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">940</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">226</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.226</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">941</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">230</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.230</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">942</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">233</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.233</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">943</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">260/2</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.260/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">944</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">263</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.263</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">945</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">65</p>
</td>
<td nowrap width="40">
<p align="center">32/4</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.32/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">946</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">4/2</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.4/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">947</p>
</td>
<td nowrap width="56">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="60">
<p align="center">Cieszów</p>
</td>
<td nowrap width="38">
<p align="center">66</p>
</td>
<td nowrap width="40">
<p align="center">6/2</p>
</td>
<td nowrap width="101">
<p align="center">022107_2.0002.6/2</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT ZGORZELECKI</strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">948</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">335</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.335</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">949</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">336/2</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.336/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">950</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">337/3</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.337/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">951</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">338/2</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.338/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">952</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">339/11</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.339/11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">953</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/1</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">954</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/9</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">955</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/12</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/12</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">956</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/13</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/13</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">957</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/14</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/14</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">958</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/15</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/15</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">959</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/16</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/16</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">960</p>
</td>
<td nowrap width="56">
<p align="center">Sulików</p>
</td>
<td nowrap width="60">
<p align="center">MIKUŁOWA</p>
</td>
<td nowrap width="38">
<p align="center">1</p>
</td>
<td nowrap width="40">
<p align="center">341/2</p>
</td>
<td nowrap width="101">
<p align="center">022505_2.0005.341/2</p>
</td>
</tr>
<tr>
<td colspan="6" nowrap width="320">
<p align="center"><strong>POWIAT ZŁOTORYJSKI</strong></p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">961</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1000/6</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1000/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">962</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1000/7</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1000/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">963</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1000/8</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1000/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">964</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1000/9</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1000/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">965</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1035</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1035</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">966</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1059</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1059</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">967</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36, 37</p>
</td>
<td nowrap width="40">
<p align="center">1061</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1061</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">968</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1069/3</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1069/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">969</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36, 37</p>
</td>
<td nowrap width="40">
<p align="center">1069/4</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1069/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">970</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36, 37</p>
</td>
<td nowrap width="40">
<p align="center">1073/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1073/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">971</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36, 37</p>
</td>
<td nowrap width="40">
<p align="center">1073/3</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1073/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">972</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1074/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1074/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">973</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1074/3</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1074/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">974</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1074/4</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1074/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">975</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1075/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1075/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">976</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1076</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1076</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">977</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1079</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1079</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">978</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1080/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1080/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">979</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1081</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1081</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">980</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">1083</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1083</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">981</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1132</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1132</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">982</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1171</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1171</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">983</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1173/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1173/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">984</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1177</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1177</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">985</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1183</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1183</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">986</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1197/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1197/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">987</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1197/2</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1197/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">988</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1197/3</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1197/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">989</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1198/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1198/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">990</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1199/1</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1199/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">991</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1201</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1201</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">992</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1203</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1203</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">993</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1205</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1205</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">994</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1241/203</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1241/203</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">995</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">37</p>
</td>
<td nowrap width="40">
<p align="center">1243/205</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.1243/205</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">996</p>
</td>
<td nowrap width="56">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="60">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="38">
<p align="center">36</p>
</td>
<td nowrap width="40">
<p align="center">933</p>
</td>
<td nowrap width="101">
<p align="center">022603_2.0005.933</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">997</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">199</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.199</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">998</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">203</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.203</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">999</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">205</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.205</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1000</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">206/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.206/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1001</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">207</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.207</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1002</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48, 49</p>
</td>
<td nowrap width="40">
<p align="center">230/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.230/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1003</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">45, 46</p>
</td>
<td nowrap width="40">
<p align="center">258</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.258</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1004</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">45, 46</p>
</td>
<td nowrap width="40">
<p align="center">261</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.261</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1005</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">45, 46</p>
</td>
<td nowrap width="40">
<p align="center">272</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.272</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1006</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">273</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.273</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1007</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">275</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.275</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1008</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">276</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.276</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1009</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">277</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.277</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1010</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">278/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.278/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1011</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">279</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.279</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1012</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">280/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.280/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1013</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">283/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.283/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1014</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">283/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.283/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1015</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">287</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.287</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1016</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">49</p>
</td>
<td nowrap width="40">
<p align="center">295/231</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.295/231</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1017</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48, 49</p>
</td>
<td nowrap width="40">
<p align="center">296/193</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.296/193</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1018</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">304</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.304</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1019</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">305/6</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.305/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1020</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">305/7</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.305/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1021</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">307/8</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.307/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1022</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">309/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.309/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1023</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">309/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.309/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1024</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">310/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.310/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1025</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">311</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.311</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1026</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">313</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.313</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1027</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">319</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.319</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1028</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">323/10</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.323/10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1029</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">323/11</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.323/11</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1030</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">323/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.323/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1031</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">323/8</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.323/8</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1032</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">323/9</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.323/9</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1033</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">325</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.325</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1034</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">338/5</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.338/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1035</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">339</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.339</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1036</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">340/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.340/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1037</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46</p>
</td>
<td nowrap width="40">
<p align="center">340/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.340/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1038</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">46, 47</p>
</td>
<td nowrap width="40">
<p align="center">341</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.341</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1039</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">343</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.343</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1040</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">367/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.367/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1041</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">369/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.369/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1042</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">371</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.371</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1043</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">373/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.373/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1044</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">376</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.376</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1045</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">379/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.379/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1046</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">384</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.384</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1047</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">386</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.386</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1048</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">393/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.393/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1049</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">393/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.393/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1050</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">398</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.398</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1051</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">399/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.399/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1052</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">400/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.400/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1053</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">431</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.431</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1054</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">434</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.434</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1055</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">437</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.437</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1056</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">438</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.438</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1057</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">444/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.444/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1058</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">451</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.451</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1059</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">454/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.454/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1060</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">456</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.456</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1061</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">458</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.458</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1062</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">459</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.459</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1063</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">460</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.460</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1064</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47</p>
</td>
<td nowrap width="40">
<p align="center">468</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.468</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1065</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47, 48</p>
</td>
<td nowrap width="40">
<p align="center">470/10</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.470/10</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1066</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47, 48</p>
</td>
<td nowrap width="40">
<p align="center">471</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.471</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1067</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">47, 48</p>
</td>
<td nowrap width="40">
<p align="center">474/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.474/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1068</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">476</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.476</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1069</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">477</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.477</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1070</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">480</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.480</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1071</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">484</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.484</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1072</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">485</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.485</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1073</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">486</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.486</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1074</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">487</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.487</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1075</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Dobków</p>
</td>
<td nowrap width="38">
<p align="center">48</p>
</td>
<td nowrap width="40">
<p align="center">488</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0002.488</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1076</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">169</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.169</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1077</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">174/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.174/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1078</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">177</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.177</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1079</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">193</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.193</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1080</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">195/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.195/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1081</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">195/5</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.195/5</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1082</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">203</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.203</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1083</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">206</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.206</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1084</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41, 42</p>
</td>
<td nowrap width="40">
<p align="center">207/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.207/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1085</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">21</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.21</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1086</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42, 43</p>
</td>
<td nowrap width="40">
<p align="center">221/22</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.221/22</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1087</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">41</p>
</td>
<td nowrap width="40">
<p align="center">221/259</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.221/259</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1088</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">23/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.23/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1089</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1090</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1091</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">5/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.5/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1092</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">55</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.55</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1093</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="38">
<p align="center">42</p>
</td>
<td nowrap width="40">
<p align="center">56</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0009.56</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1094</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">178/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.178/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1095</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">37, 38</p>
</td>
<td nowrap width="40">
<p align="center">198/6</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.198/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1096</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">204</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.204</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1097</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">220</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.220</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1098</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">221/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.221/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1099</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">222/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.222/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1100</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">255</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.255</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1101</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">262</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.262</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1102</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">263</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.263</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1103</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">264</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.264</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1104</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">265/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.265/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1105</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38</p>
</td>
<td nowrap width="40">
<p align="center">266</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.266</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1106</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38. 39</p>
</td>
<td nowrap width="40">
<p align="center">269/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.269/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1107</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">38, 39</p>
</td>
<td nowrap width="40">
<p align="center">273/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.273/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1108</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">277/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.277/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1109</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">280/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.280/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1110</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">281/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.281/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1111</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">282</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.282</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1112</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">290/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.290/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1113</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">291/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.291/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1114</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">294/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.294/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1115</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">303/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.303/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1116</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">303/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.303/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1117</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">304</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.304</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1118</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">306/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.306/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1119</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">306/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.306/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1120</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">307/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.307/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1121</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">315</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.315</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1122</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">383/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.383/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1123</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40, 41</p>
</td>
<td nowrap width="40">
<p align="center">383/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.383/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1124</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">387</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.387</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1125</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">421</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.421</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1126</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">426/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.426/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1127</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">427</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.427</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1128</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39, 40</p>
</td>
<td nowrap width="40">
<p align="center">429</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.429</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1129</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39, 40</p>
</td>
<td nowrap width="40">
<p align="center">430/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.430/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1130</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39, 40</p>
</td>
<td nowrap width="40">
<p align="center">430/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.430/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1131</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39, 40</p>
</td>
<td nowrap width="40">
<p align="center">431/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.431/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1132</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">435</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.435</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1133</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">436</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.436</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1134</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">437</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.437</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1135</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">438/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.438/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1136</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">446/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.446/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1137</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">446/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.446/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1138</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">39</p>
</td>
<td nowrap width="40">
<p align="center">447</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.447</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1139</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">597/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.597/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1140</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">597/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.597/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1141</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="38">
<p align="center">40</p>
</td>
<td nowrap width="40">
<p align="center">597/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0010.597/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1142</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">43</p>
</td>
<td nowrap width="40">
<p align="center">1/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.1/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1143</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">43</p>
</td>
<td nowrap width="40">
<p align="center">1/6</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.1/6</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1144</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">43</p>
</td>
<td nowrap width="40">
<p align="center">1/7</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.1/7</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1145</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">110</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.110</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1146</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">111</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.111</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1147</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">138/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.138/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1148</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">148</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.148</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1149</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">169</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.169</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1150</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">178</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.178</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1151</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">196/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.196/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1152</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">43</p>
</td>
<td nowrap width="40">
<p align="center">2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1153</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">200/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.200/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1154</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">201</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.201</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1155</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">202/3</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.202/3</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1156</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">203/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.203/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1157</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">248/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.248/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1158</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">248/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.248/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1159</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">249</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.249</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1160</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">254</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.254</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1161</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">262</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.262</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1162</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44, 45</p>
</td>
<td nowrap width="40">
<p align="center">264/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.264/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1163</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44, 45</p>
</td>
<td nowrap width="40">
<p align="center">264/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.264/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1164</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">267</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.267</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1165</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">269/335</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.269/335</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1166</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">278/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.278/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1167</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">279</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.279</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1168</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">280</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.280</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1169</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">292</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.292</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1170</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">293</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.293</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1171</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">294</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.294</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1172</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">296/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.296/2</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1173</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">304</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.304</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1174</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">311</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.311</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1175</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">314</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.314</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1176</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">321/4</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.321/4</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1177</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">322</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.322</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1178</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">323</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.323</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1179</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">336/1</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.336/1</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1180</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">43, 44</p>
</td>
<td nowrap width="40">
<p align="center">4/18</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.4/18</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1181</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">44</p>
</td>
<td nowrap width="40">
<p align="center">60</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.60</p>
</td>
</tr>
<tr>
<td nowrap width="25">
<p align="right">1182</p>
</td>
<td nowrap width="56">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="60">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="38">
<p align="center">45</p>
</td>
<td nowrap width="40">
<p align="center">84/2</p>
</td>
<td nowrap width="101">
<p align="center">022604_5.0011.84/2</p>
</td>
</tr>
</tbody>
</table>
<p>oraz umorzył postępowanie w części dotyczącej zatwierdzenia projektu budowlanego<br> i udzielenia pozwolenia na budowę dla w/w inwestycji przewidzianej do realizacji<br> na działkach:</p>
<table style="width: 595px;" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td nowrap width="23">
<p align="center"><strong>L.p.</strong></p>
</td>
<td nowrap width="100">
<p align="center"><strong>Powiat</strong></p>
</td>
<td nowrap width="113">
<p align="center"><strong>Gmina</strong></p>
</td>
<td nowrap width="85">
<p align="center"><strong>Obręb</strong></p>
</td>
<td nowrap width="47">
<p align="center"><strong>AM</strong></p>
</td>
<td nowrap width="57">
<p align="center"><strong>Nr działki</strong></p>
</td>
<td nowrap width="170">
<p align="center"><strong>Identyfikator działki</strong></p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center"><strong> </strong></p>
</td>
<td nowrap width="100">
<p align="center"><strong> </strong></p>
</td>
<td nowrap width="113">
<p align="center"><strong> </strong></p>
</td>
<td nowrap width="85">
<p align="center"><strong> </strong></p>
</td>
<td nowrap width="47">
<p align="center"><strong> </strong></p>
</td>
<td nowrap width="57">
<p align="center"><strong> </strong></p>
</td>
<td nowrap width="170">
<p align="center"><strong> </strong></p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">1</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">19</p>
</td>
<td nowrap width="57">
<p align="center">100/5</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.100/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">2</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">19</p>
</td>
<td nowrap width="57">
<p align="center">1767</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.1767</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">3</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">18</p>
</td>
<td nowrap width="57">
<p align="center">183</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.183</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">4</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">18</p>
</td>
<td nowrap width="57">
<p align="center">56</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.56</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">5</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">19</p>
</td>
<td nowrap width="57">
<p align="center">77/2</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.77/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">6</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">19</p>
</td>
<td nowrap width="57">
<p align="center">77/7</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.77/7</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">7</p>
</td>
<td nowrap width="100">
<p align="center">bolesławiecki</p>
</td>
<td nowrap width="113">
<p align="center">Nowogrodziec</p>
</td>
<td nowrap width="85">
<p align="center">Gościszów</p>
</td>
<td nowrap width="47">
<p align="center">19</p>
</td>
<td nowrap width="57">
<p align="center">78/2</p>
</td>
<td nowrap width="170">
<p align="center">020104_5.0004.78/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">8</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Jastrowiec</p>
</td>
<td nowrap width="47">
<p align="center">52</p>
</td>
<td nowrap width="57">
<p align="center">159/23</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0002.159/23</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">9</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Lipa</p>
</td>
<td nowrap width="47">
<p align="center">50</p>
</td>
<td nowrap width="57">
<p align="center">151</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0004.151</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">10</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Lipa</p>
</td>
<td nowrap width="47">
<p align="center">50</p>
</td>
<td nowrap width="57">
<p align="center">161/2</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0004.161/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">11</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Lipa</p>
</td>
<td nowrap width="47">
<p align="center">50</p>
</td>
<td nowrap width="57">
<p align="center">441</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0004.441</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">12</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Lipa</p>
</td>
<td nowrap width="47">
<p align="center">51</p>
</td>
<td nowrap width="57">
<p align="center">619/3</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0004.619/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">13</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="47">
<p align="center">60</p>
</td>
<td nowrap width="57">
<p align="center">100</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0009.100</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">14</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="47">
<p align="center">60</p>
</td>
<td nowrap width="57">
<p align="center">276/6</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0009.276/6</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">15</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="47">
<p align="center">60</p>
</td>
<td nowrap width="57">
<p align="center">33/2</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0009.33/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">16</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="47">
<p align="center">59</p>
</td>
<td nowrap width="57">
<p align="center">46</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0009.46</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">17</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="47">
<p align="center">59</p>
</td>
<td nowrap width="57">
<p align="center">59</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0009.59</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">18</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Sady Dolne</p>
</td>
<td nowrap width="47">
<p align="center">60</p>
</td>
<td nowrap width="57">
<p align="center">90</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0009.90</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">19</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Świny</p>
</td>
<td nowrap width="47">
<p align="center">56</p>
</td>
<td nowrap width="57">
<p align="center">120/14</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0012.120/14</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">20</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Świny</p>
</td>
<td nowrap width="47">
<p align="center">57</p>
</td>
<td nowrap width="57">
<p align="center">150</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0012.150</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">21</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="47">
<p align="center">58</p>
</td>
<td nowrap width="57">
<p align="center">218/1</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0015.218/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">22</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="47">
<p align="center">58, 59</p>
</td>
<td nowrap width="57">
<p align="center">286/1</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0015.286/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">23</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="47">
<p align="center">58</p>
</td>
<td nowrap width="57">
<p align="center">580</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0015.580</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">24</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="47">
<p align="center">58</p>
</td>
<td nowrap width="57">
<p align="center">594</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0015.594</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">25</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="47">
<p align="center">57</p>
</td>
<td nowrap width="57">
<p align="center">600</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0015.600</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">26</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Bolków</p>
</td>
<td nowrap width="85">
<p align="center">Wolbromek</p>
</td>
<td nowrap width="47">
<p align="center">58</p>
</td>
<td nowrap width="57">
<p align="center">724</p>
</td>
<td nowrap width="170">
<p align="center">020502_5.0015.724</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">27</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Paszowice</p>
</td>
<td nowrap width="85">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="47">
<p align="center">53</p>
</td>
<td nowrap width="57">
<p align="center">4/5</p>
</td>
<td nowrap width="170">
<p align="center">020505_2.0009.4/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">28</p>
</td>
<td nowrap width="100">
<p align="center">jaworski</p>
</td>
<td nowrap width="113">
<p align="center">Paszowice</p>
</td>
<td nowrap width="85">
<p align="center">Pogwizdów</p>
</td>
<td nowrap width="47">
<p align="center">54</p>
</td>
<td nowrap width="57">
<p align="center">592</p>
</td>
<td nowrap width="170">
<p align="center">020505_2.0009.592</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">29</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">9</p>
</td>
<td nowrap width="57">
<p align="center">15</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_12.15</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">30</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Lubiechowa</p>
</td>
<td nowrap width="47">
<p align="center">43</p>
</td>
<td nowrap width="57">
<p align="center">45</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0004.45</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">31</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">10</p>
</td>
<td nowrap width="57">
<p align="center">11/13</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_3.11/13</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">32</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">10</p>
</td>
<td nowrap width="57">
<p align="center">11/14</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_3.11/14</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">33</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">9</p>
</td>
<td nowrap width="57">
<p align="center">16/3</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_12.16/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">34</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">10</p>
</td>
<td nowrap width="57">
<p align="center">3/4</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_13.3/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">35</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">10</p>
</td>
<td nowrap width="57">
<p align="center">3/5</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_13.3/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">36</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">9</p>
</td>
<td nowrap width="57">
<p align="center">14/5</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0002.AR_4.14/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">37</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">2 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">9</p>
</td>
<td nowrap width="57">
<p align="center">6</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0002.AR_4.6</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">38</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">17</p>
</td>
<td nowrap width="57">
<p align="center">410/11</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.410/11</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">39</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">17</p>
</td>
<td nowrap width="57">
<p align="center">410/13</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.410/13</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">40</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">17</p>
</td>
<td nowrap width="57">
<p align="center">410/15</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.410/15</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">41</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">17</p>
</td>
<td nowrap width="57">
<p align="center">410/16</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.410/16</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">42</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">17</p>
</td>
<td nowrap width="57">
<p align="center">410/5</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.410/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">43</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">17</p>
</td>
<td nowrap width="57">
<p align="center">410/8</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.410/8</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">44</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">16</p>
</td>
<td nowrap width="57">
<p align="center">454/2</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.454/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">45</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Mściszów</p>
</td>
<td nowrap width="47">
<p align="center">16</p>
</td>
<td nowrap width="57">
<p align="center">466</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0005.466</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">46</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">14</p>
</td>
<td nowrap width="57">
<p align="center">121/1</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.121/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">47</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">14, 15</p>
</td>
<td nowrap width="57">
<p align="center">123/4</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.123/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">48</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">14, 15</p>
</td>
<td nowrap width="57">
<p align="center">123/5</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.123/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">49</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">14, 15</p>
</td>
<td nowrap width="57">
<p align="center">124</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.124</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">50</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">14, 15</p>
</td>
<td nowrap width="57">
<p align="center">128</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.128</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">51</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">171</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.171</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">52</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">173</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.173</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">53</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">181/3</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.181/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">54</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">181/4</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.181/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">55</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">184/1</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.184/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">56</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">184/2</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.184/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">57</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">185/1</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.185/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">58</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">185/3</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.185/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">59</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">186</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.186</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">60</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">191</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.191</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">61</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">15</p>
</td>
<td nowrap width="57">
<p align="center">279</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.279</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">62</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">13, 14</p>
</td>
<td nowrap width="57">
<p align="center">33/2</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.33/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">63</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Radostów Średni</p>
</td>
<td nowrap width="47">
<p align="center">14</p>
</td>
<td nowrap width="57">
<p align="center">80</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0012.80</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">64</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="47">
<p align="center">12</p>
</td>
<td nowrap width="57">
<p align="center">82/11</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0013.82/11</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">65</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań</p>
</td>
<td nowrap width="85">
<p align="center">Uniegoszcz</p>
</td>
<td nowrap width="47">
<p align="center">11</p>
</td>
<td nowrap width="57">
<p align="center">82/6</p>
</td>
<td nowrap width="170">
<p align="center">021004_2.0013.82/6</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">66</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Platerówka</p>
</td>
<td nowrap width="85">
<p align="center">Włosień</p>
</td>
<td nowrap width="47">
<p align="center">1, 2</p>
</td>
<td nowrap width="57">
<p align="center">7</p>
</td>
<td nowrap width="170">
<p align="center">021006_2.0004.7</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">67</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">2</p>
</td>
<td nowrap width="57">
<p align="center">611/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.611/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">68</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">2</p>
</td>
<td nowrap width="57">
<p align="center">617/3</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.617/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">69</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">2</p>
</td>
<td nowrap width="57">
<p align="center">618/2</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.618/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">70</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">3</p>
</td>
<td nowrap width="57">
<p align="center">621/3</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.621/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">71</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">3</p>
</td>
<td nowrap width="57">
<p align="center">622</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.622</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">72</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">3</p>
</td>
<td nowrap width="57">
<p align="center">638</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.638</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">73</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Rudzica</p>
</td>
<td nowrap width="47">
<p align="center">3</p>
</td>
<td nowrap width="57">
<p align="center">676</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0002.676</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">74</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">4</p>
</td>
<td nowrap width="57">
<p align="center">1431</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1431</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">75</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">4</p>
</td>
<td nowrap width="57">
<p align="center">1432/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1432/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">76</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">4</p>
</td>
<td nowrap width="57">
<p align="center">1434</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1434</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">77</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">1443/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1443/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">78</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">1445/2</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1445/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">79</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">1451/8</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1451/8</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">80</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">1455/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1455/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">81</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">4</p>
</td>
<td nowrap width="57">
<p align="center">1482/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1482/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">82</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">4</p>
</td>
<td nowrap width="57">
<p align="center">1497/2</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.1497/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">83</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">628</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.628</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">84</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">6</p>
</td>
<td nowrap width="57">
<p align="center">643</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.643</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">85</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">732</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.732</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">86</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">748/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.748/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">87</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="47">
<p align="center">5</p>
</td>
<td nowrap width="57">
<p align="center">748/2</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0003.748/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">88</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">213</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0004.213</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">89</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Wesołówka</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">236</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0004.236</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">90</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">6, 7</p>
</td>
<td nowrap width="57">
<p align="center">13/2</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.13/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">91</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">150/1</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.150/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">92</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">16</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.16</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">93</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">163</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.163</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">94</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">6</p>
</td>
<td nowrap width="57">
<p align="center">2/4</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.2/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">95</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">24</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.24</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">96</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Siekierczyn</p>
</td>
<td nowrap width="85">
<p align="center">Zaręba</p>
</td>
<td nowrap width="47">
<p align="center">7</p>
</td>
<td nowrap width="57">
<p align="center">25/2</p>
</td>
<td nowrap width="170">
<p align="center">021007_2.0006.25/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">97</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">512/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.512/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">98</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">513</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.513</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">99</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">552</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.552</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">100</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">555</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.555</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">101</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">556</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.556</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">102</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">565</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.565</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">103</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">24, 25</p>
</td>
<td nowrap width="57">
<p align="center">712/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.712/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">104</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">712/4</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.712/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">105</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">720</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.720</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">106</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">24, 25</p>
</td>
<td nowrap width="57">
<p align="center">721</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.721</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">107</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">24, 25</p>
</td>
<td nowrap width="57">
<p align="center">742</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.742</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">108</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">761/6</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.761/6</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">109</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">25</p>
</td>
<td nowrap width="57">
<p align="center">781</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.781</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">110</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">26</p>
</td>
<td nowrap width="57">
<p align="center">792</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.792</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">111</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">26</p>
</td>
<td nowrap width="57">
<p align="center">902</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.902</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">112</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Lwówek Śląski 2</p>
</td>
<td nowrap width="47">
<p align="center">26</p>
</td>
<td nowrap width="57">
<p align="center">907</p>
</td>
<td nowrap width="170">
<p align="center">021203_4.0002.907</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">113</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">DĘBOWY GAJ</p>
</td>
<td nowrap width="47">
<p align="center">28</p>
</td>
<td nowrap width="57">
<p align="center">15</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0004.15</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">114</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="47">
<p align="center">32</p>
</td>
<td nowrap width="57">
<p align="center">173/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0008.173/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">115</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="47">
<p align="center">31</p>
</td>
<td nowrap width="57">
<p align="center">263/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0008.263/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">116</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">GÓRCZYCA</p>
</td>
<td nowrap width="47">
<p align="center">31</p>
</td>
<td nowrap width="57">
<p align="center">87/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0008.87/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">117</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">117/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.117/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">118</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">117/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.117/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">119</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">118</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.118</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">120</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">119/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.119/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">121</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">26</p>
</td>
<td nowrap width="57">
<p align="center">24/5</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.24/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">122</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">60/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.60/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">123</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">60/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.60/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">124</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">MOJESZ</p>
</td>
<td nowrap width="47">
<p align="center">27</p>
</td>
<td nowrap width="57">
<p align="center">60/4</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0011.60/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">125</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">103/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.103/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">126</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">23, 24</p>
</td>
<td nowrap width="57">
<p align="center">105/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.105/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">127</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">107</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.107</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">128</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">120/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.120/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">129</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">120/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.120/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">130</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">24</p>
</td>
<td nowrap width="57">
<p align="center">547</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.547</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">131</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">PŁÓCZKI DOLNE</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">90</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0016.90</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">132</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="47">
<p align="center">22</p>
</td>
<td nowrap width="57">
<p align="center">452/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0018.452/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">133</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">481/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0018.481/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">134</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="47">
<p align="center">24</p>
</td>
<td nowrap width="57">
<p align="center">485</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0018.485</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">135</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">RADŁÓWKA</p>
</td>
<td nowrap width="47">
<p align="center">23</p>
</td>
<td nowrap width="57">
<p align="center">515/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0018.515/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">136</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">Radomiłowice</p>
</td>
<td nowrap width="47">
<p align="center">33, 34</p>
</td>
<td nowrap width="57">
<p align="center">130/5</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0019.130/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">137</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">SOBOTA</p>
</td>
<td nowrap width="47">
<p align="center">30</p>
</td>
<td nowrap width="57">
<p align="center">266</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0024.266</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">138</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">1227</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.1227</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">139</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20, 21</p>
</td>
<td nowrap width="57">
<p align="center">1253</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.1253</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">140</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">210</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.210</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">141</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">213/4</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.213/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">142</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">280/4</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.280/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">143</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">280/6</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.280/6</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">144</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">281/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.281/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">145</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">281/4</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.281/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">146</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20, 21</p>
</td>
<td nowrap width="57">
<p align="center">283</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.283</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">147</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20, 21</p>
</td>
<td nowrap width="57">
<p align="center">284/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.284/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">148</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">284/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.284/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">149</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">294/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.294/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">150</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">295</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.295</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">151</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">297</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.297</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">152</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">299</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.299</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">153</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">300</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.300</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">154</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">301/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.301/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">155</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">301/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.301/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">156</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">301/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.301/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">157</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">302</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.302</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">158</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">303</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.303</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">159</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">310</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.310</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">160</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">321</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.321</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">161</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20, 21</p>
</td>
<td nowrap width="57">
<p align="center">327/3</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.327/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">162</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">20</p>
</td>
<td nowrap width="57">
<p align="center">346</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.346</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">163</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">22</p>
</td>
<td nowrap width="57">
<p align="center">479</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.479</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">164</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">488/4</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.488/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">165</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">488/8</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.488/8</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">166</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">491/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.491/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">167</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">491/2</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.491/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">168</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">492</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.492</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">169</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">494/1</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.494/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">170</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Lwówek Śląski</p>
</td>
<td nowrap width="85">
<p align="center">NIWNICE</p>
</td>
<td nowrap width="47">
<p align="center">21</p>
</td>
<td nowrap width="57">
<p align="center">495/5</p>
</td>
<td nowrap width="170">
<p align="center">021203_5.0030.495/5</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">171</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Wleń</p>
</td>
<td nowrap width="85">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="47">
<p align="center">35</p>
</td>
<td nowrap width="57">
<p align="center">107/8</p>
</td>
<td nowrap width="170">
<p align="center">021205_5.0001.107/8</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">172</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Wleń</p>
</td>
<td nowrap width="85">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="47">
<p align="center">36</p>
</td>
<td nowrap width="57">
<p align="center">174/4</p>
</td>
<td nowrap width="170">
<p align="center">021205_5.0001.174/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">173</p>
</td>
<td nowrap width="100">
<p align="center">lwówecki</p>
</td>
<td nowrap width="113">
<p align="center">Wleń</p>
</td>
<td nowrap width="85">
<p align="center">BEŁCZYNA</p>
</td>
<td nowrap width="47">
<p align="center">35</p>
</td>
<td nowrap width="57">
<p align="center">307</p>
</td>
<td nowrap width="170">
<p align="center">021205_5.0001.307</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">174</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">67</p>
</td>
<td nowrap width="57">
<p align="center">113</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.113</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">175</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">115/18</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.115/18</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">176</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">115/19</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.115/19</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">177</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">115/20</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.115/20</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">178</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">115/21</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.115/21</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">179</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">115/22</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.115/22</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">180</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">287/10</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.287/10</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">181</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">287/11</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.287/11</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">182</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">287/17</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.287/17</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">183</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">287/8</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.287/8</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">184</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">287/9</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.287/9</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">185</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">377/2</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.377/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">186</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">379</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.379</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">187</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">380</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.380</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">188</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">68</p>
</td>
<td nowrap width="57">
<p align="center">403</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.403</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">189</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">67</p>
</td>
<td nowrap width="57">
<p align="center">904</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.904</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">190</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Pełcznica 2</p>
</td>
<td nowrap width="47">
<p align="center">67</p>
</td>
<td nowrap width="57">
<p align="center">95</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0002.95</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">191</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">514/4</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.514/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">192</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">708/2</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.708/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">193</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">709</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.709</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">194</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69, 70</p>
</td>
<td nowrap width="57">
<p align="center">710</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.710</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">195</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">719</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.719</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">196</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">732/7</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.732/7</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">197</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">751/12</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.751/12</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">198</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">751/13</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.751/13</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">199</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świebodzice (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">Śródmieście 3</p>
</td>
<td nowrap width="47">
<p align="center">69</p>
</td>
<td nowrap width="57">
<p align="center">754/2</p>
</td>
<td nowrap width="170">
<p align="center">021902_1.0003.754/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">200</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świdnica</p>
</td>
<td nowrap width="85">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="47">
<p align="center">70</p>
</td>
<td nowrap width="57">
<p align="center">2295</p>
</td>
<td nowrap width="170">
<p align="center">021907_2.0018.2295</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">201</p>
</td>
<td nowrap width="100">
<p align="center">świdnicki</p>
</td>
<td nowrap width="113">
<p align="center">Świdnica</p>
</td>
<td nowrap width="85">
<p align="center">Mokrzeszów</p>
</td>
<td nowrap width="47">
<p align="center">70</p>
</td>
<td nowrap width="57">
<p align="center">2310</p>
</td>
<td nowrap width="170">
<p align="center">021907_2.0018.2310</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">202</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="47">
<p align="center">64</p>
</td>
<td nowrap width="57">
<p align="center">141/3</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0001.141/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">203</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="47">
<p align="center">64</p>
</td>
<td nowrap width="57">
<p align="center">141/4</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0001.141/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">204</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="47">
<p align="center">64</p>
</td>
<td nowrap width="57">
<p align="center">266</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0001.266</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">205</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Chwaliszów</p>
</td>
<td nowrap width="47">
<p align="center">65</p>
</td>
<td nowrap width="57">
<p align="center">431</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0001.431</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">206</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Cieszów</p>
</td>
<td nowrap width="47">
<p align="center">65, 66</p>
</td>
<td nowrap width="57">
<p align="center">14/3</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0002.14/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">207</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Cieszów</p>
</td>
<td nowrap width="47">
<p align="center">66</p>
</td>
<td nowrap width="57">
<p align="center">159</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0002.159</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">208</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Cieszów</p>
</td>
<td nowrap width="47">
<p align="center">66</p>
</td>
<td nowrap width="57">
<p align="center">177/17</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0002.177/17</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">209</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Cieszów</p>
</td>
<td nowrap width="47">
<p align="center">66, 67</p>
</td>
<td nowrap width="57">
<p align="center">215</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0002.215</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">210</p>
</td>
<td nowrap width="100">
<p align="center">wałbrzyski</p>
</td>
<td nowrap width="113">
<p align="center">Stare Bogaczowice</p>
</td>
<td nowrap width="85">
<p align="center">Cieszów</p>
</td>
<td nowrap width="47">
<p align="center">66</p>
</td>
<td nowrap width="57">
<p align="center">268</p>
</td>
<td nowrap width="170">
<p align="center">022107_2.0002.268</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">211</p>
</td>
<td nowrap width="100">
<p align="center">zgorzelecki</p>
</td>
<td nowrap width="113">
<p align="center">Sulików</p>
</td>
<td nowrap width="85">
<p align="center">Mikułowa</p>
</td>
<td nowrap width="47">
<p align="center">1</p>
</td>
<td nowrap width="57">
<p align="center">341/10</p>
</td>
<td nowrap width="170">
<p align="center">022505_2.0005.341/10</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">212</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="85">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="47">
<p align="center">36</p>
</td>
<td nowrap width="57">
<p align="center">1000/10</p>
</td>
<td nowrap width="170">
<p align="center">022603_2.0005.1000/10</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">213</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="85">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="47">
<p align="center">37</p>
</td>
<td nowrap width="57">
<p align="center">1063</p>
</td>
<td nowrap width="170">
<p align="center">022603_2.0005.1063</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">214</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="85">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="47">
<p align="center">36</p>
</td>
<td nowrap width="57">
<p align="center">1072/1</p>
</td>
<td nowrap width="170">
<p align="center">022603_2.0005.1072/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">215</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="85">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="47">
<p align="center">36</p>
</td>
<td nowrap width="57">
<p align="center">1084</p>
</td>
<td nowrap width="170">
<p align="center">022603_2.0005.1084</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">216</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Pielgrzymka</p>
</td>
<td nowrap width="85">
<p align="center">Proboszczów</p>
</td>
<td nowrap width="47">
<p align="center">36</p>
</td>
<td nowrap width="57">
<p align="center">1087</p>
</td>
<td nowrap width="170">
<p align="center">022603_2.0005.1087</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">217</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Dobków</p>
</td>
<td nowrap width="47">
<p align="center">46</p>
</td>
<td nowrap width="57">
<p align="center">308</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0002.308</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">218</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Dobków</p>
</td>
<td nowrap width="47">
<p align="center">47</p>
</td>
<td nowrap width="57">
<p align="center">454/1</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0002.454/1</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">219</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Dobków</p>
</td>
<td nowrap width="47">
<p align="center">47</p>
</td>
<td nowrap width="57">
<p align="center">454/2</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0002.454/2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">220</p>
</td>
<td nowrap width="100">
<p align="center">lubański</p>
</td>
<td nowrap width="113">
<p align="center">Lubań (miasto)</p>
</td>
<td nowrap width="85">
<p align="center">1 - Lubań</p>
</td>
<td nowrap width="47">
<p align="center">11</p>
</td>
<td nowrap width="57">
<p align="center">9/3</p>
</td>
<td nowrap width="170">
<p align="center">021001_1.0001.AR_5.9/3</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">221</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="47">
<p align="center">42, 43</p>
</td>
<td nowrap width="57">
<p align="center">2</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0009.2</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">222</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Sędziszowa</p>
</td>
<td nowrap width="47">
<p align="center">42</p>
</td>
<td nowrap width="57">
<p align="center">59/6</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0009.59/6</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">223</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Sokołowiec</p>
</td>
<td nowrap width="47">
<p align="center">40</p>
</td>
<td nowrap width="57">
<p align="center">428</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0010.428</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">224</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="47">
<p align="center">43</p>
</td>
<td nowrap width="57">
<p align="center">1/4</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0011.1/4</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">225</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="47">
<p align="center">45</p>
</td>
<td nowrap width="57">
<p align="center">269/316</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0011.269/316</p>
</td>
</tr>
<tr>
<td nowrap width="23">
<p align="center">226</p>
</td>
<td nowrap width="100">
<p align="center">złotoryjski</p>
</td>
<td nowrap width="113">
<p align="center">Świerzawa</p>
</td>
<td nowrap width="85">
<p align="center">Stara Kraśnica</p>
</td>
<td nowrap width="47">
<p align="center">45</p>
</td>
<td nowrap width="57">
<p align="center">303/2</p>
</td>
<td nowrap width="170">
<p align="center">022604_5.0011.303/2</p>
</td>
</tr>
</tbody>
</table>
<p><img 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" alt=""></p>
<p> </p>
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Joanna Mazurek
Joanna Mazurek
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OBWIESZCZENIE - ZAWIADOMIENIE o zakończeniu postępowania
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Monika Sikorska
Wioleta Strażnik
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OBWIESZCZENIE - ZAWIADOMIENIE
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Monika Sikorska
Wioleta Strażnik
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Komunikat o XXXVII sesji zwyczajnej
<p align="center"><strong>K O M U N I K A T</strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości, że</p>
<p align="center"><strong>w dniu 30 listopada 2023 roku o godzinie 10:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXXVII zwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<ol>
<li>Otwarcie sesji.</li>
<li>Sprawdzenie kworum.</li>
<li>Przyjęcie porządku obrad.</li>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXXV i XXXVI sesji Rady Gminy w Platerówce.</li>
<li>Uchwalenie Wieloletniej Prognozy Finansowej Gminy Platerówka.</li>
<li>Uchwalenie Budżetu Gminy Platerówka na 2024 rok.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol>
<p>1) w sprawie ustalenia planu dofinansowania dokształcania i doskonalenia zawodowego nauczycieli i maksymalnej kwoty dofinansowania opłat pobieranych przez szkoły wyższe i zakłady kształcenia nauczycieli oraz specjalności i form kształcenia objętych dofinansowaniem w placówkach oświatowych prowadzonych przez Gminę Platerówka w 2024 roku;</p>
<p>2) w sprawie podwyższenia kryterium dochodowego w celu udzielenia wsparcia w ramach wieloletniego rządowego programu „Posiłek w szkole i w domu” na lata 2024 – 2028;</p>
<p>3) w sprawie przyjęcia Programu Wsparcia Rodziny dla Gminy Platerówka na lata 2024–2026;</p>
<p>4) w sprawie określenia stawek podatku od środków transportowych;</p>
<p>5) w sprawie zwolnienia z obowiązku zbycia nieruchomości w drodze przetargu;</p>
<p>6) w sprawie zmian w budżecie gminy Platerówka na 2023 rok;</p>
<p>7) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka;</p>
<p>8) w sprawie udzielenia dotacji w 2024 r. dla Parafii Rzymsko-Katolickiej p.w. Niepokalanego Serca Najświętszej Maryi Panny w Platerówce, na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytku wpisanym do rejestru zabytków;</p>
<p>9) w sprawie zmiany Uchwały nr XXVIII/241/22 Rady Gminy w Platerówce z dnia 28 listopada 2022 r. w sprawie udzielenia pomocy finansowej na rzecz Powiatu Lubańskiego;</p>
<p>10) w sprawie ustalenia wysokości ekwiwalentu pieniężnego wypłacanego z budżetu Gminy Platerówka członkom ochotniczej straży pożarnej za udział w działaniu ratowniczym, akcji ratowniczej, szkoleniu lub ćwiczeniu;</p>
<p>11) w sprawie udzielenia pomocy finansowej Powiatowi Lubańskiemu</p>
<p>12) w sprawie zatwierdzenia planów pracy na 2024 rok stałych Komisji Rady Gminy w Platerówce.</p>
<p>9. Informacja o złożonych oświadczeniach majątkowych za 2022 rok.</p>
<p>10. Składanie interpelacje, zapytań, wniosków radnych.</p>
<p> </p>
<p> </p>
<p> <strong><em>Wiceprzewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Roman Budzan </em></strong></p>
2023-11-22 15:33:49
2023-11-22 15:40:27
70
2023-11-22 15:40:27
0
2023-11-22 15:33:49
Monika Sikorska
Renata Stalmach
1
22
19339
OBWIESZCZENIE WOJEWODY DOLNOŚLĄSKIEGO z dnia 17 listopada 2023 r. w sprawie podania do publicznej wiadomości Zarządzenia nr 447 Wojewody Dolnośląskiego z dnia 10 listopada 2023 r. w sprawie ustalenia liczby radnych Sejmiku Województwa Dolnośląskiego, radnych rad powiatów i rad gmin w województwie dolnośląskim
2023-11-20 14:25:08
2023-11-20 14:30:34
70
2023-11-20 14:30:34
0
2023-11-20 14:25:08
Monika Sikorska
Renata Stalmach
1
22
19326
PRZERWA W DOSTAWIE WODY MIEJSCOWOŚCI: WŁOSIEŃ, PLATERÓWKA (od nr 108, 102, 164 w kierunku Włosienia), W DNIU: 09 listopada 2023 r. w godzinach 07:00 – 15:00*
<p style="text-align: center;"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>WŁOSIEŃ, PLATERÓWKA </strong><strong>(od nr 108, 102, 164 w kierunku Włosienia)</strong><strong>,</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong> </strong><strong>09 listopada 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka.</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<ol style="text-align: center;">
<li>Platerówka nr 20- Urząd Gminy</li>
<li>Włosień nr 231 - Świetlica.</li>
</ol>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy. </p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p> </p>
<p>*godziny podane są orientacyjnie</p>
2023-11-08 15:02:39
2023-11-08 15:07:27
70
2023-11-08 15:07:27
0
2023-11-08 15:02:39
Monika Sikorska
Monika Sikorska
1
22
19324
OBWIESZCZENIE Komisarza Wyborczego w Jeleniej Górze II z dnia 7 listopada 2023 r. o nieprzeprowadzaniu wyborów uzupełniających do Rady Gminy w Platerówce w okręgu wyborczym nr 5
2023-11-07 14:04:59
2023-11-07 14:08:11
70
2023-11-07 14:08:11
0
2023-11-07 14:04:59
Monika Sikorska
Renata Stalmach
1
22
19319
Obwieszczenie Wójta Gminy Lubań z dnia 24 października 2023r.
2023-11-06 15:31:25
2023-11-06 15:33:53
70
2023-11-06 15:33:53
0
2023-11-06 15:31:25
Monika Sikorska
Monika Sikorska
1
22
19313
XXXVI sesja nadzwyczajna Rady Gminy w Platerówce
<p align="center"><strong>K O M U N I K A T</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości, że</p>
<p align="center"><strong>w dniu 08 listopada 2023 roku o godzinie 11:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXXVI nadzwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<p>1 Otwarcie sesji.</p>
<p>2. Sprawdzenie kworum.</p>
<p>3. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie określenia stawek podatku od środków transportowych;</p>
<p>2) w sprawie zmian w budżecie gminy Platerówka na 2023 rok;</p>
<p>3) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka;</p>
<p>4) w sprawie zmiany Uchwały nr XXVII/233/22 Rady Gminy w Platerówce z dnia 14 listopada 2022 r. w sprawie zasad przyznawania usług opiekuńczych oraz odpłatności za usługi opiekuńcze i specjalistyczne usługi opiekuńcze, z wyłączeniem specjalistycznych usług opiekuńczych dla osób z zaburzeniami psychicznymi oraz warunków częściowego lub całkowitego zwolnienia z opłat i trybu ich pobierania;</p>
<p>5) w sprawie uchwalenia rocznego programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na 2024 rok.</p>
<p> </p>
<p> </p>
<p> </p>
<p> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur </em></strong></p>
2023-11-03 11:25:15
2023-11-03 11:26:11
70
2023-11-03 11:26:11
0
2023-11-03 11:25:15
Monika Sikorska
Renata Stalmach
1
22
19312
Wykaz nr 1/2023 z dnia 03.11.2023r.
2023-11-03 08:58:58
2023-11-03 09:03:28
70
2023-11-03 09:03:28
0
2023-11-03 08:58:58
Monika Sikorska
Angelika Świder
1
22
19311
KOMUNIKAT PRZERWA W DOSTAWIE WODY MIEJSCOWOŚCI: PLATERÓWKA (od nr 163 w kierunku Włosienia) W DNIU:07 listopada 2023 r. w godzinach 07:00 – 15:00*
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;" align="center"><strong>MIEJSCOWOŚCI: </strong><strong>PLATERÓWKA </strong><strong>(od nr 163 w kierunku Włosienia)</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong> </strong><strong>07 listopada 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka.</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<ol style="text-align: center;">
<li>Platerówka nr 20- Urząd Gminy</li>
<li>Włosień nr 231 - Świetlica.</li>
</ol>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p align="center"><strong> </strong></p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p>*godziny podane są orientacyjnie</p>
2023-10-31 13:27:56
2023-10-31 13:28:56
70
2023-10-31 13:28:56
0
2023-10-31 13:27:56
Monika Sikorska
Angelika Świder
1
22
19310
Obwieszczenie - Zawiadmonienie nr USC.6220.2.8.2023 z dnia 27 października 2023r. w sprawie przedużania terminu postępowania w sprawie wydania decyzji o środowiskowych uwarunkowaniach na przedsięwzięcia polegającego na ,,Budowie Magazynów Energii o mocy do 1,5 GW i o pojemości do 1,5 GWh wraz z infrastrukturą towarzyszącą w obrębie Włosień, Gmina Platerówka ,proj.Włosień BESS''
2023-10-27 13:05:29
2023-10-27 13:09:57
70
2023-10-27 13:09:57
0
2023-10-27 13:05:29
Monika Sikorska
Wioleta Strażnik
2
22
19303
KOMUNIKAT PRZERWA W DOSTAWIE WODY MIEJSCOWOŚCI: WŁOSIEŃ, PLATERÓWKA (od nr 108, 102, 164 w kierunku Włosienia) Zalipie (numery 135,136,137,138) W DNIU: 24 października 2023 r. w godzinach 07:00 – 15:00*
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>WŁOSIEŃ, PLATERÓWKA </strong><strong>(od nr 108, 102, 164 w kierunku Włosienia)</strong></p>
<p style="text-align: center;" align="center"><strong>Zalipie (numery 135,136,137,138)</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong>24 października 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka.</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<p style="text-align: center;">1. Zalipie nr 138</p>
<p style="text-align: center;">2. Włosień nr 231 - Świetlica</p>
<p style="text-align: center;">3. Platerówka nr 20.</p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: center;"><strong>Kolejny etapy prac planowane są po 06.11.2023r.</strong></p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p> </p>
<p>*godziny podane są orientacyjnie</p>
2023-10-19 14:31:52
2023-10-19 14:33:28
70
2023-10-19 14:33:28
0
2023-10-19 14:31:52
Monika Sikorska
Monika Sikorska
1
22
19302
Obwieszczenie Wójta Gminy Platerówka o wydaniu decyzji znak GMK.6730.8.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap VIII lokalizowanej w granicach działek nr: 596/2, 596/4 (część), 596/5 (część), 597 (część), 598, 599/4 (część), 601/1, 601/3 (część), 602/1, 603/1 (część), 604 (część), 616 (część), 617/4 (część), 618/3 (część), 618/5 (część), 619 (część), 620/1, 621 (część), 622, 643/3, 643/5, 643/6, 644 (część), 645, 646/1, 646/2, 727 (część), 773, 775/1, 776/3, 785 (część) położonych w obrębie Włosień, gmina Platerówka na rzecz spółki PES 62 sp. z o.o.
<p align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p align="center"><strong>O WYDANIU DECYZJI ADMINISTRACYJNEJ</strong></p>
<p align="center"> </p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2023 r., poz. 977 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j.), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 19.10.2023 r. została wydana decyzja, znak: GMK.6730.8.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap VIII lokalizowanej w granicach działek nr: 596/2, 596/4 (część), 596/5 (część), 597 (część), 598, 599/4 (część), 601/1, 601/3 (część), 602/1, 603/1 (część), 604 (część), 616 (część), 617/4 (część), 618/3 (część), 618/5 (część), 619 (część), 620/1, 621 (część), 622, 643/3, 643/5, 643/6, 644 (część), 645, 646/1, 646/2, 727 (część), 773, 775/1, 776/3, 785 (część) położonych w obrębie Włosień, gmina Platerówka na rzecz spółki PES 62 sp. z o.o.</strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 19.10.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty w której nastąpiło obwieszczenie.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p> </p>
<p>W trakcie biegu terminu do wniesienia odwołania strona może zrzec się prawa do wniesienia odwołania wobec organu administracji publicznej, który wydał decyzję. Z dniem doręczenia organowi administracji publicznej oświadczenia o zrzeczeniu się prawa do wniesienia odwołania przez ostatnią ze stron postępowania, decyzja staje się ostateczna i prawomocna.</p>
2023-10-19 11:01:15
2023-10-19 11:05:05
72
2023-10-19 11:05:05
0
2023-10-19 11:01:15
Joanna Mazurek
Joanna Mazurek
1
22
19301
KOMUNIKAT PRZERWA W DOSTAWIE WODY MIEJSCOWOŚCI: WŁOSIEŃ, PLATERÓWKA (od nr 108, 102, 164 w kierunku Włosienia) W DNIU: 17 i 19 października 2023 r. w godzinach 07:00 – 15:00*
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>WŁOSIEŃ, PLATERÓWKA </strong><strong>(od nr 108, 102, 164 w kierunku Włosienia)</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong>17 i 19 października 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka.</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<p style="text-align: center;">1. Włosień nr 231 - Świetlica</p>
<p style="text-align: center;">2. Platerówka nr 20.</p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p style="text-align: right;"> </p>
<p>*godziny podane są orientacyjnie</p>
2023-10-17 09:39:35
2023-10-17 09:41:00
70
2023-10-17 09:41:00
0
2023-10-17 09:39:35
Monika Sikorska
Angelika Świder
1
22
19300
KOMUNIKAT PRZERWA W DOSTAWIE WODY W DNIU: 17 października 2023 r. w godzinach 07:00 – 15:00*
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>WŁOSIEŃ, PLATERÓWKA </strong><strong>(od nr 108, 102, 164 w kierunku Włosienia)</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong>17 października 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka.</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<p style="text-align: center;">1. Włosień nr 231 - Świetlica</p>
<p style="text-align: center;">2. Platerówka nr 20.</p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p> </p>
<p>*godziny podane są orientacyjnie</p>
2023-10-13 12:36:44
2023-10-13 12:39:03
70
2023-10-13 12:39:03
0
2023-10-13 12:36:44
Monika Sikorska
Angelika Świder
2
22
19298
OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA o wydaniu decyzji administracyjnej znak GMK.6730.7.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap VII lokalizowanej w granicach działek nr: 81/1 (część), 82/2 (część), 231/1 (część), 231/3 (część), 232, 233/3, 234/1 (część), 247 (część), 250 (część), 251, 253/1 (część), 255/3 (część), 256, 257/5 (część), 291/2, 291/3, 292/1, 295/1, 321/1 (część), 330/1, 330/2, 337/2 (część), 441/6 (część), 532/1 (część), 551 (część), 552/3 (część), 552/4 (część), 564/3, 564/7, 631 (część), 632/5 (część) położonych w obrębie Zalipie oraz działek nr: 93 (część), 94, 95, 97 (część), 98 (część) położonych w obrębie Przylasek, gmina Platerówka na rzecz spółki PES 62 sp. z o.o.
<p align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p align="center"><strong>O WYDANIU DECYZJI ADMINISTRACYJNEJ</strong></p>
<p align="center"> </p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2023 r., poz. 977 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j..), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 12.10.2023 r. została wydana decyzja, znak: GMK.6730.7.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap VII lokalizowanej w granicach działek nr: 81/1 (część), 82/2 (część), 231/1 (część), 231/3 (część), 232, 233/3, 234/1 (część), 247 (część), 250 (część), 251, 253/1 (część), 255/3 (część), 256, 257/5 (część), 291/2, 291/3, 292/1, 295/1, 321/1 (część), 330/1, 330/2, 337/2 (część), 441/6 (część), 532/1 (część), 551 (część), 552/3 (część), 552/4 (część), 564/3, 564/7, 631 (część), 632/5 (część) położonych w obrębie Zalipie oraz działek nr: 93 (część), 94, 95, 97 (część), 98 (część) położonych w obrębie Przylasek, gmina Platerówka</strong></p>
<p><strong>na rzecz spółki PES 62 sp. z o.o.</strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 12.10.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty w której nastąpiło obwieszczenie.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p> </p>
<p>W trakcie biegu terminu do wniesienia odwołania strona może zrzec się prawa do wniesienia odwołania wobec organu administracji publicznej, który wydał decyzję. Z dniem doręczenia organowi administracji publicznej oświadczenia o zrzeczeniu się prawa do wniesienia odwołania przez ostatnią ze stron postępowania, decyzja staje się ostateczna i prawomocna.</p>
2023-10-12 12:37:33
2023-10-12 12:55:06
72
2023-10-12 12:55:06
0
2023-10-12 12:37:33
Joanna Mazurek
Joanna Mazurek
2
22
19299
OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA o wydaniu decyzji administracyjnej znak GMK.6730.9.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap IX lokalizowanej w granicach działek nr: 330/1, 346/1, 348, 350/1, 351, 359 (część), 360 (część), 361 (część), 362 (część), 363, 365 (część), 367/4 (część), 392 (część), 404 (część), 408 (część), 410, 411, 416 (część), 420 (część), 431, 433, 435/1 położonych w obrębie Włosień na rzecz spółki PES 62 sp. z o.o.
<p align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA</strong></p>
<p align="center"><strong>O WYDANIU DECYZJI ADMINISTRACYJNEJ</strong></p>
<p align="center"> </p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2023 r., poz. 977 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j.), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 12.10.2023 r. została wydana decyzja, znak: GMK.6730.9.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap IX lokalizowanej w granicach działek nr: 330/1, 346/1, 348, 350/1, 351, 359 (część), 360 (część), 361 (część), 362 (część), 363, 365 (część), 367/4 (część), 392 (część), 404 (część), 408 (część), 410, 411, 416 (część), 420 (część), 431, 433, 435/1 położonych w obrębie Włosień na rzecz spółki PES 62 sp. z o.o.</strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 12.10.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty w której nastąpiło obwieszczenie.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p> </p>
<p>W trakcie biegu terminu do wniesienia odwołania strona może zrzec się prawa do wniesienia odwołania wobec organu administracji publicznej, który wydał decyzję. Z dniem doręczenia organowi administracji publicznej oświadczenia o zrzeczeniu się prawa do wniesienia odwołania przez ostatnią ze stron postępowania, decyzja staje się ostateczna i prawomocna.</p>
<p><strong> </strong></p>
2023-10-12 12:45:27
2023-10-12 12:52:15
72
2023-10-12 12:52:15
0
2023-10-12 12:45:27
Joanna Mazurek
Joanna Mazurek
1
22
19289
KOMUNIKAT PRZERWA W DOSTAWIE WODY W DNIU: 12 października 2023 r. w godzinach 07:00 – 15:00
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>PLATERÓWKA, WŁOSIEŃ, ZALIPIE </strong><strong>(od nr 38 w kierunku Platerówki)</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong>12 października 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wystąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka.</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<p style="text-align: center;">1. Zalipie nr 24</p>
<p style="text-align: center;">2. Włosień nr 231 - Świetlica</p>
<p style="text-align: center;">3. Platerówka nr 20.</p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p> </p>
<p>*godziny podane są orientacyjnie</p>
2023-10-06 13:51:17
2023-10-06 13:53:11
70
2023-10-06 13:53:11
0
2023-10-06 13:51:17
Monika Sikorska
Angelika Świder
1
22
19282
Przerwa w dostawie wody
<p><img title="" src="Download/get/id,19461.json?file=384735061_275133572143589_2249712071147087075_n.jpg" alt="" width="1118" height="790"></img></p>
2023-10-04 15:01:29
2023-10-04 15:02:11
70
2023-10-04 15:02:11
0
2023-10-04 15:01:29
Monika Sikorska
Renata Stalmach
1
22
19281
Awaria na sieci wodociągowej.
<p style="text-align: center;" align="center"><span style="font-size: 1.08em;">Komunikat MSW-K „SUPLAZ” SP. Z O. O.</span></p>
<p style="text-align: center;" align="center"><span style="font-size: 1.08em;">- 03.10.2023r.</span></p>
<p style="text-align: center;"><span style="font-size: 1.08em;"> <strong>Aktualizacja 04.10.2023 r.: Miejscowy zanik wody spowodowany był zapowietrzeniem sieci wodociągowej. </strong></span></p>
<p style="text-align: center;"><span style="font-size: 1.08em;"><strong>W dniu dzisiejszym pracownicy Spółki dokonali odpowietrzenia układ</strong>.</span></p>
<p style="text-align: center;"><span style="font-size: 1.08em;"> W związku z awarią na sieci wodociągowej w miejscowości Platerówka może wystąpić obniżenie ciśnienia aż do zaniku wody wyłącznie w miejscowości Platerówka oraz Włosień. Prace naprawcze zaplanowano na 04.10.2023r.</span></p>
<p style="text-align: center;"><span style="font-size: 1.08em;">Za wszelkie niedogodności przepraszamy.</span></p>
<p style="text-align: center;"> </p>
<p style="text-align: right;" align="center"> Prezes Zarządu</p>
<p align="right">Mariola Podanowska</p>
<p><strong> </strong></p>
2023-10-04 13:55:41
2023-10-04 14:02:06
70
2023-10-04 14:02:06
0
2023-10-04 13:55:41
Monika Sikorska
Angelika Świder
4
22
19273
OBWIESZCZENIE WOJEWODY DOLNOŚLĄSKIEGO z dnia 25.09.2023 r. znak IF-AB.7840.2.38.2023.MN o wszczęciu postępowania administracyjnego w sprawie wydania decyzji zatwierdzającej projekt rozbiórki i udzielającej pozwolenia na rozbiórkę dla zadania pn.: Rozbiórka istniejącej linii 220 kV relacji Mikułowa – Świebodzice realizowanej w ramach strategicznej inwestycji w zakresie sieci przesyłowych pn.: „Budowa linii 400 kV Mikułowa – Świebodzice” w ramach zadania „Budowa linii 400 kV Mikułowa – Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 Mikułowa”
<p><img 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" alt=""></img></p>
2023-09-29 09:51:44
2023-09-29 09:55:49
72
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0
2023-09-29 09:51:44
Joanna Mazurek
Joanna Mazurek
1
22
19265
OBWIESZCZENIE ZAWIADOMIENIE Wójta Gminy Platerówka nr USC.6220.2.7.2023 z dnia 22 września 2023 r. w sprawie wydania opinii przez Dyrektora Państwowego Gospodarstwa Wodnego Wody Polskie Zarząd Zlewni w Zgorzelcu dla przedsięwzięcia pn. ,,Budowa Magazynów Energii o mocy do 1,5 GW i pojemności do 1,5 GWh wraz z infrastrukturą towarzyszącą w obrębie Włosień, Gmina Platerówka, proj. Włosień BESS”
2023-09-22 11:22:22
2023-09-22 11:23:05
70
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2023-09-22 11:22:22
Monika Sikorska
Angelika Świder
1
22
19254
XXXV sesja zwyczajna Rady Gminy w Platerówce
<h2 align="center">KOMUNIKAT</h2>
<p><strong> </strong></p>
<p align="center">Podaję do wiadomości mieszkańców gminy, że<strong> w dniu 28 września 2023 r. o godz. 11<sup>00</sup></strong></p>
<p align="center"><strong><sup> </sup></strong><strong> w </strong><strong>świetlicy wiejskiej w Platerówce </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>XXXV SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center">z następującym porządkiem obrad:</p>
<p style="text-align: left;" align="center">1. Otwarcie sesji.</p>
<p>2. Sprawdzenie kworum.</p>
<p>3. Przyjęcie porządku obrad.</p>
<p>4. Informacja Wójta z działalności między sesjami.</p>
<p>5. Protokół z obrad XXXI, XXXII, XXXIII, XXXIV sesji Rady Gminy w Platerówce.</p>
<p>6. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie wygaśnięcia mandatu radnego Macieja Opoki;</p>
<p>2) w sprawie wyrażenia zgody na wydzierżawienie na okres do trzech lat, gruntu działek oznaczonych w ewidencji nr 529 obręb Platerówka oraz nr 530/3 obręb Platerówka;</p>
<p>3) w sprawie zmian w budżecie Gminy Platerówka na 2023 rok;</p>
<p>4) w sprawie udzielenia dotacji dla Parafii Rzymsko-Katolickiej p.w. Niepokalanego Serca Najświętszej Maryi Panny w Platerówce, na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytku wpisanym do rejestru zabytków;</p>
<p>5) w sprawie określenia stawek podatku od nieruchomości;</p>
<p>6) w sprawie wyrażenia zgody na zawarcie umowy o ustanowienie służebności przesyłu na działce gruntu oznaczonej w ewidencji nr 860/2 obręb Włosień.</p>
<p>7. Protokół z kontroli Komisji Rewizyjnej</p>
<p>8. Składanie interpelacje, zapytań, wniosków radnych.</p>
<p> </p>
<p><strong><em> Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur</em></strong></p>
2023-09-21 15:08:55
2023-09-21 15:10:45
70
2023-09-21 15:10:45
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2023-09-21 15:08:55
Monika Sikorska
Renata Stalmach
1
22
19253
KOMUNIKAT PRZERWA W DOSTAWIE WODY
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>ZALIPIE, PLATERÓWKA, WŁOSIEŃ, PRZYLASEK, GRABISZYCE</strong></p>
<p style="text-align: center;"><strong>W DNIU:</strong><strong> </strong><strong>26 i 28 września 2023 r.</strong> w godzinach <strong>07:00 – 15:00*</strong></p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z pracami związanymi z wymianą zasuw oraz hydrantów na sieci wodociągowej wstąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka oraz miejscowości Grabiszyce (gm. Leśna).</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">Cysterny z wodą do spożycia ustawione zostaną w następujących punktach:</p>
<p>1. Zalipie nr 138</p>
<p>2. Włosień nr 231 - Świetlica</p>
<p>3. Platerówka nr 20.</p>
<p>Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
<p style="text-align: right;"> </p>
<p>*godziny podane są orientacyjnie</p>
2023-09-21 07:27:26
2023-09-21 07:28:25
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Monika Sikorska
Joanna Mazurek
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PRACE NA SIECI WODOCIĄGOWEJ
<p align="center"><span style="font-size: 1.38em;">Międzygminna Spółka Wodno – Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w najbliższym czasie prowadzone będą prace na sieci wodociągowej, polegające na wymianie głównych zasuw odcinających oraz niektórych hydrantów zewnętrznych na terenie gminy Platerówka.</span></p>
<p align="center"><strong><span style="font-size: 1.38em;">Planowany termin rozpoczęcia i zakończenia prac:</span></strong></p>
<p align="center"><strong><span style="font-size: 1.38em;">od 25 września 2023 r. do 17 listopada 2023 roku.</span></strong></p>
<p align="center"><span style="font-size: 1.38em;">W związku z zaplanowanymi pracami wystąpią czasowe przerwy w dostawie wody na terenie miejscowości: Zalipie, Platerówka, Włosień, Przylasek oraz Grabiszyce (gmina Leśna).</span></p>
<p align="center"><span style="font-size: 1.38em;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenia jakości wody w zakresie barwy i mętności, w związku z powyższym, w miarę możliwości, po zakończeniu prac nastąpi płukanie sieci wodociągowej.</span></p>
<p align="center"><span style="font-size: 1.38em;">Opisane powyżej prace i wiążące się z nimi niedogodności przyczynią się do usprawnienia działania sieci wodociągowej i pozwolą ograniczyć obszar oddziaływania ewentualnych awarii i prac planowanych w przyszłości.</span></p>
<p align="center"><span style="font-size: 1.38em;"><img src="Download/get/id,19426.json?file=Hydranty.jpg" alt="harmonogram" width="1254" height="1680"></img></span></p>
<p align="center"><span style="font-size: 1.38em;"><img src="Download/get/id,19425.json?file=Harmonogramn%20wymiany.jpg" alt="harmonogram" width="2041" height="626"></img></span></p>
2023-09-20 13:01:56
2023-09-20 13:04:18
70
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2023-09-20 13:01:56
Monika Sikorska
Joanna Mazurek
1
22
19247
Obwieszczenie Wjta Gminy Platerówka z dnia 19.09.2023 r. znak GMK.6730.9.6.2023 o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap IX
<p align="center"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></p>
<p> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong></p>
<p> </p>
<p><strong>o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap IX, lokalizowanej w nr: 330/1, 346/1, 348, 350/1, 351, 359 (część), 360 (część), 361 (część), 362 (część), 363, 365 (część), 367/4 (część), 392 (część), 404 (część), 408 (część), 410, 411, 416 (część), 420 (część), 431, 433, 435/1 położonych w obrębie Włosień </strong>z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</p>
<p> </p>
<p>Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</p>
<p>W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądań w przedmiotowej sprawie.</p>
<p>Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></p>
<p>Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</p>
<p>W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p>Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia.</p>
<p> </p>
<p> </p>
2023-09-19 14:18:05
2023-09-19 14:21:36
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Joanna Mazurek
Joanna Mazurek
2
22
19246
Obwieszczenie Wójta Gminy Platerówka z dnia 19.09.2023 r. znak GMK.6730.7.8.2023 o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap VII
<p align="center"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></p>
<p> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong></p>
<p> </p>
<p><strong>o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap VII, lokalizowanej w granicach działek nr: 81/1 (część), 82/2 (część), 231/1 (część), 231/3 (część), 232, 233/3, 234/1 (część), 247 (część), 250 (część), 251, 253/1 (część), 255/3 (część), 256, 257/5 (część), 291/2, 291/3, 292/1, 295/1, 321/1 (część), 330/1, 330/2, 337/2 (część), 441/6 (część), 532/1 (część), 551 (część), 552/3 (część), 552/4 (część), 564/3, 564/7, 631 (część), 632/5 (część) położonych w obrębie Zalipie oraz działek nr: 93 (część), 94, 95, 97 (część), 98 (część) położonych w obrębie Przylasek, gmina Platerówka </strong>z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</p>
<p> </p>
<p>Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</p>
<p>W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądań w przedmiotowej sprawie.</p>
<p>Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></p>
<p>Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</p>
<p>W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p>Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia</p>
2023-09-19 14:14:06
2023-09-19 14:17:53
72
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Joanna Mazurek
Joanna Mazurek
1
22
19245
Obwieszczenie - Zawiadmonienie nr USC.6220.2.6.2023 z dnia 19.09.2023r. w sprawie przedużania terminu postępowania w sprawie wydania decyzji o środowiskowych uwarunkowaniach na przedsięwzięcia polegającego na ,,Budowie Magazynów Energii o mocy do 1.5GW i o pojemości do 1.5 GWh wraz z infrastrukturą towarzyszącą w obrębie Włosień, Gmina Platerówka ,proj.Włosień BESS''
2023-09-19 10:25:21
2023-09-19 10:27:13
70
2023-09-19 10:27:13
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2023-09-19 10:25:21
Monika Sikorska
Angelika Świder
1
22
19243
Obwieszczenie - Zawiadmonienie nr USC.6220.2.5.2023 z dnia 18.09.2023r. w sprawie przedużania terminu postępowania w sprawie wydania decyzji o środowiskowych uwarunkowaniach na przedsięwzięcia polegającego na ,,Budowie Magazynów Energii o mocy do 1.5GW i o pojemości do 1.5 GWh wraz z infrastrukturą towarzyszącą w obrębie Włosień, Gmina Platerówka ,proj.Włosień BESS''
2023-09-18 12:54:59
2023-09-19 10:25:17
70
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2023-09-18 12:54:59
Monika Sikorska
Angelika Świder
2
22
19233
XXXIV nadzwyczajna sesjia Rady Gminy w Platerówce
<p align="center"><strong>K O M U N I K A T</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości, że</p>
<p align="center"><strong>w dniu 07 września 2023 roku o godzinie 10:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXXIV nadzwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<p>1 Otwarcie sesji.</p>
<p>2. Sprawdzenie kworum.</p>
<p>3. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie określenia zasad i trybu udzielania dotacji na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytku wpisanym do rejestru zabytków lub znajdującym się w gminnej ewidencji zabytków w ramach Rządowego Programu Odbudowy Zabytków,</p>
<p>2) w sprawie zmian w budżecie Gminy Platerówka na 2023 rok,</p>
<p>3) w sprawie uchwalenia „Gminnego Programu Przeciwdziałania Przemocy Domowej i Ochrony Osób Doznających Przemocy Domowej na lata 2023 - 2027”</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p style="text-align: right;"> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p style="text-align: right;"><strong><em> (-) Michał Mazur </em></strong></p>
2023-09-05 14:50:37
2023-09-05 14:53:34
70
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Monika Sikorska
Renata Stalmach
1
22
19230
Obwieszczenie Wójta Gminy Platerówka z dnia 30.08.2023r., znak GMK.6730.9.5.2023 w spr. postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” etap IX lokalizowanej w granicach działek nr 330/1, 346/1, 348, 350/1, 351, 359 (część), 360 (część), 361 (część), 362 (część), 363, 365 (część), 367/4 (część), 392 (część), 404 (część), 408 (część), 410, 411, 416 (część), 420 (część), 431, 433, 435/1 położonych w obrębie Włosień, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02 736 Warszawa,
2023-08-30 13:19:48
2023-08-30 13:22:12
70
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2023-08-30 13:19:48
Monika Sikorska
Monika Sikorska
1
22
19229
Obwieszczenie Wójta Gminy Platerówka z dnia 30.08.2023r., znak GMK.6730.8.5.2023 w sprawie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” etap VIII lokalizowanej w granicach działek nr 596/2, 596/4 (część), 596/5 (część), 597 (część), 598, 599/4 (część), 601/1, 601/3 (część), 602/1, 603/1 (część), 604 (część), 616 (część), 617/4 (część), 618/3 (część), 618/5 (część), 619 (część), 620/1, 621 (część), 622, 643/3, 643/5, 643/6, 644 (część), 645, 646/1, 646/2, 727 (część), 773, 775/1, 776/3, 785 (część) położonych w obrębie Włosień, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02 736 Warszawa,
2023-08-30 13:16:32
2023-08-30 13:19:23
70
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0
2023-08-30 13:16:32
Monika Sikorska
Monika Sikorska
1
22
19228
OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA z dnia 30.08.2023 r., znak GMK.6730.7.7.2023 w sprawie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” etap VII lokalizowanej w granicach działek nr: 81/1 (część), 82/2 (część), 231/1 (część), 231/3 (część), 232, 233/3, 234/1 (część), 247 (część), 250 (część), 251, 253/1 (część), 255/3 (część), 256, 257/5 (część), 291/2, 291/3, 292/1, 295/1, 321/1 (część), 330/1, 330/2, 337/2 (część), 441/6 (część), 532/1 (część), 551 (część), 552/3 (część), 552/4 (część), 564/3, 564/7, 631 (część), 632/5 (część) położonych w obrębie Zalipie oraz działek nr: 93 (część), 94, 95, 97 (część), 98 (część) położonych w obrębie Przylasek, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02 736 Warszawa,
2023-08-30 13:09:51
2023-08-30 13:15:27
70
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Monika Sikorska
Monika Sikorska
1
22
19217
Obwieszczenie Wójta Gminy Platerówka nr USC.6220.2.1.2023 z dnia 28 sierpnia 2023 r. w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na: ,,Budowa Magazynów Energii o mocy do 1,5 GW i pojemności do 1,5 GWh wraz z infrastrukturą towarzyszącą w obrębie Włosień, Gmina Platerówka, proj. Włosień BESS”.
2023-08-28 12:34:23
2023-08-28 12:37:32
70
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2023-08-28 12:34:23
Monika Sikorska
Monika Sikorska
1
22
19211
OBWIESZCZENIE WOJEWODY DOLNOŚLĄSKIEGO o wniesieniu odwołania od decyzji o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej
2023-08-21 08:38:20
2023-08-21 08:54:15
70
2023-08-21 08:54:15
0
2023-08-21 08:38:20
Monika Sikorska
Monika Jocz
1
22
19205
OGŁOSZENIE O NABORZE WNIOSKÓW W RAMACH RZĄDOWEGO PROGRAMU OBUDOWY ZABYTKÓW
<p align="center"> </p>
<p align="center"> </p>
<p align="center"> </p>
<p align="center"><strong><img 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" alt=""></img></strong></p>
<p align="center"> </p>
<p align="center"><span style="font-size: 1.08em;"><strong>OGŁOSZENIE</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>w sprawie: naboru wniosków proponowanych do zgłoszenia o dofinansowanie z Rządowego Programu Odbudowy Zabytków</strong>.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p align="center"><span style="font-size: 1.08em;">W związku z Uchwałą Nr 232/2022 Rady Ministrów z dnia 23 listopada 2022 r. w sprawie ustanowienia Rządowego Programu Odbudowy Zabytków (druga edycja programu)</span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>WÓJT GMINY PLATERÓWKA OGŁASZA</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"> </span></p>
<p align="center"><span style="font-size: 1.08em;">nabór wniosków proponowanych do zgłoszenia o dofinansowanie z Rządowego Programu Odbudowy Zabytków.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p> </p>
<p>Okres naboru wniosków:</p>
<p>- rozpoczęcie naboru: 10 sierpnia 2023 r., godzina: 12.00;</p>
<p>- zakończenie naboru: 16 sierpnia 2023 r., godzina graniczna: 9.00.</p>
2023-08-10 10:16:07
2023-08-10 10:19:24
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2023-08-10 10:16:07
Joanna Mazurek
Joanna Mazurek
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22
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OBWIESZCZENIE WOJEWODY DOLNOŚLĄSKIEGO z dnia 31 lipca 2023 r. znak IF-PP.747.61.2023.AK w sprawie wydania decyzji Nr I-Pe-64/23 o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej polegającej na rozbiórce istniejącej linii 220kV relacji Mikułowa – Świebodzice dla zadania pn.: „Budowa linii 400kV Mikułowa – Świebodzice wraz z rozbudową stacji 400/220/110kV Świebodzice i stacji 400/220/110kV Mikułowa” w ramach zadania: „Budowa linii 400kV Mikułowa – Świebodzice”
<div class="WordSection1">
<p> </p>
<p><strong>WOJEWODA DOLNOŚLĄSKI</strong><strong> </strong>Wrocław, dnia 31 lipca 2023 r.</p>
<p>IF-PP.747.61.2023.AK</p>
<p class="Nagwek1" align="center"> </p>
<p class="Nagwek1" align="center"><strong>OBWIESZCZENIE WOJEWODY DOLNOŚLĄSKIEGO</strong></p>
<p>Na podstawie art. 10 ust. 1 ustawy z dnia 24 lipca 2015 r. <em>o przygotowaniu i realizacji strategicznych inwestycji w zakresie sieci przesyłowych</em> (Dz. U. z 2022 r. poz. 273 ze zm.; dalej: <em>ustawa</em>) oraz art. 49 ustawy z dnia 14 czerwca 1960 r. <em>Kodeks postępowania administracyjnego</em> (Dz. U. z 2023 r. poz. 775 ze zm.; dalej: <em>kpa</em>)<em>, </em>po rozpatrzeniu wniosku z dnia 31 maja 2023 r. (data wpływu: 01.06.2023 r.), uzupełnionego dnia 26 czerwca 2023 r. <br></br> i 5 lipca 2023 r., złożonego przez Polskie Sieci Elektroenergetyczne S.A. działające przez pełnomocnika Pana Waldemara Więckowskiego</p>
<p><em> </em></p>
<p align="center"><strong>zawiadamiam,</strong></p>
<p>że Wojewoda Dolnośląski dnia 31 lipca 2023 r. wydał decyzję Nr I-Pe-64/23 o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej polegającej na <strong>rozbiórce istniejącej linii 220kV relacji Mikułowa – Świebodzice</strong> dla zadania pn.: „Budowa linii 400kV Mikułowa – Świebodzice wraz z rozbudową stacji 400/220/110kV Świebodzice <br></br> i stacji 400/220/110kV Mikułowa” w ramach zadania: „Budowa linii 400kV Mikułowa – Świebodzice” w odniesieniu do niżej wymienionych działek gruntu.</p>
<p>Zgodnie z art. 25 ust. 1 <em>ustawy</em> decyzja nr I-Pe-64/23 o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej podlega natychmiastowemu wykonaniu.</p>
<p>Z treścią wydanej decyzji Wojewody Dolnośląskiego z dnia 31 lipca 2023 r. <br></br> Nr I-Pe-64/23, można zapoznać się w siedzibie Dolnośląskiego Urzędu Wojewódzkiego <br></br> we Wrocławiu, pl. Powstańców Warszawy 1, pokój 2104, po wcześniejszym uzgodnieniu telefonicznym daty i godziny przyjęcia (tel. 71 340-61-95). Treść decyzji została udostępniona w Biuletynie Informacji Publicznej Dolnośląskiego Urzędu Wojewódzkiego <br></br> we Wrocławiu w dniu <strong>9 sierpnia 2023 r.</strong> (załącznik graficzny nr 1 do wglądu w siedzibie Dolnośląskiego Urzędu Wojewódzkiego we Wrocławiu).</p>
<p> </p>
<p>Zgodnie z art. 49 § 2 <em>Kpa</em>, wskazuję dzień <strong>9 sierpnia 2023 r.</strong> – data ukazania <br></br> się obwieszczenia na tablicy ogłoszeń, w Biuletynie Informacji Publicznej, na stronie podmiotowej Dolnośląskiego Urzędu Wojewódzkiego we Wrocławiu, Urzędu Gminy Sulików, Urzędu Gminy Lubań, Urzędu Miasta Lubań, Urzędu Gminy Siekierczyn, Urzędu Gminy w Platerówce, Urzędu Miejskiego w Nowogrodźcu, Urzędu Gminy i Miasta Lwówek Śląski, Urzędu Miasta i Gminy Wleń, Urzędu Miejskiego w Świerzawie, Urzędu Gminy Pielgrzymka, Urzędu Miejskiego w Bolkowie, Urzędu Gminy Paszowice, Urzędu Gminy Stare Bogaczowice, Urzędu Miejskiego w Świebodzicach, Urzędu Gminy Świdnica oraz <br></br> w prasie o zasięgu ogólnopolskim jako ten, w którym nastąpiło publiczne obwieszczenie.</p>
<p>Na podstawie art. 10 ust. 2a <em>ustawy</em> zawiadomienie niniejsze, po upływie czternastu dni od dnia ukazania się obwieszczenia na tablicy ogłoszeń, w Biuletynie Informacji Publicznej, na stronie podmiotowej Dolnośląskiego Urzędu Wojewódzkiego we Wrocławiu, uważa <br></br> się za dokonane ze skutkiem prawnym z dniem <strong>23 sierpnia 2023</strong> <strong>r.</strong></p>
<p> </p>
<p>Na podstawie art. 10 ust. 2b i art. 25 ust. 2 <em>ustawy</em> odwołanie od niniejszej decyzji wnosi się do Ministra Rozwoju i Technologii za pośrednictwem Wojewody Dolnośląskiego w terminie 14 dni od dnia, w którym zawiadomienie o wydaniu decyzji w drodze obwieszczenia uważa się za dokonane.</p>
<p>Odwołanie od decyzji, zgodnie z art. 25 ust. 3 <em>ustawy</em> powinno zawierać zarzuty odnoszące się do decyzji, określać istotę i zakres żądania będącego przedmiotem odwołania oraz wskazywać dowody uzasadniające to żądanie. W trakcie biegu terminu do wniesienia odwołania stronom przysługuje prawo do zrzeczenia się prawa do wniesienia odwołania przez ostatnią ze stron postępowania, decyzja staje się ostateczna i prawomocna.</p>
<p> </p>
<p align="center"> </p>
<p align="center">Z up. WOJEWODY DOLNOŚLĄSKIEGO</p>
<p align="center"><em> </em></p>
<p align="center"><em>Ewa Stachera</em></p>
<p align="center">ZASTĘPCA DYREKTORA WYDZIAŁU</p>
<p align="center">Infrastruktury</p>
<p align="center">/<em>podpisano bezpiecznym podpisem elektronicznym, weryfikowanym</em></p>
<p align="center"><em>przy pomocy ważnego kwalifikowanego certyfikatu/</em></p>
<p align="left"> </p>
</div>
2023-08-09 12:33:07
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Joanna Mazurek
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INFORMACJA
<p align="center">W dniu <strong>14 sierpnia 2023 roku</strong> (poniedziałek)</p>
<p align="center">Urząd Gminy w Platerówce oraz Punkt Selektywnej Zbiórki Odpadów Komunalnych (PSZOK) w Platerówce</p>
<p style="text-align: center;">będą <strong>nieczynne. </strong></p>
2023-08-07 13:05:52
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Monika Sikorska
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Monika Sikorska
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2023-07-28 11:03:56
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Monika Sikorska
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Obwieszczenie Wojewody Dolnośląskiego znak IF-AB.7840.2.35.2022.MN o wydaniu decyzji Nr 41/23 zatwierdzającej projekt zagospodarowania terenu i projektu architektoniczno-budowlanego oraz udzielającej pozwolenia na budowę strategicznej inwestycji w zakresie sieci przesyłowej dla zamierzenia budowlanego "Budowa linii 400 kV Mikułowa - Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 Mikułowa"
<p>Obwieszczenie Wojewody Dolnośląskiego znak IF-AB.7840.2.35.2022.MN o wydaniu decyzji Nr 41/23 zatwierdzającej projekt zagospodarowania terenu i projektu architektoniczno-budowlanego oraz udzielającej pozwolenia na budowę strategicznej inwestycji w zakresie sieci przesyłowej dla zamierzenia budowlanego "Budowa linii 400 kV Mikułowa - Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 Mikułowa"</p>
2023-07-21 11:41:12
2023-07-21 11:57:15
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Joanna Mazurek
Joanna Mazurek
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Obwieszczenie Wójta Gminy Platerówka o wydaniu decyzji administracyjnej znak GMK.6730.2.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt="" width="519" height="170"></img></p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2022 r., poz. 503 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j..), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 17.07.2023 r. została wydana decyzja, znak: GMK.6730.2.2023 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V lokalizowanej w granicach działek nr: 89/1, 94/1, 97/3, 97/4 (część), 97/1, 98/1, 99 (część), 100, 101/1 (część), 101/3, 101/4, 101/5, 102 (część), 117 (część), 120/1 (część), 120/2 (część), 145 (część), 146/2 (część), 147/1 (część), 148/1 (część), 148/4, 148/3, 156 (część), 160/1, 160/2, 161, 162, 163/1, 163/2 (część), 164/1 (część), 164/4, 166/3 (część), 166/4 (część), 178/8, 185/1, 185/2, 185/3, 186 (część), 188/1, 188/2 (część), 189/3, 190 (część), 191 (część), 194/2, 194/5 (część), 194/6, 195 (część), 196/5 (część), 196/8, 470/1, 470/2, 471, 477, 483 (część) położonych w obrębie Włosień, gmina Platerówka</strong></p>
<p><strong>na rzecz spółki PES 62 sp. z o.o.</strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 17.07.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty w której nastąpiło obwieszczenie.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p> </p>
<p>W trakcie biegu terminu do wniesienia odwołania strona może zrzec się prawa do wniesienia odwołania wobec organu administracji publicznej, który wydał decyzję. Z dniem doręczenia organowi administracji publicznej oświadczenia o zrzeczeniu się prawa do wniesienia odwołania przez ostatnią ze stron postępowania, decyzja staje się ostateczna i prawomocna.</p>
2023-07-17 15:10:53
2023-07-18 10:06:41
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2023-07-17 15:10:53
Joanna Mazurek
Joanna Mazurek
1
22
19175
KOMUNIKAT - XXXIIII SESJA NADZWYCZAJNA
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości, że</p>
<p align="center"><strong>w dniu 18 lipca 2023 roku o godzinie 10:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXXIII nadzwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<p>1 Otwarcie sesji.</p>
<p>2. Sprawdzenie kworum.</p>
<p>3. Rozpatrzenie projektu i podjęcie uchwały:</p>
<p>1) w sprawie wyrażenia zgody na zawarcie Porozumienia Międzygminnego pomiędzy Gminą Platerówka a Gminami i Powiatami tworzącymi Zintegrowane Inwestycje Terytorialne Zachodniego Obszaru Integracji (ZIT ZOI), wydzielania na ten cel odpowiedniego majątku oraz opracowania dokumentu strategicznego Zintegrowanych Inwestycji Terytorialnych Zachodniego Obszaru Integracji na lata 2021 – 2027, zwanym Strategią Rozwoju ZIT ZOI</p>
<p> </p>
<p> </p>
<p> </p>
<p> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur </em></strong></p>
2023-07-14 13:19:18
2023-07-14 13:20:26
70
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2023-07-14 13:19:18
Monika Sikorska
Renata Stalmach
1
22
19154
Ogłoszenie PSZOK
2023-06-30 09:44:48
2023-06-30 09:45:39
70
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0
2023-06-30 09:44:48
Monika Sikorska
Monika Sikorska
1
22
19149
Informacje o planowanych pomiarach PEM
<p><br></br>Laboratorium Badań Środowiskowych NetWorkS! Sp. z o.o. w ramach realizacji zlecenia planuje przeprowadzenie pomiarów poziomu pól elektromagnetycznych w środowisku w otoczeniu instalacji radiokomunikacyjnych i w terminach podpowiadanych w zestawieniu poniżej.<br></br>Pomiary zostaną wykonane w oparciu o rozporządzenia Ministra Klimatu z dnia 17 lutego 2020r. w sprawie sposobu sprawdzania dotrzymania dopuszczalnych poziomów pól elektro-magnetycznych w środowisku (Dz. U. 2022, poz. 2630).<br></br>Więcej informacji na stronie: https://www.networks.pl/informacje-o-planowanych-pomiarach-pem/<br></br>Adres kontaktowy: laboratorium@networks.pl</p>
<p><strong>INFORMACJA O PLANOWANYCH POMIARACH PEM</strong></p>
2023-06-27 10:47:55
2023-06-27 10:59:08
70
2023-06-27 10:59:08
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2023-06-27 10:47:55
Monika Sikorska
Monika Sikorska
2
22
19146
Komunikat sesja nadzwyczajna Rady Gminy w Platerówce - 26.06.2023r.
2023-06-22 13:41:15
2023-06-22 13:42:09
70
2023-06-22 13:42:09
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2023-06-22 13:41:15
Monika Sikorska
Monika Sikorska
1
22
19143
Zebranie wiejskie sołectwa Zalipie
<p align="center"><strong>OGŁOSZENIE </strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Zawiadamia się mieszkańców sołectwa Zalipie, że <strong>w dniu 28 czerwca 2023 roku o godzinie 17<sup>00</sup></strong> w <strong>altanie rekreacyjnej w Zalipiu </strong>odbędzie się</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA ZALIPIE</strong></p>
<p align="center"><strong> </strong></p>
<p><strong>Temat zebrania:</strong></p>
<p><strong> </strong></p>
<ol>
<li>Rozdysponowanie środków przeznaczonych do dyspozycji sołectwa.</li>
</ol>
<p><strong> </strong></p>
<p align="center"> Sołtys wsi Zalipie</p>
<p align="center"> /-/ Kamila Kamińska</p>
2023-06-21 14:44:05
2023-06-21 14:44:54
70
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2023-06-21 14:44:05
Monika Sikorska
Renata Stalmach
1
22
19130
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.2.8.2023 z dnia 15.06.2023r. o zakończeniu postępowania administracyjnego w sprawie wydania decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V
<p>GMK.6730.2.8.2023 z dnia 15.06.2023 r.</p>
<p align="center"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></p>
<p align="center"><strong> </strong></p>
<p> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong></p>
<p> </p>
<p><strong>o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V, lokalizowanej w granicach działek nr:</strong> <strong>: 89/1, 94/1, 97/3, 97/4 (część), 97/1, 98/1, 99 (część), 100, 101/1 (część), 101/3, 101/4, 101/5, 102 (część), 117 (część), 120/1 (część), 120/2 (część), 145 (część), 146/2 (część), 147/1 (część), 148/1 (część), 148/4, 148/3, 156 (część), 160/1, 160/2, 161, 162, 163/1, 163/2 (część), 164/1 (część), 164/4, 166/3 (część), 166/4 (część), 178/8, 185/1, 185/2, 185/3, 186 (część), 188/1, 188/2 (część), 189/3, 190 (część), 191 (część), 194/2, 194/5 (część), 194/6, 195 (część), 196/5 (część), 196/8, 470/1, 470/2, 471, 477, 483 (część) obręb Włosień, gmina Platerówka </strong>z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</p>
<p> </p>
<p>Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</p>
<p>W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądań w przedmiotowej sprawie.</p>
<p>Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></p>
<p>Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</p>
<p>W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p>Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia.</p>
2023-06-15 15:13:57
2023-06-15 15:17:05
72
2023-06-15 15:17:05
0
2023-06-15 15:13:57
Joanna Mazurek
Joanna Mazurek
1
22
19127
Obwieszczenie Wójta Gminy Lubań o wystapieniu o opinię w spr. konieczności przeprowadz. oceny oddziaływania na środowisko do Reg. Dyr. Ochr. Środowiska, PIS i RZGW dla przedsięwzięcia p.n."Modernizacja linii napowietrznej 110 kV R-300/S-303/304 S-321 relacji GPZ Mikułowa - GPZ Bolesławiec 1000-lecia/GPZ Bolesławiec Matejski. Dostosowanie do pracy przy + 80C"
2023-06-15 09:21:58
2023-06-15 09:27:23
70
2023-06-15 09:27:23
0
2023-06-15 09:21:58
Monika Sikorska
Monika Sikorska
1
22
19126
Obwieszczenie Wójta Gminy Lubań o wszczęciu postępowania admin. w spr. wydania decyzji o środowiskowych uwarunkowaniach zgody na realiz.przedsięwzięcia pn. "Modernizacja linii napowietrz.110 kV R-300/S-303/304 S-321 relacji GPZ Mikułowa - GPZ Bolesławiec 1000-lecia/GPZ Bolesławiec Matejski. Dostosowanie do pracy przy +80 C" Mikułowa-Bolesławiec.."
2023-06-15 09:10:22
2023-06-15 09:18:55
70
2023-06-15 09:18:55
0
2023-06-15 09:10:22
Monika Sikorska
Monika Sikorska
1
22
19116
INFORMACJA
<p align="center"><strong>INFORMACJA</strong></p>
<p align="center"> </p>
<p align="center">W dniu <strong>09 czerwca 2023 roku (piątek)</strong></p>
<p align="center">Urząd Gminy w Platerówce oraz PSZOK w Platerówce</p>
<p align="center">będą <strong>nieczynne</strong>.</p>
<p> </p>
2023-06-05 15:27:35
2023-06-05 15:30:57
70
2023-06-05 15:30:57
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2023-06-05 15:27:35
Monika Sikorska
Teresa Tońska
2
22
19115
Obwieszczenie Wójta Gminy Platerówka o przedłużeniu postępowania w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V
<p align="center"><strong>OBWIESZCZENIE</strong></p>
<p>Na podstawie art. 49 i art. 49a ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego (Dz. U. z 2022 r. poz. 2000),</p>
<p align="center"><strong>zawiadamiam strony postępowania</strong></p>
<p>że sprawa dotycząca ustalenia warunków zabudowy dla inwestycji polegającej <strong>na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V, lokalizowanej w granicach działek nr 444 (część), 445, 449, 450 (część), 451, 452 (część), położonych w obrębie Włosień oraz działek nr: 251/2 (część), 271/5 (część), 535 (część), 544/6 (część), 545/8 (część), położonych w obrębie Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 </strong>nie zostanie załatwiona w terminie przewidzianym w art. 64 ust. 1 pkt 1) ze względu na przedmiot postępowania i rozległy obszar obejmujący kilkadziesiąt działek ewidencyjnych, w celu wnikliwego zbadania sprawy i uniknięcia pokrzywdzenia stron postępowania powierzchownym działaniem.</p>
<p>Każda sprawa administracyjna musi być rozpoznana dokładnie, z poszanowaniem prawa, mając na względzie zarówno interes społeczny, państwowy, jak i indywidualny interes strony. Co do zasady realizacja spraw administracyjnych powinna być przeprowadzana <strong>bez zbędnej zwłoki</strong>.</p>
<p>Jednocześnie, zgodnie z przepisami ustawy Kodeks Postępowania Administracyjnego art. 61 § 4<br></br> oraz art. 10 § 1 na organie spoczywa obowiązek powiadamiania wszystkich stron o przebiegu postępowania administracyjnego na każdym jego etapie, a przed wydaniem decyzji powiadomienia stron o zebranych materiałach i dowodach umożliwiając im wypowiedzenie się co do zebranych materiałów i dowodów.</p>
<p><strong>Z uwagi na powyższe, wyznacza się nowy termin załatwienia sprawy do dnia 31 lipca 2023 r.</strong></p>
<p>Jednocześnie informuję, że podjęte zostaną wszelkie starania, aby termin uległ skróceniu.</p>
<p><strong>Pouczenie:</strong></p>
<p>Zgodnie z art. 37. § 1 Kpa „Stronie służy prawo do wniesienia ponaglenia, jeżeli: 1) nie załatwiono sprawy w terminie określonym w art. 35 lub przepisach szczególnych ani w terminie wskazanym zgodnie z art. 36 § 1 (bezczynność); 2) postępowanie jest prowadzone dłużej niż jest to niezbędne<br></br> do załatwienia sprawy (przewlekłość). (...) § 3. Ponaglenie wnosi się: 1) do organu wyższego stopnia za pośrednictwem organu prowadzącego postępowanie (...)”.</p>
<p>W toku postępowania strony oraz ich przedstawiciele i pełnomocnicy mają obowiązek zawiadomić organ o każdej zmianie swojego adresu (art. 41 § 1, 2 k.p.a.).</p>
<p><strong>Informacja:</strong></p>
<p>Zgodnie z art. 49: „§ 1. Jeżeli przepis szczególny tak stanowi, zawiadomienie stron o decyzjach<br></br> i innych czynnościach organu administracji publicznej może nastąpić w formie publicznego obwieszczenia, w innej formie publicznego ogłoszenia zwyczajowo przyjętej w danej miejscowości<br></br> lub przez udostępnienie pisma w Biuletynie Informacji Publicznej na stronie podmiotowej właściwego organu administracji publicznej.</p>
<p>§ 2. Dzień, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej wskazuje się w treści tego obwieszczenia, ogłoszenia lub<br></br> w Biuletynie Informacji Publicznej. Zawiadomienie uważa się za dokonane po upływie czternastu dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej.”</p>
<p>Zgodnie z art. 49a „Poza przypadkami, o których mowa w art. 49 zawiadamianie stron przez publiczne ogłoszenia, organ może dokonywać zawiadomienia o decyzjach i innych czynnościach organu administracji publicznej w formie, o której mowa w art. 49 zawiadamianie stron przez publiczne ogłoszenia § 1, jeżeli w postępowaniu bierze udział więcej niż dwadzieścia stron. Jeżeli przepis szczególny nie stanowi inaczej, zawiadomienie jest w takim przypadku skuteczne wobec stron, które zostały na piśmie uprzedzone o zamiarze zawiadamiania ich w określony sposób. Do zawiadomienia stosuje się przepis art. 49 zawiadamianie stron przez publiczne ogłoszenia § 2.”</p>
<p>W Zawiadomieniu Wójta Gminy Platerówka dnia 12.04.2023 r. znak GMK.6730.2.1.2023 wszystkie strony zostały poinformowane na piśmie, że na podstawie art. 49a Kpa w dalszym toku postępowania strony będą zawiadamiane o czynnościach organu w formie obwieszczenia, które będzie zamieszczone na tablicy ogłoszeń Urzędu Gminy Platerówka oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem http://bip.ugplaterowka.nv.pl/ w zakładce: <strong>Obwieszczenia, ogłoszenia, zawiadomienia.</strong></p>
<p><strong>Wgląd w akta sprawy lub inna forma udostępnienia akt możliwe będą po</strong> wcześniejszym uzgodnieniu terminu pod numerem telefonu (075)722 16 90 lub za pośrednictwem adresu e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> i w tym przedmiocie wnieść ewentualne uwagi lub zastrzeżenia, w tym za pośrednictwem komunikacji elektronicznej ePUAP - adres skrzynki esp: <a href="https://epuap.gov.pl/">https://epuap.gov.pl/</a></p>
<p><strong>Zawiadomienie uważa się za doręczoną po upływie 14 dni od daty podania do publicznej wiadomości niniejszego obwieszczenia (art. 49 ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego).</strong></p>
<p>Obwieszczenie zostało umieszczone na tablicy ogłoszeń Urzędu Gminy Platerówka oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem http://bip.ugplaterowka.nv.pl/ w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia w dniu31.05.2023 r.</p>
<p><strong>Pouczenie:</strong></p>
<p>Zgodnie z art. 37. § 1 Kpa „Stronie służy prawo do wniesienia ponaglenia, jeżeli: 1) nie załatwiono sprawy w terminie określonym w art. 35 lub przepisach szczególnych ani w terminie wskazanym zgodnie z art. 36 § 1 (bezczynność); 2) postępowanie jest prowadzone dłużej niż jest to niezbędne do załatwienia sprawy (przewlekłość). (...) § 3. Ponaglenie wnosi się: 1) do organu wyższego stopnia za pośrednictwem organu prowadzącego postępowanie (...)”.</p>
<p>W toku postępowania strony oraz ich przedstawiciele i pełnomocnicy mają obowiązek zawiadomić organ o każdej zmianie swojego adresu (art. 41 § 1, 2 k.p.a.).</p>
2023-05-31 14:10:07
2023-05-31 14:15:54
72
2023-05-31 14:15:54
0
2023-05-31 14:10:07
Joanna Mazurek
Joanna Mazurek
1
22
19114
Obwieszczenie o wysłaniu do uzgodnień projektu decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap V
<p align="center"><strong> </strong><strong>OBWIESZCZENIE</strong></p>
<p align="center"><strong> WÓJTA GMINY PLATERÓWKA</strong><strong> </strong></p>
<p> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.)</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong>,</p>
<p> </p>
<p>że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „<strong>GPZ Mikułowa” – etap V,</strong> lokalizowanej w granicach działek nr: 89/1, 94/1, 97/3, 97/4 (część), 97/1, 98/1, 99 (część), 100, 101/1 (część), 101/3, 101/4, 101/5, 102 (część), 117 (część), 120/1 (część), 120/2 (część), 145 (część), 146/2 (część), 147/1 (część), 148/1 (część), 148/4, 148/3, 156 (część), 160/1, 160/2, 161, 162, 163/1, 163/2 (część), 164/1 (część), 164/4, 166/3 (część), 166/4 (część), 178/8, 185/1, 185/2, 185/3, 186 (część), 188/1, 188/2 (część), 189/3, 190 (część), 191 (część), 194/2, 194/5 (część), 194/6, 195 (część), 196/5 (część), 196/8, 470/1, 470/2, 471, 477, 483 (część) obręb Włosień, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa,</p>
<p> </p>
<p><strong>przygotowany projekt decyzji</strong> <strong>został przesłany</strong>, stosownie do art. 53 ust. 4 pkt.: 4, 5, 5a, 6, 8 i 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022r., poz. 503 ze zm.) <strong>do uzgodnień</strong>:</p>
<p>- <strong>Starosty Lubańskiego</strong>, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</p>
<p>- <strong>Dyrektora Zarządu Zlewni PGW Wody Polskie</strong> celem uzgodnienia w sprawach dotyczących melioracji wodnych;</p>
<p>oraz</p>
<p>- stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) <strong>do Państwowego Powiatowego Inspektora Sanitarnego</strong> celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p> </p>
<p>Zainteresowani w terminie <strong>7 dni</strong> od dnia doręczenia obwieszczenia mogą zapoznać się z aktami w/w sprawy w w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem adresu e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> i w tym przedmiocie wnieść ewentualne uwagi lub zastrzeżenia, w tym za pośrednictwem komunikacji elektronicznej ePUAP - adres skrzynki esp: <a href="https://epuap.gov.pl/">https://epuap.gov.pl/</a> Uwagi i zastrzeżenia stron złożone w tut. Urzędzie zostaną włączone do akt sprawy i rozstrzygnięte będą w treści decyzji.</p>
<p>(Zgodnie z art. 49 § 2 Kpa zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej).</p>
2023-05-30 11:42:56
2023-05-30 11:48:09
72
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2023-05-30 11:42:56
Joanna Mazurek
Joanna Mazurek
1
22
19112
Obwieszczenie o wydaniu decyzji o warunkach zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap III
<p align="center"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O WYDANIU DECYZJI ADMINISTRACYJNEJ</strong></p>
<p align="center"> </p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2022 r., poz. 503 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j..), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 26.05.2023 r. została wydana decyzja, znak: GMK.6730.11.2022 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap III</strong> <strong>lokalizowanej w granicach działek nr:</strong> <strong>337/2, 337/3, 339/1, 339/3, 342 (część), 345 (część), 347 (część), 353/1 (część), 353/2 (część), 354 (część), 355/2 (część), 400 (część), 401/1 (część), 402 (część), 403 (część), 404 (część), 405/2 (część), 406 (część), 412, 413/2, 420, 422, 423 (część), 424/1, 425/1, 426, 427, 428, 429, 624, 625/2, 625/3, 625/4, 625/6, 625/8, 625/9, 625/10, 626 (część), 627 (cześć), 628 (część), 629, 630, 632/4, 632/6, 633 (część), 634, 635, 636, 637/1, 637/2, 637/3, 641/1 (część), 642, 883/2 (część), obręb Włosień, gmina Platerówka. </strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 29.05.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty otrzymania decyzji.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
<p> </p>
2023-05-29 12:27:11
2023-05-29 12:28:43
72
2023-05-29 12:28:43
0
2023-05-29 12:27:11
Joanna Mazurek
Joanna Mazurek
1
22
19111
Obwieszczenie o wydaniu decyzji o warunkach zabudowy dla dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap II
<p align="center"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O WYDANIU DECYZJI ADMINISTRACYJNEJ</strong></p>
<p align="center"> </p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2022 r., poz. 503 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j..), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 26.05.2023 r. została wydana decyzja, znak: GMK.6730.10.2022 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap II</strong> <strong>lokalizowanej w granicach działek nr: 417 (część), 647/7, 666/2 (cześć), 668 (cześć), 669 (cześć), 670 (cześć), 671 (cześć), 673, 680 (część), 684/1, 688 (cześć), 689/1, 690/2, 690/3, 691, 693 (cześć), 698, 699, 700, 702, 703 (część), 704, 705, 706, 707, 708 (część), 709 (część), 710 (część), 714 (część), 715 (cześć), 716 (cześć), 717 (cześć), 718/1 (cześć), 718/2 (część), 720 (cześć), 722, 723, 725 (część), 727 (część), 730, 731, 735/2 (część), obręb Włosień, gmina Platerówka.</strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 29.05.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty otrzymania decyzji.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
<p> </p>
2023-05-29 12:25:21
2023-05-29 12:27:05
72
2023-05-29 12:27:05
0
2023-05-29 12:25:21
Joanna Mazurek
Joanna Mazurek
1
22
19110
Obwieszczenie o wydaniu decyzji o warunkach zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap I
<p align="center"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></p>
<p align="center"><strong>O WYDANIU DECYZJI ADMINISTRACYJNEJ</strong></p>
<p align="center"> </p>
<p>Na podstawie art. 60 ustawy z dnia 27 marca 2003 r. – <em>o planowaniu i zagospodarowaniu przestrzennym</em> (Dz. U. z 2022 r., poz. 503 ze zm.), w związku z art. 49a ustawy z dnia 14 czerwca 1960 r. <em>– Kodeks postępowania administracyjnego</em> (Dz.U. z 2023 r. poz. 775 t.j..), zawiadamiam, że na wniosek <strong>PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa. <br></br> w dniu 26.05.2023 r. została wydana decyzja, znak: GMK.6730.9.2022 w sprawie ustalenia warunków zabudowy dla inwestycji polegającej na </strong><strong>budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap I, lokalizowanej w granicach działek nr: 7, 8, 9, 10, 11,</strong><strong> 12, 13/1 (część), 14/2, 15 (część), 39, 40/1 (cześć), 40/2 (część), 40/3 (część), 41 (część), 42/6, 44, 46, 48 (część), 49 (część), 50 (część), 51/1 (część), 53 (część), 54, 55, 56 (część), 57 (część), 58 (część), 59/1, 59/2, 60, 61, obręb Włosień, gmina Platerówka</strong></p>
<p> </p>
<p>Strony postępowania i osoby zainteresowane mogą zapoznać się z treścią decyzji w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00.</p>
<p> </p>
<p>Zgodnie z art. 49a ustawy <em>Kodeks postępowania administracyjnego</em>, zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej, tj. <span style="text-decoration: underline;">od dnia 29.05.2023 r.</span></p>
<p> </p>
<p>Od niniejszej decyzji służy stronom prawo wniesienia odwołania do Samorządowego Kolegium Odwoławczego za pośrednictwem Wójta Gminy Platerówka w terminie 14 dni od daty otrzymania decyzji.</p>
<p><strong> </strong></p>
<p>Informację umieszcza sięna tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</p>
2023-05-29 12:21:54
2023-05-29 12:25:10
72
2023-05-29 12:25:10
0
2023-05-29 12:21:54
Joanna Mazurek
Joanna Mazurek
1
22
19107
Konsultacje społecxzne Loklanej Strategii Rozwoju na lata 2023-2027
<p class="gwp3df95462_MsoNormal">Stowarzyszenie LGD Partnerstwo Izerskie opracowało Lokalną Strategię Rozwoju na lata 2023-2027 i rozpoczyna proces konsultacji społecznych. W związku z powyższym udostępniamy Państwu do konsultacji opracowany dokument. Prosimy o zgłaszanie propozycji zmian do strategii na załączonym formularzu.</p>
<p class="gwp3df95462_MsoNormal">Uwagi mogą wnosić wszyscy mieszkańcy obszaru objętego LSR oraz instytucje i organy działające na naszym obszarze tj. z Gminy Lubań, Gminy Zgorzelec, Gminy Wleń, Gminy Lwówek Śląski, Gminy Mirsk, Gminy Leśna, Gminy Olszyna, Gminy Stara Kamienica, Gminy Platerówka, Gminy Sulików, Gminy Nowogrodziec, Gminy Lubomierz, Gminy Gryfów Śląski, Gminy Warta Bolesławiecka, Gminy Siekierczyn, Gminy Jeżów Sudecki , Miasta Świeradów-Zdrój oraz Miasta Zawidów</p>
<p class="gwp3df95462_MsoNormal">Propozycje i uwagi prosimy wysyłać na załączonym formularzu na adres mailowy: <a href="mailto:biuro@lgdpartnerstwoizerskie.pl">biuro@lgdpartnerstwoizerskie.pl</a> oraz drogą korespondencyjną na adres: Stowarzyszenie LGD Partnerstwo Izerskie, Ubocze 300, 59-620 Gryfów Śląski.</p>
<p class="gwp3df95462_MsoNormal"><strong>Zachęcamy wszystkich do włączenia się w prace nad nową strategią i zgłaszanie wszelkich uwag, wniosków i propozycji. Serdecznie dziękujemy!</strong></p>
<p class="gwp3df95462_MsoNormal"><a href="http://lgdpartnerstwoizerskie.pl/wp-content/uploads/2023/05/LSR_konsultacje.pdf" rel="noopener noreferrer" target="_blank">Lokalna Strategia Rozwoju – konsultacje</a></p>
<p><a href="http://lgdpartnerstwoizerskie.pl/wp-content/uploads/2023/05/karta_uwag.pdf" rel="noopener noreferrer" target="_blank">Formularz uwag</a></p>
2023-05-26 12:47:16
2023-05-26 12:48:38
70
2023-05-26 12:48:38
0
2023-05-26 12:47:16
Monika Sikorska
Monika Jocz
1
22
19098
Zebranie Wiejskie Sołectwa Platerówka w dniu 24 maja 2023 r.
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center"> </p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Platerówka,</p>
<p align="center">że w dniu <strong>24 maja 2023 roku o godz. 18:00</strong></p>
<p align="center">w <strong>świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>ZEBRANIE WIEJSKIE</strong></p>
<p align="center"><strong>SOŁECTWA PLATERÓWKA <br></br></strong></p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<ol>
<li>Rozdysponowanie środków finansowych.</li>
</ol>
<p> </p>
<p align="right"> </p>
<p align="right">Sołtys Sołectwa Platerówka</p>
<p align="right">/-/ Tadeusz Mazur</p>
2023-05-19 08:50:02
2023-05-19 08:50:43
70
2023-05-19 08:50:43
0
2023-05-19 08:50:02
Monika Sikorska
Monika Jocz
1
22
19095
Komunikat XXXI sesja zwyczajna Rady Gminy w Platerówce w dniu 05.06.2023 r.
<p align="center">Podaję do wiadomości mieszkańców gminy, że<strong> w dniu 5 czerwca 2023 r. o godz. 12<sup>00</sup></strong></p>
<p align="center"><strong><sup> </sup></strong><strong> w </strong><strong>świetlicy wiejskiej w Platerówce </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>XXXI SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center">z następującym porządkiem obrad:</p>
<ol>
<li>Otwarcie sesji.</li>
<li> Sprawdzenie kworum.</li>
<li> Przyjęcie porządku obrad.</li>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXX sesji Rady Gminy w Platerówce.</li>
<li>Raport o stanie Gminy Platerówka za 2022 rok:</li>
</ol>
<p> 6a) debata;</p>
<p> 6b) wotum zaufania dla Wójta Gminy.</p>
<ol>
<li>Rozpatrzenie sprawozdania z wykonania budżetu gminy Platerówka za 2022 rok i absolutorium dla Wójta Gminy za 2022 rok.</li>
<li> Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol>
<p class="ListParagraph">1) w sprawie przyjęcia sprawozdania Wójta Gminy Platerówka z realizacji Rocznego programu współpracy gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art.3 ust.3 ustawy o działalności pożytku publicznego i wolontariacie na rok 2022,</p>
<p class="ListParagraph">2) w sprawie zmian w budżecie Gminy Platerówka na 2023 rok,</p>
<p class="ListParagraph">3) w sprawie wyrażenia zgody na wniesienie wkładu pieniężnego do Międzygminnej Spółki Wodno-Kanalizacyjnej SUPLAZ Sp. z o.o. z siedzibą w Sulikowie z przeznaczeniem na podwyższenie kapitału zakładowego i objęcie nowych udziałów w podwyższonym kapitale zakładowym spółki,</p>
<p class="ListParagraph">4) w sprawie zmiany Uchwały nr XXX/262/23 Rady Gminy w Platerówce z dnia 30 marca 2023 roku w sprawie wieloletniego programu gospodarowania mieszkaniowym zasobem Gminy Platerówka na lata 2023 – 2029,</p>
<p class="ListParagraph">5) w sprawie zasad wynajmowania lokali wchodzących w skład mieszkaniowego zasobu Gminy Platerówka.</p>
<ol>
<li>Składanie interpelacje, zapytań, wniosków radnych.</li>
</ol>
<p> </p>
<p>Podczas obrad XXXI sesji zwyczajnej Rady Gminy w Platerówce rozpatrywany będzie Raport o stanie Gminy Platerówka za 2022 rok. Mieszkaniec, który chciałby zabrać głos w debacie składa do Przewodniczącego Rady Gminy w Platerówce pisemne zgłoszenie poparte <strong>20 podpisami w terminie do dnia 2 czerwca 2023 roku w godzinach pracy urzędu 07:00-15:00.</strong></p>
<p>Mieszkańcy są dopuszczani do głosu według kolejności otrzymania przez Przewodniczącego Rady Gminy w Platerówce zgłoszeń. <strong>Liczba mieszkańców mogących zabrać głos w debacie wynosi 15</strong>. Formularz zgłoszeniowy dostępny jest na stronie <a href="http://www.gminaplaterowka.pl/">www.gminaplaterowka.pl</a>, w Biuletynie Informacji Publicznej Urzędu Gminy w Platerówce <span style="text-decoration: underline;">http://bip.ugplaterowka.nv.pl/</span> oraz w Urzędzie Gminy w Platerówce.</p>
<p style="text-align: right;"><strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p style="text-align: right;"><strong><em> (-) Michał Mazur</em></strong></p>
2023-05-17 14:32:18
2023-05-17 14:33:43
70
2023-05-17 14:33:43
0
2023-05-17 14:32:18
Monika Sikorska
Monika Jocz
1
22
19093
Ogłoszenie obowiązki właścicieli psów
<div> <img style="display: block; margin-left: auto; margin-right: auto;" title="" src="Download/get/id,19224.json?file=Obraz1.jpg" alt="" width="431" height="415"></img></div>
<div> </div>
<div> </div>
<div><span style="font-family: times new roman, times;"><strong>W związku z licznymi skargami odnoście psów biegających swobodnie bez opieki – Urząd Gminy w Platerówce przypomina o obowiązkach spoczywających na właścicielach psów.</strong></span></div>
<p><span style="font-family: times new roman, times; color: #ff0000;"><strong><span style="text-decoration: underline;">Przypomina się, że:</span></strong></span></p>
<ol>
<li><span style="font-family: times new roman, times;">Psy wyprowadzane są wyłącznie na smyczy.</span></li>
<li><span style="font-family: times new roman, times;">Zwolnienie psa ze smyczy dozwolone jest tylko gdy jest on w kagańcu, w miejscach mało uczęszczanych przez ludzi i tylko, gdy opiekun psa ma możliwość sprawowania bezpośredniej kontroli nad jego zachowaniem.</span></li>
<li><span style="font-family: times new roman, times;">Należy niezwłocznie usuwać zanieczyszczenia spowodowane przez zwierzęta w miejscach publicznych tj. chodniki, zieleńce.</span></li>
<li><span style="font-family: times new roman, times;">Psa należy szczepić przeciwko wściekliźnie wg zaleceń lekarza weterynarii.</span></li>
</ol>
<p><span style="font-family: times new roman, times; color: #ff0000;"><strong>ZABRANIA SIĘ:</strong></span></p>
<ol>
<li><span style="font-family: times new roman, times;">Wypuszczania psów z posesji bez opieki.</span></li>
<li><span style="font-family: times new roman, times;">Pozostawiania psa bez dozoru, jeśli nie znajduje się on na terenie ogrodzonym w sposób uniemożliwiający wydostanie się na zewnątrz.</span></li>
<li><span style="font-family: times new roman, times;">Wpuszczania zwierząt do piaskownic, na place zabaw.</span></li>
</ol>
<p><span style="font-family: times new roman, times;"><strong>Zgodnie z Kodeksem Cywilnym:</strong></span></p>
<p><span style="font-family: times new roman, times;"><strong>Art. 431. § 1. Kto zwierzę chowa albo się nim posługuje,</strong> zobowiązany jest do naprawienia wyrządzonej przez nie szkody niezależnie od tego, czy było pod jego nadzorem, czy też zabłąkało się lub uciekło, chyba że ani on, ani osoba, za którą ponosi odpowiedzialność, nie ponoszą winy.</span></p>
<p><span style="font-family: times new roman, times;"><strong>§ 2. </strong>Chociażby osoba, która zwierzę chowa lub się nim posługuje, nie była odpowiedzialna według przepisów paragrafu poprzedzającego, poszkodowany może od niej żądać całkowitego lub częściowego naprawienia szkody, jeżeli z okoliczności, a zwłaszcza z porównania stanu majątkowego poszkodowanego i tej osoby, wynika, że wymagają tego zasady współżycia społecznego.</span></p>
<p><span style="font-family: times new roman, times;"><strong>Zgodnie z Kodeksem Wykroczeń:</strong></span></p>
<p><span style="font-family: times new roman, times;"><a href="https://sip.lex.pl/akty-prawne/dzu-dziennik-ustaw/kodeks-wykroczen-16788218/art-77"><strong>Art. 77.</strong><strong> </strong></a><strong>§ </strong> 1. Kto nie zachowuje zwykłych lub nakazanych środków ostrożności przy trzymaniu zwierzęcia, <span style="text-decoration: underline;">podlega karze ograniczenia wolności, grzywny do 1000 złotych albo karze nagany.</span></span></p>
<p><span style="font-family: times new roman, times;">§ 2. Kto dopuszcza się czynu określonego w § 1 przy trzymaniu zwierzęcia, które swoim zachowaniem stwarza niebezpieczeństwo dla życia lub zdrowia człowieka, podlega karze ograniczenia wolności, grzywny albo karze nagany.</span></p>
<p><span style="font-family: times new roman, times;">Pamiętajmy, że za zachowanie psa zawsze odpowiada jego właściciel. Szkody, które czynią psy, wynikają z błędów popełnianych przez ludzi - np. chowanie nieodpowiedniej rasy psa w domu, nieprzestrzeganie szczepień, niewłaściwe warunki bytowe dla psa, brak szkoleń i dyscypliny. Jeżeli jesteś właścicielem psa pamiętaj, że brak wyobraźni może doprowadzić do tragedii !.</span></p>
2023-05-16 11:50:59
2023-05-16 11:53:19
70
2023-05-16 11:53:19
0
2023-05-16 11:50:59
Monika Sikorska
Marek Jurczenko
1
22
19091
Sprzedaż końcowa paliwa stałego
<p>Informujemy, że od maja rusza sprzedaż końcowa węgla sprowadzonego w ramach preferencyjnego zakupu. Sprzedaż odbywa się bez limitów ilościowych oraz ograniczeń terytorialnych. Takie zmiany wprowadza podpisana 27 kwietnia 2023 r. przez prezydenta nowelizacja ustawy o zakupie preferencyjnym paliwa stałego przez gospodarstwa domowe.<br></br> <br></br> Zmiany w ustawie zakładają:</p>
<p><strong>1) wydłużenie okresu działania ustawowego systemu dystrybucji węgla;</strong><br></br> Mieszkańcy mogą składać wnioski do 30 czerwca br. na węgiel pozostały w gminie, co pozwoli na wyprzedanie ewentualnie posiadanych przez gminy zasobów węgla. Sprzedaż końcowa może być prowadzona najpóźniej do 31 lipca 2023 r.</p>
<p><br></br> <strong>2) brak limitu ilościowego;</strong><br></br> Zniesienie istniejącego limitu ilościowego przypadającego na jedno gospodarstwo domowe. Tym samym niezależnie czy mieszkaniec zakupił już węgiel w ilości maksymalnej przewidzianej ustawą, będzie mógł zakupić dodatkową ilość węgla bez ograniczeń ilościowych.</p>
<p><br></br> <strong>3) węgiel dla mieszkańców innych gmin.</strong><br></br> Zgodnie z nowelizacją jest możliwy zakup węgla w innej gminie, o ile wnioskodawcy są uprawnieni do dodatku węglowego.</p>
<p><strong>Na dzień 10 maja 2023 roku Gminie Platerówka pozostało:</strong></p>
<p><strong>- węgiel kamienny orzech - 10,8 ton</strong></p>
<p><strong>- węgiel kamienny groszek – 31,0 ton.</strong></p>
<p>Odbiór paliwa stałego nastąpi po pozytywnym rozpatrzeniu wniosku o zakup preferencyjny paliwa stałego. Pracownicy tut. Urzędu skontaktują się z Wnioskodawcą celem ustalenia terminu odbioru węgla. Miejsce odbioru - PHU Mielnik, Mielnik Grzegorz z siedzibą we Włosieniu 167, 59-816 Platerówka.</p>
<p><strong>Przy sprzedaży końcowej koszt węgla – 2.000,00 zł za tonę.</strong></p>
<p>Do powyższej ceny nie wlicza się kosztów transportu paliwa stałego z miejsca składowania do gospodarstwa domowego (art. 5 ust. 3 Ustawy). Istnieje możliwość transportu przez firmę obsługującą sprzedaż, po indywidualnym ustaleniu kwoty transportu.</p>
<p>Wnioskodawca ma możliwość samodzielnego odbioru węgla ze składu. W tym przypadku należy zagwarantować sobie środek transportu na który zmieści się całe zamówienie. Nie dopuszczamy odbioru węgla w częściach.</p>
<p>Płatność wyłącznie gotówką przy odbiorze węgla. Przy odbiorze i płatności wymagane jest posiadanie dokumentu tożsamości.</p>
<p>W przypadku pytań zapraszamy do kontaktu – m.jurczenko@gminaplaterowka.pl lub tel. 75 7221690.</p>
<p> </p>
2023-05-11 14:00:38
2023-05-11 14:01:11
70
2023-05-11 14:01:11
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2023-05-11 14:00:38
Monika Sikorska
Marek Jurczenko
1
22
19089
Obwieszczenie Ministra Rozwoju i technologii o przekazaniu do WSA w Warszawie skargi wraz z odpowiedzią na skargę na decyzję MRiT z dnia 18.01.2023 r. znak DLI-II.7620.26.2021.PMJ.22 uchylającą w części i orzekającą w tym zakresie co do istoty sprawy (pkt I), a w pozostałej części (pkt II decyzji) utrzymującą w mocy decyzję Wojewody Dolnośląskiego Nr I-Pe-47/21 z dnia 14 lipca 2021 r. znak IF-PP.747.37.2021.ESZ o ustaleniu lokalizacji strategicznej inwestycji z zakresie przesyłowej pn.: "Budowa linii 400 kV Mikułowa - Świebodzice" sprostowaną postanowieniem Wojewody Dolnośląskiego Nr-I-P-25/21 z dnia 21 grudnia 2021 r. znak; IF-PP.747.37.2021.ESZ oraz umarzającą postępowanie odwoławcze w zakresie jednego odwołania (pkt III decyzji).
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" 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" alt=""></img></p>
<p>Obwieszczenie Ministra Rozwoju i technologii o przekazaniu do WSA w Warszawie skargi wraz z odpowiedzią na skargę na decyzję MRiT z dnia 18.01.2023 r. znak DLI-II.7620.26.2021.PMJ.22 uchylającą w części i orzekającą w tym zakresie co do istoty sprawy (pkt I), a w pozostałej części (pkt II decyzji) utrzymującą w mocy decyzję Wojewody Dolnośląskiego Nr I-Pe-47/21 z dnia 14 lipca 2021 r. znak IF-PP.747.37.2021.ESZ o ustaleniu lokalizacji strategicznej inwestycji z zakresie przesyłowej pn.: "Budowa linii 400 kV Mikułowa - Świebodzice" sprostowaną postanowieniem Wojewody Dolnośląskiego Nr-I-P-25/21 z dnia 21 grudnia 2021 r. znak; IF-PP.747.37.2021.ESZ oraz umarzającą postępowanie odwoławcze w zakresie jednego odwołania (pkt III decyzji).</p>
2023-05-09 12:06:34
2023-05-09 12:25:35
72
2023-05-09 12:25:35
0
2023-05-09 12:06:34
Joanna Mazurek
Joanna Mazurek
1
22
19082
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.11.6.2022 z dnia 04.05.2023r. o zakończeniu postępowania administracyjnego w sprawie wydania decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap III
<p align="center"><span style="font-size: 1.08em;"><strong>GMK.6730.11.6.2022 z dnia 4.05.2023r. </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p><span style="font-size: 1.08em;"> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>zawiadamia się</strong></span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;"><strong>o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka o warunkach zabudowy dla inwestycji polegającej na budowie „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap III, lokalizowanej w granicach działek nr: 337/2, 337/3, 339/1, 339/3, 342 (część), 345 (część), 347 (część), 353/1 (część), 353/2 (część), 354 (część), 355/2 (część), 400 (część), 401/1 (część), 402 (część), 403 (część), 404 (część), 405/2 (część), 406 (część), 412, 413/2, 420, 422, 423 (część), 424/1, 425/1, 426, 427, 428, 429, 624, 625/2, 625/3, 625/4, 625/6, 625/8, 625/9, 625/10, 626 (część), 627 (cześć), 628 (część), 629, 630, 632/4, 632/6, 633 (część), 634, 635, 636, 637/1, 637/2, 637/3, 641/1 (część), 642, 883/2 (część), obręb Włosień, gmina Platerówka</strong> z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</span></p>
<p><span style="font-size: 1.08em;">W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądań w przedmiotowej sprawie.</span></p>
<p><span style="font-size: 1.08em;">Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8,w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></span></p>
<p><span style="font-size: 1.08em;">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</span></p>
<p><span style="font-size: 1.08em;">W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia.</span></p>
2023-05-04 13:25:57
2023-05-04 13:35:47
72
2023-05-04 13:35:47
0
2023-05-04 13:25:57
Joanna Mazurek
Joanna Mazurek
2
22
19081
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.10.7.2022 z dnia 04.05.2023r. o zakończeniu postępowania administracyjnego w sprawie wydania decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap II
<p align="center"><span style="font-size: 1.08em;"><strong>GMK.6730.10.7.2022 z dnia 4.05.2023</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"> </span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p><span style="font-size: 1.08em;"> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>zawiadamia się</strong></span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;"><strong>o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka</strong> <strong>o ustaleniu warunków zabudowy dla</strong><strong> inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap II, lokalizowanej w granicach działek nr 417 (część), 647/7, 666/2 (cześć), 668 (cześć), 669 (cześć), 670 (cześć), 671 (cześć), 673, 680 (część), 684/1, 688 (cześć), 689/1, 690/2, 690/3, 691, 693 (cześć), 698, 699, 700, 702, 703 (część), 704, 705, 706, 707, 708 (część), 709 (część), 710 (część), 714 (część), 715 (cześć), 716 (cześć), 717 (cześć), 718/1 (cześć), 718/2 (część), 720 (cześć), 722, 723, 725 (część), 727 (część), 730, 731, 735/2 (część), obręb Włosień, gmina Platerówka, </strong>z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</span></p>
<p><span style="font-size: 1.08em;">W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądań w przedmiotowej sprawie.</span></p>
<p><span style="font-size: 1.08em;">Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></span></p>
<p><span style="font-size: 1.08em;">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</span></p>
<p><span style="font-size: 1.08em;">W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia.</span></p>
2023-05-04 13:22:49
2023-05-04 13:35:32
72
2023-05-04 13:35:32
0
2023-05-04 13:22:49
Joanna Mazurek
Joanna Mazurek
3
22
19080
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.9.8.2022 z dnia 04.05.2023r. o zakończeniu postępowania administracyjnego w sprawie wydania decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap I
<p align="center"> </p>
<h1 align="center"><span style="font-size: 1.08em;"><strong style="font-size: 10px;">GMK.6730.9.8.2022 dnia 4.05.2023r.</strong></span></h1>
<h1 align="center"><span style="font-size: 1.08em;"><strong style="font-size: 10px;">OBWIESZCZENIE WÓJTA GMINY PLATERÓWKA </strong></span></h1>
<p align="center"><span style="font-size: 1.08em;"><strong>O ZAKOŃCZENIU POSTĘPOWANIA ADMINISTRACYJNEGO</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p><span style="font-size: 1.08em;"> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.),</span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>zawiadamia się</strong></span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">o zebraniu materiału dowodowego i zakończeniu postępowania w sprawie wydania decyzji Wójta Gminy Platerówka <strong>o ustaleniu warunków zabudowy dla</strong><strong> inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap I, lokalizowanej w granicach działek nr: 7, 8, 9, 10, 11,</strong><strong> 12, 13/1 (część), 14/2, 15 (część), 39, 40/1 (cześć), 40/2 (część), 40/3 (część), 41 (część), 42/6, 44, 46, 48 (część), 49 (część), 50 (część), 51/1 (część), 53 (część), 54, 55, 56 (część), 57 (część), 58 (część), 59/1, 59/2, 60, 61, obręb Włosień, gmina Platerówka</strong>, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">Zgodnie z art. 10 § 1 K.p.a. organy administracji publicznej obowiązane są zapewnić stronom czynny udział na każdym etapie postępowania, a przed wydaniem decyzji umożliwić im wypowiedzenie się co do zebranych dowodów i materiałów oraz zgłoszonych żądań.</span></p>
<p><span style="font-size: 1.08em;">W związku z powyższym, w terminie <strong>7 dni</strong> od daty otrzymania niniejszego obwieszczenia, stronie przysługuje prawo do wypowiedzenia się, co do zebranych dowodów i materiałów oraz zgłoszenia dodatkowych żądań w przedmiotowej sprawie.</span></p>
<p><span style="font-size: 1.08em;">Z materiałem dowodowym można zapoznać się w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu telefonicznie pod nr telefonu (075)7221690 lub za pośrednictwem e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a></span></p>
<p><span style="font-size: 1.08em;">Po upływie tego terminu zostanie wydana decyzja w przedmiotowej sprawie.</span></p>
<p><span style="font-size: 1.08em;">W postępowaniu bierze udział więcej niż 20 stron, zatem zgodnie z art. 49a Kpa, wszelkie informacje o zawiadomieniach, decyzjach i innych czynnościach administracyjnych dokonywane są w formie obwieszczenia, podlegającego publikacji na tablicy ogłoszeń oraz na stronie internetowej Biuletynu Informacji Publicznej Gminy Platerówka pod adresem <a href="http://bip.ugplaterowka.nv.pl/">http://bip.ugplaterowka.nv.pl/</a> w zakładce: Obwieszczenia, ogłoszenia, zawiadomienia.</span></p>
<p><span style="font-size: 1.08em;"> </span></p>
<p><span style="font-size: 1.08em;">Zgodnie z art. 49 Kodeksu postępowania administracyjnego – w przypadku zawiadomienia przez publiczne obwieszczenie - doręczenie uważa się za dokonane po upływie 14 dni od dnia publicznego ogłoszenia.</span></p>
2023-05-04 13:14:50
2023-05-04 13:25:41
72
2023-05-04 13:25:41
0
2023-05-04 13:14:50
Joanna Mazurek
Joanna Mazurek
4
22
19076
Informacja
<p align="center"><strong>INFORMACJA</strong></p>
<p align="center"> </p>
<p align="center">W dniu <strong>02 maja 2023 roku (wtorek)</strong></p>
<p align="center">Urząd Gminy w Platerówce</p>
<p align="center">będzie <strong>nieczynny</strong>.</p>
2023-04-26 12:01:44
2023-04-26 12:02:19
70
2023-04-26 12:02:19
0
2023-04-26 12:01:44
Monika Sikorska
Monika Jocz
1
22
19075
POSTANOWIENIE NR 7/2023 KOMISARZA WYBORCZEGO W JELENIEJ GÓRZE II z dnia 25 kwietnia 2023 r. w sprawie dostosowania opisu granic okręgów wyborczych Gminy Platerówka do stanu faktycznego
2023-04-26 10:12:55
2023-04-26 10:13:23
70
2023-04-26 10:13:23
0
2023-04-26 10:12:55
Monika Sikorska
Renata Stalmach
1
22
19073
Obwieszczenie Ministra Rozwoju i Technologii znak DLI-II.7620.26.2021.PMJ.28 o przekazaniu do WSA w Warszawie skargi wraz z odpowiedzią na skargę na decyzję Ministra Rozwoju i Technologii z dnia 18.01.2023 r. znak DLI_II.7620.26.2021.PMJ.22
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" 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" alt=""></img></p>
<p>Obwieszczenie Ministra Rozwoju i Technologii znak DLI-II.7620.26.2021.PMJ.28 o przekazaniu do WSA w Warszawie skargi wraz z odpowiedzią na skargę na decyzję Ministra Rozwoju i Technologii z dnia 18.01.2023 r. znak DLI_II.7620.26.2021.PMJ.22 uchylającą w części orzekającą w tym zakresie co do istoty sprawy (pkt I decyzji) a w pozostałej części (pkt II decyzji) utrzymującej w mocy decyzję Wojewody Dolnośląskiego Nr I-Pe-47/21 z dnia 14 lipca 2021 r. znak IF-PP.747.37.2021. ESZ o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej pn. "Budowa linii 400 kV Mikułowa - Świebodzice", sprostowaną postanowieniem Wojewody Dolnośląskiego Nr I-P-25/21 z dnia 21 grudnia 2021 r. znak IF-PP.747.37.2021.ESZ oraz umarzającą postępowanie odwoławcze w zakresie jednego odwołania (pkt III decyzji),</p>
2023-04-21 08:11:22
2023-04-21 08:13:59
72
2023-04-21 08:13:59
0
2023-04-21 08:11:22
Joanna Mazurek
Joanna Mazurek
1
22
19070
Obwieszczenie o odstąpieniu od przeprowadzenia strategicznej oceny oddziaływania na środowisko dla Projektu Aktualizacji POP dla stref województwa dolnośląskiego
2023-04-20 13:42:53
2023-04-20 13:43:48
70
2023-04-20 13:43:48
0
2023-04-20 13:42:53
Monika Sikorska
Wioleta Strażnik
1
22
19064
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.11.5.2022 z dnia 12.04.2023 r. w sprawie przekazania do uzgodnień projektu decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap III
<p align="center"><strong> </strong><strong>OBWIESZCZENIE</strong></p>
<p align="center"><strong> WÓJTA GMINY PLATERÓWKA</strong><strong> </strong></p>
<p style="text-align: justify;"> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.)</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong>,</p>
<p> </p>
<p style="text-align: justify;">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „<strong>GPZ Mikułowa” – etap III,</strong> lokalizowanej w granicach działek nr: 337/2, 337/3, 339/1, 339/3, 342 (część), 345 (część), 347 (część), 353/1 (część), 353/2 (część), 354 (część), 355/2 (część), 400 (część), 401/1 (część), 402 (część), 403 (część), 404 (część), 405/2 (część), 406 (część), 412, 413/2, 420, 422, 423 (część), 424/1, 425/1, 426, 427, 428, 429, 624, 625/2, 625/3, 625/4, 625/6, 625/8, 625/9, 625/10, 626 (część), 627 (cześć), 628 (część), 629, 630, 632/4, 632/6, 633 (część), 634, 635, 636, 637/1, 637/2, 637/3, 641/1 (część), 642, 883/2 (część), obręb Włosień, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa,</p>
<p> </p>
<p style="text-align: justify;"><strong>przygotowany projekt decyzji</strong> <strong>został przesłany</strong>, stosownie do art. 53 ust. 4 pkt.: 4, 5, 5a, 6, 8 i 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022r., poz. 503 ze zm.) <strong>do uzgodnień</strong>:</p>
<p style="text-align: justify;">- <strong>Starosty Lubańskiego</strong>, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</p>
<p style="text-align: justify;">- <strong>Dyrektora Zarządu Zlewni PGW Wody Polskie</strong> celem uzgodnienia w sprawach dotyczących melioracji wodnych;</p>
<p style="text-align: justify;">oraz</p>
<p style="text-align: justify;">- stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) <strong>do Państwowego Powiatowego Inspektora Sanitarnego</strong> celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;">Zainteresowani w terminie <strong>7 dni</strong> od dnia doręczenia obwieszczenia mogą zapoznać się z aktami w/w sprawy w w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem adresu e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> i w tym przedmiocie wnieść ewentualne uwagi lub zastrzeżenia, w tym za pośrednictwem komunikacji elektronicznej ePUAP - adres skrzynki esp: <a href="https://epuap.gov.pl/">https://epuap.gov.pl/</a> Uwagi i zastrzeżenia stron złożone w tut. Urzędzie zostaną włączone do akt sprawy i rozstrzygnięte będą w treści decyzji.</p>
<p style="text-align: justify;">(Zgodnie z art. 49 § 2 Kpa zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej).</p>
2023-04-12 13:18:10
2023-04-12 13:21:35
72
2023-04-12 13:21:35
0
2023-04-12 13:18:10
Joanna Mazurek
Joanna Mazurek
1
22
19061
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.9.7.2022 z dnia 12.04.2023 r.w sprawie przekazania do uzgodnień i zaopiniowania projektu decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap I
<p align="center"><strong>OBWIESZCZENIE</strong></p>
<p align="center"><strong> WÓJTA GMINY PLATERÓWKA</strong><strong> </strong></p>
<p style="text-align: justify;"> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.)</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong>,</p>
<p> </p>
<p style="text-align: justify;">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap I, lokalizowanej w granicach działek nr: 7, 8, 9, 10, 11, 12, 13/1 (część), 14/2, 15 (część), 39, 40/1 (cześć), 40/2 (część), 40/3 (część), 41 (część), 42/6, 44, 46, 48 (część), 49 (część), 50 (część), 51/1 (część), 53 (część), 54, 55, 56 (część), 57 (część), 58 (część), 59/1, 59/2, 60, 61, obręb Włosień, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa,</p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><strong>przygotowany projekt decyzji</strong> <strong>został przesłany</strong>, stosownie do art. 53 ust. 4 pkt.: 4, 5, 5a, 6, 8 i 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022r., poz. 503 ze zm.) <strong>do uzgodnień</strong>:</p>
<p style="text-align: justify;">- <strong>Starosty Lubańskiego</strong>, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</p>
<p style="text-align: justify;">- <strong>Dyrektora Zarządu Zlewni PGW Wody Polskie</strong> celem uzgodnienia w sprawach dotyczących melioracji wodnych;</p>
<p style="text-align: justify;">- <strong>Dolnośląskiej Służby Dróg i Kolei we Wrocławiu </strong>jako właściwego zarządcy drogi – celem uzgodnienia w odniesieniu do obszarów przyległych do pasa drogowego;</p>
<p style="text-align: justify;">oraz</p>
<p style="text-align: justify;">- stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) <strong>do Państwowego Powiatowego Inspektora Sanitarnego</strong> celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p style="text-align: justify;">- na podstawie art. 53 ust. 5e pkt 1 lit a ustawy z dnia 27 marca 2003 r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022 r. poz. 503 ze zm.) do operatora systemu przesyłowego elektroenergetycznego <strong>Polskie Sieci Elektroenergetyczne S.A.</strong><strong> celem zaopiniowania.</strong></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;">Zainteresowani w terminie <strong>7 dni</strong> od dnia doręczenia obwieszczenia mogą zapoznać się z aktami w/w sprawy w w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem adresu e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> i w tym przedmiocie wnieść ewentualne uwagi lub zastrzeżenia, w tym za pośrednictwem komunikacji elektronicznej ePUAP - adres skrzynki esp: <a href="https://epuap.gov.pl/">https://epuap.gov.pl/</a> Uwagi i zastrzeżenia stron złożone w tut. Urzędzie zostaną włączone do akt sprawy i rozstrzygnięte będą w treści decyzji.</p>
<p style="text-align: justify;">(Zgodnie z art. 49 § 2 Kpa zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej).</p>
2023-04-12 10:29:37
2023-04-12 10:47:18
72
2023-04-12 10:47:18
0
2023-04-12 10:29:37
Joanna Mazurek
Joanna Mazurek
2
22
19063
Obwieszczenie Wójta Gminy Platerówka znak GMK.6730.10.6.2022 z dnia 12.04.2023 r. w sprawie przekazania do uzgodnień projektu decyzji o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „GPZ Mikułowa” – etap II
<p align="center"><strong>OBWIESZCZENIE</strong></p>
<p align="center"><strong> WÓJTA GMINY PLATERÓWKA</strong><strong> </strong></p>
<p style="text-align: justify;"> Na podstawie art. 53 ust 1 ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022., poz. 503 ze zm.) oraz stosownie do art. 10 § 1 i art. 49 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (t.j. Dz. U. z 2022r., poz. 2000 ze zm.)</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>zawiadamia się</strong>,</p>
<p> </p>
<p style="text-align: justify;">że na etapie postępowania zmierzającego do wydania decyzji Wójta Gminy Platerówka o ustaleniu warunków zabudowy dla inwestycji polegającej na budowie instalacji fotowoltaicznej „Mikułowa I” oraz niezbędnych obiektów i urządzeń infrastruktury technicznej na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania „<strong>GPZ Mikułowa” – etap II,</strong> lokalizowanej w granicach działek nr: 417 (część), 647/7, 666/2 (cześć), 668 (cześć), 669 (cześć), 670 (cześć), 671 (cześć), 673, 680 (część), 684/1, 688 (cześć), 689/1, 690/2, 690/3, 691, 693 (cześć), 698, 699, 700, 702, 703 (część), 704, 705, 706, 707, 708 (część), 709 (część), 710 (część), 714 (część), 715 (cześć), 716 (cześć), 717 (cześć), 718/1 (cześć), 718/2 (część), 720 (cześć), 722, 723, 725 (część), 727 (część), 730, 731, 735/2 (część), obręb Włosień, gmina Platerówka, z wniosku złożonego przez PES 62 sp. z o. o. z siedzibą w Warszawie przy ul. Wróbla 24/1, 02-736 Warszawa,</p>
<p> </p>
<p style="text-align: justify;"><strong>przygotowany projekt decyzji</strong> <strong>został przesłany</strong>, stosownie do art. 53 ust. 4 pkt.: 4, 5, 5a, 6, 8 i 9 Ustawy z dnia 27 marca 2003r. o planowaniu i zagospodarowaniu przestrzennym (t.j. Dz. U. z 2022r., poz. 503 ze zm.) <strong>do uzgodnień</strong>:</p>
<p style="text-align: justify;">- <strong>Starosty Lubańskiego</strong>, jako właściwego organu ochrony środowiska, celem uzgodnienia w odniesieniu do terenów zagrożonych osuwaniem się mas ziemnych;</p>
<p style="text-align: justify;">- <strong>Dyrektora Zarządu Zlewni PGW Wody Polskie</strong> celem uzgodnienia w sprawach dotyczących melioracji wodnych;</p>
<p style="text-align: justify;">- <strong>Dolnośląskiej Służby Dróg i Kolei we Wrocławiu </strong>jako właściwego zarządcy drogi – celem uzgodnienia w odniesieniu do obszarów przyległych do pasa drogowego;</p>
<p style="text-align: justify;">oraz</p>
<p style="text-align: justify;">- stosownie do art. 3 pkt 1a ustawy z dnia 14 marca 1985r. o Państwowej Inspekcji Sanitarnej (t.j. Dz.U. z 2021r., poz. 195 ze zm.) <strong>do Państwowego Powiatowego Inspektora Sanitarnego</strong> celem uzgodnienia pod względem wymagań higienicznych i zdrowotnych.</p>
<p> </p>
<p style="text-align: justify;">Zainteresowani w terminie <strong>7 dni</strong> od dnia doręczenia obwieszczenia mogą zapoznać się z aktami w/w sprawy w w siedzibie tutejszego Urzędu Gminy, w pok. nr 8, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00 - 16:00, od wtorku do piątku w godzinach 7:00 – 15:00, po wcześniejszym uzgodnieniu terminu pod numerem telefonu (075) 7221690 lub za pośrednictwem adresu e-mail: <a href="mailto:inwestycje@gminaplaterowka.pl">inwestycje@gminaplaterowka.pl</a> i w tym przedmiocie wnieść ewentualne uwagi lub zastrzeżenia, w tym za pośrednictwem komunikacji elektronicznej ePUAP - adres skrzynki esp: <a href="https://epuap.gov.pl/">https://epuap.gov.pl/</a> Uwagi i zastrzeżenia stron złożone w tut. Urzędzie zostaną włączone do akt sprawy i rozstrzygnięte będą w treści decyzji.</p>
<p style="text-align: justify;">(Zgodnie z art. 49 § 2 Kpa zawiadomienie uważa się za dokonane po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej).</p>
2023-04-12 10:42:57
2023-04-12 10:46:31
72
2023-04-12 10:46:31
0
2023-04-12 10:42:57
Joanna Mazurek
Joanna Mazurek
1
22
19055
Życzenia
<p><img src="Download/get/id,19158.json?file=%C5%BCyczenia%20wielkanocne.jpg" alt="" width="760" height="479"></img></p>
2023-04-07 07:35:17
2023-04-07 07:35:55
70
2023-04-07 07:35:55
0
2023-04-07 07:35:17
Monika Sikorska
Monika Jocz
1
22
19027
Godziny pracy Urzędu Gminy
<p align="center"><strong>INFORMACJA</strong></p>
<p align="center"> </p>
<p align="center">W dniu <strong>07 kwietnia 2023 roku </strong>(piątek)</p>
<p align="center">Urząd Gminy w Platerówce</p>
<p align="center">będzie czynny w godzinach od <strong>07:00</strong> do <strong>11:00.</strong></p>
<p align="center"> </p>
<p align="center">Kasa Urzędu Gminy w Platerówce</p>
<p align="center">w dniu <strong>07 kwietnia 2023 roku</strong></p>
<p align="center">będzie czynna w godzinach od <strong>07:00</strong> do <strong>10:30</strong>.</p>
<p align="center"> </p>
2023-04-04 11:57:11
2023-04-04 11:57:52
70
2023-04-04 11:57:52
0
2023-04-04 11:57:11
Monika Sikorska
Monika Jocz
1
22
19025
Zmiana terminu wywozu odpadów komunalnych
<p><img title="" src="Download/get/id,19130.json?file=odpady.jpg" alt="" width="1122" height="768"></img></p>
2023-04-04 10:45:32
2023-04-04 10:46:11
70
2023-04-04 10:46:11
0
2023-04-04 10:45:32
Monika Sikorska
Renata Stalmach
1
22
19020
Ogłoszenie
<p> W dniu 31 marca 2023 roku o godzinie 10:00 w Urzędzie Gminy w Platerówce odbędzie się spotkanie mające na celu ocenę realizacji Rocznego programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na 2022 rok</p>
<p> Serdecznie zapraszamy przedstawicieli organizacji pozarządowych.</p>
<p> </p>
<p> Wójt Gminy Platerówka</p>
<p> Krzysztof Halicki</p>
2023-03-30 09:00:39
2023-03-30 09:01:53
70
2023-03-30 09:01:53
0
2023-03-30 09:00:39
Monika Sikorska
Renata Stalmach
1
22
18992
Komunikat XXX sesja zwyczajna Rady Gminy w Platerówce w dniu 30 marca 2023 roku o godzinie 12:00
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości,</p>
<p align="center">że <strong>w dniu 30 marca 2023 roku o godzinie 12:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXX zwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<p>1 Otwarcie sesji.</p>
<p>2. Sprawdzenie kworum.</p>
<p>3. Przyjęcie porządku obrad. </p>
<p>4. Informacja Wójta z działalności między sesjami.</p>
<p>5. Protokół z obrad XXIX sesji Rady Gminy w Platerówce.</p>
<p>6. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie określenia stawki za 1 km przebiegu samochodu osobowego za dowóz dzieci niepełnosprawnych przez rodziców lub opiekunów do przedszkoli, szkół, czy ośrodków,</p>
<p>2) w sprawie przyjęcia ,,Programu opieki nad zwierzętami bezdomnymi oraz zapobiegania bezdomności zwierząt na terenie Gminy Platerówka w 2023 r.",</p>
<p>3) w sprawie nie wyrażania zgody na wyodrębnienie w budżecie gminy środków stanowiących fundusz sołecki,</p>
<p>4) w sprawie udzielenia dotacji dla Parafii Rzymsko-Katolickiej p.w. Niepokalanego Serca Najświętszej Maryi Panny w Platerówce, na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytku wpisanym do rejestru zabytków,</p>
<p>5) w sprawie zmian w budżecie gminy Platerówka na 2023 rok,</p>
<p>6) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka,</p>
<p>7) w sprawie zmiany Statutu Gminy Platerówka,</p>
<p>8) w sprawie połączenia Gminnej Biblioteki Publicznej w Platerówce z jej filią we Włosieniu wraz ze zmianą siedziby Gminnej Biblioteki Publicznej w Platerówce oraz dokonaniem odpowiednich zmian w statucie Gminnej Biblioteki Publicznej w Platerówce,</p>
<p>9) w sprawie wyrażenia zgody na wydzierżawienie na okres do trzech lat, gruntu działki oznaczonej w ewidencji nr 223/1 obręb Zalipie,</p>
<p>10) w sprawie ustalenia górnych stawek opłat ponoszonych przez właścicieli nieruchomości za usługi w zakresie pozbywania się z terenu nieruchomości odpadów komunalnych oraz nieczystości ciekłych,</p>
<p>11) w sprawie określenia trybu i szczegółowych kryteriów oceny wniosków o realizację zadania publicznego w ramach inicjatywy lokalnej,</p>
<p>12) w sprawie określenia zasad udzielania dotacji celowej na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytkach wpisanych do rejestru zabytków lub znajdujących się w gminnej ewidencji zabytków, położonych na obszarze Gminy Platerówka, nie stanowiących jej wyłącznej własności,</p>
<p>13) w sprawie podwyższenia kryterium dochodowego w celu udzielenia wsparcia w ramach wieloletniego rządowego programu „Posiłek w szkole i w domu” na lata 2019 – 2023,</p>
<p>14) w sprawie prowadzenia obrad sesji w trybie zdalnym,</p>
<p>15) w sprawie zasad wynajmowania lokali wchodzących w skład mieszkaniowego zasobu Gminy Platerówka,</p>
<p>16) w sprawie wieloletniego programu gospodarowania mieszkaniowym zasobem Gminy Platerówka na lata 2023 – 2029,</p>
<p>17) w sprawie ustalenia szczegółowych zasad ponoszenie odpłatności za pobyt w ośrodkach wsparcia i mieszkaniach chronionych mieszkańców Gminy Platerówka,</p>
<p>18) w sprawie przyjęcia sprawozdań stałych komisji Rady Gminy z działalności za 2022 rok.</p>
<p>7. Protokół z kontroli Komisji Rewizyjnej</p>
<p>8. Składanie interpelacji, zapytań, wniosków radnych.</p>
<p> </p>
<p style="text-align: right;"> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p style="text-align: right;"><strong><em> (-) Michał Mazur </em></strong></p>
2023-03-17 08:48:01
2023-03-17 08:48:53
70
2023-03-17 08:48:53
0
2023-03-17 08:48:01
Monika Sikorska
Monika Jocz
1
22
18991
Obwieszczenie w sprawie aktualizacji Programu Ochrony Powietrza
2023-03-09 12:41:43
2023-03-09 12:42:30
70
2023-03-09 12:42:30
0
2023-03-09 12:41:43
Monika Sikorska
Wioleta Strażnik
1
22
18990
Obwieszczenie Ministra Rozwoju i Technologii z dnia 1 marca 2023r. znak DLI-I.7620.27.2021.KT.10 o wydaniu decyzji z dnia 13.01.023 r. znak DLI-I.7620.27.2021.KT.8 i postanowienia z dnia 1.03.2023 r. znak DLI-I.7620.27.2021.KT.9
<p><span style="font-size: 1.08em;"><img 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" alt=""></img></span></p>
<p> </p>
<p><img 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" 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JyMd999F1KpFGZmZrh+/TqcnZ3xzjvvwNvbm/mTjRo1CoBqFujQoUNwdnZGTEwM5s+fz5uR64ympiZvOUlDQwMAoK2tjVu3bqGmpob5Ll29ehWjRo2Ci4sLxowZ02X0zc2SAKolsr/+9a+wtLSEpaUlmpqaelz26vy/mTNnwtLSEgCgp6eHuro6jBgxgi1/DRkyBDKZDOXl5awMAwICEBoaCrlcDgCYMmUKe06rq6vxwgsvsGUqS0tLeHp6AgBEIhFrd1x5ymQyGBoasmV5TU1N1g9oampi0aJFCA0NRWFhIR4+fIiffvoJzs7OCAsLg5eXF4YMGcKrF0C1G2358uU4ffo064sMDAxgbm7OPpeXlwMAli5dipCQEKxYsQIpKSlYvXo1+vfvj6KiIuzevZvV6cCBAwEARkZGbBZeJBL1aQb/p59+wltvvYXBgwfjxIkTj20v58+fR0BAAPvu6uqKjIwMdo/qbhr3799HQkICvv32W7S0tGDAgAHd+olxtLS0wMDAgH1Xb5M6OjrYunUrKisr8f/+3//r8V64pU5u+VckEkFbWxsNDQ2orKzEyy+/zI4ViUQoLS1FQ0MDOjo68OqrrwIAdHV1QUQAgPnz5+Ptt9+GlZUVfH198dFHH8HQ0LBL+V67dg0HDx5EbW0t6urqAKj65iFDhrAViQMHDuDtt99GRUUFioqKMH36dHZ+v379cPfuXbS2tmLFihXQ1dWFjo4O/va3v/V4v88rwpLiH4zCwkI4Ozuzjo37C4D5FzwpXKfG8cILL7DP6r4ML7zwAkvH1NSU/V5aWop//etfmDZtGubPn4+XXnqpx/T69evHlgMB1YOrUChQU1OD//znP7wdNI6Ojrh58yZqamowcuRI9rv6+Uqlkvkw6OrqwsLCguVTT0+P1xG2tbVBLpfj/v37PL+L0aNH4/79++y7+tLd+++/jwMHDkCpVOLrr7/GkiVLerw/DnNzc4jFYmRmZuLUqVP44IMPYGFhgby8PHz33Xe9Oph39ql544038PDhQ2RnZyMhIQESiYT9r18//iOsbij/9NNPj01DqVRCoVCw+mxpaWH/q6ur413H1NQUDx8+BKAy6s6dO4fXXnuNZ1xzS4Xc5+DgYEybNg379+9nfjlvvvkmcnNzce/ePfz3v/9FaGgokpOTkZqailmzZgFQlb96HXMsXboU6enpqK6uxqFDh7osMXZGS0uL5+vH5f+dd97B+vXrERISAmdnZ8hksm59GZuamthn9edkyZIlWLp0KVxdXfHNN9/06nD+uKVjgP+8aWtr83bTcvnlUC8T9WcTAHuJcnRX79u3b4eLiwu++OIL3L59m/1uYGDAO19bWxsrVqzAN998gwMHDuCDDz4AoFrS6s7Pr6OjAwsXLkRQUNBjd8D179+ftYHp06fD0NAQSUlJyMnJYYMYLS0tXplzqBso6m3sSTA0NERISAiam5uxY8cO3v/U60VfX5/3nXNb4AZenf3K/vnPfyI9PR2XLl2CTCZjhmV39OvXj/c8c8ZXcXExXn31VVhYWGDdunW9Oup3rlPu+QVUS6d3795l/2tqauIdz/VvCoWC9Y/Dhw/HtWvXcOTIESQlJeH7778HAJ7Rde3aNfj5+UEikSApKQmDBg1i5TR79mycPXsWbW1tGD58OGxtbXHw4EGIxWLWJ3P5fvXVV2FiYoLk5GQcO3YMX3311e96o8bTRDC4/oA8bkQll8u7GFE90fnFrt7p1NXVQS6XQ0tLizfqUf9sZGSEqKgoSKVSpKWldbsF+0nSMzU1hZGREa9DbWhogKGhIQwMDB47qu3NoVb9vLa2NgwaNAj6+vq4fv06+72yspLlq/MI2N/fH3l5edi0aRNGjBjBOuAnwc/Pj/lazZ8/H76+vkhMTMT169d73digPuvAfV+5ciU+++wzZGRksJkvXV1dXlvQ0dFhZaqpqdnjy57reLldmeqjcBsbG94sT11dHSsjDw8PnD17Fjk5OWwnZWcDaePGjRCJRJBKpVi5ciUbGQ8cOBATJ05EWFgYnJ2dYWlpCYVCgcTERFYmVlZWXfwEAdVO09mzZ2PevHnw8PDotS5MTU157amjowPNzc1QKpUICAhAdnY2hgwZwmZOuWMAYMiQIbxQDuoGeVZWFvz9/ZGUlIQTJ06w2arH0fl5VDcCO7c3Ln0zMzMYGBiwOiguLkZzc3MXQ4ujc3+gbrhx6e3duxenT59GVFQURCIRG5iZm5vj7t27aGtrY9dZuXIl4uPjIZVK2eBg2rRpSExMZMdwM2dhYWHQ1NTEmjVrWJqdn/O2tjZmTGlqamLt2rVYvHgxPDw8mKE7Y8YMtmO6tLSU+d+pt0v163K+jj3R3NwMGxsbnD59Grt27WK+U4MGDYJcLse1a9dQXV2NefPm4eDBg1AqlaiursbRo0cxd+7cbp+fwMBArF+/Hg0NDZDL5b3umO78jHLPilwuh7GxMZydnZGdnY2amppeZ2wBla/jrVu34OPjAycnJ4hEIrz//vvIyclBWloasrKyEB0djdmzZ8Pc3ByWlpaIj49HXl4e8xkEVCsFR48eZXXDtVNbW1ukpaUhMjISlZWVMDAwQHNzM/MR5erD398fO3bsYDOns2fPxt69exEYGMjLd0NDA2bMmAEAWL9+PXt+Dh482GO5Pa8IBtcfjDfffBPnzp1jzrAxMTHMCbWkpATW1tZPfC1151WA/+LkZk46x7BSHw3Pnj0bGzduREtLC2QyGVs6ehzt7e24cuUKbt68iXv37uHAgQNs2cTd3R0ffPABGhoaIJVKcfnyZXh6emLy5MlIT0/HjRs3UFJSwnPo7c2BXb2zHjhwIAwMDODp6Ynw8HCUlJQgOTkZP/zwA3upDB8+HAkJCaxjMjAwQFBQED777DPmoAqodndyzuGP46233sLp06cxefJk6OnpwcPDA7t374anp2ePHSugMniuXLmC8PBwXLp0CQCwcOFCFBQUYNKkSczQVCgUvM784cOHrN6eZOll5syZ+Mc//gGpVMpzqH3zzTfR0tKCJUuWIDk5GUFBQdi9ezcAYNy4cYiJicGmTZvYqNzc3ByDBg1CQEAANmzYAG1tbeTm5uKLL77AP/7xD16anp6eOHjwIOuo/fz8cOrUKbaracmSJcjMzMTq1asRFRXFmzVZuXIlLl68iI8//rjXe5sxYwb27t2L6OhoeHl5QVtbGzo6OtixYwdmzpyJzz//HDk5Obzdq1y9jB8/HgMGDMDq1avh7++PoqIidoyZmRni4uIwadIkjB07Fra2tj22w8710HmGlkN9hlFPTw8RERGYPXs2Fi1ahBkzZmDXrl0wMTHp9b4BleENqNoHl55IJIKHhwdcXFzw6NEjNoM2atQoPHr0CBYWFmwWaNCgQXBycoK/vz9ra25ubrC3t4elpSXGjRuHtWvXorCwELt378bly5chEolgaGgIqVTabdtTn6ny8fGBhoYGli1bxn6LjIxEUVERTExM4OPjwzYJqM/g9+vXj5VBaWkpNm3a1GM5GBgYQFNTEyKRCAcOHGBG4ZQpU0BEePvtt3H16lWsX78eBgYGEIlEmDhxIrZu3QpHR0f069ePLWdyhIaGYvjw4Rg/fjwWLlzI24zTHVpaWrC3t2ffX375ZZiZmcHd3R2TJk3C9OnTcefOHXz44Yc97uZUn7FatWoVhg4dihMnTgBQ1W18fDz27duH6OhoxMfHIzAwEJqamkhNTUVpaSk2b96M5cuXM4NILBYjLS0N//jHP7Bt2zbWD0dERODll1+GqakpPDw8MGXKFERHR+Oll17Chg0b2O5HBwcHLF68GN7e3gBUs/ALFy5kxhUALF++HCKRCP3798cPP/yA1tZWHDt2DGPHjsX8+fN7LLfnlt/Ug0zgZxEbG0vW1tY0cuRICgoKIoVCQampqczR/EnZsmULc4D38/NjTuZERD4+PlRbW0snTpzgOcOfPHmStm3bRkQqJ9vw8HCaMGECeXp60pEjR3pMb8+ePeTu7k7z588nsVhMGzZsYP9TKBQUEhJCTk5O5OXlxctLTEwMicVi8vPzo/T0dEpISCAiog0bNtC5c+eIiKikpIQ5AhMR7dixg93b2rVrmeOoUqmkjRs3klgsJh8fH57z77lz5+jDDz9kDuJExBw+1QkNDX2sY6k627Zto/z8fN55eXl5vZ7X3t5OW7ZsoS1btrBNEEqlkiwsLCg3N5cdl5qaSmfOnGHfN2zYwJz8T548yZzMHwe3WSAiIoJkMhnPMb+2tpZ27NhBERERrByJiC5fvkwbNmygAwcOMMdm7ve4uDgqLy+nsrIy2rJlC+3bt4+qqqp4zvtVVVUUFxfH8lleXk4nT57k5Usmk9G2bdvowIEDzPGaS8PJyanX8uNIT0+nuLg4un37NqWnp5NCoaD29naSSqUUGxvL22CSn5/PnMqJVE7JsbGxlJmZye6pqamJdHV1qampiR3n6OjIq5POlJSUsHtQ/0ykcmLmyjAvL4+ViXo5ZGZm8vLZ1NTEc9JWKBTMkZ1IVZ7t7e3sWM4xu6mpiS5cuEBlZWWkVCqprq6OnfPgwQPePXEbVdTzql4uXPqcg7s67e3t3W5maGlpYZ9zcnLI0dGxyzF9ITc3t9dNOs8bAPq0KUrg98dfiDo5AAj8IRk3bhw++eQTtq3898iuXbtQUFDwRIEgfy9MnDgRwcHBPJ8Df39/7N27t0/Lt7+U/fv34+jRo8jKynpmaf7e8PDwgK+vL8/B+VnS0dGBadOmwcjICAMHDkRpaSkvhMHzQlJSErKysp7afS1ZsgTu7u6/qK8qKCiAjY3NU40h9ntjxYoVWLt2bY8+YwK/bwSD6zkhKyvrdxG0syfS0tJQV1f3h3GYbG5uxv79+7F06VKeI+hvQVZWFkQiUZ/8yJ43cnJy4ODg0OuS7NNEqVTi2rVraGtrg62tLW8TiYCAgEBPCAaXgICAgMCfnhs3bmDo0KG/ivqGVCqFq6srzwftccjlctTW1qKlpYXtJORey1z4jydFLpfjhx9+wDvvvPOz8t0ZLho9t4u4r8TGxsLZ2Rm2traIjIxEYGDgn3qGTnCaF3gukclkv5uly2PHjuHo0aO/dTa6paOjAwEBAb3qp2VkZCA0NPQZ5aorx44de+b6khw9Re5PSkpiu0ZzcnIwceLEXsXSV65c2aO2p1Kp/FUEhDnq6up63UH8W7FixQoWFd/W1pYXVf9ZM3nyZPz973//xdepqKjA9OnT8e9///uJjs/IyMBHH32EjRs34q233kJkZCS2bt2KTZs2ddnY1BvFxcXYsGHDz8l2t1y8eJGFjPg5bNq0CVeuXEFrayu2b9/+u22HzwrB4BLoQuetvX9EKisre5XdeBZkZ2cjNDT0mWvkPSmampo4dOhQr8t0FRUVLODsb0FpaelvJgeSnJyM4OBgFt6Co7GxEcHBwcyvzsDAABMnTux1VsPGxqbL7jd1niTcQF/gZKx+r1haWqKgoAAlJSWYOHEiL8TEs+TKlSu/Strm5uYoKiri7djricDAQGRlZSEjIwOWlpYIDw9HRkYGsrKy+uzKoL4z+9eiL0v4nQ1EuVwOf39/FuS3L1q/zyOCwSXAo729/YkFd3/PKBSK34Uw96hRo1BQUPBMptG7m1lpaWlhQrudkcvljx1BV1RU8LTdAgICkJSUxL43NDSw0CQcra2tkMlkvOC7ra2tUCqVaG9v5xlsjY2NvPwqlUpePisqKnDz5k12jIaGBnR1ddHY2MiCp/YFmUwGmUyGyspKVFRU9Hnm4NVXX+0y+7F582bY2Niw0BzW1tZYsGABuz+ZTIZ79+4hIyODp+3p4eHBFBBaW1sRHx+PpKQklqe8vDwoFArIZDJWB9nZ2WzLP1e+hYWFKCwsxOnTpxEdHQ1AFRomKioKsbGxaG1tRUNDA3788Uc0NTXh5s2bLBwKR2FhIQs9Aqhm7Lh6On/+PFavXo3o6GgWtuLatWsoLCzEF198waLf5+bmIjQ0lL+04s8AACAASURBVBfn6UkxMjLihTxwd3fnRV3n4jYtWLAAx44dY7+vWLECK1aswIYNGxAaGgqZTIawsDDWJisrK3l6mFKplJ0vlUrh7+8PLy8v3sxlamoqCwESEhLCm2WcNm1an9rMunXrWIy7vqCjo8MLEQKo6mjcuHHQ19eHo6MjUxy4d+8e3NzcmG/n6dOnAaieTR8fH5ibm8PMzIzlY8GCBYiOjoajoyMLcMsRExMDkUgEMzMzWFlZsTSA/6k01NTUwNHRESKRCCYmJrzy3bp1K0QiESwsLODj44O5c+cCUKlQcOXo5OTEu+6fEcHg+hOTnZ0NZ2dnTJs2DUlJSZDL5Vi2bBkaGhoQGBjIRsXx8fFwcHDAqFGjsHjxYhYQMCkpCS4uLrC1tUVUVBQA1YszKiqKLRGEhYWhra0NiYmJvNHj+vXrWWfX2toKV1dXNDc3Y/Xq1Th48CB8fX1hZWXFrhsZGcmLFVVQUMBGS2lpaUyUlxPmBYC7d+8iODgYo0aNgrOzc58iVWdlZfEiwu/fv5+lHxAQgMjISCYFk5GRwcSD1Wcm1q9fjwkTJmD8+PGYMWMGM3BGjBjB8pKYmMjb7LBy5co+vbgMDAwQFRUFFxcXDB06lLdUFRYWBjs7O3h7e2PEiBEsmGdeXh5EIhH8/f1Zx9jR0QG5XA5zc3OsXLkSgYGBGDZsGKujpKQkeHl5AVAFNp00aRKWLFnCRvF79+7F66+/jvXr1+O1115jSwdLly7Fu+++Cy8vLyxZsoTJ/3z55ZfMOAGAL774gsVlCgwMxIwZM7B582ZYWVmhubkZenp6yMzMxMKFC7F9+3Y4Ojp2mXHqiSVLlrA4RK+88gpu3rz5xOcCqhf84cOHmTFSUVGB6OhoXpuuqalBSEgIAOD69etYsGABli1bhszMTHh7e7OBTHx8PPs8a9YsFBcX47vvvsPf//53ZGRk4J///Cfu3LmD5cuX44cffsDZs2cRGBgILS0tlJaWshhG586dw+rVq/H555+jpKQEt27dwpw5c6Cnp4c7d+7gm2++wfHjx5GZmYnvvvsO69evx4MHD/DBBx8w4/bTTz/F8uXLAag2iSxYsAC6uro4ePAgFi9ejOHDh+P+/ft488030dHRgcuXL2PhwoVob2+Hrq4uZs+eje3bt2P8+PHYvXs3e+k/KT/99BMzuBobG/HFF19gypQpAFQzTvPmzUNAQAAWLFiAnTt34ujRo1AqlbC3t8eUKVOgra2NL774Ai+88AJu377NYlOdOHECmzdvZi/4rVu3QkdHB9euXcO7776LwMBArFu3DgcPHmRtvKioiBnyp0+f5sUTS0tL69Ns0+3bt/skQ8Shq6vLk5JSKpWYO3cuPv74Y7S0tGDVqlVMXDs8PBwWFhaQyWTIycnBa6+9BkAVj2/58uWoqKjAG2+8wfqEhoYGfP/99zh//jwaGhpw+PBhVFdXo7CwEJs2bUJGRgYqKysRGhrK5MKA/8WI27BhAyZPngy5XI47d+7gxIkTrB3v2bMHBQUFqK2txZ07d7Bw4UIA/MC/Wlpav+mGl98Fv2FICoHfGE7ctbq6mqRSKdXX11NCQgKZmJiwmD2cmHB5eTm1tLTQhx9+yMSI9fX1qaSkhFpaWlispX379pGTkxPV19dTS0sLSSQSCg8Pp7q6OjIxMSEiVawea2trFosnNTWVxVfy8PBggtIPHjwgIyMjqqqqovLyctLR0WHxgpYtW0Y7d+6klpYWMjU1ZTGnioqKqKmpiTIzM8nIyIjFrQkKCqIPP/zwicumc1wzdbFXdTHnbdu2kZmZGbW0tFB9fT3p6+uzuGiOjo4svzt37mQC1hKJhMW88vLyIjMzMxafy8zMjCdq2xumpqYsTlZ5eTnLy+XLl8nOzo4ePHhARCpxcBsbG5b/HTt2EJEq5hIAkslkTCBXJpOxMuAEu0+ePMkEna2trVl+udhRZWVlLKZUREQEhYSEsHvdsmULy6+RkRHdvn2bFAoFGRkZsVhPo0ePptzcXLpw4QLZ2dmxWE7c9Xfv3k1eXl7sOk5OTiweW1/oHP/tSbC0tKTjx4/Ttm3byMnJiZRKJS1atIjWrl1Lly9fZqLfZWVlrB1nZmay34lUZcIJ/EZERLD2Y2RkxMqbo3Pb4+41JyeHZDIZOTk5UV5eHu3Zs4cXlyw/P5+GDRvGBME5JBIJi51HpGpzu3fvJoVCQePGjSMbGxsqKSmhhIQEXh0fOHCAMjMz6fLlyzRy5EjKzc2lPXv28ISfoRYbKjw8nAIDA/tUths3biQzMzNydHQkTU1NXiw5iUTSJQag+v3W19eTjY0Ni0V37tw51qdMmDCBQkJCWB+ho6NDRETLly9n/Rd3TXd3d5YeF19PXYSZu8++MHr06J8VM0ssFlNqair7fvv2bdLR0aFly5aRRCKhoKAgJkBtbW3Ni/NHpGp36nED161bx+rLw8ODV57W1taUm5tLGzdu5Ilfc30CkSpWI/csDxs2jC5fvsyOCw0NZWU5bNgwKikpoerqaho3bhyLeygWi5kot1gs/tPHERNmuP7EDB48GLt27UJHRwc8PDwwcOBAODo6QkNDA87OzhCJRDhz5gy8vb1hbm4OPT09BAUFsZmvl156CVFRUcjNzWUzF9999x3mzp2LgQMHQk9PDz4+Pjhx4gRMTEwwduxYZGdnIyMjA3/729/Q2tqKe/fu4fTp02zUrq2tDRcXFxgYGMDQ0BADBw5EW1sbzM3NMW/ePBw4cAAtLS04e/Ys3n77bVy6dAkDBgxgPlIjRoyAgYEB/vKXv2DgwIEsjMKQIUN4S2RPgroMi66uLk9LjlsSGjRoEEaOHAk9PT0MHDgQgwYNQnl5OaRSKcRiMfOpcHd3Z1Prfn5+OHfuHNrb21FeXo7Vq1cjNTUVMpkMZmZmfQo10NrayvyBuGVLmUyGW7duwcHBgS2rTpw4Ebdu3YJcLsfFixcxc+ZMAP+TS1Ff3uPkaqZOnYrKykq0trbyln3efvttNsNVVlYGQBXtOjc3F5988gmuXLnCop1raWnByMiIncuNePv3748FCxbgX//6F0pKSqChoQEHBwdcv34dY8aMYSNh9ThL6qNlY2PjPs8gbN26FZqamj/L+b+5uRkffvghKioqEBsbi5MnT+LTTz/tEv1dvc2oh/DoLH/ELdN8+umncHR0hKur62Md5SsqKpCRkYGvv/4a0dHRsLW1haamJgwMDHiR+MeMGYPp06dj/PjxcHZ25skTqcvUzJ49G1KpFOfOncPUqVOxcOFCXLhwAefPn2e70dra2lBUVITk5GQcPnwY06dPx6BBg2BgYNDFR427T01NzR71O7tDQ0MD9vb2yMnJgVgsxn/+8x9W5zU1NSyyOaCqf/V2GhwcDDc3NzbLKhaLUVZWhsLCQrS1tSEoKAjff/89Tp06xWara2treZJgXP8C8KO5KxSKLjqlfVlS7Gtf09O5gwYNwmeffYbIyEiEhYUhJycHgKqOupMfUi8jdTkofX19nptFW1sbtLW1MWDAAN5zpl4ObW1taG9vB6CaBVfvA4mIKQjMmjULy5cvxwcffICVK1eyPkm9L1N/Nv6sCAbXn5iEhASIRCI4OTnxlsI6vxzUv6t/vnDhAmxsbLB27VpmcLW0tPCm3nV1dVkH4O7ujpSUFMTGxmL69OmYPn06pFIpkpOTWUfPPdzdERgYiC+//BKHDx+Gi4sLTExMoFQqeVPwHNQp2snPCZCo3rno6+uzl2RnOOOCozthcfVrTZo0CZcuXUJaWhreeOMNzJo1C1999RVOnTqFt956q095NDQ05Mn7cMtvneEMmIEDB3YpG01NTZ70Ckd9fT309fXRr18/XscdHh6O8vJyWFtbY/LkyVAqlfD19cW3336LqVOnwtrami3NKJXKLu2J80FatGgRDhw4gEOHDuHdd98F0FV77nH09cVeXFyMhIQEJCcnP9FW/c5oampCS0sLMTExWLVqFT766CPo6+tDS0uL17bUr61uEHYuc65MVq9ejcrKSri5ubGlIi49jiFDhiAgIADR0dGIjo5GbGwsRo8ezbQh1YmOjkZtbS1mzJjB/Lr69++PIUOGsGM8PDxw9epVJCcn46233oKXlxe+/fZbXLhwgS0xDxw4EHPnzmVpchqMQFdfQXWfve7aUU88evSInR8fH4/09HQ2oLOyssKNGzfYsXK5HK+88goA4OjRo6iuruaJUmtra8PNzQ2bN2/GwoULYWVlhbt37yIlJYUFWX3ttdd4fkTcMjrAf44NDQ2ZwdXY2AgNDY0e+6bO/JKArOplyJV5VVUV89Xi2pWDgwMz0js6Otjuzs4ashwtLS28uuIMZHt7e6SlpTHj7fvvv4dYLGbHceXg4uLCtEc7Ojpw5coVdtz3338PiUSCVatWwdLSkqWrfi/qfeCuXbv6LEb+PCAYXH9iNDU1ERkZifj4+MfuYrK1tUVWVhZ7iHNycnjK9mFhYcjOzkZWVhaam5sxatQoXjT0vLw8TJw4EYBqZJ2RkYGrV6/CxcUF8+bNw8aNG2Fra/tEAT05X6dNmzaxrfhOTk4oLS1lnU1paWm3vj199R0wNjbmdQgFBQW8zov7rKmp2e1o1tXVFSkpKey4s2fPwsHBAYDK72rMmDEIDQ2Fr68vLC0tYWxsjP379/c5+rampibzWUtJScGQIUNgZWUFFxcXpKWloaKiAh0dHTh48CCbxZw4cSK++eYbACrflI6ODl75cJ14dHQ0nJ2du7w84uPjoaurC19fX2hqakKhUCAnJweBgYGwt7dHRUVFj0YTZxA6ODjA3t4eBw8eZMFwp02bhrNnzyIrKwtKpRLbt2/vtmPuS30qlUoEBgZizZo1uH//PmurfYGbXZs2bRrzbwJUBq76vXLPiaamZrfthaO5uRmtra1YvHgxcnJy0NjYyIwiXV1dVFdX4+zZsygsLERwcDDWrFmD5ORkpKSkMB3KzmRnZ2PNmjW4ePEiSktL2UyOgYEBsrOzkZiYiOrqagwZMgQTJkxAWloaxowZg1GjRuHWrVswNzdnMxJhYWF4//33ER8fj/3798PFxQUNDQ3dlhv3Eu/fv3+fZzE0NTVZXZqbmyMxMREBAQEoLi7G6tWrkZGRgcjISGzatAnr16/HmjVr0NjYiMDAQNjY2GDTpk0ICwtjz8C8efOQkpICHx8fAKrnMDk5mfl7rlixAgUFBQgODkZoaCiioqJ4hi6Hn58fS8/HxwcDBw7sU5v7Jb5K6mWopaWFxMRE+Pr6Ytq0abCxsWEi31FRUTh69CicnZ3h7OyMtLS0Lmmrf+5uE1FbWxucnZ0RFhaGMWPGsM+c76x6O46KikJaWhocHR0xYsQIiEQi+Pr6srZbUFAAqVSKsLAw1o+pzyYOGjSItZ/ExESW3z8Tf3IPtj83kyZNgouLCy5evMhCQQwePBhNTU3w9/eHq6srFi1ahOTkZLi4uOCVV17B5cuXkZiYiNraWowePRouLi64desWvL29YWBggI8//hju7u5MjLi0tBSpqakAVEtVDx8+xJtvvon+/fvDwcEBzc3NbHnrcaiPyt577z0cOnSIGXGGhobYvHkznJycYG9vj5KSEhw7dqxLx9/XF6yjoyOsrKwwbtw46OjowM7Ojvd/bnmhu9mke/fuYdasWcjIyICNjQ2MjIzQ3t7ORocA4OXlhU8//ZQZYX5+fti0aRNbzusLO3bswIoVK9Da2soTtI2KisLYsWPR0tKCCRMmIDY2FgCwb98+eHt7IyYmBhKJBFOnTkVdXR0b6e/fvx/Tp0/H2LFj8fXXXwNQGQEvv/wyANVOOFtbW7S1tSEqKgqGhoZYsWIFxGIxrK2t8cEHH7DdYmZmZryOXiQS8erC1dUV5ubmzKAxNzdHWloaQkJCcO/ePUybNo0t11pZWbHzrK2tn3jp9e7du3jhhRdw7NgxtlPt888/5y3H9cSUKVN4y5nqSgmDBw9mA4EBAwZg/PjxAAATExPm/A2A7e4CVIMYLS0t6Onp4Y033sDnn38OkUjEXqQuLi548803kZSUhFWrVsHf3x+mpqZIS0uDUqlk4t3jx4/H4MGDWRr29va4evUq9u7di7FjxzJn+ODgYERGRiI/P5/l9ZNPPkFdXR17Ie/Zs4dXT76+vnj11Vdx6tQpGBoaIj4+HgMHDsSkSZNgbW3Njtu9ezdbNndzc2Pt+UmZOXMmHB0d2XdnZ2ekpKRAQ0MDIpEIFy9exJkzZ/Do0SNkZ2dDJBKhpaUFhw8f5s0mcnn/29/+hjNnzrCyXr58OaZPn84GDaampsjNzUVycjLu37+P8+fPs3akbpysXr0aTk5OUCqV2Lx5M+7cudOnkAtpaWk/S4UgNTW1y2yoi4sL8vPzIZfLYWZmxvocLpyGTCaDqakpKwP1GTz15XP1XZ4AePHOVq5ciWXLlnWZ/VVf+RgyZAhycnJQW1sLHR0dlt7Fixfx6NEj5pxfWFjIDF6uTQPgDerd3d159f5nQYg0/yemra0NGRkZsLa25r3MqqurIZfLmYxKR0cHiouL0dzcjBEjRrCXT1tbG/Ly8qClpcV7eNra2lBcXIxHjx7Bzs6O11HV1dVBW1ubPax1dXXQ09Njnci9e/egoaHB0qiursagQYNYZxgQEAAXF5cuenp1dXWora2FlZUVNDU1oVQq8fDhQ5Y2NxOhPuJ6EuRyOV588UVoa2ujo6MD/fv3580IcaO/xy0hcLMCTysshEgkQlpaWo9xnZ4UuVyOoUOHQqFQPDONOkdHR2zduvV3L0sl8Hyza9cubNmyBV9//TVzjxB4MhobGzFr1iw0NDRg4MCBaG5uxvr163ucrT979uwTxyl7nhAMLoE/DBUVFXB2doZMJvtZfjjPI87OzoiPj/9ZM2Odqa6uZksyfTVMfw55eXnYtWvXY6O4Cwg8K9LS0jB48GCMGzfut87KH5aGhgbm1yjQPYLBJSAgICAgICDwlBGc5gUEBJ4JnG9Ja2trn4KWtrW19TlCdWtrK6qrq/vsu/c4Ojo6+qxvWF1d3et9cqE6+gIXFqC36/6S0AR/BPLy8n5VzUmO+Pj4HkN0hIWFAVAtpa1Zs6bXOk5JScHBgwd7POZxahB9JS0tDW5ubnBxcYGHhwfCw8N/VsT7X4OYmBhhebYTgsEl8FRoaGj41TqRX0JHRwfmzp37RC+p7mhoaIBIJPrNBHX7Crer6vfI0KFDWRwwdWfv3igoKHjsUs+VK1eQl5fX5fedO3fCw8PjiUJMPAkNDQ2YPHlynySFAgICetXQTEpK6pPIulwux6RJk3gxtrpj8eLFbKfZ4+hud96TEBYW9ruQaNm+fTs2bdr0s87tzb9o+vTp3e6O9fLyYkL0lZWVSEpK6tWwzcvL67aNcjQ0NPxqWqtc5Pj4+HhERUXh7t27fd75/Gtha2v7p9dO7IywS1HgqbBr1y4YGxvz9Lp+C9rb2/Ho0SM0NTX9rPMbGhrwn//85w8jSWFgYPBUBGx/TfoasLStre2xhtO5c+fwyiuvdNkd9+OPP/6qvmja2towMzN74vhfFRUVKC4uhkKhwPnz53lxjdTpa1mIRCLcvHmz1x2W8fHxvbbZnysGXl1d3a1u57OGM3x+Dj0ZST/99BOGDh2KzZs3s1hmgErEvKOjg9WZra0trl27xoLf1tTUdLszcd26dbx6bm1tRVNTEzuWC+haU1MDpVLJNthUVFRAoVBAJBIxvyiZTAYrKyvcvHkTIpGoyy5pQ0ND3L17l+3S3LZtGwYPHozW1lbo6elBqVTi4sWLKCwshJubG2tHWVlZLAQEEUEkEqGhoQEvvfQSy092djZGjRoFQ0NDNDY24vr163BxcUF7ezvS0tJw//59ODk5sQ1Y6ju7OY1VbuCUnp4OkUjE26z1Z0CY4foTU1dXh7a2NpSUlCAvL491Ch0dHUy8OCsrCw0NDSgtLYVcLodcLkdpaSnrcJubm5GVlcUbwXFLQPfv3+edx9HY2MgbPRYWFrIOsLW1FXl5ebz/37p1C0qlkl2rpKQE2dnZyMvLw5UrV3gvjoKCAt53PT09rFu3DmPHjmX3du3atV6XIuRyOeuE1AN3cvnrfL/c9bKzs5mOoPr9ZmRk4NatW72mmZKSgmvXrvF+Ly0txdGjRyGVSnkdd1ZWFuLj47u8OB8+fIji4mLEx8fzBKMBsN/Vr3X69GneskNiYiIzcOrq6njLIUePHsXBgwefePYyKysLUVFRuHLlCos4b2xszAsiyx3D6eR1ZtCgQbyt8qdPn0ZiYiKys7Nx6dIlFqtJqVSio6MDSUlJeO2115CUlMSWe0pLS5GRkYHk5GSsWbMG2dnZPDHujo4OREZGsnqVSqWIjIzE3r170djYCD09PVRWVqKqqgphYWG82E/dkZKSAmdnZ7z11ltdZpqKi4sRHByM999/n/fij4yMRHZ2NlasWIGwsDA0NDQgNDQU/v7+vNh2S5YsgVKpRHV1NSIjI5GWlgZ/f3+sWbOGLaGmpKSwdpiSkgJXV1fMmjUL2dnZKCgowPvvv4/i4mLMmDEDycnJSExMRGJiIt5//334+vqira0NMTEx8PDwgIeHB9LT0wGowgTk5eXB19eXGbn37t3DmjVr4OLiwtIAVELX69evR1RUFBwdHdHW1obS0lJMmzYNlpaWCAgIYDOGs2fPxqZNm5g+aV5eHtzc3DBx4sTHLsetX78eq1evBqAyoObOnQsHBwe4urqyGcCUlBSMGzcODg4OTB8wICCAXb+7WT5DQ0N89NFH+Oqrr3h1HB0djeDgYJ7xzxn0NTU18PT0RHBwMJydnWFpacnCIOzbtw8ffPABAFWYhlGjRsHd3R1ubm64desWPDw8cPfuXUgkElbPYWFhcHFxQWhoKCZPnszyMXLkSAQEBGDy5Mk8EXKOfv368fqr3NxcmJiYQFtbG0qlEnPmzMGuXbtQU1ODOXPmsNnVs2fPMl3JOXPm4OLFi0hKSmJtt6KiApMnT8YPP/wAADh8+DA718vLC/v27UNxcTFmzZqFvXv3AlDN7HGf4+PjWVgaQBVLUT2o7Z+G30RQSOB3gUQiIT8/P/Lz8yMnJyfy9PQkIpUmnJ2dHTk5OZGZmRnl5+eTu7s70znU0dGhlpYWpt0WGBhI3t7eTCtw586dZGZmRhMmTCBvb29KT08nXV1dnkYal5ZSqSRNTU0qKyuj2NhYsrS0JIlEQhYWFkxTTCwWU2BgIJmYmFBISAjt2LGDJBIJSSQSsrS0JHd3d2pqaqIJEyaQp6cneXp60siRI5m2n6WlJaWnp1N9fT3Z2dmRn58feXt709SpU7stlzNnzpCxsTHLJ/5/vTiZTEaWlpbk4+NDU6dOpTlz5rDyMjY2Jh8fHwoKCiILCws6d+4cERFduHCBzMzMKCQkhJycnFgZdSYqKors7OwoNDSU7O3tmUbZzZs3ycLCgiIiImjOnDlMP1AikZBYLKaIiAgaN24crVq1iohUOn329va0aNEiCg8PJ2NjY6ZzuXv3brK2tqadO3fS/PnzWR3s3r2b6UTW1dURADp58iQREcXGxpKfnx8plUpWn7GxsWRjY8M00h5HQkICWVhYUGxsLK1bt46VY2ZmJtNqu3DhAk2dOpXi4uLI3d2dFi9e3OU6RUVFZGxsTEREMTExZGNjQ/X19ZSbm0sTJkygoKAgOnLkCBERhYSEkKenJ504cYKVzYMHDygzM5Osra1JLBZTSEgIlZeXk6mpKdOavHz5Mr344oukVCpp27ZtNHLkSDpy5Aht2bKFjh49SkQqPb05c+aQVCqlkJAQmjBhwmPvffTo0SSVSik3N5cAUFFRERERtbS0kJ2dHcXGxtLNmzfJ09OT6du5u7uTRCKhGzdu0KJFi8jR0ZFSU1Pp+PHjTAuQyweRqt2ZmJjQtm3b6Pbt2100LOPi4pjW6OXLlyknJ4eOHDlCCoWCjh49SlOnTqX6+np68OAB0wTduHEjnTx5ksrLy2nt2rVUVVVFRUVFpKmpSURETU1NNGzYMMrJySGlUklKpZI8PDwoJCSEFAoF5eXlkampKdXW1tKFCxfIyMiIIiIi6Ny5c9TU1ER2dnZ04MABIlL1E5w2olgsJolEQkqlkrZs2cJ0QJuamkhDQ4Pa29u7lHF4eDgtX76ciIj8/PxYOebn55OFhQUplUry9PSkc+fOkVKpZM8BETE9wu7w8/Oj1NRU2rlzJ3tGzpw5Q2KxmG7fvs00YdXrgkilLctpG8bFxTE9THX9SWNjY6ZHWFdXx67N6ZwSEZ04cYKGDRvG+sudO3eyezM1Ne1RC/T48eMEgJYtW0bu7u40cuRI9pyeOHGCRo8ezY7NzMwkOzs73vkRERGsX8zLyyNra2siUmleOjo6UlBQEBEReXp60smTJ+nkyZM87Uau/olUmqBc+alrOhKp6ltdq/LPgmBw/YmRSCRMRLepqYn09fUpJyeH6uvrCQATIFVHLBbzhJfVBYQ5UV3uuN27d7P/2dvbU3p6OjU1NdHIkSNp2LBhVFVVxToyImJCxkSqFysnpCsWi2nChAmsA+LIzc2lAQMGsHxyHRgR8ToaS0tL9pkzwohUL8XOQr/c75zBVFtbywwFpVLJ0qitrSVdXV2qr69nos/ctcPDw5kxZmdnRydOnKCysjLKz8/niUNzVFVVkaamJrv/9vZ2MjU1pZKSEjpx4gSJxWIm5szdNycqTUQs/bKyMoqIiKD58+ez/61du5YkEgkTpFVPgxMvr6urI1NTU1IoFLR7924KCgpinaO3tzdJpVJKSEggY2NjyszMpMzMTJJIJDwR4O7gRJ85NDQ0qKqqinJycroVAz5y5Aiv81a/XwAUExNDjo6OvHqeM2dOF3Fs9Xbi7u7ORJhNTU15L24/Pz8m4i2RSFh7HTZsGE9AmAMAM9A6iwSrwwmnc7i6ujLhdHWBi/3wdwAAIABJREFUZSLVy5h7mYrFYmboJiQk8AYE6uWlbnCNGzeO/Z6QkEDe3t7sfuLi4qi9vZ1MTExoz549LO9EXQWyt2zZws5Vp76+nhnInBC7hYUF5eTkENH/hI45g5JI9TKOi4ujCxcu8AwHrp3Onz+fvLy8yNPTk1588UV275xhGxcXxxNT1tHR6fY5DQ0NZQaXvr4+icVi8vLyInd3dzI2NqaysjJatmwZTZgwgeLi4qiqqoqd+yQGl0KhYMbluHHj6MKFCzyDq6WlhdVFS0sLzxDLzMxkxk1sbCx7ntauXUsWFha0YcMGunHjBhGpDC71trR27VqytrYmT09PcnV1JU9PT9bGLSwsuvQf6kilUhowYACVlZWRu7s7T0y8swC8ukg1d66ZmRnV1tay34YNG0ZlZWVkYWFB+fn5ZG1tTQ8ePGD9xc6dO1lfxwGAFAoFpaamsvQ6G1zu7u6srf+Z+GM4pgg8NTh/HwMDAwwaNAg//vgji+nUOZjmhg0bYGhoyGRNfvzxR3z22WfYtm0bWltbYWpqiocPHwLoqsc4e/ZspKeno7GxEW5ubmhsbMSZM2dw/fp1vPfeewBUUcZv3ryJr7/+GlevXuX5oPj5+fGCcba2tmLBggX48ssvWT5/+uknxMbGoqio6LHOzY8ePUJ0dDSKiooeu7uIc5QH+NIUnPZYZGQkSktLoVAoeEtCXLBWXV1d5vfwf//3fzh06BCysrJQUVGBt99+u4sIbmVlJTo6Otg5WlpasLS0RHV1Ndzd3REbGwtTU1PMnj0bn3zyCWpra3mivpyPBxddX92Hy8zMDJWVlUxkWj2NESNGoKCgAGPGjIGFhQVycnJw4sQJ7NmzB/7+/mhvb0dqaiqOHDmCr7/+GsbGxrh+/ToUCgXs7e17lWNqaGjA0KFD2XcjIyO0tbXxRIHb29tx6NAhnDlzBpWVld0602trawNQReG2tLTkCUYrFAr2f0DVBtTbyZAhQ6BQKKCpqQkbGxtejCCJRIKAgAAEBgZCKpXin//8JwDV8qK64LY6nA+Xrq4uamtruz1m7969+Omnn5h/Sm1tLa5fv46///3v6OjowIABA9ixLS0t7LOWlhZbEtTT0+tWikUdTU3NLuerL9UqFApoaWkhLy8PmzZtwquvvop33nmH55fEoa2tzWs3NTU1WLZsGerq6lhQWvV6u3//PoD/iXCrn8tpm5qamrJgwYCqzAYMGIBjx44xnyJ11MtWvQ6700oF+LqrAwcOxPHjx7u0n7179+LSpUvYt28fVqxYwVQrevJBUxdOj4yMhI+PD8zNzVkMQC5d9fzr6el10Vrlvqv3Y1u3bsXy5cuxZ88eODg4oKqqqovP5QsvvAAHB4du49NxbflxcP5hZmZmOHToEOzt7REbG4v3338f+vr6qKqqYsc+ePCAaaTeu3cPq1atwrfffsvr89zc3PD5559j8ODBGDNmDIYPH47Y2Fi8/vrr6N+/PwYNGoTy8nJ2fGVlJU/EnGszjx496iKc3Vc91OcBwYdLgNHW1obBgwdDQ0OD90IHgIyMDBw+fBj79u1jv+nr62Pbtm24ceMGZDIZsrOz8frrrwPo2qG9++67+O6775CcnIw5c+bAz88P3377LdLT0/Hmm28CUBll+/fvh5ubG9zd3dm53UU9X7t2LTw9PZmuXHFxMaZMmYIBAwZg9erV3Tpj5uTkwMnJCSKRCOHh4T1Gf1eXE+LIzs6Gh4cHnJ2dERkZ+dhzNTQ0eNI2n376KaKjo5GcnIyvvvoKo0aN4h3PGRDqIQw4Q05fXx9SqRTXrl1Dv379kJiYCF1dXd6LtqOjA0qlElpaWtDU1GRGL/C/Dvqll14CwJf9qKurY53rzJkzkZSUhLt372LUqFGYMGECwsLCMGXKFCbQrKuri9WrVyM8PBwrVqxgguOPo7NQNidkq/7i/vDDD1FZWYlvvvkGO3bs6NaI4Y4/fPgw5HI5Pv/8c/Y/XV1dXsfdr18/nt9NQ0MDtLS00NHR0cXx3s3NDSYmJnjvvfcwZ84c9mIfMmQI7yXSXV4UCgWvDjjq6upw6tQpFBYWQiaTQSb7/9g797Aoq7X/f5UBhoNAQMArFFNC4JZTokKBMiYkKiAiCjYUlLhFBURBIdFkbzFxez4kvOLeYGJiHlIzMLHApIRARSChYMckkKAchgGEmNH798f8Zr0zgqeOe+fzua6u8JnnsJ61nrXWvda61/2tw/Xr16GpqYm8vDzweDxm/AIKwWRluevp6TG/urt37zLDXJlu1TollUohl8vV8ldbWxtdXV3s38rvwMLCApmZmfjss8/wwQcfAFDIEKkOOO41fg4dOgQ+n4+ioiIkJCRgxIgRrE4ojVhAYeQpjXVlGq9evTqk8oGhoSG0tLRQWlqqpixxb3r7+vrU6sL9AmmqduDjxo3DgQMH2L+VPlxisRgvv/wysrOzoaury77/YcOGQSqV3nfQpXy/0NBQBAUFMYkbTU3NQQMmZV1VrXc8Hk9NrFnJ8ePHYWRkhBUrVkAmk6GzsxNGRkYQi8WoqKhAdXU1wsLCcPr0aVRXV6O9vR3l5eUsf3V0dB640UKZJ8OGDYO5uTmys7OxYsUKtLS0YM6cOfj3v/+No0ePoq6uDomJiZgzZw4AYOHChRgzZgw6OztRVFTE8kkkEmHXrl2YN28eAIV00po1a1jd9/X1xffff4+MjAzU19cjMTERISEh0NXVhY6ODsurl19+GadOnUJtbS127twJsVj8RBpc3AzXE05xcTGCgoKYmLGHhwe0tLTUOqeWlhaEhobivffeQ0tLC5qamuDu7s62nru4uIDP5yMjIwPLly+HgYEBXFxccPnyZRQXF8PFxQVWVlbQ19dHdXU12wIdGRkJfX19ZvicOXMGH374oZqu3FDk5OTgxIkTyMjIQFFREfh8Pkuvu7v7ICd9QGGUKAV9nZyc0NTUdF+1+nHjxmH//v3Q1tZWc0ivr6+HjY0NBAKBmhPzvaiOQCMiIrB06VKkpaWhv78fx44dw7p169RGkVZWVvDw8EBSUhLCwsJw/vx59PT0wN3dnW1IGDduHPr6+qCvrw9PT0/I5XIkJiZi2rRpOHHiBBwdHdnMZHFxMXJzc8Hn87F161a89957MDIywrJlyxAZGYm4uDh88803qK+vZ9u2w8LC8Nxzz2Ht2rUAFCLA06ZNY46uvr6++Oc//4mkpCTY29ujsrISTk5OiIiIgK2t7ZAxd6ZNm4bU1FQEBgZCLBYzw1m1o+zu7oZMJkNubu59xWxVZ2GVYr0vvPAC/Pz84ObmxhzEt2zZgujoaERGRmLy5Mm4ceMGmpqaIBKJUFlZOeTMQHJyMkJDQ1FWVsaOrV69GtHR0aipqUFTUxNMTEywceNGAIqZHwMDA/D5/CENgezsbAiFQrXZPwMDA0RGRiIjI4M5n0dHR+POnTtobGxk5abakap+08p86+jogLm5OfT09CCVSmFkZKRWT1WFhvX19dHf3w+pVAonJye4u7ujoaGB6UCOHTsWLS0t8PT0hEgkGmQc2NjYYPPmzfDz8wOPx4OxsTFLn1AoRGxsLFatWoXy8nImrpyRkYGOjg74+fnB3d19UJ7z+Xzk5uYiJCQEAoEALS0tmDhxIjIzM9VmefT19ZmQN6Aw8B4WvXz79u0ICAjAzp07wePx4Orqiv379yMuLg7ffvsttLW14evry8olNDQUPj4+mDhxItMAVH13Zbp5PJ6agW9sbKy2I1a5+/T27dtM31X5Dg4ODgAUs+TK9zl16hTeeecd8Pl8bNmyhZX98uXLsXnzZgQHByMwMBA5OTmIiooCj8eDkZERUlNTASjq5YNktywsLBAZGcnS7+Pjg+3bt+P06dOIjIxEcXExtm/fjn/+85+YMmUK09BVtsEFBQXo7e1FYGAgBAIB3N3dER8fD5FIxJ7/3XffsXbD1NQUV69eRVpaGoqKijBhwgS2YiGTyVhaAwIC8OOPPyItLQ3e3t7Izs7+j99N/VvARZp/glm0aBE6OjpQVVUFMzMzbNmyBa6urpDJZPD09ERpaSkAxY4t1WUIuVzOOo7169fjww8/BI/Hg0gkYruGSktL8e6772LEiBFITk7G6NGjkZOTg5s3b7Jztm7dihEjRmDBggUAFLuAcnNzcefOHSxatAiNjY1Ys2YNNm7cCCcnJyaIHR8fz0bbPT09cHFxQUxMDGJiYvDjjz9i9OjRGDNmDFxcXODq6gpbW1tkZmZi7NixWLx4Mdrb2+Hk5ITm5makpqYOWhoTi8VISEhAb28vIiIi8PXXX2PlypWQyWSIiIiApqYmRCIRrly5gmXLlrF8SE9PB6BotCorKxEfHw9AIRSs3P02b948zJs3b1AHIpFI8Pe//x3d3d346aefsGbNGtja2qK5uRmJiYnQ0dGBhYUF3n77bejq6qKpqQnbtm2DTCaDubk5lixZAiMjIxQVFbHy6ejogLu7O9544w32vK1bt0IsFkNXVxcrVqxQW57bunUrQkJCYGlpCalUiuzsbISEhLDt6729vXj33XcBKDqeBQsWwMDAAMHBwXjttdcQFBSk9k4DAwPIyMhAX18ffH19UVVVhaCgIDQ3N+PgwYNISUmBRCLB+++/D0BhoCl3saly+/ZtnDx5ko2y6+rqIBaL4ePjA4lEgosXL8LY2BgvvvgitLS0cPjwYbS2tkJTUxNBQUEwNzdHe3s7qqqqBmk2njx5Eu+++y771lWP37x5Ezo6Opg7dy60tLSQn5+PSZMmMYPn66+/HmRkKmWn7v2m2tvb0d3dDYFAgNbWVly+fBkjR46Era0tCxHQ1NQEHR0dmJiYoL29HXK5nOW9MhyA6t/KUALKzlIqlUImk7HrNTU1YWBggPb2dnR0dEBTUxOWlpZDGi/KGVJVxGIxZDKZWliC+yGVSiGVSqGvr68m9D0Uvb290NLS+sUSMCkpKejo6BhyiZTjj6Wurg65ubkoKyvDqVOn/ujk/Ofwx7qQcfyRzJ8/n7Kysv7oZPym1NTUkKWlpdoOJSKFo/rs2bPVHPU5Hp/u7m7y8vJS24zw34JMJiN7e3u2CYTjv4e1a9fSqFGjmKM9x38W6enpFB4eznZtcijgZrieYLKzsyEQCAaN+v8stLW1IS4uDpaWlvjb3/6mNhXf39+PtLS0/4jgrBx/DP39/SgpKYG7u/sDl2k4/vOQy+X/NcGIOTiUcAYXBwcHBwcHB8dvDLdL8Qmmp6dnSImL+8mo3Ls751Gor69/LKHih1FSUvKz0qF6vZLfQviWg4ODg4NjKDiD6wkmLi5uUHiD1tZWGBkZMU0+AwMDWFhYwNTUFPv373/sZ0RGRj5wR9/jEhoaOkiu5lE5c+YMXnrpJdTU1KCiogITJ04c5CzNwcHBwcHxW8Atgj/BxMbGDtopZG5uzma4fo1dQAYGBmoxdX4NOjs7f9Z1vr6+KCwsZIKtFy5cgJub26+ZNA4ODg4OjiHhDK4nmIGBgZ+1PJeTk4Pz58/DxMQE0dHRbFv60aNH8cUXX2D48OEIDg6Gp6cnE6pOTExkIrf29vaQSCTYvn07hEIhDh8+DA0NDaSlpbHYLNnZ2SzGVlRUFFxcXNjzlW6HYrEYBw8exJUrV2BjY4Nly5ax6NZZWVk4f/489PX1MX36dOjq6sLT0xO5ublsk8DRo0dZTDAODg4ODo7fEm5J8QmmurqaxYd6VDIyMpCRkQGRSAR7e3t4e3tDJpPh9OnTWL16Nfz9/REcHMzuy+PxcPr0aUybNg3e3t4QCoUsIN727dtRVFSE5cuXQyKRICEhgT1j3759iImJQWhoKHx9fXHp0iWWBmUQRmXwvc2bN8PCwgKurq7o7+9HTk4O9u3bh7i4OLi7u2PmzJkAFIEXVeUycnNzf1H+cXBwcHBwPCrcDNcTzuNG+83NzUVkZCS0tLRgaWkJPT09fPXVVzhw4ACWLl0KHx8fAGAzR7q6uoiIiGCzSvPmzcPAwACGDRuGrq4u5kOmjD4MKIJOLl++HK6urgCAWbNmYc+ePfjnP/8JAwMD3L17FyUlJejv70dycjIAhT/a+vXrcfbsWUilUtjZ2WHcuHF47rnnoKmpyQJUqspvcBt0OTg4ODh+LziDi+O+DBXnpqWlBdXV1Uw6x9/fHyNHjkRXV9cgwWpAYXDdq/3V09PDImgP9bxbt24xUVVA4VemdG6XSqVMw05V/gMAnn32WUilUsydOxe7du1CaGgoWlpasGPHDnaOqsDszZs3H5wBHBwcHBwcvxKcwfWEc78QEPdDqa+lFI1WPV5bWzvo/KFCQvB4vCHDUSgNM4FAgOrqajYrpqq/aGFhAR0dHZibmzNxVxMTE/T09KCyshIODg6or6+Hjo4OsrOzBwW0VDX+VI2viooKNT8xDg4ODg6OXxPO4HrCGRgYuO9vQ6ndJyUlISQkBLdu3WJ6excvXsSbb76JgIAA/OUvf8H333+P/Px8lJaWMod6Vfr7+wfNnuno6LAZshUrVmD27Nno7OxEZ2cnLly4wEJS8Pl83LlzBwKBAK+//jpeeeUVhIeH49SpU5g+fTpcXFwgFotRW1sLR0dHSKVS3L17Fx988AF8fHxw584d9kxDQ0MAQFNTE1588UXk5eUN0vHj4ODg4OD4NeAizT/BVFRUgMfjMVX7eykvL0d/f/+gnXwVFRX45JNPYGhoCD8/PybUW1tbi7y8POjq6iI4OBimpqY4d+4cBAIBbGxsACh2H86dOxd3797FiRMnEBYWBkCx41AsFrNZrdraWhQWFuLpp5+GUCiEqakpAODcuXNwdHRkS5JFRUWora2FlZUV/Pz8ACgU7efMmYOQkBAAClHmyspKZGdn4/Tp0+y8oqIi9rzc3FzMnj37FwvqcnBwcHBwDAVncHH86di9ezf27t2LV199FQDwySefIDMzkwsBwcHBwcHxh8EZXBx/Sm7duoULFy6Ax+NhypQp0NPT+6OTxMHBwcHxBMMZXBwcHBwcHBwcvzFc4FMODg4ODg4Ojt8YzuDi4ODg4ODg4PiN4QwuDg4ODg4ODo7fGM7g4uDg4ODg4OD4jeEMLg4ODg4ODg6O3xjO4OLg4ODg+K+kt7cXt2/f/t2eJ5FIUFlZCUARrLmmpuax71FXV8fuoUprayva29t/cRp/DYqKiphm7aPS1NSEnTt3/kYp+nPAGVx/AHK5nGkYtrW1IS0t7Ve5r0QiGVK78F7q6+tRV1cHACgpKblvg9XU1PSrpOtRqa6uRk1NDerr69HT0/OL7tXa2or6+vpBx5uamlgjWVFRgeLiYpSXlz9Svv2alJeXo6io6Hd5llgsxu7du3+XZwFASkrKkHn/e5OUlIRz58498Jz169ejpKTkZ92/tbV1kDD7w8jOzkZERMTPet69SCQS+Pn5PVI9TU1NxcaNGwcd37dv36D0nDlzBlFRUWrHSktLERgY+MBnFBcXw9XV9XetS3FxcVi5cuUjnVtdXQ1zc3O4uLjAxcUFPj4+OH369GM97/r165g+fToAhVGyYsWKx07z4cOHsXXr1kHHDxw4AEtLy8e+36+NWCzG5MmT8cUXXzzWdS0tLVi6dOlvlKo/B5zB9Tsjk8ng7e2Nffv2AVBoA2ZkZPyizre6uhoBAQFwcHDAuHHjYGVlhZSUlPt2BqdPn8auXbsAKDql5ubmQeeUl5fjmWee+V1HXJ6enoiNjUVSUhLc3d0xbdq0n914b9y4ccjI8gkJCZBKpQAUjfWuXbuQkZEBPz8/eHp6QiwW/6J3eFSqq6tx/Pjx3+VZbW1tyMjI+F2eBSjkl35vY30oSkpKhhRJV6WoqOhnG4ezZ89+rPfs7+/Hxo0bkZqa+rOeN9T9lJJXD8PU1HTIztzFxQX79+9XE57Pzc1Fdna2Wl3Iz88fUhf13mf4+/sPEoz/LTEzM3tko5fP56OjowMVFRWoqKjAypUrERoa+lh1XkdHB/r6+gAAqVQ6SBP2UbjfNREREaioqHjs+/3aCAQCdHZ2PraurPK9fulg+c8MZ3D9zuzbtw9yuRzR0dEAAH19fSQmJv7sGQipVIopU6bA2dkZDQ0NEIvFKC4uxvHjx7F27dohrzEyMnrofZ2dnVFSUgITE5Ofla6fg5GREaKjo3H06FFcuXIFenp6ePfdd3/Wvd555x2Ul5erHWtvb0dDQwPc3NzYsddeew379u1DSUkJRowYMeQswH87d+7cwfDhv19Vl8lkv9uzHrTsoampyRr/+6XpxIkTCAgIeOh9ZTIZM9SVtLa2QiaTobW1Ve34rVu32Pmqv929exenTp2CgYEBO6a6JCWVStU6/7q6OkgkEtTU1KC9vR29vb2oqalh72JhYYGQkBCmKwooZnDPnz/PZq0lEgny8/Nhb28PCwsLFBQUqL3HuHHjYG1tjbNnzwJQiNl//PHHmD59Oo4dO8bOO3jwIF555RX2b7FYjPz8fLWlsaeeegrPP/88M0gGBgaQn5+PU6dOYWBgAABQUFCAa9eusWuOHj3K0tPb24v09HT2flevXkV6evqggUlvby8yMzORk5OD4cOHqwnSHz9+HDt37lR7hhIej6dmnPn4+GDMmDEoLS1l+b1+/XokJiaqXT8wMICcnBzExsbi2rVr7JsaOXIkM+gHBgaQnZ2N2NhYpKWlsXeQSCRITk7GggUL2HsMGzaM3VsmkyEiIgLnz59HdXU1srKyBqVbyc6dO9Xap+TkZBQUFABQlPu9BlJsbCy8vLzg5OQEJycnJCUlYf369Wr56ePjwwbclZWVGD9+PABgzpw5GBgYgEwmQ2JiIpydneHp6cmel5iYyO77l7/8BbGxsayNuXv3LgBgzZo1SElJQWtrK8aPH88GJ2VlZY9tzP1Z4Ayu35H6+nokJiZi8+bNasf9/f1Zg/e4HD9+HM888wzWrVvHhJcFAgG2bt2K9957jzVm5eXlWLRoERISEgaN6MRiMeLi4hAZGclm2np7e3Ho0CF2Tm1tLWJjYxEREYHc3Fx2fPfu3aipqUFSUhKys7MBKCp/QkICIiIisHv3bsjlckilUqSlpSEiIgIpKSn3nXnQ0tICoOgsJ02ahI6ODgCKhjoyMhJ+fn7Iz89n6Y6IiEBJSQmCg4MRFhbG3u2LL77A9u3b1e595MgRvP7662rHlEu7AODk5ISamhrI5XLs3LkTvr6+CA4OZo1MS0sLFi1ahKNHj8LX1xcRERHseWKxGNHR0RAKhfedwTh37hymTZsGb29vNWOwuroaYWFhEAqFCAsLY2WWlJSE9PR0xMXFwdPTE8uXL0dPTw9SU1PVvqH6+noIhULI5XKIxWIEBARAIBDA19cXNTU10NbWxt27d7F8+XK4u7tDKBQOOaovLi6Gp6cn3N3dERwczGY3y8vL4e7uDldXV/j5+bE8W716NTw9PTF69GgkJCSwzkxHRwc5OTnw9PSEvb09jh49yp6RnZ0NV1dX2Nvbw9fXF01NTZBIJDA1NWUdWW5urtrsZHBwMDIzMzFu3DgUFxez43Fxcdi0aRMAICwsDE5OTrCwsGCzeTKZDOfOncPo0aMxevRorF69etA7jxs3DqdOnQKg6HAdHBwgFAoxbtw4VhcOHz4MW1tbvPrqqxg9ejSamppY2b/55ptstljJhg0bsGjRIowcORJLliwBoBhoOTk5ITY2FmPHjmVLnbNmzWKzS3v37kVkZCS7z7x583D9+nUcPHgQIpEI8+bNw5o1azB+/HhmUE2fPh0//fQTAGD79u0IDAxEVlYWJkyYgPLycty4cQPHjh1DdnY2srOz8eqrr7I6pSQgIAB5eXkAgPPnz8PW1hZvvPEG9u/fD0DxbdfX1+Pll19m5SMUCvHZZ59h8eLFCAsLQ39/P27cuIHw8HAACkPD2dkZJ0+eRF5eHiZOnAixWIyrV6+yZaf+/n7MmzeP+f189dVXWL9+PTQ1NbF582a8/vrr6Orqwp49e7Bo0SJ23+effx6ffvopqqurceDAASjFUgICAnD8+HEMDAxg8uTJqK6uHlTewP/NwEilUvzwww8wMTFhy2iGhob4n//5H7z66qus/JcuXYrdu3djwoQJ+Oijj9j3r2yrAGD//v0oLy9HUFAQvv76ayxbtox9Cz/88ANCQkJw+fJlAGCDWJlMhnnz5kFfXx9eXl5oamrC1atXh0wzAAiFQmzbtg0AcPv2bbz33nvYsmULAEXdvXdQsXz5cuzfvx8ffPABbt68CQcHB7i6uuIf//gHAEWbfvHiRdZuf/7553BxcQGgqAv9/f1obm7GnTt3kJubi4SEBLz55psAgBUrVuDUqVP48MMPQUR49tlnWX5oaWlh9erVOHnyJKKioqCnp4fy8nLWPrS1tTGXlicO4vhdkMlk5ObmRvb29hQSEkIbNmxQ+93a2poaGhoe+77x8fGUnJw86HhfXx9pa2vT2bNn6datW2RiYkKpqalUWFhIbm5uFBkZSUREXl5eFB4eTgUFBZSVlUU8Ho+uXLlCjY2NZG1tTUREDQ0NZGlpSbm5uXThwgXy8PCgHTt2EBFReHg42dvbU3x8PH388cfU1tZGo0aNoszMTCopKaG1a9dSY2Mj7dixgzZs2EA1NTXk7+9PS5cuHZRma2trOnDgAMsvLy8vio+Pp76+PhKJRFRQUEAXL14kMzMzqqqqooaGBuLxeJScnEw1NTW0cuVKmjJlChER7dmzh7y8vNTu7+HhQTdu3GD/njFjBp08eZKIiDo7O8nR0ZESExPpxo0bFBMTQ1VVVZSfn08ASCaTUUNDAwGgTZs20Y0bNygyMpKmTp3KnnfkyBHq7OwkNzc39h5KqqqqyMTEhI4dO0aNjY0kEokoKiqKiIgyMzPp2LFjJJPJSCQS0cqVK4mIaOHChWRtbU1Xrlyh7u5uMjMzo48++ogaGhpIW1ub2traiIgoOTmZVq1aRUREY8aMob2s/fuTAAAgAElEQVR79xIRUVlZGTU0NFBVVRXp6enRhQsX2H3nzp2rlr7GxkYyNzenkpISIiLatWsXeXh4sG9s165dRERUU1NDMpmMDhw4QF5eXtTd3U1ERCEhIbRp0yYiInJ1daW1a9eyb0dDQ4O6urqopqaGrK2tqbGxkYiI1q1bR/b29kRENHPmTDpy5AgREc2ePZvs7OyopaWFuru7ycTEhNra2igzM5NmzJhBRETd3d1kbW1NLS0t7PjAwAB7pvLbXrJkCRER3bhxgzQ0NAZ9c2PHjqXMzEySyWRkbW3N8ui7774jV1dXIiLy9/dn5dnb20symYyIiAAMWWeXLVtGdnZ27D2vXbtGenp61NnZSUREFy5cIEtLS+rt7aXExETatm0bERFNnTqVvVNDQwPZ2dkREVFiYiJ7DyIiZ2dnysvLY2lQfcatW7eooaGBtm3bRgsXLmTX9PX1kYeHx5BtRWFhIRkaGlJ3dzeFh4fTrl27qLu7m3R0dKiqqoq2bdtG3t7eRKSol4aGhtTV1cXua2ZmRkeOHKGamhqWnnXr1pG3tzc1NDRQQ0MDeXt7U2ZmJjU2NhIAunHjBmVlZdHcuXPJzc2NiIgiIyNZ+gwNDam3t5eVtbGxMX388ce0YcMGlhYiopiYGAoPDx/0TpGRkXTo0CG1Y8r6Gx4eTuHh4WRjY0MikYiIiObPn0/Lli1j565du5ZCQkLoxo0bBIBqamqISPFdKNtFZR24l7y8PHY8JiaGRCKR2neSnp5Obm5ug9rBrKysIe+niqurK125coUOHDhAIpGIrK2tqa2tjZYuXUrp6elDXrNw4UKKj48nImLfeWNjI23YsIESExPJxsaGiBTt49mzZ4lI0RYry5iIqKWlhQoKCuhek2H+/Pk0a9YskslkrPwXLlxIXl5erPyI1OtKXl4ejRkz5oHv+Wfl8RegOX4WJSUluHbtGg4cOAArKyu8+eab0NXVRWxsLADg6aefRmtrKwQCwWPdt62tbchr+Hw+fvrpJwwbNgxHjhzB+PHjkZycDACIiorC559/zs5dtmwZnJ2dASgcnj/99FNERESgr68PAJCZmQkPDw+EhIQAANLS0hAWFsbSPn78eDbjkp+fD0NDQzZSVy7fKc8FAG9vb3z88ceD0qyjo4Nly5bhb3/7G1pbWzF58mT8/e9/B5/PR05ODjvPwMAAbW1t0NfXh1wux8qVK2FgYAChUMhmv+4d7V26dAmWlpawsLBgx3p6ehAfH4/FixcDACZOnIhVq1bBwMCAjbqVyyPK6XBDQ0MkJCQAAIKCgth7KUfgra2tsLGxGTSLUF5ejvHjxyMoKIjlgXLEq8yr9vZ2GBsbM7+1/v5+BAQEsFHn2LFjIZFIIBAIMHnyZGRmZiI+Ph45OTn48ssv2RLUggULAChmbwDFstXzzz/PZo1eeOEFNmun5Msvv8SLL77IymvhwoWIiYlBU1MT7OzssHXrVvz0008ICQkBj8fDkSNHEBISwvInKioKKSkpSEhIgL6+PoRCIQDFbKuVlRW+/fZbfPPNNxg9ejTzBQoLC8OaNWsAAIGBgfjss8/g7e2Nq1evYtGiRdi2bRt8fX3x4osvwsTEBK+99hqWL18OsViMgoICCIVCmJubo6mpCcHBwWozvEqUeWBhYaG29KREW1sbPB4PV69eRW9vL5KSkqCjowMej8fKwdvbG0uXLsW5c+fU6goAVkdUkcvlzJcSAG7evAlTU1O2lO/p6YnW1lY0Nzdj1qxZ2LhxIwIDA6Grq4ugoCBs27YNo0aNwquvvgoAICI1Xy1lnitpb29Hc3Mzhg8fjrfeegsymQyampqsDABg3bp1GDFixJBuBkKhENra2rh48SKOHDmC5ORk6OvrIzg4GCdPnkRpaSl8fX0BKGY+9PX12bIon8/Hs88+i+vXr7O8BoDm5mbcvHmTOYePHj0alpaWsLKywqRJk/Dhhx/iyy+/REREBNavX4+amhoUFBTg8OHDAAANDQ3o6uqy9zU2NoZEIsHNmzcxevRo9hxDQ0P297Vr17Bt2za0trbi0qVL8PDwGPSuAFg7qKury/zaNDU18dRTT7FzHBwcUFpaymZlRo0aNeg+I0aMYH/X1dWxduvmzZvst7///e94++23IRQKIRAIcPbsWfD5fBARampqYGxszO6h+vf9eO211/D555+joKAAixYtwogRI3DixAmUl5ez2VRVTp48ibKyMly4cAGAYlnVx8cHhw8fxldffYU9e/YgPz8f+fn5qKmpgY+PD7u2u7sbra2tWLBgAQwNDTFy5EgAiuVTLS0tFBQU4MyZM/j222/B4/GY756JiQmqqqrQ2dkJXV3dITdlaWtrP/Rd/4xwBtfvRFFREV577TXMnDkTgMIAOXz4MOuwJRLJz/KXsrCwUHN4VdLS0gIAsLe3R3l5uZqfB/B/6+yA+tS4jo4O+vr6oKGhAR0dHQCK5UVlZwYAVlZWaG5uZlPrzzzzDPtNKpWqNURKCgoK8N5770FfXx9isXhIx9q+vj68++67zGBQ0tPTg3Xr1uHSpUuwsrIa5DOj6p+kfC/V9ALARx99xKbDlejr62Pt2rUICwtTO97W1oYlS5Zg2LBhagaa6v2V0P9fzkhPT8exY8cgEAhQXV0NGxubQe+n2sjw+XzWWWdnZ+PgwYOws7NDdXU1a3jv7VhVWbhwIebPnw97e3s4ODjA0tIStbW1QzrkDhs2TK3RU3ZkqshkMjXjQelnwuPxsGDBAowePRr5+flwcHBAbW0tiGhQHqsuz96LMt80NDQG/SaXyxEaGorU1FS4ublhxowZeOWVVxAYGAg+n48ZM2awdL/11lvYuXMnLl++/FDncx6Px9J0P8dqpRFmaGiItrY23Lp1a9A5sbGxmD59Os6dO4eJEyciLy+PGa9DGXHKZysZOXLkoOdraGhAU1MTbm5uuHbtGg4ePIjp06fDwcEBS5YsQW1tLfPzvPcZ95axtrY2RowYgZEjR7LlUVWKi4tx7NgxnD9/flCZKfHx8cGWLVvw7LPPwtbWFgDw17/+FQkJCaiurkZmZiYAxcCwv7+fGXWAon7e6yOora2NCRMmDBkmYMGCBcjJyUFtbS1ycnJw6dIl/O///i8AwNXVFQDQ1dWF1tZW1m4pv01dXV215fC7d+9iYGAAEomELQ97e3urDfDu5X/+538G1S0iUit7pR+eqakpeDwempubmSGvdIdQbTd9fHywevVqREZGIj8/n+1eNDIyQnp6Onp6emBvb48ffvgBcrkco0ePRmpqKsaNG8d2rqrW0Z6eHjUjRsn06dMRGRmJmpoafPzxxxg+fDjWrVuH3t5eVm5KxGIxXn/9dXzxxRdqdX7q1KnYsGEDnnrqKVhZWeG1117D22+/jVmzZqldz+PxcPLkSXh6eiI1NRUtLS3IysqClpYWG9gdPXoUenp6ate9/fbbaG9vR0BAAL788kvo6urCzMwMTU1NEAgEkMlk6Orqum/5/JnhDK7fCSsrKzWfAolEwkZXcrkczc3Ngzr3RyEsLAzu7u6orKyEk5MTO56amorZs2fDysoKAoFAbRdkT0+P2gyQsqK3tbWhubkZDg4Oag2Sg4ODmlN/dXU1nJycWGOg2plYWloOuXNr8eLFyM/Ph42NDbZu3fpYPmvl5eXMQbe/v/+BW/2VaVJ9P6Uvz70d9P0MhOzsbGhqaiInJwc9PT3YsWMHc7jt7u5WO1f57osXL0ZdXR1sbGwQHBzMjFUlFhYWauXf0tLCzklJSUFBQQFsbW2RkJDAZlZ4PN4gA0+Jn58fzMzMEBkZyWb/bGxs0NPTg6KiIgiFQrS0tEBXVxdyuVytjIYydoVCISIjI1FXVwdbW1ucO3cONjY2LN3u7u7w9PREaWkpxGIxgoKCkJGRgYiICPB4PJw+fRru7u5q7wcovpWenh7Y2NhAQ0MDcXFxrCM9c+YMbGxswOPxwOPx4ODggPj4eHz66adsVm/fvn1qflsRERF4+eWX1WbsbGxssH37dohEIvz0008svXK5nL3r/XaGKfPFxsYGjo6OSEpKQmpqKm7fvo3Lly9DKBSioKAAjo6OiIqKQmZmJvu+LS0t2a4yBwcHds8RI0aoOaZbWlpCLpczv7bTp09j3LhxrP4LhUJs3boV33zzDSwsLCCVSlFSUsLKVV9f/4HGbE9PD8aOHQu5XI7du3dj/PjxaGhoAKAwBCIiIhAaGorLly/jzp078Pb2HvQNBAcHY9asWWp1RLlrVyAQMMPH1NQUnp6eWLx4MUQiEcrLy9Hc3IzQ0FC1NIaFhWHGjBnw8vKChYUF8vLy8MYbb8DFxQUBAQGIiopCZGQkNDU1ERwcjNGjR2Pt2rWsnAIDA7Fo0SIEBASgoqIC5ubm8PPzg4ODA6ZMmYLdu3eDz+fjzJkzcHR0hFwuR19fH8RiMbZv346ioiKMHTt2yPzq7+8fZHDFxcXBy8sLZmZm4PP52LBhAw4fPgw+n4+goCBERERAKBSisrJySONdR0eH7c7Nz89n54SFhcHIyAhGRkbg8XiwtLRks6dWVlY4ceIE/Pz8YGNjAz6fz/Jw8+bNKC4uHtTW2dvbo6WlBf7+/uDxePD29sasWbOGDMcQGRkJuVyOuLg4AAoft+XLl8PPzw9Llixhs1kikYh990qU5WBvb4/o6Ghcu3YNWlparI+Ki4uDRCJBUlIS+vr6MHnyZBZKpL+/H5s3b4afnx8SEhKwe/duREREICoqCvb29tDQ0HjscCp/FjiD63di7ty52Lp1K5KSkjBy5Ehs2rQJhYWFAIC8vDzY2to+cEbjfjg4OGDbtm146aWX8MYbb0BTUxNXr17FzZs32e6byZMnIykpCUlJSbh9+zZKS0tZB6Gjo4OYmBiMGzcOly9fhp2dHWbOnAmZTMaWxWbNmoWdO3di5syZsLe3ZzuBlKjOjHh6euK5556Dj48PRo8ejYKCAuzcuRNPP/00Vq5cCRMTE3z33XdqO3VUGaoiGhsb49///jdiY2NRV1eHZ599Vs2gUi4vAhhy5HTy5ElMmTJl0HFdXd1BBhSgmLHbtm0bQkJCIJVKYW1t/dAGwsnJCREREWx2796t0VOmTMFzzz2H8ePHs+Uh5cjQyckJ4eHh0NPTw4gRI9iMhtIZeih4PB7efvttvPPOO2y5h8fjYe/evZgxYwZGjhzJzpk0aZLatUMtg1lZWWHXrl0YP348nn76aQBgTtP/+te/cPDgQRgYGEAgEMDJyQljx45FUVERBAIBeDwerKysmOO1sbExMjIysGbNGrS2tmLjxo0wMTGBiYkJNm3aBDs7Ozz99NOQyWQ4cuQIS0NwcDCam5vZ0lRoaCguXbqktkTo4uKCMWPG4K233mLHwsLCcO7cOTz99NMYGBhAcnIy3N3dYWVlpWZoDTXrqFrnTp06hZCQELZkJRKJIBQK8cUXX2Dx4sWQSqXw8/Njuxo3bdqEf/3rX/jyyy+Rnp7O7vP888+rzVbr6uri7NmzePPNN/G3v/0NlpaWyMrKYjNEoaGhap1ZTEwMmpubWdqcnJzUZj+mTZvGZixEIhE0NTWhqamJoqIixMbG4pNPPoGJiQlbEp4+fTqkUilbbp80adIgg2vixImIiYmBSCRSO7558+ZBs2IffPAB29Bhbm6OS5cuwcLCQm3mady4cSgsLGQbCmxsbPD8888DULgE7N69my1f29vbY8uWLWy5HQAOHTqELVu24PLlyzA2NsbFixehpaUFFxcX5OTkID8/H46OjvjXv/7FlmxPnDiBr776CmPHjkVubu6gdJuZmWHHjh1qy5BK7O3tUVpaymYIP//8c7Z0fODAAezfvx9yuRwHDhxAWVkZeyflTNrFixdx6NAhWFpaYsWKFbh+/ToAxaaiTz/9FH19faisrISuri78/f3ZLj13d3dUVFRAW1sbY8eOZd9+SEjIkMFRAYWLgHLXJ5/Ph1gsHnJV4fjx48yI09HRYTtv+Xw+vv/+e9b+WFlZoa2tTe2bvXz5MgwMDODn5wcXFxe0t7fD0NAQKSkpABRuJpmZmdDU1MTAwACGDRsGTU1NVhYA8MknnzADcuPGjYiIiICOjg4EAsF/RNiYP4JhpFwT4fjNkUgkeP/993H79m2EhYUxH4/g4GBMmjTpgdPgD0MsFqOkpAQ9PT0wNjZGQECAWmdTW1uLkpISWFhYwN3dHbdu3YKtrS0qKipgZGSEkpISmJqawsvLC5qampDL5Wx3GqAwIJS7zWxsbNjsQm1tLTQ0NNSmsyUSCc6cOQNdXV288MILsLe3R3t7Oy5evAgrKytUVFRALBazyqukvr4eTz311JBLq5WVlejo6IC9vT00NTWhra0NPp+Puro61kHevn0bP/74I2xsbNDe3o7Ozk7Y2NggMTERixYtGuTr1tTUBGNj4yGX2C5duoTu7m54enqivb0dJiYm4PF4bMSvfN7NmzchEAgglUpRWVkJCwsLWFlZYWBgQG37vzJfbty4gREjRsDCwgJdXV0wMTGBXC5HU1MT+Hw+LCws2PPkcrna0p1MJsOwYcNYuQYFBWHChAlISkpSe05rayv6+vrYyPpxkMlkuHPnDpt1UtLf3z/kzJhEIoGent59l6rkcvmQs0vKWbfHjdlUX18PDw8PXL169WfNCN+Lp6cnIiMjf7VgpE8qbW1tOH36NGJjYweFz+B4fPbt2wehUDjkIOGP4sSJE0hNTcWkSZOGDNzK8XA4g+sPpqenB0KhEBcvXrxvp/VnQygUQl9fHwkJCWqOvRyPjlgshlAoZEb0k0JGRgba29uZ4/MvQSgUQlNTE7t27YK9vf2vkLonl+LiYpw5cwZjx45Vm6ni+POgHCTdvXt3yEEqx8PhDC6O353e3l50dnbed3aJg4ODg4PjzwYX+JTjd0dPTw9WVlacscXB8V+KVCrFvn37HirjkpGR8btKvRw9epSTlvmZJCQk/Kr6rk1NTQgMDHxi/bWGgjO4/uTIZDK16OB/JL+04mVkZLCoyBwKEhISEBoa+sBzioqKHstHSbmr8NKlSw88b/PmzWqR0YdCqRn6uBQXF7NNH08SEonkv8I/RiqVYsGCBQ/VOk1LSxvynNOnT//q+p5isRhz5swZJOnF8Wg0NTX9qlqycrmchbfgUMDlxJ8cTU1NfPLJJ/8R23ADAwN/UWPY0tLyyGK9TwLt7e3Izs4Gj8cbFBbkXh7H4Obz+YiIiHhoXDgHB4eHBupNTU19qFE2FCUlJdDS0lLTvXwS6OnpQUFBAZYvX/5HJ+WBKGPF/dx2pa2t7WcL098PgUCAx/WQUW7quN/mDiVDbRqRSqUYPnz4kLvLle/2uO1VS0sL+vv7IZFIoK+vj/b2dri6urINOz09PTAyMmIbrkpKSuDu7o7i4mLY29sPkjOytLSEra0tJBIJqqurwePx1MK3KI9bWFiAz+dDR0cH/f39KCkpYef09PTglVdeYTHQxGIxTE1N2U730tJSjBkzBk1NTWhpaYGDgwNMTU0hEAiQkJDAfEwlEgmKi4thZGQEd3f3J9IQe/Le+E/O7du3h1yqUw2doBpQUCaTQSKRwMjIiDntS6VS1ghpaGjgzp07kMlkMDExYQEyNTQ00N/fr9Ypt7e3Q0NDA0ZGRrh9+zZ6e3vV7tvQ0IC6ujq1CM9NTU2Qy+Ws4x4YGEBnZyfMzc0hFouho6PD0rpo0aJBEeTr6upgbGzM0tHe3s62QEskErZ7sq6uDgYGBoMCwD4ImUyGyspK2Nvb4/r162hvb2e7M1tbW6GtrY3hw4ezSO7ffPMNeDweCzWh3Pp969YtVFRUQCAQsPRUVlYy0VgejwctLS14eXk9ctoAhaDwqFGj4OHhgX379g0KMllUVIS+vj7o6OiwzqK0tBTGxsb44Ycf0NLSgpCQEFRUVLAo8G5ubuDxeDAwMGA7HNPT0xEeHo6jR4+it7eXxU966qmn1AKZHj58GK2trUzLMT8/H319fdi5cyf+8pe/4MUXX0RVVRX7TSQSQUNDAx999BE6Ojowbdo02NraorKyEmVlZejv70d3dzdzkC8uLsbXX38NQ0NDFgKlrq4ORUVFcHJywtmzZ7FmzRpmiN68eRMeHh5DilPfj4KCAjUVBEtLSyQmJj7y9ZcuXcL+/fvB4/GwaNEi1NfX46uvvsI777zD6sH69evh7e0NKysrpKamoqOjAwkJCTAyMsKuXbtQWVmJgIAAxMTEwMfHBwUFBUhPT8edO3ewatUquLm5oaysDJ9//jk6OjpQWVmJNWvW4OrVqygoKIC+vj4yMjKgq6uL+Ph4eHh4MEf2gIAArFy5Uk2r8mHk5OQgOzsbnZ2dSE5ORlBQEDNslPWxpqYGCxYsQGtrK+bOnYuUlJRBm4CUAWsdHR3xwQcfQCwWY//+/cjJycGuXbsQERGB5cuXY9q0adi4cSPef/99vPfee2huboa/vz927twJTU1NxMbGwtzcHKWlpfjss8/g5+fHItTr6uqioaEB5ubmyMnJQXx8PG7evIlZs2Zh69ateOGFF2BmZgaZTIabN2/i5MmT0NTURGZmJvT19XHx4kUYGBiwMBTFxcUsMLK5uTn27t0LZ2dnZGdnY8WKFdDT04OBgQG0tbWRkZEBV1dXTJs2DTU1Nejr68PEiRPx/vvvP7L7xJUrV1g9bm5uRlVVFbq6urB+/Xqm6VlZWYnS0lIIBAKEhoZi/vz5eOedd5CVlcXywdzcHPv370deXh6kUimmT58OR0dHNDc3w8fHBzt37kR7ezsmT54MfX19WFhY4Ouvv8bUqVPR1dWF9PR06Ovr49atW/j444/x008/YePGjcjOzsbLL7+MEydOsKCoKSkpzGBV5uulS5egqamJadOmgYhQVlYGX19fBAUFoaioCHPnzsX69esf+Rv80/AHyAlx/IrMmDGDRo0aRTY2NqStrc307FTB/9cCHBgYoClTpjDttosXL5KrqytNmDCB3NzcqK6ujogUml5LliwhQ0ND8vX1pQ0bNpCXlxd5eXmRnZ0dubq60tWrV8nExITpwxERWVpa0oULFygzM5Osra1pwoQJ5OrqSt3d3eTv708AaMqUKbRy5UpqbGwkV1dXmjJlCtnY2DDtve+++47s7Oxo9uzZ5OXlRYaGhnTlyhUiIlq6dCk7r6ysjEaNGkW+vr7k7OzMtP7Wrl1Lbm5u5OXlRR4eHrR06VJydHSk2bNnk4mJyWPpVSo1C8PDw0kkEtGoUaMoNTWViBRag7NmzSJLS0tyc3Ojs2fPMo02V1dX0tHRISKi/Px8cnR0pPDwcHJzc2M6ibt27aLw8HCaP38+WVtbk6+v76MXOik00WxsbCg9PZ0KCwvJ2NiY+vr62O9Lly4lZ2dnWrVqFXl4eDC9ubVr15KzszPTgZw6dSr5+/tTcnIyWVpa0rVr14iISE9Pj1paWtjfIpGIUlNTaerUqUzvbu3atTR//nwiUmiqhYSE0KpVq2j27NlERJSWlkYAaMOGDZSXl0d1dXU0atQoGjt2LE2ZMoVu3brF9Cvj4+PJzs6Oent7KT8/nzw8PEgkErFyPXDgAHl4eFBWVhbLy76+PsrLyyNLS0uaMWMGe8epU6dSamoqZWZm0qhRo5g+4qNw5coVysrKoqysLJo6dSrT2ntURo0aRVlZWZSZmUkHDhygW7duEY/Ho4KCAiIipjUqk8nI19eXkpOT6ciRI7Rlyxbq7Oykbdu2kZeXFxUWFtKNGzfowoUL5OzsTAUFBVRYWEjm5uZUU1NDeXl5ZGhoSEeOHKGsrCwyMzOjpUuXUlVVFXl4eLA67uvrSx999BFLn7W1NZWVlT1Wfjg7O9O1a9eopqaGRo0aRWVlZdTV1cU0Bru6usjc3JwKCwuppaWFwsPDad26dex5DQ0NtHfvXnJ2dqYbN25QV1cXLVmyhJKTk5k25ZQpU8jR0ZEOHTpEV65coStXrpCxsTHV1dWRTCajWbNmMW3ImJgYGjNmDN24cYMGBgbI0tKStRHKOv7dd9+RpaUl00DMz89Xqx8fffQRWVtb040bN6iwsJCsra3Ztz916lRKS0ujvr4+te9HVevQ2tqa6Q6Gh4dTWloaESl0TZXagko92KH0Kx+GUitU2d5cuXKFaRvOnj2bHR81ahSJRCKm76lk06ZN5OHhQb29vdTd3c00ZJV1kEhRf6dOnco0SGfOnDlIAzYkJISlv7GxkWmnbtu2jRITE4lI8Y0ptT4HBgbI3Nyc5Zm2tjYREXV1ddGtW7eIiFh+P4lwBtefhLNnz5KzszOrEKoAoMbGRvLy8qKsrCx23M7OjqqqqohIUYGcnZ2JSNGwmJubM/FdJV1dXeTs7Mwa8JkzZ7IOUSmKTaQQQc3Pz1e7trGxkVU+IoXorbIxvHr1Kunp6RGRwuAyNDRklTM5OZkJr8bHxzODy9XVlVXq7u5usrOzo66uLtq0aROr/J2dnezdiRQN1VAG6f3o6+tTu14pzqrsGHk83qA86u7uJktLS9YYK4WGGxoaqLGxkXg8npqAdmFhIZmYmAy6z8PIz88nHR0d1onY29uzslXmoZKCggIKCQkhIkUjq8yfuro6AsAa3NmzZzNRcj09PSaOraGhwQzVgoIC1uls2rSJGTkzZ86kzMzMQelUHdMpRbRVRXFVUTX4QkJCWFqIBhsKzs7OdOTIESovLydtbW01w1+V8PBw9s08DiUlJWpC249CX18f6enp0bFjx9Tq4bJly2jmzJlEpDBClR2Yo6MjLV26VC3thYWFasa3SCSiKVOm0IYNG2jt2rXM6FQVSJbJZASAGR2qhvDcuXPVOlE7OzsqLCx85HdKTk4mZ2dnioqKoiVLlpCbmxtlZWVRb28vAaCqqirKy8sjPT09mj9/PkVGRtLMmTPZd2FtbU0ikYgcHR3V3nPt2rVq5aIq2k6kaI9mzZrF/n3t2jUyMWjol/AAACAASURBVDEhIoXBpSrmrTRQiRTfbUNDA2VlZbE8v5fGxkY1Q6qwsJAJtRMRLVmyhGJiYlj9mDt3LolEIgoJCSFHR0ciUgx09+7dSw0NDTRjxgzKzc0lIoWxpvrd7tix46GC1EMREhKiJsotk8loz549tHTpUhozZoyawXVveZaXlzNjUklZWRktW7aM5s+fT5aWlkSkGCQp228iRV1R7R+2bNnCBjbKNGRlZVFUVBR5eXkxA9jX11dNOFs1TartUGFhIYWHh5O/v/8Ta3BxS4p/ApqamhAREYHjx4/fN1q9s7Mz5s6dy5ynb926hf7+frYOHxcXh2XLljGnyfDwcOYnoCQ6Ohp2dnYIDAwEoNDzi42NRXR0NI4fP47w8HAAgL+/PyIjI+Hv74/ly5fD1tYWZmZmatpjfD4fTz/9NFJSUtDR0cGiIAMKHTal74OOjg7a29sBqEcFv3TpEpKSktR0FTs6OmBqasp2KSmXxMzMzNj1D4refi/KaM7KfFDGapJIJBg+fDi8vLwG5dGyZcswd+5cJpvx3XffYcuWLWx5xcvLi0XZHxgYwIIFC5ig+eOQk5MDW1tbrFq1Cjo6Onjqqadw8OBBRERE4Mcff2TR4gHFkiWp+LYoI0wrpUaUaVPNXz09PXR3d8PExARaWlrMZ0fV70JVPy8hIQGLFy/Gxo0bERMToxbEV6m7p6+vjzFjxqgFhL169SqSkpLQ3NyM1tZWdn9VfxmZTIYffvhBzR/GyMgI1dXVsLW1xTPPPKMW4LWoqAipqano7++HWCzGwoULHytvpVIpwsLCsHXr1scqFz6fj9OnTyM1NRURERHYuHEjFi1ahPj4eDg5OaGpqQn79u1jEflPnTqF9evX49lnn8XixYuRlpY26J7Dhw+HhYUFi3ru5uYGR0dHVFVVsXOUeabMAz6fz3yrtLW11fysVOvgo0BEmDRpEmJiYtgxc3NztkT2008/wdDQEEZGRli9ejVbYlQtYxsbG3z66af49ttv1Xzy7pUXUxWPHj58uJoiAo/HYyoSurq6rE1Qogy2qvxGhg8fft+6vmDBAixevFhtWVX1u+7p6YGBgQF4PB50dHTYMp0qb731Fvbs2YOqqiq89NJLTIfwXgWNe3UGH4VDhw6hrq6OCU4DgIeHB1599VW89dZbuH79uppGqOoz29vbMXv2bOzcuZP5TimVQVavXo0RI0awJfNhw4YNUuZQ5mNNTQ02bNiAr776itVFkUgEY2NjREVF4bPPPlPbBKXqWqCaHuU3mZaWhq+++gpbtmzBjz/+OEjR4EmB26X4JyA6OhoLFix4oIPxjh07sH//fua0fm9DrPybx+MNaZhkZ2ejrKwMO3bsYMemTZsGDQ0N5Ofn4+zZs5gzZw4AIDExEUVFRbC1tcX48eNRX1+Pzs5ONXmSc+fOISQkBAKBAB4eHmrPUn22TCYbUlleT08PR48eRV1dHfvvfg7cqg3A46jUDxUpXomuru4gH5WioiJUVVXh3XffZcfMzMywa9cu5OfnIz8/H+fOnWN+ZG+99RamTp3KfL0eFYlEgtOnT2PZsmVwcnKCra0t/vrXv6KsrAwtLS3Q0NBQkyzi8/ksD+4tW9WORtXg0tTUZB3i8OHDmcwT8H/fiqrOo6enJyorK5Gbm4tVq1apbc1XFV9WLYva2lrMmDEDGzZsQGVlJSwtLdWilCufo6mpCWNjY6bPCCicmAUCARNSVr1ndHQ002D08/N77DABK1euhFAo/FkBPIVCIc6dO4dTp04xAWNLS0vMmzcP0dHRsLGxYX58AoEAmZmZuHbtGjZu3MjuoVp2enp6MDU1xbRp09h/9zMClZ2wqr+QtrY2yzeZTMYGEY/K6NGj8d1338HW1ha2trZ47rnnYGBgwPJcQ0MD+vr66OnpgampKTtPVT4nNDQUmzZtQkhIiJpOqOogS0tLSy3dzz77rJpR+eWXX8La2hqAwji7VwT9XvHsl156CWVlZazs6+vrAQBbt24FET1wU4KyTggEApiZmTG5n/7+frZz9sMPP4STkxMmTJiAKVOmsDJzdXXF8ePHWZDQ3NxcJtfzKCi/37fffhs3b95EXV0dAMUA85133sHIkSPx/fffs7rH4/HU2tXExEQ4OTnByckJ1dXVTAFDKBTi5ZdfRl1dHdNwdXNzQ35+PqRSKaqrq5kuqFwux5w5c5CQkIA7d+4wR/zS0lKEhITAwsIClZWVat+Sah3X09Nj32JbWxvkcjl+/PFHTJgwAZqamiguLv6P2MT1R8DNcP2XoxQcVcrk3G+3jaenJ3JycuDn54eKigpYWFjAwsICJ06cQGBgIDZv3gxnZ2dYWVkN2tFWXFyMuLg4nDhxAv39/WhpaWGjp6ioKMyePRtvvPEGG10WFxfDxcUFy5cvx969e9Hf38/EWevr69He3o7a2lq4uLggIiLigaEe+Hz+kB1maGgoVq9ejfXr1zPj62GjJh6P91idr7JROHXqFJycnJCbmwtHR0em0afaaLS2tiI4OBjbt29HSUkJdHR04ObmBqFQiOTkZPzjH/9Af38/jh49ioSEBOTk5KC0tBTp6ekoKirCiBEj4Orq+kjpOnHiBExNTQeFeigpKcH27dvxzjvvQF9fH9nZ2RAIBGqxkHp6etQMR9X86OnpYbMKSv011bxT/f+9JCQkwN3dHYaGhmqyQM7Ozti+fTt0dXUREBAwqKHt6+tDfX09zpw5g56eHva7vb09Tp06hR9//BEJCQmIiYlBSkoKIiMjUV1dDbFYjMDAQPz73/9Wu19PTw/6+/tRVFTEdkXNnDnzkfIVAHJzc5GdnY34+HikpKTAwsKCifI+jJ6eHgQHB2P69Om4du2amqB1XFwcbG1t1WYt3NzcMHnyZLS1tTGhZRcXF1RWViI0NBS+vr5ISUnB1KlTERcXBz09PZw/fx7bt28fshyUZamax0FBQXj99ddRW1uLjo6Ox+7ogoODkZ2djWnTpsHc3BzV1dXYvHkzJkyYwJ7p6emJ1NRUeHp6wsHBAbW1tQgNDUVCQgK7T0REBGpraxEWFoYzZ87A19cXgYGB+Pzzz7Fnz55BOwD9/Pxw6NAh2NjYwMrKCjU1NTh58iT7XfU9eDwea7OU+aIUgndxcYGVlRUkEglycnKwceNGPPPMMxAKhZDL5YiOjoaVlZWaWoNAIGADg6NHjyIwMBCrVq2CRCLBokWL2MBWR0cH9fX1KC4uxvvvv4/r168jJSUFIpEILi4u4PP5GDVq1CDprQdx7tw5+Pv7Izc3F7m5uRgYGMCpU6cQHR3NdGoTEhLY+wcGBrINSMr6Y2xszBzZV65cidDQUERFReHcuXOIjIxk76qsSwEBAUyk2szMDPX19Rg3bhxqampQU1MDANizZw9SUlKQkpICc3NzzJkzh7UjQqFQbfY5MDCQ/Ts0NBRyuRyLFv0/9s4/LKoq/+Nva5AfArKCwgYbUw4JiugKAQUb04oKiYhIQonCJm64ij+QgtQWSi1cgRVE4RFKzCmx/AFKYIIxBiokKgICX6CYYjCQQX6OIDN2vn/Mc8/OZQbT1My8r+fxkZm599xzzz333M89n8/5vFcgIiICFRUVePPNN++qTf5QPGSXJsc94uzsTAQCAf23e/dujW0sLS1pLEp8fDxZtGgRIUQVO2VkZER0dHSIs7MzjZ/Jzc0lGzZsoPuvW7eOeHh4ECcnJ+Ls7EzCwsLoby0tLQQAKSsro9+FhYURHo9HzMzMWHEZ8fHxxMvLi0RHR5Pm5mZiaWlJBAIByczMJBEREYQQVaC6s7Mz3efw4cMkMTGREELInj17aDyKXC4nixYtouednJxMbt68SfLz81kxKx4eHuTatWuEEFVMwvCg0F8CAAkPDycCgYAsXryYVFZWEkJU8QibNm2i2+Xk5JBFixaRBQsWkLCwMBpQOjQ0RKKjo4mnpyfx8PAgmZmZZGhoiLz99tskIiKChIWFkfDwcFbcxy+xZ88ekpubq/F9RUUFLae4uJjMmzePLFmyhJSUlNB+kZ+fTw4fPkwIUcXkqV/n3NxcIhaLCSGEbNmyhcbcJCYm0rir5uZmun9FRQXJz8+n5UZERJCIiAhSUVFByywpKSHJycnkzJkzRCaTkT179rDqnJCQQCIiIkhxcTEpLi4mUqmUtltmZibJzs6mMWZ79uwhERERJDo6mgb0S6VSjWu6d+9ekpCQQPLz80lDQwM5c+bMHbdtSUkJyc/PJ/n5+SQ3N5ee393sn5ycTLKzs4lcLqfft7S00PgfBiaYnIn3Y5BKpaShoYF+lslktC6XL18mhKjiE9UXgFy5coW2k1QqZcWeMdepq6uLtLS0jBhDNxJDQ0OkoaGBNDQ00Lg+plz1c2SC1dWPzdSJQX37O6G5uZnIZDLS399/V/upc/PmzV+9rzbkcjmNgyJEdR8ZGBjQPvl7Zv/+/SQ+Pv6uFg9x3D84aR+OeyI9PR0ikQilpaUPuyoPhFGjRt11bh8OjuGsXbsWVlZWrFkfjkeX0NBQnDlzBmPGjIGenh5CQkKwYsWKh12tX6S0tBSZmZlwcXF5JOr7R4MzuDjuidDQUNY0+x+N4OBgJCcn/2ISUA6O21FWVgZ7e/sRF7VwcHD88eEMLg4ODg4ODg6OBwwXNP8HY3BwEENDQxor7IZv09bW9ouyLI8CCoUCt27d0gi6vR2MPIVQKIRUKoWhoSErkNzCwgI9PT148sknaSCyoaEhlEoljI2NYWBggO7ubty6dQuEEPB4PFZagpGOyWBiYsLaXiKRwMjIiDWLxkh88Pl81NTUgM/ns2ZHtO1TX18PPT09FBYW4s9//jN8fHzuuE1+j3R2dnIzixwcHH8YuBmuPxihoaGYMWMGKw/ScOrr6zF16lQNmZyHRVJSEmuV490QHR2Nw4cP02Xfd4K3tzdmzpyJqKgo2NjYQKFQwMTEhBpdhw4dQmpqKtUTGzVqFBQKBb777jscPnwY/v7+1FjV09PD4OAgrl+/jkWLFiE1NVWr8ScUCjE4OAhbW1tIJBIMDg5i//79sLGxAZ/PR2RkJOuaZWVlISsrC2KxGD4+PrC1tUVCQgL93dbWFq6urqwVnu7u7ggLCwOfz8fatWvpMm8ODg4OjocPl4frMUQ9MeLvgUOHDt11riSG119//bZpJYYjkUjwzTff4J///Cf9Li4uDpWVlXTmy8nJCVlZWaivr0d9fT3q6uqwevVqODs7s3IzpaWlob6+HhKJBFVVVaiursbbb7894rHnzZtHjaipU6dqTXSpjfnz57PSCUilUvz444/47LPPqNEsl8tRXl4OT09PCIVCPPnkk7hw4cIdtwsHBwcHx4OFM7j+AEilUohEIuTl5Wn8Vl5eDpFIhJycHFZSSXUOHjyIiooKNDU1sYwXsViMgoICAKr8RBKJBOnp6Th06BBu3LiB1NRUpKam0lwtgMoNlJmZifj4eNYDPyUlBRKJBJmZmdi6dSudfcnLy8N3332HhIQEpKen0/NJSEhAXFwc6uvraRn9/f1ITU1FXFwcDh06BKVSib6+PtY2TKbvbdu2aTXiTpw4gZkzZ1KX650o1tfV1eHf//43du3axfpePcs9n8/Hrl27aN4xbai7x6ZNm4arV6/+4rEB1Yzct99+S5MgZmZmYvXq1Xjqqafw1VdfAQBOnTqFKVOm0KSY8+bNw6VLl+6ofA4ODg6OBw9ncD3iNDU1wd3dHUVFRaioqMCJEyfobwkJCVi+fDmUSiVycnLwzDPPsGKJlEolduzYgczMTNja2qKpqYml4K5ucKWnp2PFihVQKpVISEjAK6+8AplMhra2Njg6OqKtrQ39/f145ZVXIJVKYWZmhqCgIGRmZgIAdu7cieDgYACquCuhUIju7m7weDxcu3YNTk5OrIR8enp6MDc3h1AopIZTUFAQ2tra4ODggLKyMkilUly8eJGec0FBAbKzszF9+nRUV1drJAYFgMrKSgiFQlYbiMVi7NixAykpKRpGq0wmg6+vL2JiYjQyRg93yTLnMJIrj3E1Dg4OIicnB3Z2dlq3G46VlRXc3Nxw5MgRAP9LxhgaGors7GwAKhekl5cX3UcgELCkNzg4ODg4Hi5c0PwjzrFjxzBr1ixkZGQAYAdn79ixA59++ik8PDwQGhqK559/HkeOHKFusfz8fOzfvx/ffPMNzSdzO7y9vbFq1So8+eSTSE9Pp9ntt27diqamJly/fh3t7e3w9PSEjo4OwsPDkZaWhrCwMABAbGws1RjMyspCZWUlNRKEQiGNi1I3GpOSkiCTyfDjjz+ipqYGR48ehY6ODsu1x8hcMNIngEpyRFuemeEZ1AGV0fXEE09olT555513YGBggPXr12uUNVxOhClruJ4aQ1xcHPbs2YMff/wRzs7OLJfiL2mueXp64rPPPkNgYCB++uknuLq6wsLCAg4ODrhx4wZKSkpYMWBWVlYoKiq6bZkcHBwcHL8dnMH1iFNVVTXiasO2tjY89dRT9PNf/vIXlu5WSkoK/va3v92xwCrjhtPX12eVC6hmb65fvw4dHR0UFRXRYPLly5fTbYZrD46ESCSCSCSChYUFWlpaAACtra3Q09PTWgaj8yeVShEfH4/6+nqWLttwhhtcnp6eWmfD8vLycODAAZw/f17rcdW1BAFVe7e1tWHSpElajxscHIywsDCNVYpmZmYaIrKDg4Msd6efnx/+85//QCQS4bXXXgOgcmNOnjwZ//nPf3Dz5k3WzF1bW9svrpzk4ODg4Pjt4FyKjzgmJiYsUV/1WSpDQ0NWnNH169dZD3GRSIQTJ05QV5WJiQlaW1tZQtZ3ilKpBJ/PB4/HQ0xMDGJiYhAXFzeiDp2hoSGtq5GREY17OnbsGBISEpCTk4OsrCy6ctHOzg7d3d10JaF6nBRTz+XLl4PP56OoqGhEcVpbW1ucOXPmF89HKpUiLCwM6enpI7r+hmsphoWFISgoaERDh8fjgc/na/zu5+eHtLQ0Kux748YNZGdnswyo6dOnY8KECYiPj2elewgODkZCQgJ8fX1ZZUokEmqIl5aW/upFCRwcHBwc9wduhusRJzg4GD4+Ppg2bRp6enpQVFSEyZMnAwBiYmKwZs0aLFmyBFKpFNXV1cjOzqbGiomJCbKysjB37lw899xzEAgE4PF4CAsLg6urK3JycvDiiy/eUT0GBwfh7u4OU1NThIaGwtbWFnV1dbCzs6Oux+HbM/VwcXFBVFQUrKysMHv2bMhkMsTHx6O9vZ2KEdva2iIgIAB+fn4QCoUoKipCamoqgP8ZPgMDA9S4GMmoEgqF+O9//0tdsIBKADwzM5MKUu/YsQMrV65Ee3s70tPTaRxad3c3oqKiaCxaSkoK9u3bB6VSidraWixdupTW6W5Yu3Ytrl+/Dnt7e9puL7/8soYMzOLFi7Fr1y5WrFZAQAAiIiI0hLuzs7MhEokAAF5eXhCJRPDz87vrunFwcHBw3B+4PFx/AAoLC3HhwgU888wzEAgE0NfXp0ZXbm4ufvjhBwDAwoULYWlpiRs3biA/Px/z58+Hjo4OTp8+DUNDQzg6OqKxsREFBQUwNzeHm5sbOjs7MW3aNJSXl8PKygqWlpZobGxER0cHNcaKiorw17/+FaamphgaGkJeXh56e3thaGiIgIAAAMDp06dhb29PV+qVlpbCzs4OpqamkMvlOHv2LBwcHGBubg6xWIz29na4uLigt7cXAoGAugiPHDkCfX19WFpawsHBASkpKThy5AjEYjHkcjm++eYb8Hg8jBkzBnv27NGaMuLFF1/EmjVrEBgYCIlEohH8zpyjNrekiYkJxo8fr7GfjY3Nba9Re3s7eDzebRN59vb2orW1FU8//bRWN69cLsetW7c0ktreuHGDVdfz589j2bJlqKqqosc2Nze/bf04ODg4OB4snMHF8ciSk5ODjz/+GMbGxnQ2h2Hjxo344YcfEBQUpJFxXSwW48SJE3ecB+tRQyQSwdDQkJvR4uDg4PgdwRlcHI8slZWV6OjowAsvvKAhCtze3o6WlhYIBAIueJyDg4OD46HDGVwcHBwcHBwcHA8YbpUiBwcHBwcHB8cDhjO4ODg4ODg4ODgeMJzBxcHBwcHBwcHxgOEMLg4ODg4ODg6OBwxncHFwcHBwcHBwPGA4g4uDg4OD47FEKpXe0/7t7e3o7Oy8T7VhU1BQALlc/kDKHolDhw6hsbERAFBbW8vS3r0X5HI5TcTc0dGB8vLy+1LuowZncP0OSE9P18h2fqcolUqWpt+9oq69qE5NTQ0AlbyNRCJ5YIPMLyGTyTSSnP6eUR/AHgYikQhisfhX79/f349Nmzbdxxrdf8LDw6kOJcfDwcnJCWVlZQ/l2KWlpbC1tf1VY5K9vT0kEsmvPvb27duxc+fOX73/7ViwYAGuXr36QMoeiaVLl1JZtClTpuDzzz+/L+V+8cUXcHZ2BgDs2rULHh4e96XcRw3O4PqNEIvFMDQ0hKmpKUaNGgUTExOMGjUKAJCXl4e0tLRfVa5UKoWOjg5cXFzg6uoKd3d3bN269VeVVVlZCQsLC+zYsYP1fU1NDcLCwgAAqamp8PT0xMKFC2Fvbw9XV1cUFhb+quP9Grq7u7FkyZLf7Hj3SmpqKpqamh7a8T///PN7Nrh+bX/6rcjLy+PEuR8ySqWSJSj/WyIQCBAcHHxb2ayRuNekyHp6eve0/+24efPmAyv7djDnVFZWpqHS8WtZtGgRfWmPiIi4JyP3UYYTr/6NEAqFrIdCUlISTp8+DQCIiorC4sWLsXr16l9dfl5eHsaPH4/CwkLMnTsXnp6ecHFxuasypkyZgvz8fMyYMYP1/YEDB7Bs2TIAgLGxMV5++WUq/pyWlobXX38dNTU1v4leH4/Hddm74V4fKMN1G3+P/FZ9QqFQQEdHh/4//PuRkMvlVBtTLpdj9OjRAFQvD7q6uqw27u3tRXt7OywtLbVqeUqlUowbNw6EEFy9ehV8Ph86OjoYGhrCtWvXYG5ujsbGRvD5fDQ1NUFfXx/Gxsa4fv061ei8ceMGWltbqV6pjo4O6urq0NnZCV1dXXR3d0NfXx/u7u4ax+/t7UVVVRVu3bqF559/ntZRvZ/19vaiqKgI/v7+EIvFVGx+6tSpMDc3h1wux/nz5zEwMICZM2fS9mhtbcWFCxdgaWkJR0dHjWNnZWXB398fJ0+exK1btzBjxgzY2NjA2NgYVlZWrON/+eWX6O/vh7e3N6ysrFBeXs5yY+nr62P58uUYGBhAe3s7CgsLoVQqsXjxYno9JBIJCgoK0NPTg4ULF1K9VIlEgiNHjkAul6O3txeWlpa0fm5ubjh27Bh++OEHeHp6wtfXFwcPHsS4ceMwa9YsACovQnR0NHbt2qWhmZqSkoLLly/DwsIC48aNo99LJBLs3LkTnZ2dsLS0xFtvvaVxb7e3tyMuLg6+vr5ISUmBSCSCkZERtm/fjtLSUowfPx7bt2+Hubk5uru78e9//xsSiQR8Ph8pKSkAgAkTJlDDeceOHXjnnXdw4sQJZGRkwMDAADo6OpDJZDh79iyqqqoQFxeHgYEBzJgxg76Y9fb2Ii4uDnV1ddDX18e2bdvQ0dGB+Ph4HDt2DP/3f/9H/37c4Ga4HhKffPIJNm/eDEBljOno6KCiouJXl8e8Dc2aNQvW1taoq6sDoBJ7jouLQ1RUFJ1yr6ioQEZGBoqKirBp0yYq8CyXy3Hs2DF0dXXRchUKBQ4fPoxXX30VADA0NIQnn3yS/r58+XLIZDIMDAygra0NGzduRGhoKBISEug2CQkJuHDhAuLi4hAaGoqCggL624kTJ7BixQqEhYWhsrJS67kNDg4iMjISoaGhSE9Pp98rlUpkZGQgPDwcoaGhdEAtKipCSkoKsrOzERoaihUrVrDcrikpKQgNDUVoaOiI7r66ujqEhYXBy8sLcXFx1GXV2NiItWvXIiAgANu2baODU2lpKQICAuDl5aUxQyiRSBAWFgahUEgNVaas8PBwCIVCBAcH0/MPDg6mfaGzsxN+fn7UWC8qKkJUVBQA1aypn58fhEIhVq9erdW1/MQTT6C7uxtBQUGws7PDqlWr6G9NTU3w8vKCnZ0d3N3d0dbWBkD1UGe+X7p0Kd2+t7cXq1atAp/PB5/P1zpzJpFI4OXlhbVr18LOzg5OTk70bTYqKgoikQguLi4IDQ1FTEwMHBwc4OTkBFtbW8TExABQzbQKhUI4OjrC3d2d7t/d3Q2hUAg7OztMnz4d2dnZAFQGV0xMDIRCISwsLGjbDQ4OIigoCA4ODrCyssKmTZugUChw6NAh1pu7+jUbHByEnp4eysvLwefzWS9JL7zwAgoLC/HMM8/QWUuRSIQXXniBVdaRI0dQVlYGJycnuLq64s9//jNtq9TUVCxYsADPP/88fHx8MGPGDNqHtmzZgpdeegnLly/Hiy++qDW+aNOmTVi6dCkCAgKwfPlyeHt7Q6lU4ocffoC7uzv+8Y9/YPbs2Th79iwiIyOxevVqrFmzBpMnT8bg4CD6+/sxe/ZsrF+/HgkJCXj11Vdx48YNnDp1CpmZmdi1axfeffdd1n3G0NbWBgcHB2RmZiI5ORlPP/007bPd3d20j/j7++PixYsAgFWrViE4OBhxcXEoKCiARCLBlClTkJ2djX379uHvf/87+vv7UVZWBjs7O5w9exabN2/WOhbu2LEDvr6+OH/+PI4ePUrHpN7eXnr9uru78eKLL6KyshKtra0ICgpCb28vFAoFrl+/jr6+Ppw8eRJffvklAJXh9eGHH2LUqFE4ePAgFi1aRPtxQEAAenp6MHr0aCxZsgT9/f3o7e2Fu7s7GhoaYGFhgZMnT2JgYACA6qX31VdfhVKphIODA/71r3+hsbER5ubmWLFiBT2PwsJCdHd3axhb6enp+PjjjxEQEAA7Ozv09PQAUI1zPj4+MDIyQnBwML777jt6jO4mMAAAIABJREFU7uoMDAxg//79SEtLw5w5c/Dkk08iKioKdXV1iI2NhZOTE0JCQgCo3HrPPfccIiMjcebMGfoMUH9xqKiowPXr1+Hp6Yl9+/bhww8/xOjRo/Hss88CAPLz87F06VJER0fjq6++otcsMjIS165dQ1paGt544w309PSgp6cH33//PQCgp6fnN3eV/m4gHL85hYWFZM6cOazvFi9eTA4cOHDXZTU3N5Mnn3yStLW1EUIIaWlpIfr6+qS4uJgUFhaSkJAQcvz4cbJmzRoyb948Qgghx48fJ/r6+mTNmjWkoKCAGBkZkUuXLpGuri4CgBQXF9Pys7OzycqVK+nnvXv3kjfffJN+PnDgANHX1ycdHR0kNjaW7N27lxQXF5Np06aR3bt3E0IICQkJITNmzCDHjx8nBw4cIDwej1RXV5OOjg6ybNkyUlJSQvbu3UvGjBmj9Rznz59PFi1aRM6dO0e2b99OmG577tw5EhERQc6fP0927txJBAIBreO4cePI5s2bSV1dHXF2diYffvghIYSQnTt3kgULFpDz58+T4uJiYmlpSRQKhUabWlpakoKCAtLY2EgWL15MPDw8CCGEeHl50XL3799P+vr6yKVLl8i4ceNISUkJqaurI46OjiQ2NpYQQoiHhwfx8vIi1dXVpLq6mowbN46cO3eODAwMEIFAQLZv305aWlpIdnY2GTNmDOnq6iJvv/02Wb9+PT0XXV1d2jdWrlxJ0tLSSHNzMxk3bhy9bmFhYWTz5s0abRcWFkY8PDxIR0cH6enpIW5ubuTAgQNELpeTadOm0Wu9d+9esnjxYkIIIYGBgfQanz9/nrZ3S0sL+eKLLwghhOTm5pKZM2dqHK+hoYHo6uqSgoIC2t5ubm60H0yaNImUlJSQxsZGus9PP/1EpkyZQqqrq4lcLicTJ06kv+/fv58sW7aM7h8dHU0IIaSjo4NuY21tTdsnIyODBAYGEkIIWb9+Pf17YGCAWFtbk7179xJCCNHV1SVdXV2kpaWFTJkyhdbx+PHj9FoHBgbScs+dO0dcXFzI0NAQWblyJdm+fTshhJBly5YRa2tr0tzcTAYGBoi5uTmRy+WkpaWF/PTTT4QQQhITE+n9HhsbSzw8PGifc3NzIyUlJaSsrIxMmjSJfr93716yceNGjfYNCQlhXWdHR0dSXFxMGhoaCABy/PhxjX1WrlxJy9q+fTvtW4QQMnfuXFJWVkY/Nzc3k4kTJ5Kuri6t5ajvu2bNGhISEkLrcfToUeLs7Ez7PnNt1Os7f/58sm7dOtLc3Eyam5uJp6cnKSkpIf/973/JjBkzSEdHh8ZxGaZNm0aOHj1KP48dO5a0tLSQ5uZmMmnSJEIIIR9++CFZuHAhaW5uJo2NjWTOnDnk8OHDdB+mnZnzs7a2pv1IJpMRXV1d0tfXRxYvXkzefPNNUlxcTIqLi8nMmTPJ0aNHSWJiIqvfx8bG0rZduHAhycjIoL95eHjQY0+bNo3eEzNnziSFhYUa5+fm5sY6vyeffJI0NDSQ8+fPE0dHR/p9R0cHAUCqq6tZ+zc3N5OxY8cSuVxOCFH1+QkTJpD169eTzZs3k8TERDJ27FhWG7e0tJCIiAjanydMmEDvEVtbW1pnQlT3xqRJk2j5hBDS1dVFmpubSWBgIK27rq4u7fsM+fn5ZOLEiYQQ1djB3GOPG5x/5iGQkpKC9evXs74bN24ca2bpbrh16xY2bNiA/v5+lJeXY9asWRAKhQAAT09PAIChoSGWL18OQBV4bmlpSd8K586di+7ubvqWqk5GRgYrhqe1tRV5eXnw9vbGwMAAqqur8cknn8DMzAxxcXF0u7///e90lg0AQkJC6KwCE+Rsb2+PzMxMAIC7u7tGmwCqN83c3Fx0dXXBxMQEY8eORWxsLADA1dUVrq6uAAAzMzNERETQ/ZydnWmwt4uLC51F2Lx5M/z9/XH27FkAqjfcsrIylvtELBbj6aefhpeXFwDVrMSf/vQnOkNYVFSE4OBgBAcHAwBycnIwe/ZsWsaGDRvw5ptv0vZYvXo17O3tAQB+fn44fvw4dHR0cOPGDaxZswY6OjoIDAxEUlISvvnmG8yfPx+vv/46EhISIBKJEBMTg7y8PAQFBSEvLw9r1qzBkSNHMG7cOHz88ccAgGvXrkEikWgEuOvr60MoFMLMzAwAMG/ePJw+fRoTJ05EQ0MDjhw5gv3796O/v5+uIjp27BgNgHZycqJlWVlZYf78+RCLxeju7h5xsYaFhQVtOx8fH2zYsIH+Nn/+fA1XVVRUFJYsWQJ7e3ucPn0aV69eRWRkJBQKBZRKJZ2FFIvFdHbUzMyMnhPTFwBVPA+zqKKiogKhoaEAVHEpixcvxsWLFxEaGor58+cjLy8P7e3tmD17Nk6fPg2JRIKvv/6aun5CQkIQFxeHoKAgpKenIyQkBDo6OggICMDWrVuxevVqVFdXY/HixUhPT4ePjw88PT1hYGAAAwMDNDY24vPPP8eVK1dovKaenh5sbGyoG5TH40GpVOLixYvo7++Hi4sLnnjiCejq6mq49hnUXff29vYQi8VYvnw5jIyMNGJucnNzUVlZieLiYgDA2bNnUV1djfPnz1NX3vfffw8XFxcoFAq88sor+M9//qPVFd3f349p06bRzy+88AKNPR0aGsLatWvR3d3Niuk0NTVlXe/u7m6UlZWhtbUVCoWCuiQDAgJQWlqKKVOmwNvbGykpKRrubBMTE1a9TExMMDAwAHNzc9q+g4ODkMlk2LlzJxQKBZ577jlYWFgAULnc/P39sXPnTlY5zLUwNTXFrVu3IJPJ8P333+Mvf/kLqqqqoFAo4Ovri2effRZlZWXUtTh8f0NDQ43FT4w3YOXKlUhOTsbUqVNRX19Px2V1BgYGMGnSJPp57NixtN2Hhobo92ZmZrC2tta6UGTixIm0TRk3s729PczNzaGjo4MDBw7AwMAABQUFWL16NcaNG4eff/6Zui/V29zQ0JDWv6OjA+Hh4cjOzqblZ2Rk4L333sPUqVPR1NRE+97Nmzfp9VCvMzNe6Ojo0FnBxw3O4PqNaWxsRG1tLR3UGXp7e6Gvr/+ry12yZAl4PB7effdd+nBn/PQXL15kBXcOD/T8+eefAYD1AANULoTBwUFWLNjYsWPh7u6O+Ph4uo+hoSEA1QNx06ZNMDExgUQiwd/+9jetdTUxMcHg4CCUSiU2bdqEwsJC2NjYoKenB+3t7awHCjOYMQPkqFGj6FLltrY2vPvuu6iurqaDKsO1a9dYnxnX0M2bN+Hi4gIrKyvweDzs3r0btra2GnVkBjv1Y/f19eHgwYPYvXs3goKCoKenh5ycHADA+PHj6fbjxo1jDYbqg8vo0aOho6ODrq4udHV1sabwjYyMMHr0aLz44otQKpUoLS1FdXU1Tpw4AXt7e1y4cAEmJiawsbHB0NAQLC0tsXr1ashkMvqQ/yUUCgUIIdDV1cVTTz2FyMhI+hszIA4NDeG5557T2LexsRH/+Mc/YG9vDwMDgzsKktbT06P9i2lzdUQiEdra2qhLgxCCZ599FkeOHMHQ0BCeeIId9XC7WKlfQv0hMG/ePBQVFVEj1cDAAJ9++im++eYbarDNmjUL//jHP1BQUACxWEzdbIwL+NSpU3jhhRfw2muvwcvLC2ZmZtTwS09Pp0byX/7yF2qsGxgYsB7KTHswhvEvrcDl8XisYOr+/n6YmZmBEKLRVlKpFGvWrEFeXh5ttwkTJiAwMBBbtmzRKPu9996Dp6cn/P39Rzw+4+YCVNeKwcDAAElJSUhMTMQbb7yBQ4cOAVD1afXxxsrKCjNmzGD1O4ZDhw5BJpMhPDwcH3zwAR1jbodSqcTo0aPpPWZoaAhbW1skJiZqbBsdHY3AwMARz6+zsxNKpRJmZmaYMmUKvb/UEYvFqK+vp5+ZcYypy/BAd+YeefXVV/Huu+8iLi4O4eHhWo8/fvx4fPfdd7CzswMAXL9+HUqlEgKBAFevXkVnZydMTU0hlUrR2tqqMeYx58BgbGwMS0tLmJmZwdvbG4DqmWBgYED77/Tp07Ft2zbafgqFgo6V3d3dkMvlUCqVePPNNxEWFkaN5/7+fqxbtw4ymQx6enoIDg6mfdna2hrV1dUwNzdHf38/lEoldHV1Wfe+ej96nOBiuH5j3nvvPVYcDcNIN9CdYmlpCXd3d2psAaqZA319fRqr1draCkD7yhomdkWd7Oxs6vNnMDQ0hJ6eHo3jYYwtQBW/kpubi7y8PPj4+LAejn19ffRvpVIJPT095OXloampCRcuXEB2djYsLCw0HsjMWxYzy6E+q5KQkIAJEyagrKyMxowxs3TDy2EGEXt7eygUCnh6ekIoFMLBwUHD0LSwsMC3335Lj1VXVwddXV2YmZlBoVAgJiYGZWVlaGpqQlFREUxMTFgBuRUVFZg6dSr9zDxgBwcHUVRUBFtbW9jb22NgYICu3FEoFGhqaqLtGRoaiqioKAQGBoLH49EZQGbmSCgUoq6uDoaGhnB1dQWfzx9xxRTTJgqFAnl5eXB1dYVAIIBSqUR/fz/4fD7MzMxomzk5OSEvLw8AWKuJ0tLS4Ofnh/T0dI0XhuFtzRzzxIkTdLZ1+AxqTU0NYmJikJmZSY/t5uaGtrY2lJWVUaOOiQ3x8vKiBolMJvvFNATq56FUKpGTkwOBQABANdN46NAh1NXVwd3dHT4+PsjKyoJSqaQGOI/Hw6ZNm7Bw4UL4+Piw2tfHxwfLly9HQEAA7O3tYWRkhISEBPqWX1ZWhrVr1yIoKAitra0jrqLk8XgYHByEv78/Tpw4Qc9VLBbTug+ntLQUCoUCNTU1KCoqQkBAAIyNjVkPMSZ+zd/fH4aGhigrK4NCoYCPjw9EIhEuXLiA+vp6bNmyBXV1dcjJyUFmZiY8PT1RVlZG+6U6AQEByMrKQmVlJRobG5GamoqAgAAAqjFFqVTi2LFjkEgkrJgqdcM8ODgYW7duRVFREYqKirB69WpUVFTQldo1NTUaM1kMTIyh+jky7cfg5+eHoqIiHDx4ECdOnEBwcDAaGxuxY8cOnDhxAjY2NsjMzKTxfwDoTPK//vUvhISEwNDQEBEREcjKykJCQgLS0tLg4+MDiUQCX19flJWVITU1FUlJScjJyWHNVg4fd3p7ewGoXtqYPsas+B6On58foqKiaKwrE+NlZWWFgIAALFy4EHFxcfDz80NERITWF8XhJCYmYu3atVi1ahUCAwPpzNqECRMQHx+PVatWsWJqAbDGdKVSifT0dBw9ehQVFRW0TwGql+2wsDCEhoZCIpHQ65CamoqwsDAsX74cXl5eyMvLo8ajermPI9wM129IZWUljhw5gtTUVNb3UqkU5eXl9O34fmFiYoKqqirEx8ezHpzDZyZ6e3upawP4n0GWk5OjkfJBm9uRwcLCAklJSejs7IRYLKYzXEqlEkZGRnQ7Ho+HtrY2WFlZoaamBitWrMDAwAB4PJ7GDIaJiQnCw8Ph6+sLDw8PNDU10bLMzMxw9OhR+mY6btw4OliMNGUdHx+P4OBgnD59mj7MKysrWQO8l5cXFi1aBHd3d9ja2qKoqAhbtmyBoaEhXn/9dYwePRo8Hg/jxo2Dq6srLCws8M0330AoFNJgcvWZiq1bt6KgoAD19fVwcXFBUFAQACA5ORleXl5wd3dHY2MjAgIC6Bukj48Ptm7dil27dtHPCxYsoDMTrq6uCA0Npcf84YcfsGbNGo23Zx6PR+vW19cHGxsb6mZLSEiAp6cnBAIB2tra6MAcExODVatWITU1FXw+H1OmTMHg4CANzs/KysKSJUtuuyTex8cHCoUCcrmczl4x15Nhx44dMDIyoosCgoKCsGXLFmRnZyMgIAB6enowMTHBqlWr4O7ujk2bNkEoFOL48eNobW2l99HwmTM+n0+vdWhoKGxsbDBmzBj4+fnR4GVDQ0MEBARQQ9XV1RWWlpbUgFA/j4iICLpQgSEgIAA//PADvWejo6ORl5dHjy0UCrFq1SpYWFggMjISX3/9NQDV7Kf6g9LJyQkmJiYwNTXFoUOHsGrVKvT09MDNzU3rixnzsuLu7o7x48cjMzMTFhYW6O3txcKFC+l2EokEAoEA169fx5YtW6BUKrF79274+PhAJpNR972fnx8sLS3x1VdfwcvLC0VFRXjiiSc0Xt6YtlAqldSYCggIoP3Nz88PAoEAOjo6yMrKgkgkgkKhQGhoKG0TQHVvZWRk0PvD19cX9vb2sLKywtdff43y8nJMnz5d67kzCzYYoqKiYG5ujp9//pleH4FAgOzsbBw9ehSjRo2i15jP57NmzJiXrPj4eJiZmaG0tBT+/v6YP38+AMDBwQF5eXmIiYmBiYkJtmzZQo8tEoloCp28vDw6JoaHh7Ne3hISElifeTweVqxYMeKLdXh4OKysrOgs39q1a2FtbQ1AZcSUlZWhu7sbfn5+mD59usb+VlZWdMadITAwENOmTYNUKoWRkRH1VjCz52ZmZnj22Wep10AkEtHzLCwspK5AdVe1QqGgRnx9fT3s7OwwZswYeg/6+PhAIBCgp6cHurq6mD59Oi5cuEB/9/DwGHGB1B+ehxtC9nhRVlamNVgyPj6eeHl5/aoy5XI5yc/PJ/39/Vp/y8zMJLt37yZyuZyIxWJCCCFtbW30b0IIuXLlCpHJZEQul5OcnBzS09NDgymH09zcTBoaGrTWpaGhgezbt49cvnyZtLW10e0aGhrItWvX6HaVlZU0yL+srIzk5+cTmUw2YrlDQ0MkPz+fnDx5ku7PfF9YWEjy8/OJXC6n38tkMiKVSun+UqmUHo/5nJ+fT0pKSrQej4EJZmbKJYSQa9euserCcPPmTZKfn0/KysqITCaj37e0tJCbN2+S2tpa0tLSonEMpj21nbt6cCpzjJH213b91WloaGC1ifr3vr6+pKenh/V9T0+P1uMRomrfffv2kcTERK3lWVtb089DQ0O3rdfvnT179pCXXnrpYVeDEhISorXdOR4MCxYsILt37ya1tbX3VI5MJiM8Ho80Nzffp5o9OuTn55OXXnqJLFiw4GFX5aEzihA1RzzHQ8HV1RX79+/XCMbk4HjQNDU1wd/fHy+99JLGzOvtYGYxwsLC6IwdoJpZ8fHx0eqSehQJCwtDcHAwdYs+bDIzM2FiYqIxE8fxYKipqUFFRQW8vLzuKeRDJpOhpqbmd9OPfkskEgkkEgmcnJxY7srHEc7g4uDg4ODg4OB4wHBB8xwcHBwPCalU+qt1VDlUsyf3S6u0u7sbGzduvC9l3Q8iIyNx+fJlje+lUinWr18/ou7tcOrq6u7reX3yySc0VVBcXBxyc3O1btfR0UH/Pn36tNaVqY8bnMH1mJGTk3PXYsQ7duzQmvWaoaqqimYJf1golcr7pmz/oKipqcHq1atvu/Dg17B27VqNlUa3QyQS0Rxid0pqaupt0wX8EtHR0SMuh9dGW1sbHB0dWSsRmRVPd4NSqcSoUaN+t9ptPj4+VCyY4+7ZunUrzS94r/T39yM5Ofm+lHU/uHjxImt1N0NTUxMOHz58x7msfvjhB5pZ/35w5coVtLS0AFAtBPvuu++0bscE/AOqdBXDU/U8jnCrFB8zampqUFpaesfbt7e3IysrCwKBgKVXpk5raytycnLuKG/Og6K0tBTbtm27K8Pjt6a7uxt1dXX3XeRX23L026FUKu/KAOnv74dYLMbBgwd/TfUAqFaP3bp16463NzQ0hKenJyvmw8nJibVK7U74vWtvPu4xLfdKcnIyrl+/fl/KsrKyglwuvy9l3QkKhQI3b968bR/o6+uDUqlk9WOhUAixWAwrKyu0tbXB2NiY5uDr7+9nlSeVSuHp6YkTJ04AUMWSMSlK9PT0wOPx6EpKJvn18FW/TJoXJm1PbGwsbfOsrCytItsSiQQDAwM01Y2npyeVBHqc4Wa4HjPuNnGkubk5Kisrf1E1nslafa+oZ1S+G243A3e3qCcP7Ozs1BiEmdw66qjXm9lfoVCwZt1cXFyQkZHBCr69cePGHc3M9fb20npIJBJWHd566y08//zzrO0bGxtv2ybqepiXL1+GRCKhCRU7OztZ6UDkcjneeustjTfUGzduoLS0FEVFRSy3WHt7Oy5cuECz+QOqJKIeHh4a9aitrYVUKkVdXR3V2gNUhsiLL76I8ePHo7GxEbm5uXBzc0NLS8uILozu7m4UFBSgoKBgxAdnbW0tTVkgFoshl8uRkZFB3VJSqRSFhYX45JNPWOdUWFiItLQ0rQZ9eXk5FaIHVNndmbZXKBRIS0tDb28vOjs7kZKSgpSUFOoOUn+wVVVVYdu2bbQeaWlpePfdd+kL0tmzZxEdHY2tW7ciJiaGKhn09vYiLS0NcXFxrHQkGzduREdHB7Zt24bIyEiah2/btm2ora2l212+fJkel0EkErHaOSYmhl6b3t5eBAQEaPTbjRs34vz581ixYgX8/f3p/u3t7VixYgWqqqrg4uKC2tpaBAYGwtvbGzExMfD19aV57EpLSxEcHAxvb28UFRUBAC5cuIB3330XR44cgbe3N1577TXavvn5+di5cycAldvK19cXs2bNoi9/jY2NWLZsGYRCIU2HAqj67rJly+Do6IhZs2axVDFSUlIwefJkODo6an0xUSgUiIyMxOTJk2FjY8NS4lCnsLAQkydPho6ODtzd3ek9a2Njg4KCApiYmCAhIQG9vb1YtmwZ+Hw+rKysWIobBQUFmDp1KgwMDGjKColEgmeeeQZSqRQxMTF4//33AajGnQkTJtDrzOTzkkqldN933nkH3t7emDVrFqZNm4b3338fcrkcgYGBmDhxIoRCIebNm0ePn5SUBHt7e7z88suYOnUqent7kZmZSWfI165diz179rDOWyqVIjAwkCpoHD16FGfOnMGbb76ptZ0eJziD6w/AoUOH4OLiAj6fT/PXyGQyBAcHw93dHdOnT6cD8dixY+kMS3p6Oktk2sLCQuvsl62tLc2bIpVK4ePjA0dHRzg5OdHve3t7ac4jPp9PxX3ViYuLw5YtWyAUCjF9+nT4+flR95q9vT3S09NhZmaGLVu2IDg4GDY2Npg+fTrMzMzoYJmeng4HBwfY2trCyckJUqkUJ06cwI4dO1BdXQ1bW1tUVFTAysqKJpEsLy+HhYUFfbMTiUTw8fFBfX09vL294e7uDgsLCyosHR0djcjISNja2mLmzJk4deoU3N3dIRQKYWNjg6eeegqAajByd3eHq6srnJycaGJGR0dHbN26Fd7e3pg8eTIdnM6cOYNnnnkGAFBfXw8HBwfMnj0bzz33HJKSkm57jY8cOULFscPCwuDg4EAfOiEhIfjkk09oX7CyssJbb70FPz8/jQcpAzPblJ2djdmzZ6O7uxs5OTlYvHgx5syZw4rRCAwMxM6dO+Hm5kZXMnZ2dmL27NlITU3F7t27aSbrpKQkeHh4YOfOnYiIiKDZ2Y8dO4ZPP/1Uox7p6ekIDQ3FO++8g08//RRCoZD2HT8/PwwMDKC8vBzffvstTp06hXfeeQcffPCBRjk1NTWYPn06Tp06hY8++ghTpkxhZQQHVAlpZ8+eDT09PbS2tiIgIABLlizB4cOH0dPTg4KCAnh5eeH06dMoKSnBkiVLAKgewG+99Rba29uRlJSksQKzpaWFulsHBwexZMkS2k7l5eVISkqCsbExHB0d0dfXh+vXr2sYblVVVVi6dCl9MIaFheHWrVt46qmnEBwcjO7ubujq6sLOzg7W1taora2l997q1ashlUqpQDdzD+/atQvr1q2Dqakprl+/Dl9fXwCqWRP1h3pMTAwmTpzIqo+ZmRlt57a2Nmzbto1ey/z8fKpuoM7ly5cRHh6OmTNn4o033sAbb7wBsViMgYEBZGZmIikpCa+++ioMDAywYsUKxMbGwt7eHlVVVbC2tsaFCxcQGhqKsLAwbNy4EStWrEB9fT36+vqQnJyMH3/8kcryMO7pq1ev4sqVK7TNFi1ahO3bt9P77NSpUzRha1tbG73H//3vf+PHH39Ebm4uYmNjWQb6uHHjcPnyZXh7e2vNyP/RRx+hqqoKly9fxrlz53DgwAGWKD1DZ2cncnNzoVAooKenh88++wyAymD76KOPcO7cOYSFhWH37t348ccfUVNTg6amJlayaX19fVy6dAk//vgjiouLUVFRwTLSQ0NDIRKJoFQqUVBQgKeffprmvSsqKqLjJqNikpGRgbq6OhQXF8PIyAiRkZEYM2YMlixZgs7OTkgkEly6dAk1NTW4cOECPvjgA5rotqCggEr/MDn4hieeBVQzhfv27YNCocCZM2do7jttM2GPHQ83KwXHvVJXV0fMzc3J5cuXiUKhIOfOnSOEqIRlGRHZgYEBMmXKFCKTycjmzZupcOjevXtZQrMASH5+vsYx3NzcqMDrpEmTqIBxS0sL6erqIiUlJcTS0pJus2zZMq3Cu4xwL5PzaeHChVTY1tramqxZs4bIZDLS19fHOr+JEyeS5uZm0tLSQkxNTWmeq7S0NOLp6Un/Vs9lFhsbS0W3161bR6ZMmUKFiL28vMj+/ftJR0cHza9TUlJCxa/Xr19PBAIB6ejoIAMDA7TMgYEB4uzsTNLS0gghqhxizO9eXl5UINva2prs37+fEKLKkwWAdHR0kOrqamJkZEQIUQnQMnm5GIFo9WMNZ+/evcTW1paKGwcGBtJrN3fuXJKcnEwIIcTU1JRUVFQQQlSi0DweT6PcvXv3EmdnZ1JQUEAcHR1pjrK9e/cSfX192v49PT1kzJgx9JgVFRVk7NixpK+vj6xbt46KSqu3D4/HI4WFhaS5uZlcvnyZigonJyez+hrD22+/zRJDt7a2pgLMAFh5ixobG8nEiRNZec4YVq5cycpPtWjRIrJmzRpCCCFGRkbkiy++IBMnTqRCzcx1Uc+vJBAIyIcffkjOnTtH6/7TTz+RsLAwKoKtDUafRaeMAAAgAElEQVQkuKSkhBQUFJCQkBAq1LtmzRqyYcMGQggh5ubmLCFlQlQCx5s3byZTp05lCXqr4+joyMoZd+nSJWJtba01r1tISAiJj48nhBBiaWlJ87tdunSJipB3dHQQfX19cunSJdLS0kIsLS01ylEoFGTChAmkrq6OZGRkkHXr1tFruXjxYipMr86cOXPInj176OewsDCyfv162tZ1dXWs7Ts6OsjUqVOpgPqGDRuIi4sL2bhxI4mNjSVubm4kNjaWnDt3jkyYMIHuV1tbS89lz549VEza2dmZzJ8/X0PUuaenh9TV1ZE1a9bQ+8TS0pJcvnxZ4xzUH4lHjx7VKrIcEhJCxwBCVILgI+VRbGhoIF988QVZvHgxS9BeXWR87ty5WnOrzZkzhzUeW1pakuLiYtLV1UXvDeY6FRYWkjlz5pAvvviCCAQC0tfXR0xNTUlPTw9pbm5mnQczjjEi1YSoxoqMjAySnJxMTE1NSXFxMcnOztZ6/rt376bfr1y5kqxbt05jm+rqataYlp+fT6ZNm6a1jR4nft8BDhy/SHFxMTw9PeHg4ADgfyK+JSUl4PF4dKq+u7sb3377LUuncDhGRkZaXY7qrrH+/n6aA4iJ6dLV1YW+vj6VTbGystLqdgNU0i3MW9KcOXNYAcN+fn4wNTVlbR8SEoKkpCTw+XyUlpaip6cHf/vb36BQKDAwMEDf3NRdZIDqzc/d3R2pqak4fvw4EhMT8fnnn8Pd3R2nTp3CwYMHYWxsDEIIMjIyWO4yJuZguORPbGwsJk2aRN+u//rXv+LUqVNobGzEjRs3WG5Vxm3IiMIysRVMEKyZmRkaGxuRlJREZ6pul7kdUMlxMG+3enp69JzVZWM6OzsRHh6OMWPGoL29HTY2NpDL5RplX7p0CYsWLUJGRgarT3h4eNAYkDNnzmDSpEn0mI6OjpDL5WhpacFPP/3EEtoFVLOqSqUS27Ztg76+PhQKxS+qJxgaGrJWW+no6FDtRQAst15YWBh27typ0UcA4P/+7/8wd+5c+nnu3Ll09vaJJ57Ahx9+iMmTJ9NM2xMmTICRkRHVrQNUwcWXLl3C1atXAQCzZ8+Gjo4O1q1bh3/+858wNTXF4sWLERsby6qDnp4e5syZg9OnT6O9vR0+Pj5ob29HeXk5vvrqKxw7dgyAqv9ER0dj9erV2L17N51xYrKiq6sxHDlyBHFxcfjTn/6E2tpaqgKhUCiwdOlSJCcn0/vvyJEjSEhIwNWrVzWkiRh0dXXp32ZmZggJCcHHH3+McePGac3qzuPx4O/vj8OHD+PChQt45513qAyXWCzGf//7X419xo4dy5JsMTU1Zbkdh0vRREVF4ZVXXqG5qfr6+jB16lR4eXmhr68PixYtgrGxMZqamlizI3/+85/p3wMDA1Qj8+uvv8Ynn3wCHx8f2NnZoaCgAGlpadiyZQtefvllNDY20jgiHo/3i9q16m02HKKWTWmkcIrVq1fj3Llz8PPzo5n/tZX9xBNPaI01HB7zyNxT6t/zeDwEBgaisLAQ3333HebPn49///vf2LNnD55//nkYGxtryOrEx8dj0qRJdParsbERL7/8MsLCwuDi4kLvf2NjY60SPKNHj6Zt98QTT2jdhilDfVwePkY/jnAuxUeczs5OrTfrqFGj8N5770EkEmHv3r2oqKiAp6fnbWO4fv75Z61lyeVyGqPECFoP/3340vaRDC51vbfhivLDiY6Ohp2dHX0wGRoa0hgQJkaJib0Zfl58Ph8mJibIzMwEn8/HK6+8QuONnJ2dYWxsjLy8PLz00ku4efMmLC0t6b5KpVKjvIqKCuquAlSuIycnJ3z11Vd4+umnMXbsWNY5M+3BGJfDYeIgjI2N8eKLL9Iyb8dwPT71ZdfqfPHFFxCLxairq0Ntba1WA8XZ2Rl79uzBm2++yYr1Uh88LS0taTyI+u/6+voYP368Rn2ZvrNz504cO3YMBQUFLFkfbTB6ceqoG1zMgzYuLg58Pn9EDUdLS0uW4XblyhXq+u3p6cG+fftw7do1ujz+xo0bGmLP1tbWWLJkCY2zSklJgampKSZPnozS0lKUl5ejvLwcx48f1zj+a6+9hsLCQnz99deYP38+Fi5ciAMHDkChUNCExitWrKC6fkzcDaCKqXrqqadojItEIsGGDRtw8uRJnD59Gs7OznTb9957Dw4ODtT1qFQqsXTpUnz00UeQSCTw9PTUel8xD0jm+kZGRuLYsWPIzs4ecZWfv78/iouL8f333+P555+Hv78/YmNjIRAIWGLtDOrtr1QqUVtbi8mTJ2stOy8vDzU1Ndi8eTP9ztnZGS0tLXB3d4e3tzesrKyoUak+blRWVtL71djYmD7IR40ahRUrVqC0tBQnTpyARCLBO++8g4sXL0IkEuHll1+mK/sEAgG9jkqlkiU2zzDS+GRhYUHdmABGfJH9/PPPcfbsWWzcuJFlbAHs8erZZ5/F8ePHoVQqoVQqafzk8DF1YGAAOjo69H5m7j9/f3/s2rULbm5u0NHRgZeXFz744AOW1BNz3cvKyiASibB9+3ZaRlNTE/h8PuLi4lgasAKBABUVFWhra6M6rN3d3RgaGqLtqH6vqsMYXFeuXEFTUxN4PB5121ZVVd1VkuU/EpzB9Yjj5eWFQ4cO0Yc9E7/h4+ODoqIimJqawsLCghXPwgwufD6fxjlJpVLo6elpXWpsZmZGZ0hsbW3pipempibU1NRoNdJGWh2mnhIhOzsbTk5OADRnd7Kzs1m6kzdu3ACfz0d9fT0NcJVKpRCLxfR4SqUSUqmUDkR+fn6IiYmBv78/eDwePD09ERUVhUWLFgFQCQQHBgZqvOEPr7tUKkVQUBB27NiB1tZWSKVStLW1obq6GvHx8RAKhWhvb9f6pjdSCgixWMwSfmUoKytDSkqK1n2Gw9RTXZ9w/vz5iI6OhkwmQ1NTE+Li4rTWq7e3F0FBQQgLC8Mrr7yitZ6MsHd2djYkEgm2bt2KadOmgc/nQygUIjs7GzU1NaiqqsLatWthYWFB9R4lEgkKCwtpYDegXbCW0dBUZ3hfKCoqwnvvvQcvLy+cOHGCFRjOEBAQgLS0NBQVFSEnJwc7d+6kIsE8Hg+GhobIysrCzp07IRKJwOPxNAzYyMhIREVFIS8vD8eOHaOxd5GRkRCJRHTl1fCZTwDw9vZGfX097O3toaOjAx8fH6Snp9PFJhKJBKGhoTh48CAqKipYqy15PB4OHjwIqVSKuLg46OvrQ6lUoqioCNHR0bR/HDlyBFu3boWVlRXi4uKopiGPx0NpaSkSEhJQX1+v9R4eLupuY2MDW1tbCIVCrQY5oFoNV1NTQ/U9vby88OWXX1IB5OEYGhoiJSWFBmvX1dWxMuIzdejt7UVwcDD09PSwfPlyBAcHQywWw9fXl8aehoeHw93dnd7fjOZmeHg4QkND6big3nccHR1pDJinpyf4fD4EAgHWr18PPz8/lJWV0XFyy5YtSEtLozPhTIA+8D9DZiSBZWYBgVAohLu7OyQSCRITEzW2c3V1haurK20vxggZviqRmYnl8/mYPn06NQTNzMxYs558Pp/2W2tra1qOUCiEq6sr7Wu+vr7g8/n0s56eHjVcd+zYASsrKwQGBkIoFEIkEsHNzY3Wd/369QgODoahoSFsbGyQnp4OJycnODg4QCQSYXBwkM7aM3Uabkwydd+wYQNiYmIgFotZbXnx4kWWePhjxcP2aXLcOxEREcTa2prMmDGDuLm5EUJU8VVTp04lL7zwArG1tSUeHh6kq6uL5X8fGhoiAoGACAQC4uXlRdzc3LRqPTo7O9PYl5KSEmJkZET3O3nyJCksLCRTp06l22/ZsoWEh4drlBMbG0tsbW2Jg4MDsbS0JAsWLKBaezNmzGDFqXh4eBA7Ozt6nPfff58QoooFMDAwIAKBgFhbW9N4sra2NuLk5ERsbW1p3ENZWRkRCASkq6uL7qv+uaysjBgYGJAJEyaQ+Ph4GguSmJhI47EIISQ6OpoIBAJia2tLBAIB8fDwIENDQ8TX15fweDwydepU8uGHH9L4EA8PD3LmzBlCiEoP0c7OjrS1tZHa2lpiZ2dH6/LUU08RS0tLsnv3buLk5ETa2trIyZMnydixYzU0CHNzc8mSJUtYbZyZmUkIUcW+5OTkEEJU8SpBQUFEIBCQGTNm0G3UOXnyJOv6LFmyhOzZs4ecPHmSbNq0ibVtS0sLmTdvHvH09CTh4eEsTcrExETi6elJvLy8SHZ2NiFEpfcYHh5OvLy8iK+vL43PSU5O1qrN+dlnn7HifjZt2kRj0N544w3S0tJC9uzZQyIiIsi6detIREQE7QvDyc/PJ4sWLSIhISGsfhwdHU3jncRiMYmNjSU9PT00tkqd3bt3k/DwcBIUFMTS7nz77bdJeHi41tglhv3799P7hBBVTJy6RmZ+fj7ZtGkTiY2Npe14+PBhWreGhgZafnZ2NomPjydisZhqk4rFYpKbm0vy8/PJvn37aD8vLi4mycnJ5PDhw6ShoYFcuXKFlsFobMpkMo34zAULFtC2HonLly+zYuYqKio0dDfVy0tISCC5ubnk5MmTVItTLpeTb7/9lm7X399PamtrSW1tLdURZdqD0YbNz8+n+1dUVBADAwPS0NBA8vPzWZqg/f39dN+bN2+SsrIy1jXo6ekhV65cIQ0NDUQul9N7n5D/6ZBqiwkk5Jd1QKVS6YhtwaB+vD8KCQkJd639+8UXX5AZM2Y8oBo9OnDSPn8QmLdg9TdnJn8K8L94q/7+fvT399MYo/7+fshksrvKbySTyTB69GgYGBjcVZ6juLg4dHd34/333x/R1fa4U1lZiY8//viOZ7keBerr65GYmAhCCDIzMx92dTigituZN2+exkrOeyEgIAAvvfQSVq9efd/KBFT3xPPPP89l5P8dEBUVhS+//BLR0dGsNBu3IysrC1u3bsXKlSuxdu3aB1zD3zecwcXxm5Geno7u7u6HnpX+94xEIoGRkdGIbp5HkS1btqC1tRUrV66Evb39w64OB1T9bHBwUCOQ/V6QSqXQ0dG57cKcXwMTKnC3SW85OH5vcAYXBwcHBwfHI4BCobjr5NV3yo0bNzA0NMSKCR2Juro6VFVVITAw8IHU5Y8KFzTP8buGWbnzSwwODv7mWooKhYK1uknbSqcHxUjB+BKJRKuo7eDgIC5cuECTs6rT29uL0tLS363e4P2gtLT0vrrPHgWioqJYqgkMUqkUkZGRv2l/HZ4FX70uQUFBWvvl3VBUVHTX+qD3wuDgIOzs7O5a2/NOmDVrltZVfO3t7TAyMmIF+N9P3njjDezateuOtk1MTERXVxcAVbiKhYUF9PT0YGBgwEq0zcGGM7geQ5hVhvdKTEwMXWX4oKj4f/bOPS6qav3/H3KQq0hIQkIN1RCgE5KQUHCCjqigKAgkdKCgxERDvHGEhF5QYOFP8RYnSDAoKeBEqMhxSDiBLykxQQhJSCwmwYREREBABnt+f8xrrzObGUy7frX9/mtmX9Zee+2113r2Ws96PrW1GlfBjCU4OBjBwcG3nX5dXR0sLS3ZaqixbNu2DVpaWhplcpqbm9k0BxfN/td2HD/H8PAwIiMj1aaCOjo64OLigri4OISHh8PBwYEZZRUVFXBwcMCOHTvg4+PD873Izc2Fvb09MjMzERgYeMt+GXca2dnZPCHsvwI7d+7UGGtKLpfj0KFDv7mm5804d+6cRoN+dHSUhQ34NQwMDLCYg38EIpEIc+fO/V2mOSdNmqSxPExMTJCSkvK7tbm6urq35Cd3+fJlFBUVsVXAgDK2F/fRu23bNsTExPBWKAsoEQyuvyCqS7V/bTr/V/yxEhISsHHjxts6Jy8vD76+vuOKx9bW1jLjVFMDqKenx0IYzJo1CwUFBTydxN8aTsPu3Llzatd5/fXX4ePjg4KCAshkMnh4eDAH9ezsbMTFxSEvLw81NTUoLS1FY2MjAKV/1SeffIK8vDxUVVXh/fff/8uNBP3WDA4O8kILjBeT7ueQy+Vqo7YDAwMajf+uri6Nxj4XY0r1HDc3N5SXl/PE6Gtra5lU0HhwIuaq1+no6IBCoUBDQwOTZBoeHkZ1dTWqqqpY6I3Lly8z46q8vJx9DFhZWWHnzp0wNTVFY2MjL5/V1dWsHDndTkD5Hhw4cABFRUVsNFc1lEhnZydaW1vR2dmJvLw8Vtc7OztRV1fHu6fq6momD9bV1YXs7GxUV1ejr68PBQUFSE9P1/j8RCIRPDw8NIYIUSgUKCoqQlJSErKystgIfWlpKS5fvoyUlBQUFRUBUIaBSUhIQGxsLLu/oaEhjI6OsvAaXBvETSWKRCKUl5fjwIED7Jrp6ensvZXL5UySqLi4GBEREQgNDeUZpNXV1SwsjWqsvL6+PsTFxcHPzw/FxcVq9wYAhw4dgqenJ2sTxxr1np6eSE9Px+bNmyGXy5GdnY3w8HCEh4cjMjLyZ2XM7mYEg+sORy6X816Y6upqJqTb1dWFtLQ0xMfHs5eNE+ytqKhgjU9RURHWr1+P3bt3swCnubm5bDqiq6uLd40TJ04gPz8fWlpavOCR5eXliI6OxubNmzVOZfT19WHz5s3YvXs3tm/fju3bt2v86h0cHMT27duxcuVKngByX18fcnNz8cUXX2D9+vW8L6grV66wKO6tra1ITU2Fv7+/Ro0zjrKyMlRWVmoMztjb24vnn3+eaRGONxrAuUBqa2ujvr4egLKMi4qKkJeXxwR6VRvt7du3Y/HixQgMDGSBW7/44guEh4dj8eLFyM/P13it/v5+zJgxA9nZ2WpTimOdih9++GGcP3+e5ZFbFSoSiTBhwgT2/8SJE3B0dATwvyCGmgzQ0NBQFBUVwd7eftyGmKOvrw8rV65kkd3HOz4pKQn5+fmYO3cujIyMkJGRwc4PDw+HhYUFrK2tUVhYCEDZeWzZsgXu7u7sXuVyOebOnQttbW1Mnz6dN1IZHx8PMzMzWFhY8MSJuThQ2trauO+++9iK0A0bNrDAqIByaofrBOVyORwdHVFRUcFUHTisra1x5swZLF68mIkaW1hYQCaTQSKR4P7778f69es1loGRkRG0tLQwceJEaGlpoa6uDkVFRbC2tkZ4eDjuu+8+9p4ePHgQYrEYCxYsYMFUBwcH4ebmhmeeeQbPPPMMPDw8WN3Q0tLCihUrEBgYCEdHRxZklBM/5s53d3fHSy+9hBdeeAFPPfWURgNjw4YNkEql2Lx5M2bMmMHq7YIFCxAXF4ennnoKOTk5AJRqBQkJCXjvvfdYUN+JEyeisLAQEREReO+99/D0008zY3LevHkAgI8++oh9wDU2NuJvf/sbjhw5AgDIz8/H66+/jo6ODjz44IPIz8/H3r17WUw9VcO0oqIC0dHReP7553H06FE8/fTTqKurw4ULFzBnzhxm1F26dAkLFiyAkZERQkJCEB4ejq6uLoSGhsLf3x8tLS04ePAg09QcS2xsrEbN2Ndeew1bt26FRCLBnj178M477wAAkpOT4e/vj1OnTuHKlStobW3FvHnzYGJiAgcHB94K3tTUVEgkEsyfPx/+/v7MsHz33Xdx7do1DA4O4p///CcAZeDp5ORk7Nu3DwDwySefoKWlBXK5HAkJCQgPD4erqyvT+5TL5Zg/fz4cHR0RFBSEY8eOsesWFxfj8ccfx0svvYTnn39eo3tCS0sLHn/8cY1lwrFgwQKMjo7i1KlTePzxxxEaGoqgoCCUlZX96tHMO5o/LSCFwG+CTCYjsVjM/sfHx7N4RzNnzqTVq1fT22+/zfTqgoKCyMDAgMLCwujtt9+m/Px88vT0pKysLJozZw5FREQQkVIvjdMDTE5OJh0dHRZTyN3dnT755BM6dOgQhYWF8fKxZ88e2rp1Kzk6Oqrltb+/n3bs2EE5OTkUGxtLOjo6avpqREqtsoULF9Lhw4dp2bJl7P7a2trIwsKC1q1bRzKZjFxdXZmOV2JiItMjW7FiBSUmJpJMJqNHHnmExYIajzlz5vCOUSgUFBISwmJxAaCLFy+qnXf27FmaPHky+29mZkZEyvhLnC5fZWUlzZ49m2lLpqSkkLOzM9XX19Mnn3xC+/bto6GhIfLy8qL9+/dTZWUl6enpjaurR6TUQlN95tz9u7u7U39/P7W1tdHMmTNpx44dRKSMnTZz5kxKSUmhkJAQ2rBhg1qa+/btI1dXV6bDNxaxWExeXl6Un5+vplU3lg0bNlBISAhdu3aNaX2qxqPiCAsLo1mzZlFbWxu1traSjo4Otbe308WLFyk5OZmuXr1K5eXl7F5zcnJo8uTJtGvXLhZny9PTk2JjY9l9TpkyhYaGhqigoIDEYjG1trbStWvXaM6cOZSVlUVEynckJCSEFAoFtbe3k1gsZvqJnK5ge3s76ejosPcmIyOD6Sm6urrS/v37iUhZ77n4be7u7rR161YiUr4zNjY2NDQ0RGfPniUdHR26dOnSuGWWmJhIvr6+RKSMO3Xy5EkiIkpNTWWalY899hi7B648t27dSr6+vixm1LJly9g7YWBgwLQbm5ubefWYa/o5DVJOL3Pp0qU8nUCOr776iuU/LCyMpwu4aNEi6u/vJ4VCwbQNufS4c5YuXcrTzJw5cyZ757i8nDlzhszMzEihUNDbb79Ns2bNYud4eXmx+szpaw4NDTFNQZlMxrRQ8/PzSSwWMx2/iIgIlt9Fixax32lpaUxvVSwWs3TDwsJYu1ZfX0+TJk3i6btyzJ49W2PbMjIywu5/3759vPrBpUukjJ83Vo+Uu1euHnF5464jFovp4sWLNDIyQlOmTKHW1lY6fPgwhYWFsRiMs2fPZrqxHP39/SQSiai9vZ3eeustWrRokdp1w8LCeLqIFhYWvNiIHKtXr+blTyKR8HQZif6nq6qaj8TERN79/xX5C5uadwdjo3Jz0isAmLSF6kqS1NRUFBYW8kasON8nkUiEVatWISsrC4GBgSgqKkJoaCgqKirg5+eHQ4cOYdWqVWhpaYGXlxcOHz7MpgwyMzMRERHBvry5KSpOJw1QjpysXbsWg4ODWLx4MdLT09V8kS5fvoy8vDx0dHTA3Nwcenp6PCfR0dFRNiQtl8tx8OBBto/7csrMzASgnALx8PBQy8dYVKdWuDIaO6o33leZqkO/6iiYhYUF+1qPj4/Hxo0bkZKSgu3bt6OwsBAODg5wcHBgx8tkMgDKkaqpU6fe1HdN0yKC9evXY3h4GD4+PhgaGmIRuwHltIW5uTlMTEwgkUiQnZ2NFStWsGcFKJ+NVCpFbm4uli1bpjZVIhKJsHz5cvaVfDPKysqQnZ0NfX192NrawsfHB9nZ2Wy0UPWaXERwQBkxf2hoCNbW1li7di2+++47jI6O4vvvv2fnSKVSFueps7MTFRUVbGTMzc0Ntra2qKmpwYcffojAwECevif3DIuKirBz506IRCJYWloiODgYZWVlSEpKgrGxMaqrq/H5558jISGB1YGysjLmsxIeHo6dO3fCz8+P1XsO7plaWlrCxcUFurq6sLa2hrm5OXp7ezVOQVVUVKCwsJCNNDg6OqKpqQnp6ek4ffo0q1cRERGIi4vDuXPnEBYWBkA5Fejn58emmzw8PPD6669j+/btGB4exqxZswD8T8ewoaGBNx1UU1ODH3/8kUUlv3HjhloEfgCws7PDhx9+iIaGBjQ0NPDi6IWHh7NR0dOnT8PFxYWlz92viYkJL1yEah3mpHns7OxgaWmJ2tpaFBUVIScnB0uXLkV3dzcqKirYyK9cLsfOnTuZ0//w8DDv3ROJRNDW1taoTbpx40YEBwcjLi4OW7ZswX/+8x+2T3Vkj7s/Y2Nj9Pf3a3znxlvMc+HCBaSkpKClpQUKhYI35cY9D0Cp3TleWA7V9mbsiPPw8DBTMygtLcXx48excuVKxMXFobq6GqdPn4afnx8GBgaQnJyMr7/+GoaGhmwBUnd397hti2peOfWOmx2jmidVGhoaMDo6yt4HTubrr+6uIEwp3mWo6ly999572LZtGywtLdU6O46uri6sXLkSVlZWyMjIYOfOmzePt3ItMjIS+fn5TCxbX18fEydOZI1Bb28vvv/+e/z3v/9FY2Mjnn32WUydOlXjNePi4qCvr8/rqDh6enqgpaXFfJTGOqWqNkRjG1RuWqGwsBBPPfUUlixZgrKyMvT09Ny80MaQmZkJuVwOZ2dnJnb8t7/9jRlFqqiK6qrqiqnmU1tbmzVI/f39PLkOQOnz8dprr8HOzg4JCQno7e29qUOzJlFdIyMjpKamory8HF1dXUhMTGSd3RtvvIHMzEysXLkSSUlJ8PT0ZJqQXCfDGQ+GhoYaF1WMjo7igQceGDdPqqgG1uXypklu5p577uFt5/LS2NiIOXPmYNeuXTh79izbb2Jiwmvsuc5Atay53wqFgtdRGRkZsfSHh4d5dWfChAmsjvj6+qKiogIfffQRAgICMH36dBw9ehS1tbV4+umnASgF1Zubm1FRUYGGhgaeZh2pRNkZ21mp6gFyDA4OYv369di7dy97Xhs2bEBUVBQMDQ1haWnJpvmjo6Px9ddfQ1dXFzNnzoRcLsfIyAjP0VlfX58ZX/r6+mwf925MmzYNIyMjLG/a2tp49tlnUVZWhrKyMpSXlyMmJkYtn9OnT8epU6ewYsUKPPnkk7x9qvVeW1tbozvB2ClwVcNTNeacj48PPvroI/T398Pe3h4PPfQQ3n33XSxYsADGxsbIysrCmjVr4Ofnx6YwiUhNDFpV65ETfQaURrmZmRlbeKLqgH4zMeuxQtLcdTTh6+sLNzc3VFdX45VXXuEZp6ohHUxMTPDjjz9qTEM1bU0GMKCU8Pn0009RWloKDw8PzJkzB9u3b8eCBQugq6uLf/3rXzh//jxKS0uxa9cudt4jjzwy7gIS1fscL/zEo48+im+++Ya3TVWYenBwEDExMXj66adha2uLrgF65CwAACAASURBVK4uvPDCC8jNzeW9d5p8Ee92BIPrLkP15fb398fJkydRWlqK+Ph4jb4Z8fHxsLOzg1wu5xll+vr6sLS0xPbt2+Hp6QkPDw9cvHgRH374IdMGU1WKNzc3h7OzM5KTkxEdHY34+HiNvlEHDhyATCbDe++9pzH/JiYmPDHZsZ3Wzeb/b9y4gc7OTqxYsQL79+9HeXk5vLy8xj1+PGpra1FeXo6DBw8y/6GPP/4YzzzzjNqxqg2NaiOpajB1dHSwL0pbW1u0tbXx0jh69Cj27NmD06dPIzc3F/fff/9N83ezODwrV66EnZ0dT5B44sSJvA6vu7sbkyZNQm9vL+zt7VkHOTw8jPPnz6uN+HFw4rOA0jhqamrSeJxUKmVG2+joKL744gum16bKWLF0TqOtuLgYc+fOxd69e/HSSy+x/YODg7zyNjc3h4WFBes8+vr6mBCvtbU1878CgPPnz2PixIkAwDpDQGmYff7550wg2tvbG6WlpRgZGYGdnR3mzZuH9evXw8XFhb1b2traePHFFxEREYHAwEDe81D9PdZoVs07x6ZNm+Dv7898nQCgpKQEKSkpCA8PBxGx97aqqgqTJ09GTEwM7r33XnR3d2PevHkoLCxkBkVJSQmWLFnCypfzMSouLsbUqVPx8MMPs3IAgIULF7KAxNz5mvwqz507h1WrVuH+++9Xq7+q97lkyRIcOnSICR7v3LkTo6OjvA8TgG9EqNarwMBAfPDBB0ykPCgoCG+99RZ7j69evYpp06bBxcUFBw8ehEgkgpaWFs9Yuueee9SMFNXnsm7dOuTl5WHNmjVq98mh6aNoLOMJN4tEIsjlcpSWlmLfvn0aRe0B5Yjlv//9b2RnZ6OkpISNwmtra/PSHm9Rz7x581BZWYl//OMfAIBnn30WJSUl7P+UKVNQW1uLvLw8bNiwASYmJhgYGIC3tzcuXbqEtWvXIj09HY6Ojuz50y2E5ZwzZw4qKyt5295//33mGP/oo49CV1eXaUImJiZCR0cHpaWlWLt2LbKystDQ0IAHHnhA40fs3YwwpXiHI5VK0dvbi8LCQhAR8vLysGDBAja9tGrVKvzwww+wsrKCkZERRkZGoKOjwwR8R0dHcfr0aRQUFCA3N5fXcPn5+eGf//wna2BDQkKQlpbGRHMNDQ1ZYxsVFYXw8HD09fXByMgIeXl5+OSTT3hfr9w01/PPP4/s7GwMDw8jPDycN4o1ZcoUBAQEYO3atfD09MSBAwduefm66qhGbm4u+vv70dTUxDrTsZSVlaGmpgYNDQ3Izc1FYWEhMjIy1FYATpo0CYaGhhqnKMabUjx16hRiYmJgbGyMN998kzn/xsfHIzY2Fg0NDWy1V1RUFPr7+5GamoqWlhbo6+uPe49r165Fb28vuru7ER4eDltbWzZ1mZubi9LSUnz33Xe8c1JTUxEcHAxfX198//33kMvl+Pe//81GGd3c3BAQEICysjJ4e3uPO/2qOhqVm5uLTZs2afz6TkpKQmhoKCorK9HV1QVjY+NxAySqdoRcWUqlUkRFRUEulzOhXq58x04d5eXlITIyEgUFBfj6668RFRUFKysrxMfHY86cOXBzc8OkSZNgYGDA8rpt2zYm7t7T04Pp06ezaXU3Nzd0dnZi5cqVAJQGwLp167B69WpeviMiIpCWlobIyEheflRjW6nWI2NjY431+MCBAzA3N4dMJsONGzdw4MABhIeHs+nQkJAQfPvttwCU0zLh4eEwNjaGv78/nJyc4ODggJaWFkyfPh0TJkyAi4sLYmNjWTmWl5dj9erVMDQ0RHl5OXtnuaksPz8/fP311/Dy8oKuri6srKw0fiilpKQgODgYEokEfn5+bNTNwcGB95Hn5ubGRlF1dHSwZMkSjI6OwtnZGRYWFuw4qVTKAmyqimFLpVJ4eXmx5+Hj44MDBw4w5/jw8HCcPHmSHRMfHw9DQ0OYm5uzdExNTeHt7c3StLOz47VrTk5OkEgkWLRoEdumGsPLw8ODHW9sbIzVq1drfPfDwsI0fpzk5OTgnXfeQVNTE7Kysphxr+pyASjF4aurq1FQUIC2tjbWrkZERPBmBxISEtjzSk1NZaODhoaGKCoqgo2NDXsWubm5zDgNDw+HSCRCZ2cnkpKSEBYWBisrKxgaGqK6uhoff/wxAOViDGNjY0RERPDex7S0NI1TnlZWVrC0tERpaSl8fHyQlpaGiRMnQldXF319fUhISOBNWUZERCAgIADa2toYHR2FWCzGQw89hPz8/HGF0O9WhEjzdwHV1dXYs2cPbGxs4OnpiZ6eHnh7e6O8vByHDh3CpEmTEB4ezl72kpISVFRUYNGiRbC3t8f/+3//DyYmJoiIiEBxcTHrbDo6OnDo0CH2Xy6Xo6qqisVqksvlOHXqFPPraWxsxEcffQRdXV0EBQXBzs6Ol8+uri7eijWFQoGgoCA1KRCFQoHs7Gy2v6qqCkFBQejr60NJSQlrHJubmyGXy+Ht7Y26ujpcv34dTz31FE6cOIEjR47AxcUF1tbW+OGHH3gjCByNjY1oa2tjX/wjIyPw9fVVO+6DDz5AYGCgmiF07do17N+/n+WnuLgY/v7+yM3Nxb/+9S/s2LEDp06dgqenJ68Tk8vlKCkpgbW1NTw9PaGtrY2TJ0+itrYW3t7eUCgUMDIy0iiRwi1x19PTw+DgIPT19dlzbWxshIWFhUZZoI6ODpw+fRqTJk2Cm5sbb59cLmcxxcY+M47W1lZMmzYNBgYGAJRTROfPn1dbscfR19eH+vp63HvvveMec/nyZUyYMIF1vHK5HNOmTcPEiRPR1dWF8+fP44knnkBXVxfMzMwwODiI0dFRNR1OhUIBuVwOsVjMG70Zb7vqfRsbG99SZO2xcMYtt7xf4M4hPj4eRkZGzDAVuH3Ky8tRXFzM/CcFbg3B4BIQ+I3Jzc1Fbm7uuMFUBe58pFIp9u7dy3z8BO4cYmJiEBMT87vGzPsrMNYXUuDnEQwuAYHfmM7OTnz//fdCZywgICAgwBAMLgEBgT+U3t7eXzSNJyAgIHAnI6xSvMMZHh5GVVWVmgRIQ0PDb7bstqamBhUVFWpaZaOjo6iqqkJVVZWaEC4nA1JaWqqWj8uXL6OsrAylpaW3JEz9f4Xh4WFkZWWNu0y7oaEBBQUFGveVlpb+YVOMra2tCA8PVyt3Lor2nylSPTAwABsbG40RugUEBATuZgSD6w6ns7MTzzzzDC5cuMDbHhcX95uoyoeHhyMmJgZVVVUIDQ3laSd6eHggMzMTMpkMDg4OzKDo7OyERCLBhx9+iIqKCkilUmasNTQ04NFHH0VZWRkqKipga2t7R8Rj6e7uRmBgIF5++WU14xJQOqx7enpqDGx54sQJ+Pn5/WEGV3R0NDw8PNRWUCUkJMDBweF3Edy9VQwNDREbG4vU1NQ/LQ8CAgICfwp/Snx7gd+MtrY2AqAmneLu7q4mt3C7nD17lvT19am7u5uIiK5cucJkOLKzs+mxxx5jkiKHDx+mWbNmERHRrl27KCQkhKWzadMmeumll4iIaMmSJRQZGcn2RUZGMimi/6sMDAzQY489Rps2bWJSIqpcvXqVxGIxbdy4Ue3czs5OMjU15cmL/Bq48v4151y9epWIiK5du8a2cc/4Zvz444/U3t5O7e3tdP36ders7KSRkRH68ccfiUh5r9evX2e/ue2a0uFkWAQEBAT+KggjXHc44wXFG2+7KnFxcXBzc4OHhwc8PDxQWlrK2//QQw+ht7eXhRm4ceMGC95YWVmJl19+mcVtmTt3Lr799ltcvnwZq1at4sniqIpcf/bZZzx5GF9fX43B78LDw5GVlQWpVIqUlJRx74EbeYuJiYG1tTWkUilqa2sBgBfny83NDSkpKRgdHcXg4CDMzc1ha2sLNzc3WFpa3lRywsDAAJs2bcJrr72mcf/69ethaWmJ119/XS3W0ooVK/DKK69oDPw5loKCAkilUhbnRtNo2ebNm5GQkMDyLZVK2RRnS0sLXFxc4OzsDCcnJzaK9O6770IikcDDwwNWVlYsYvqCBQsQFRUFe3t7ODs7s9hH47Ft2zaEhoYiNDQUDzzwAJKTk/HVV19BKpXCz88PCxcuxLx58xAYGIiAgADY2tpqnGK97777oKOjoxZ9XEBAQOCu5s+2+AR+Hdyo0y8Z4RoaGiKFQkE1NTVkYWFxU3FdhUJBixYtYuKjmtIXi8V05swZ3ra2tjaaMmUK1dbWEpFSqJb7TURUWVlJmqphWFgYeXp60rFjx+jKlSvj5uvw4cOko6PDxH4TExNp/vz5RKQUEA4ICGD36uzszMR/Od555x1auHAhE5u9GapiuRynT58mAOTq6krOzs4kFouZIPfWrVvZSF9OTs4tj3CNjIyQu7u7Wl65+wsICGD59fX1peTkZCJSCgLLZDKWVzMzMzpy5Ag799q1a7xjVMWW+/v7CQAb/boZx44dIwsLC2pra6P6+noCwJ7R7Nmzac2aNUSkFO7lBJ/H4u7urlG4XEBAQOBuRRjhusPhRo7GOs1zMik3Q1dXFyMjIwgKCkJeXp7GERWOlStXorGxkY02adId09PT40m1cGlHRUXB0dGRHaPqdK6np6fxukNDQyxS+M1WtE2ePBnm5uZME83Dw4ONVlVUVGDFihXsXpctW4aSkhJ2bnNzM7Zs2YL09PSbSgZxaIo5k5+fj7CwMFRXV6OmpgYhISFITEzEyZMnkZ6ejsjISLS2tqKrqwtdXV04c+bMz17njTfeYIFoNSGVSll+//73vzMH9Pb2dhYZWldXF56enmhubmbnLVu2DE888QSLRG1kZIRHH30UwP9GRMeTK+FQKBRYvnw5/v3vf8PKyooFQuWe0YQJEzBjxgwAStUALiK5Jm62T0BAQOBuQ5D2ucPR19eHjo6O2mq/77777paC0m3cuBHLly8fV84FUAYKrK+vR3V1NXPEtrS0ZNI0gHL1WXt7O4sC3t3djeeffx7PPPMMkpKS2HEmJiY8cduLFy9q1A7U09O7qcQNh6oOG6A+lTpW547r5IeHh/H8888jKyvrVzmRX79+nVd2jz/+OD7//HNcvHgRbm5uyM7OBqDUohsYGICRkdG4QuKAUm6ooKAAx44dG/cY1XtU1Wm7evXquFJDO3fuRHt7O0+Yuq+vT83AGhgYuKmBu27dOoSFhbHI/Tdu3OAZq5MnT+aV+XhGFVcWAgICAn8VhBGuOxyRSITg4GC8+OKLbORIJpOhpaUFPj4+AJRhHTT5KFVVVaGlpQXx8fHjph8eHo6amhqUlpbC0tKSdeKRkZFITU1lK/Zyc3Ph4OAAMzMz9Pb2wsvLC3PnzuUZW4BSV2vz5s3MMMjLyxtXZ0+Vrq4upjWmip6eHoaHh9m9FxUVsVEeFxcXni9ZQUEBk7WJi4uDh4cHE8kFlBJJ40m1jBe+wsHBAXl5eVAoFCxMhlQqxeLFi5GXl8eizkdERMDLy4sZW3FxcWqjkt3d3YiMjERJSQlMTU1vGn4CUIZ/yM7OZgafl5cXDhw4AIVCgc7OTlRVVWHu3Lmorq5GUlISsrKy0N3dzcJCWFlZqflRDQ0NoaGhQePoWkZGBioqKuDn5we5XI7Ozk7o6uqOWzaqo5klJSW8Fa4DAwMwNzdHVVUVYmJiNJ4vICAgcDchGFx3Aenp6Zg1axbMzc1hZWWF6OhoFBQUsJGQlJQUpKenq52XkJCAc+fOwdnZGQ4ODrzRD0AprPv555+ju7ubhROwsrJCU1MTHB0dkZCQwBzu09PT2WhOXFwcBgYGkJGRAVtbW1haWjJDJyYmBmKxGE5OTnBycoJIJMK6devU8mZqasqbtuQ65rEhGbS1tZlQt729PaqqqpCZmcmuNTo6CktLS0gkElhaWiImJgatra0sLpajoyMkEgm6u7tx6NAhjeUEKA1PBwcHiMVieHl5MeOBE/R95pln4OTkhNHRUWzbtk3t/LGafVzZqlJaWgorKyusXLkSnp6eGo0eXV1dDAwMQCqVMqd3TtsyOzsbNTU1sLa2hp+fH7Zt2wY7OztUVVXByckJ0dHRiIqKYvfIOedzzJkzB0ZGRujs7NQYqkMul8PFxQWpqalISkpCaWkpdHV1sWTJEmZYOTs7M+FaExMTZvT39PSwZ1dSUgIrKysmdqspzIaAgIDA3YYQaf4uoq+vD0NDQ2qix319fRCJRLc0Rfd/GYVCwZuuAoCTJ09iyZIld0QsL1WWL1+OrVu33nbEdW7EcOzI4Z3E9OnTkZaWBm9v7z87KwICAgJ/GIIP112EkZGRRr+Yu8VXZqyxBSj9me5EEdqQkJBfJG9ja2urFnriTiMtLY03lSsgICDwV0AY4RIQEBAQEBAQ+J0RfLgEBAQEBAQEBH5nBINLQEBAQEBAQOB3RjC4BAQEBAQEBAR+ZwSDS0BAQEBAQEDgd0YwuAQEBAQEBAQEfmcEg0tAQEBAQEBA4HdGMLgEBAQEBAQEBH5nJiTdySGr70AaGxshk8nQ3d2Nhx9+GIBSYufbb7+Fo6PjL0qzoKAAtbW1aGlpwejo6O8eCDQ9PR2Dg4O/SvRZEwMDA9i6dSsefvjhWw7WeuLECWRnZ6O6uhrfffcdAKUs0D333P63RF9fH7Zu3YrZs2fzBJnlcjkyMzPh5uaGrKwsHDp0CNXV1Th//jwmTpwIU1PT276WgICAgMBfC2GE6w8kOzsboaGhGB0dRUJCArZv3w4A8PHxQUJCwrgiwD9HXFwcKioq0NLSgri4OBgZGaGpqem3zDqPoqIiJoD8WyKXy5GVlaVRaHs8Tpw4gYqKCkgkEly4cAERERE8keTbvX5eXp5aJPfNmzezqPAymQxNTU1wcHBAT08PPD09kZCQ8IuuJyAgICDwF4IE/jDc3d3pwIEDRER05MgRkkgkbN+TTz5JR44c+UXpisViev/999n/gIAAWr169a/L7E1YtGgR7dq163dJ+/r167d1/K5du8jLy4v9P3PmDOnp6dHAwMAvukZ3d7fa/8mTJ9PVq1eJiMjLy4tXtocPHyaxWHzTPF65ckXj9oGBAbp27Rr7f/XqVXYdAQEBAYG7C2GE6w/E3NwcV65cAQBcvXqVJzI9b948/Pe///3Faff29rLf06ZNQ19fHzo6OmBtbY2ioiJYWVmhrq4OUqkULi4ucHNzg5WVFWpqamBnZ4eamhp2flFRESIiItDQ0ABHR0e4uLjAw8MDra2tAIB77rkHX375JQoKCpCUlITo6Gh2blBQEHJzcwEAW7ZsgVQqhYODA+bOnYvg4GAAgLe3N1JSUtg5WlpabMRMR0cHnZ2dAIC8vDxYWVnB1NQUHh4e4wpUk4o6lba2NoaGhqClpYXs7GxIJBI4OztDIpHg3LlzAICYmBhERkZCKpXCzs4OXl5eGB0dRVdXFywsLHhp5+TkwM/PjzfFqTpdqaenx34nJCTAyckJUqkUc+fOZSNlDz74IBISEuDm5gZLS0vExMQAAD766CMsWLCAnV9cXMxGPWNiYrBt2zaN9ysgICAgcOchGFx/IElJSdiwYQN8fHwQGRmJrKwsts/e3p4ZGr+E/v5+yOVyVFdXQyaTwcPDA6Ojozh37hxKS0tRVVUFa2trNDU1oaamBomJiTA3N4eDgwOio6ORmprK0srMzERoaCiKioqwdOlS1NTUMKNt27ZtqKmpgYmJCTw9PQEACoWCncsZkaOjo4iLi0NVVRUaGhpgYWEBLy8vdpyhoeG496Krq4uGhgYkJCSgoaEB3d3d8Pb2HnfqbnR0FDU1NaiqqkJMTAwWLlwIfX19uLm5oba2FtXV1QgMDERRURE7p7OzEw0NDWhsbIRcLkdtbS3MzMxw/fp1XtrZ2dlQdXPU1tZGZ2cnK+eoqCj4+fkBALy8vFBbW4umpiY0NzejrKwMgNIoMzc3R3V1NWpqarBz5062fTw8PDxga2s77n4BAQGBvzqDg4O/2BXnz0D084cI/FZs2rQJS5cuxcqVK5GdnY3g4GDU1tZCW1sb5ubm6Ovr+8Vpf/jhh8jNzYWenh4iIyMRHh7ORo3Wr1/Pc3CXy+X4xz/+gf3790NXVxcvvPACNmzYgI6ODly8eBEXLlyAh4cHmpub8eqrr0JPTw/h4eHQ1tbGiy++iKamJjg5OWl0Fr927RoAQCQSYdq0afj2228xefJkfP311/D392fH/fTTT+PeS29vL5qamtDb24s5c+awcnnsscc0Hn/u3Dm8+eabUCgUcHNzQ0REBADA1tYWdXV1+Prrr3H58mXo6uqycxwcHJhjvLm5OYaHh9X80urq6mBqasorOwMDA5w9exYffvghRkZGEBMTg5CQEACAm5sbysvL0dzcDJFIhIGBAQDA9evXIZVKAShH8LS0tNj28fDx8Rl3n4CAgIAAoK+v/2dn4bYQDK4/iIGBARw+fBg//vgjjIyM8Oabb2LSpEmoq6uDi4sL2tvbYWJi8ovTj4yM5E3tqaKa7ujoKCIiIvDqq6/Czc0NgNKI8Pf3R2ZmJhobG/HKK68AAFauXAmJRIJPP/0U06ZNwxdffAF7e3sA/ClMbW1t9tvAwID9XrVqFZKTk2FqaornnnuON312M4PL2NgYo6Oj8PHxQV5eHi/vmpBKpSgpKVHbHhMTg5aWFvj6+vJG4VRXIN6MnJwchIeH87b19vbiySefRHp6Om97X18f/P392fTr6Ogoy6+Ojg477r777tO4XUBAQEDg7kaYUvyDMDQ0hK6uLj7//HMAylEmPT09SCQSAMrVdi4uLr/LtbkVdoDSz8jS0hLr16/nHRMXF4edO3fi1KlTzMhoamrC3LlzsW3bNjg4OODChQsAlIYPZ2RJJBKUl5cDUBqVjY2NLM2SkhI4ODjA09MTrq6ubMTHzs4OtbW1ADDuakcnJyeUlJQwv63GxkZ2zli4dMeSnp6O3NxcLF++nLfycOxUHmeAqRqmCoUCFRUVCAwM5B2rp6entooRAHp6etDZ2YmUlBQ4ODhgaGiIjaipGqSDg4PsNzfl2dnZib6+PlRUVLB9RUVFKC0t1XhfAgICAgJ3HsII1x9Ibm4uYmNjsXnzZvT29uKdd96BqakphoeH8f777/9ip3lTU1ONcatEIhEsLCzQ29sLQ0ND9PX1oaCgAObm5rC3t8fg4CDy8vLg4uICqVQKiUSCl156iflXHThwAEuWLIGOjg4kEgnc3d0BKI1Hzmjx8fFBdnY2LC0tIZVKYW9vD0NDQ3R3d7ORnI6ODhw9ehTHjx9HU1MT1q9fDx8fH7i5uUEqlcLLy4s36tTb2wupVIq0tDRm8IhEIo0+XGZmZuP6OkVFRcHLywuGhobw8/Nj9zVlyhReedna2sLY2BhGRkYsFlpxcTHc3Nx4xiqg9LUbuw0ArKysIJFI2KKE+Ph4dj0PDw/edCZXjlZWVoiMjISnpyceeOABBAUFsWNqa2uhq6srTC0KCAgI3CVokeoSL4E/hL6+Pl6Hn5ubi3/96184efLkn5anjo4OuLm54ezZs5g4ceKvTq+qqgqrVq3CmTNnAID5hXErHcdDS0sLbW1tv3lQ1dvl6NGjEIvFf3o+BAQEBATuDoQRrj+BsaNRxsbGaj5BfzRFRUVYu3btb2JsAUqndFtbWzg5OWF4eBgGBgbYunXruMdXV1cjKioKS5Ys+d0j5d8K3CiUgICAgIDAb4EwwiUgICAgICAg8DsjOM0LCAgICAgICPzOCAaXgICAgICAgMDvjGBwCQgICAgICAj8zggGl4CAgMCvQKFQYGRk5M/OhoCAwP9xBKd5AQEBAQEBAYHfGWGES0BAQEBAQEDgd0YwuO4iLl++/GdnQUDgjmJkZISns3knUFdXx0Ti/wgUCgUOHjyI5ubmmx5TXFz8h+RHJpPxJMTG0trair17995WmoWFhTh48OCvzdotsWXLFp5G7O/JyMgI7OzseJJifwYnT55kKh5/ZQSD6y5i/vz56Ozs/LOz8Zuxfv16nr7grVBdXY2IiIjbvlZKSsovbgSrq6vh7OzME/T+Ldi5cyeWL18+7v7i4mJ4eHjc9JnL5XI4OTnd1nXXrl2LpKSkmx5TUlLys1H4ZTLZuDqXN6Ozs3Nc3czfmjVr1mDlypW/6Ny+vj7k5ub+xjn6eXx9ffHDDz/c8vENDQ2orq7+xdf75JNP8Oabb+Lee+8d95ijR48iICAAXV1dv/g6t0p0dDTeeeedcfdfuHABmzZtuq00jx8//oul1W6X5uZmnDt37g+51sSJE9HS0oKffvrpD7neeFy/fl0YEIBgcN1V+Pn5/ekR639LmpubmXj1rfJLOngAv7oBtLCw4Okl/hb09vbe9P63bNmChoaGmxqKCoUC3d3dt3VdFxeXnzXSrK2tERMTc9Njtm/fftvXBpQGwh8l3K2trc3T8bwdenp6/hSD63bze+7cuV9Vv0UiEcrLy2+qAMHJdpmZmf3i69wqdXV12LZt202P4XRcb5VbOX68tkXTB49qvR8YGOB9jIlEIohEIigUCsjl8nHTHR0dhVwux7lz59Ty19zcjNraWrXr1NbWqo1ETpgwAcPDwzhx4gQaGhp4+7jt1dXV7Bq9vb1oaWlhxzQ0NEAul7P/VVVVaGhoUPsoqq2tZe1VR0cHysvL0dTUBED5nnHlUlhYiAMHDtz2M7obEAyuO5jW1lb09fWx/0FBQSgvL7+tNLjzBwcHecPOfX19bPXVzfQPx37RXrhwgTdFM9ZgUM3veMjlcly+fFlNZkihUKC1tXXc6ZSvvvoKjzzyCGJjY9Ha2sq7tlwu1/j13drayhqTCRMmsO2XLl1Ca2srr0y4cujo6EBraytbmWZvb49XX32VZ3CdOXPmpuV2+fJlfPHFF2rHKBQKnDx5EjKZjAmEa+LEiROor6/HG2+8gQ8++EBtf2NjI2QyGW8k5NKlS6irq0NzczNkMhkGBwfR2toKmUzGDWzYmwAAIABJREFUGwGxtLTE/fffD0DZuPb19aG4uBgymYw15kZGRjwR7xMnTqC4uBhFRUUAlKN+vb29KC4uZgZhYWEhurq6kJaWxtKRyWTYvXs36urqWBm3tbWhsbERu3fvZsdduHABxcXFyMrKwqVLl9h1P/jgA3R1dWHLli2sLAsLC7F7924UFhZqnC7kRqZ2796Na9euYXh4mFduGRkZ2L17N6+TaW5uxubNm5GWlobGxkZ0dHTgk08+gVwuR1JSEo4ePcrKKy4uDuvXr2fnt7a2orCwEOXl5diwYQN2797N8pWbm4uqqip2nfDwcFy4cEEtz4WFhYiOjkZsbCzrvABlvV6+fDl8fX0RGxurNnV09OhRvPvuu8jIyICnpyfkcjm2b98OmUyG6OhorF+/nj2v0NBQeHt7Y/fu3ez8rKws7N27F0FBQayO9PX14YUXXoCbmxtCQ0PZ+xoeHq6W76qqKjg7O8Pd3Z2NJM6cOZO9m1999RXc3NzY8bm5udi8eTMUCgXi4uLg6OgIOzs7xMXFsWOioqKwb98+AMops9DQUFhbW+OJJ55gZdnT04PNmzfD2toa1tbWGt/9/Px8WFtbw8jIiKdjm5WVxbarjlz7+PggOTkZVlZW0NfXR2pqKgAgMDCQ1XsA2L17NxYuXAgAeO2112BrawsHBwd4e3sDUBpSX375JZ566iksXrwYTz31lNroeF9fHzw8PODr64uIiAiYmZnhiy++AADExsZi8eLFiImJYR9GHR0dkEqleO211xAcHAx7e3vW1mppaeG5555DUlIS/Pz8EBsbC0DZBj322GPYuHEjNm/eDIlEgtbWVly8eBFLlixheVm2bBm2b9/O8vXMM8/gxo0bWLhwISvXwcFBPPnkk9DR0YFMJoOjoyMOHTqEsLAw7N69GyYmJujp6cHChQvR1NSEFStWIC0tTe2Z3PWQwB3HyZMnycbGhkJCQkgsFtPHH3/M9j3yyCN09erVW07L0dGR1q1bR66urmRmZkaJiYmkUCgoJyeHwsLCyNbWlmbMmEH9/f3k6upKzs7O7NoKhYKSk5Np0aJFLL2pU6fSvn37iIjo7NmzNGXKFCIiqqysJBsbG3J3dyeJRMLOV+X06dP02GOPkY2NDQUEBNDUqVMpJyeHiIjeeecdsrGxoaCgIJJIJBQfH887V6FQ0NKlSykkJITCwsIIAGVlZdHJkyfpscceo6CgILKxsaHY2FgiIhoaGqI5c+bQ7NmzKSQkhB555BHatWsXEREtW7aMvLy8KCAggGbOnEnd3d2sbBctWkS+vr7k7OzM7ruyspJEIhH77ezsTGFhYWRjY0NZWVlqZZ6Tk0MzZ86ksLAwcnZ2ppCQEBoZGSEiooULF9Ls2bPZ+V5eXhqf25o1a2j16tV05coVmjJlClVWVrJ9GzduZM9y0aJFJBaLiYjo8OHDZGNjQytWrKDIyEhyd3enOXPmUGJiIllYWJBMJiMiotjYWEpMTCQiYnlcs2YNrVu3jsRiMfX391NNTQ1Ld9++feTo6EiJiYkUEhJC9fX19PbbbxMAWrNmDXuGEyZMoICAAFqyZAkdP36cVqxYQREREfTWW2+RWCym5uZmqq2tJV9fX3J1daXExEQ6ffo01dfX06RJk+itt96i+Ph4mjp1KpWXlxMRkUQiofnz51NISAjV1NTQmjVrKDY2lvbs2UM2Njbs2hzXrl0jV1dXCgkJoaysLLK1taWwsDAiIiooKCALCwvKyMigtLQ0EovFVF9fT9euXSMzMzN6++23adeuXbR161a6ePEibdy4kWbMmEE5OTl05swZOnnyJDk6OtKePXsoKyuLvTeHDx8mMzMzWrNmDR05coTc3d1Z/Q0LC+PlEQC1t7er1RcbGxs6ePAgyWQyMjAwoLNnz9LQ0BCJxWLaunUr1dbW0rJlyyggIIB3bnt7O61YsYLi4+Pp2LFjNDQ0xN7rt956i2QyGbW3t5NYLKbKykr66quvKCAggPbv30/d3d00efJkqq+vp2PHjtHx48dJoVCQu7s7JSYmUltbG3388cdUW1tLbW1tZGBgoFZPnZ2dSSaT0dmzZ2n//v1ERLRu3TraunUrERGlpaXRlClTqL6+ntX/8vJyys/PJ1tbW2pra6NLly6Ru7s7bdiwgYiIvLy8aMeOHUREFBERQUFBQaRQKOjs2bN08uRJqqysJD09PdYuRkRE0Jo1a3j5am1tpUmTJrF6FBYWRqtXryYioo8//pg9gzlz5tDhw4fZb66NqK+vZ+98fn4+SSQS1p7Nnj2b8vPzqbKyksRiMV26dIldk4jolVdeoZCQENZOz5gxg7WZHBkZGbRw4ULWLrz99ttka2tLRERisZi++uor3vFBQUGsTEdGRmjmzJmsXgFg5Xvy5EmaMmUKXbt2jeLj4ykkJISXxrp164iIyMbGhtra2qi9vZ0cHR1JIpHQ0NAQZWVlsXYvJCSEXTMrK4uCgoJY/o4dO8bLH1c/hoaGWJm5u7vTXw3B4LoDuXLlCnt5P/74Y5o/fz7b5+7uzgyEW0EsFlNtbS0RKRsEExMTOnbsGOXk5JCjoyMvLe64/v5+AkBtbW2s4erv76djx46Rq6sr+fr6EhFRamoqrVixgoiUHSPXqFy9epVsbGxYB8+xbNkyWrp0Kfvv6upKOTk5dPHiRQJAp0+fJiJlJ6Kjo6PWMXEkJyfTkiVLSKFQkEKhoM7OTnaehYUFERHt2LGD5s+fzxo01Y5PNV1XV1cqKCggImUjdOTIEVZWAGhoaIg1rERKQ66/v5+IiGQyGbm6uqrlT7WDGRoaIjMzMzp8+DDJZDKysbFhx+3YsUOjwdXf308GBgbsvmJjYykiIoKIiC5evEh6enqsrM6ePcvu+fDhw7xGbsqUKaxhXLFiBTOyxhpcqp2BWCym1tZWOnbsGLvnjRs30sKFC+nKlSu8fHJ1hGPChAk8w1CVkJAQVh8SExNZ5zo2b0REKSkpzLDgDA5NJCYmsvrHcfjwYVYeRESrV69mBpeXlxcvrQ0bNtCaNWuos7OTpkyZQocOHaJr167x0lItT87Yy8nJoZycHHJ3d6f9+/erHSeTyWjmzJlEdGsGl7u7O+Xn57P/YrGYzp49S+Xl5eTo6Mi2Dw0N0eTJk9Xe/8TERMrIyGD/w8LCWH0hUr6nM2bMoPj4eEpMTKSgoCBatmwZjYyM0JQpU2jHjh109uxZIlIaGmZmZmpl3dbWxuqDKvPnzydfX1/23hAR1dTUsHyLxWJ6++23acOGDdTd3U0WFhbMKNy4cSM75+DBg+Ts7ExE/Oc0adIk9i5x1NfXk+pYwq5du9gz5tixYwdJJBL2PzY2lhkbRMoPp5ycHNYGESmfA1cO7e3tBIAuXbpEQ0NDNHXqVNq/fz9VVlaShYUFKRQK2rp1q8b395VXXuHV55CQEGbIcSQmJrKPw7H3lJycTCYmJhQQEMDep/nz5/M+vFXfGS6fHACou7ubgoKCeHUvJyeHlUl8fDxt2rSJMjIyKDk5mTw9PUkmk9HChQtZe1BfX0+PPPIIESkN6+PHjxOR8j1Xfe+JlO2Qar3h3o+/GsKU4h2IsbExrl69itdeew0fffQRzwfAxMTkth0kp0yZAgCQSCS4ceMGfvzxRwDA008/zfYBgLm5OXbv3o1du3Zh8uTJ7BwbGxscOXIEhw4dQnx8PI4fP46+vj68//77mDdvHgYHB3Hu3Dk2dWBkZITg4GAcO3aMl4+jR4/ypiUmTZoEAPj+++8BAFKpFIByyuvRRx/lTflwNDY2Ijs7G++99x7zlTh9+jRiY2PZVAWg9FNwcXFh0zN6enq4ceMGAKW/QVpaGqKjoyGXy3H9+nUASn8HzlGc86PhypqbutPV1UVRURGWLVuGd955R+OU1uXLlzFjxgx2vK2tLVpbW3HmzBnMnDmTHTfecywqKoKOjg42b96M6OhonDlzBtnZ2ZDL5RgeHsbQ0BArK1XGTsUaGhrC0tISgPLZcmWhq6vLm84c62sxODgIHR0d9j8mJgYGBgZ48MEHsWzZMt60ser937hxA66urux/Y2MjnnvuOdjZ2aGqqoo3HaY6vTs8PMzzDXrggQeY74q2tjbP36yurg7+/v546qmnkJuby5su5MpAIpGw/6rTc1evXoWpqSn7L5VKce3aNZiZmSE5ORmbNm2CWCwe12/r/Pnz6OzsZNPxQUFBcHBw4KUJKMudexaq1weU9XBoaIi3bXR0lOc/xZ3T0dEBUgmjqKuri6tXr6Knp0ctb6rHmZiY8NIjIjz88MNYunQpFi5ciE2bNiEhIQHa2to4duwYvvnmG8yYMQO7d+9Gb28vey/H0t/fr7atuLgYf//73xETEwN7e3sMDg7C2dkZnZ2dKC8vh1gsxrPPPov//Oc/qK6uhqurK6t/qvVOW1ub1Q8DAwP2rvb397PfHNz7ejN0dHR49UBXV5ddz9/fH1u2bEFPTw9EIhGvrnP1mXsGWlpa0NXVRVJSEvLz81FYWIh169ZBJBLBwMBA47XH5ne8hQaqvmFcHhQKBRISEnD+/HnMnz8fc+fORW9vL0xNTXHlyhV2/Nh6r6+vDwCsDHV1dTFp0iReXVMoFLjvvvsAAK6urigtLcXhw4cREBAAf39/VFZW4rPPPsP8+fMBAA4ODnjooYeQkZGBwcFBuLi4AACvz1BlrI/rzVwm7lYEg+sOJCUlBYmJiXjiiSewYMEC3r7Gxkaeb82toOqE+9NPP8HIyAgAcM89/6seNTU18PDwwMjICFxdXXH16lXWQL300kv47LPP8Omnn8LT0xNz587Fm2++Cblcjnnz5kFfXx8ikYjXgA4PD6t1NmZmZrwOmjueaxRUG5Genh6NhsBLL72EzMxMVgZ5eXlISkrCk08+iZCQEN41Vc8nIvz000/o7e3FnDlzoKWlhVWrVsHc3ByGhoYaz+GuCfyvMUlNTUVZWRlefvll/OMf/xi3MVX10+Hua9q0abxGaLyl3AcOHMDKlSvh6emJ2bNn44UXXoCtrS0KCgoAKDtU1Xxyz1dTB6B6HFf2AwMDvA56LPr6+rjnnntYuvfddx8KCwtx5swZfPHFF3jvvffYsVpaWrxzVct/wYIFeOGFF1BfXw9PT09efVPtlEQiEa8cb7YaNCAgAOvXr1cz3jkMDAx45ysUCvZ8DQwMeJ1cS0sLM/yWL1+OxsZGpKenM4dtkUjE+9iZPn06bG1tER0djeXLl2PlypWwsrLi3RegdGIXi8UAlJ2T6jWHhobUOiJjY2OePyL3PkilUnz77bdse2dnJyZPngxra2u1+1Ytz56eHp4xP3PmTPT09MDe3h5PPPEEHnzwQZibm6Ovrw/W1tbIyMhAQUEBjhw5AgcHB1y5coXlZ2BggNUbrrNWpaenB9HR0Th+/DhOnz7NjEFPT0+8+uqrCAgIgJmZGSZPnow333wTzz33HCuXM2fOsHRkMhkefvhhAEq/Le65zJo1C5WVlQCU74tcLsfQ0NDPLiyws7PDqVOn2LvHLSro7OzEZ599BplMhpdffhkikYhXdlz95Z4BZ2SGhITg008/RXl5OfNVu//++/Hll1+yj4O8vDwMDg6qvVua3jUnJyfU1tZCLpejt7cXu3btgqenJ7S1tZGZmYkrV67A29sbBgYGGBgYgIODAz799FN0dnaiq6sLNTU18PLyYumVlJTg8uXL2LNnD5ydnWFgYAB3d3fs3bsXXV1dkMvlSEtLg6+vLwBg7ty57CPQzs4O/v7++PDDDzF79mzec162bBmio6Px8ssvs21PPPEEUlJS0NraitLSUp5/Gwe3aOCvxi9bniPwp1JTUwM/Pz94eHjgjTfeYI3LwMCARkPm5zh9+jSMjY2Rm5sLbW1tSKVSdHR08FbAtLS0QCKRICoqCgcOHGDXA4ClS5dixowZ8PLygra2NoKDgxEREYFFixaxzszb2xvbtm1DamoqvvnmG+Tm5rJ0OCQSCTIyMmBvb4/a2lo0NjYiJCQETk5OkEgkyMzMRGBgIL788ksMDAyoraR78cUXYWtrC0tLS1RXV0MikaCiogKurq5wcXHhjUy4ubkhKioKYWFh6OrqQkVFBaZPn47h4WEMDAzA398fHR0d6Ozs5Bk+Y42gsQ37uXPn4OHhARMTE+zbt49nrHH4+vpi27ZtePnll/Hdd9+ho6MDixcvBqB0CC4vL4e2tjZKS0vVluKfO3cOFRUVyMvL46X9ww8/YPv27Vi7di2mTp2KhIQEeHp6orCwkGeojjUYx+uYuHM07ef2cWlt3rwZEyZMgJWVFYaGhtiIzuzZs5GZmQmRSMQcjIeHh5lx2tvbi8uXLyM7Oxs1NTXw8fEBoPxyTkhIwL333gtnZ2cEBwcjPDycjcZt374dmZmZGvOtq6uLpqYmfPnll6ioqOCNYgDKL/fh4WEkJSXB1NQUMpkM7u7uAIDVq1dj06ZNMDY2BhEhLy8PVVVVaG5uxmuvvQZPT0/U1NSwNGfNmgW5XI7Q0FB4eXkhNDQUnp6e0NLSwtDQEA4cOICioiIMDQ2htrYWUVFRuP/++5GVlcXqoqenJ6KiojA8PIyGhgZMnjxZ7RmFh4cjISEBzc3N+Pbbb9l+JycneHl5wdPTE46Ojvjvf/+rMZyHi4sLoqKiUFBQwFYxq45GeXt7Y+/evfDy8oK5uTlqa2uRlJSEBx54AK+88gpsbW1RV1eHDRs2wNjYGDExMXBzc4OHhweampqQnJwMOzs7jStquXsbGBhAUFAQe4Z+fn4oKChASEgIACA4OBibNm1iRsLatWsRGBjIRk2ICIWFhQCURjJXB/fs2YOgoCCUlpaip6cHq1atglQqVWsDx46ueHh4wNXVFVKpFObm5pBKpTAxMYGxsTGcnJxgaWkJS0tLODg4sA9Q1VFgU1NTSCQSlq6RkRF8fHxgaWnJRpP8/PzwzTffwMXFBcbGxnBzc0NQUBCkUinv3XVyclJb3enj4wO5XI6AgADcuHEDbm5uyMnJAaBsd0NDQwEoP/AsLS0RExODlJQUBAcHQ09PD3FxcazsQkJC0NLSgszMTFhZWbFFLKGhoSwtIkJMTAwLqSMSiZCSksLu3czMDBEREXBwcFArR21tbd7HTV5eHqKiorBq1SqYmZkhISEBRkZG8PPzY8dIJBKeQfhXQZD2uQOpqKhAXFwcdHV1kZCQgKKiImRnZyMvLw81NTW3FRrCysoK/v7+OHXqFCwtLREfHw87OzuUlZVBLpcjMjISgPLLb9WqVejp6YGXlxeuXLmC5cuXs84nNTUVLi4u8PDwwP9n7+zjoqzS//9JgQB5EtChhr5MCQmKygqCKbvQCqvkAygEFOwLCkxYUVTYcIUCE1csS0QTC1yoMGHzWRJW2C+QmBCYKOTwdWiZjVEgBhh5moEZvX5/8JuzjAw+babl/X69eL1mmHOf+zrnPve5r/u6zrkuYPhmXrNmDdzc3AAM72559913UVlZCXNzc7z++uvsAatGJpPh9ddfR1dXF1xcXODo6AhbW1u4u7ujs7MTiYmJaGxshEAgQExMjIbCJZPJ8Oc//xlEBJVKBV1dXURERMDKygpr167FwMAAYmJisGfPHhbba8eOHfjqq6/w3HPPwd3dHZaWlvD09MSOHTvw9ddf4/nnn4eLiwv7/8aNGxEWFgYHBwdIpVLEx8cjPT0dUqkU27dvR1ZWFqqqqrBjxw7o6+sjJiYGhYWFSE1N1WinQqFAeno6GhoaYGlpiaioKNjb2wP4z641S0tLBAQEoKmpiU2uwPAW7cbGRgQHB2vU2dPTwxSujo4OtgNo5cqVKCoqQlJSEkQiESoqKtikmp6ejvDwcJiZmaG8vBw6Ojpwd3dHeXk5jIyM4OLigtLSUlhbWzP58vLysGjRIty4cQMlJSUIDQ1FT08PPv74Y/T19cHLy4u5jkUiEc6ePQtHR0e4uLhgz549CA8PZw+byspKlJaWwt7eHra2tjAzM2Pj6dixYxgcHMSCBQtgaWkJoVCI48ePQ6VSISgoiFlxjhw5gnnz5jEXWUNDAwoLC/Hss89iwYIFaGpqYg8eNY2NjTh27BgEAgGmTZuGoaEhNpYaGxtRXFwMMzMzeHl5MQWhqqoKDQ0NMDY2hr+/P1NEGxsbIZPJ4OzsDF1dXbS1tSE+Ph4CgQDr1q2DpaUlU1bS0tLQ2NiIuXPnsv5U98PVq1excOFCSCQSTJ06dZTCUFVVhd7eXjg4OEChUMDGxoaVaWhogFQqhUAgGDM2mkQigbm5OQwNDSGTyTBu3Dj2MFWjrsfR0ZEpzVKpFI2NjbCzs9NQCi5duoRx48ZBIBDAyMgIKpUKfX19Wq3ratf/SNkUCgVz+d+OtrY2qFQqdh20IZPJIJPJYG5uPqpNd2LkC8B/Q09PD6ZNm4bKyso7xqf7NZGSkoKuri6Nna0cY8MpXL8ivL29kZqaypScu0EgEKCkpESrG+LXRkZGBlQqFf74xz9qdX9wcPwUBAQEYMqUKQgJCcHMmTMhEomwcuVKjfAPHL8uPv30U3z55ZfMCve4kJCQgLCwMEybNu1hi/KLgFO4fkUcO3ZMw2x7N4SGhjKz9K+dhoYGpKenw93dXev6Hg6On4L29naIRCI4OTnByMgIPT09uHTpkka8KQ4OjscPTuHi4ODg4ODg4HjAcLsUOR446l0wd4NMJkNJSckjsYOls7OTRUBvb2+/bfLeOyEUCm8beR4YXh91N5H4H2fKy8u1Rtbn4ODgeNThFC6OB05ycjK8vb3vWK60tBRTpkzBgQMHNLa7PyyysrLYDrasrCyNdBf3yubNm7F+/frblklKStIaQ+nnRJ1+5FGltLQU27Zte9hicHBwcNwznEuR44GjzmN4p8X8MTExmDBhArZv3/4zSXZ7+vr60NbWBltbW43P98Pd7LZydHREYWHhQ9vlJJFIMG3atJ/Uyqbevn+7nWC327F2t7vZODg4OB51OAvXY45EIkFERAR8fHywfft2lhj40qVLKCgoQFpaGrN6FBUVISgoCMuWLWPJeisrKxEXF4e1a9di7dq1LOjfSNrb21ni24KCApSWliIjIwPe3t4sKWpWVhb++c9/4syZM1i7di2EQiGGhoawfft2zJw5E76+vigqKgIwHG4gMTERH3zwAebMmQOhUIiEhAQcP36cxQfq6OjAhg0b4OzsrLFlOS8vDz4+PnBzc9OIy6WOem5nZ4fw8HDIZDL861//QlZWFgCgtrYWhw8f1tqHGRkZmDdvHmbOnDnm9ujS0lIWjkKpVGLlypWYNm0a3Nzc2O61vr4+FBQUYM6cObCzs9NIKK3m/Pnz2LBhA6Kjo8Hn8zFz5kwW/yghIQF5eXmws7ODj48PUlJSWPJeBwcHFtSwuroac+bMwRNPPAEfHx90dHSgp6cHK1euRG9vL4KCgph1T93n1dXVEAgELA5ZXFwcEhMTUV1djXnz5kEgEMDa2pqNiw0bNiAtLQ22trZYunQpPv30UyaL+g8A3n//fdjb24PH42HlypWsnTweD59++ilmzJgBc3NzHDx4kF0/dXDM7du3IyAggB3j4eHBrqmHhwe3VZ2Dg+ORglO4HnPCw8Mxffp0JCQkQCQSYc6cOVCpVOjq6kJiYiK+//57zJo1C319fdi+fTtefvllBAYGYunSpZDJZDAzM8OMGTPg6uqKf/3rX1rXagmFQtTX17PPGzZsgJ6eHrZt24aMjAxUV1fjxRdfhI2NDaysrLBs2TJMmjQJf/3rX3Hu3Dn8/e9/R1RUFF577TU0NDQAAD766CNcunQJb7zxBoyNjfHdd99h3759yM7Ohq2tLebMmYN58+bh/fffx8aNG1FXVweZTIZDhw4hMTERH330EeLj49HZ2QmVSoVXX30Vc+bMQUlJCZycnDA4OIihoSG2hkulUrE2jKS4uBh79+7Fzp078fe//x1/+9vfWGDBkahUKjQ2NgIYdi92d3fj1KlT+PDDDzUCk/b29qK4uBhbtmxhMdBG0tvbi88//xz+/v4skv+6desADKc0SU1NRWpqKhITExEVFYWSkhIUFRVh/PjxePnll1kAyvj4eCiVSixcuBARERHQ09ODr68vjI2NsX79erz44otwd3fHP/7xDwBASUkJent7ceTIEQDDkau9vb1ZwESxWIy0tDQkJiYCGI5Gv2fPHmRnZ2P37t0ICAhATU0NampqIBAImPJnaGjI4lCdPHkSly5dAjAcGV0qlUIoFOLzzz9HREQEgGFLmTrKuFwu14iYbmhoyGJ8PfPMM/cck4mDg4PjQcLZ6R9jpFIpJBIJNmzYAGA44rGNjQ0OHToEgUAAHR0dZuEBwCwxEokEurq6LIijo6MjKisr0dTUpFUpuZWZM2cyZUIgEEAkEsHNzQ1WVlYwNzeHl5cXACA7OxuHDh2Cvb097O3tERoaiuzsbKxevRoqlQrZ2dkaUfZXrFgBe3t7uLu7o6Kiglk/5s+fj9raWjg5ObHo9mKxGGZmZvj2228xceJE6OjosH5QKzAjF7mP5dbKy8tDZGQkc5dGRUUhLy9PI1ipGrVbrbCwELm5uVoDVUZGRsLCwgJz585lCtqtWFpasj6KiopiwWaB4ejWQUFBGuXj4+Ph5eWF0NBQFqiztLQURUVFUKlUOHnyJPT19eHk5ITe3l4WKHTlypVwd3dHeno6CgsLsXfvXhQVFcHd3R1yuRzu7u7Q0dFBZ2cniouL0dTUxPpMX18fXl5eGtGkDQ0NkZKSAgMDAxYMNjo6Go2NjaisrISlpSXEYjFmzpwJIyMjLF26FDo6OrC3t9fI+TbS5XlrVHb1d21KLwcHB8fDhFO4HmP6+vo0ktgaGRnB3NwcCoUCCoVC47eBgQFs27YNOTk5mD9/Prq6uphlpqOjA6+99hry8/PHTCs00tpwa/LWkYmKR+beu3r16ij51DkIjYyMNBQgBwcSWl+eAAAgAElEQVQH9vlWxUitLPX09CAhIQEVFRVwdXVFd3f3bSNk6+rqjkqgq42RyYknTpw4KnHsragtg9ro7OxkSpienp7WMiPz9ymVSqaATJgwYZSMRUVF+PLLL5mlTl9fH0ZGRkhMTGQ7QdXKjzpCvxqBQABzc3OcOHECRITly5dj69atOHHiBFOGsrKysHPnTgQGBsLAwIBZnLq6ukZZmKqrq5Gbm4uzZ89CX18fAwMDWLZsGaytreHl5YW+vj6tfTzyet64cYONEV1dXY3drAMDA6NyN3JwcHA8KnAuxccYS0tLSCQSti6nra0NTU1NGmlH1Bw5cgSnT5+GRCLBgQMHwOfzAQw/pCMiIhAUFARnZ+cxzzUy+fBIN5C+vv4oBUKNq6urxjqmuro6zJo1C8BopWpkbjhtv6vboE7Impuby6LNCwQC1NXVMcVFnZD31mTP2kJV2NraakQQr6mpGZVvTI1aERMIBCguLgYw3H9qN6yRkZFGItuR/TSSvr4+pghWVFRg9uzZAEYrhE1NTVi5ciVycnJYfjcrKyuoVCp0dnbCzs4OzzzzDLMejTy/uv4VK1bg7bffxmuvvQY9PT3Mnj0bH3/8MUsPdODAAWzatAkpKSng8/msz9TnU9PZ2YmIiAjk5+ezsfPDDz/gwoULyM7OxpIlS2BkZKRhydKGXC5nCjqPx2MKuEQiwb///W92vDpFEgcHB8ejAmfheowxMjJCaGgo/vCHP8DLywuHDh1CWFgY5s6di9raWo2ytra2qK+vR1JSEurq6lhetdzcXJw8eRKTJ09m0dtHLkYHwKxLakZ+VigUY661ycjIQEhICEpLSyGXy9HU1IS8vDy0traOKjtSadO2I06hUMDd3R1RUVGIjo6GSCRiViZ1bsaZM2eyhLw7duwY5e7TZrmKiYnBkiVLsGLFCujp6aGurm7MB71arvT0dPj5+eH06dP48ccf4eXlhZSUFJZ8/E6oVCp4enrCwMAAIpEIhYWFrA9GJsXdsWMHenp6mPt26tSpKCgoQF5eHoKDg2FhYQGVSoUlS5YgJSWFLV53cXFBQEAANm7ciODgYOzbt4+5MP38/FBbW8uU69DQUMTGxiI3N5eVAYbH1shE39nZ2ejr62NrxwwMDFBcXAyBQMCSBatdlMB/FEN1e9VKmrW1NRsvwcHBOHHiBKytrTF37lwsW7aMtb+goACmpqYa7lYODg6OhwkXFoIDFRUVuHLlCry9vZmS0dPTw9bTqKmpqUFLSws8PDzQ3t4OHo8HuVyOH374ARMnTsTAwAAMDAxG5dXq7OxEV1cX7OzsIJFIWKJX4D9rqczMzDQ+jzz222+/hZmZGZycnKCrq4v+/n5cu3ZNI/+jRCKBkZERzMzMMDAwgB9//JG1RSwWw9jYGBYWFhAKhbh69SpcXV2hVCqhr6/PrDIikQhNTU2YP38+TExMUFlZiY0bN6KyshIDAwPo7e3VSOCrRqlUoq6uDoODg3Bzc9PqFuvp6YFSqYSFhQU7RiQSwcTEhIWK6OzshImJCTu+s7OTlVdz/vx5+Pv7QyQSQSwW/1c5MEUiEQQCgYa8/f39UCgUo877S2P//v24fv06W5fHwcHB8bDhFC4ODi2UlJRg69atcHR0xJ49ex62OIyGhgYsWbLkriP3P64cOXIEK1aseNhicHBwcDA4hYuDQwsSiQQSiQQuLi6PXNBNlUr1yMnEwcHBwXF7OIWLg4ODg4ODg+MBw+1S5ODg4ODg4OB4wHAKFwcHBwcHBwfHA4ZTuDg4ODg4ODg4HjCcwsXBwcHBwcHB8YDhFC4ODg4ODg4OjgcMp3BxcHBwPET6+vo0si88iozMGvBTU1VVhba2tgdW/09BU1PTmMnkZTIZSkpKfmaJ/nuys7PR0NBw2zIqlQqpqan3PT4bGhpw6NCh+zr21wincP0CkUgkY97gv7Zgj1lZWZBIJPd0THV1NSoqKm5bJjc3957r/bno7+9/aOceGhrCypUr7+sBKxaL4evri87OzjuWVSqVWLFiBUpLSwEMp1eqrq7G0NAQwsPDIRQK7/n8t8Pd3X3MNvn4+ODSpUv3VN/KlSvx6aef/hSiYcmSJaPSYd1KQUHBqAwO98orr7zC0m/dK3FxcUhMTNT62/79++/qmo9FbGwsyy36MEhISLhjmbKyMqSlpWn9rbCwEH/4wx9+ccGIS0pKcOXKlduWaWtrw+bNm3H27Nn7OseXX36Jd955576O/TXCKVy/QKRSKdavX6/1t2vXruH8+fM/s0QPjgMHDqCpqemejtm9ezfefPPN25bJzc2FTCb7b0R7IIjFYgQEBDy08//73/9GSUkJurq67vlYmUyGixcvas11eSsfffQRzM3NWf7FtrY2yOVy9Pb2oq6uTiPZ+U9BQ0PDmMnAhUIh9PT07qm+7u7un2z83E0QW6VSqTV5+r3wwgsvwMXF5b6O1dXV1ZqyCgC2bNlyx6Tjt8PAwIDlzfy5USgUd3w5A0Ynhh/JokWLcOrUqVG5Vx91jI2N72i5sra2RmtrK3x8fO7rHKtXr8bXX399X8f+GuEUrl8gKpVKa4JmAFi3bh127tz5M0v0aJGdnY2ysrI7lpNKpQ9Mhvt1wdyrcnm/jJxoRz7I7ezsUFtby/I7Arjrh6GTkxPKy8vh6OjI/qdQKKBSqUYpC6Ghodi3bx/7bmZmBn19fVhYWKC4uBju7u5jnqe9vV0jWblKpYJYLL6jlUVfXx8SiWSUJUJfX39U0nCxWDzKzaVQKCAWiyGRSDTuP/U1k0gkaGho0GirQqGAUChEVVXVmInJR+YOraysZPKpVCoUFRVptFUqlaK8vHzMBOl9fX04ceIEpFIpjh07hiNHjrDfPD09MXfuXPZdIpEgPz8feXl5GrI1NjYiNzcXBQUFWs8hk8mQm5uLhoYGFBcX49///jcOHTqE0tJS9PT0ID09nZUd6VJSKBQoLi5GZmYmjh07plGnWunMy8uDWCxGdnY2UlJSNK5VW1sb0tPTkZKSMmb7RyIWi7Fnzx5s3bp1zPL79u1DY2MjkpKSkJeXBwAoLS3Fhg0bEB8fr3WOkEgkiImJgUgkQnx8POLj41FQUIDw8HBWR2NjI+Lj4xEeHj6mZayoqAjx8fHs+44dO5Cfnw+JRAIvLy94eXnB3d0dnp6eqK2tRUFBAdatW8fKJyUlsXtoyZIl2LdvHys/0o2XlpYGLy8vuLm5afxfJpOhtLQU5eXlSEtLQ1paGpYtWwYXFxdERkaycezn58fms2PHjsHNzQ22trYIDg5mY9Pe3h6pqalwc3ODo6MjqqqqAADFxcWIiYkBAJSXl8PFxQXOzs7w9PR8oPPvowqncP0CMTU1RX9/P7Zs2QIHBwf4+Pigo6MDwLDrpLKy8q7rWrt2LS5evIhly5bB3d2duUmqq6uRkJCAtLQ0zJw5EwMDA/j666+xbNkyeHt7IzMzE8CwpSgiIoLVFx0dreEe8fb2hlAoxNDQEFJSUuDg4IA5c+awiUkbWVlZcHd3h4eHB65evcr+39nZiejoaEybNg2enp5jTqJ79+7FmjVrAAwrE3FxcXB2dsbMmTOxfft2Vk4kEmHOnDmws7PTeDCNJC8vj5XZunUrACAoKAi5ubmYN28e7OzsWIJkiUQCHx8fbN++HU8//TRLeh0XFweBQAAHBwds2bKF1R0XF4eZM2fCzs4OmZmZKC8vx4YNG/DVV1+Bx+OxfszIyICdnR309PTg7e2Nzs5OlJeXY8KECUxxiouLw7Jly1jdPj4+KCgoQGlpKezs7MDj8WBmZgaRSMTakJiYCIFAgKefflrDFT1p0iT09PSgv78fy5Ytg0AggKGhIbvmt+PZZ59ln99//33Y2tpCIBBg2rRp7OG5ceNG/O53v8OMGTMQFxcHYFhBVT/0//CHP2h19544cQLW1tYICQnBb37zG0gkEly8eBECgQA+Pj6wt7cf09VuZmaGyMhILF++HO7u7sjIyGC/KRQKvP3226ioqMD58+chEAgQGRmJ3/72t/jggw+YfK6urnj55ZcRGhqKEydOsOOXLl0KX19fBAcHY/ny5Vi7di2A4bH3m9/8BmvWrMFbb70FV1dXrVYxIyMj9kCLjY1FbW0tAICI8NJLL0EqlYLH40Emk+H111/HkSNH4Ofnp/UekkqlCAgIQEBAAP7xj39gw4YNzBX4xRdfoLCwEADw9ddfY9asWaioqMDp06fh5eUFpVKJoqIihISE4OrVq9i1a5eGG1E91mJiYpCXl4epU6cya3pHRwcGBgYwfvx4/PnPf2bHfPfdd9i/fz8AIDk5GR9//DGUSiXefvttjXtOfZ8fOHAAnp6ekEgk6O3thbe3N6t/7ty5kMlk4PF4WLt27R3dwNHR0WhtbcUzzzyDZcuWsbE/EjMzMxgZGcHDwwOzZ8+GUCjE3r174e3tDSMjI2ZtViqVUKlU6O/vh7+/P5577jnY2dnBz88P0dHReOONN1BUVASBQID+/n54eXlh3rx5WL16NS5cuKBVeZXJZOxaA8PKaWNjIyZPnozs7GwUFBTgz3/+M65evYrnn38efX19qKurY+WVSiV7KRgcHERzczNOnz6NmJgY/OUvfwEAHDp0CF988QUKCgrwj3/8A++88w4uXbqEzMxMnDlzBgMDAxAIBFAoFNi/fz82btyIr776ChUVFczyJ5FI8OOPP0IikWDVqlXYuXMnhEIhJk+ezOYzhUIBXV1dnDlzBvHx8XjjjTcADL8AqK3lPT09+Oijj9g99lO55H9REMcvjgsXLpCFhQXl5+dTR0cH+fr60qJFi9jv5ubmJJfL76quhQsXUmRkJAmFQioqKiIDAwO6cOEClZWVkYWFBW3atIlOnjxJRERhYWFUVlZGNTU1ZGBgQGfOnKHW1lYCQC0tLSSXy4nP59P8+fOJiKi5uZn4fD4REaWmptKCBQuoubmZLl68SFOmTKGDBw+Okufjjz+mWbNmkUgkoitXrtDUqVOppKSEiIiCgoIoNjaWWlpa6MKFC2RjY0OXL18eVUdycjIFBgYSEdHOnTvJ1dWV6uvrqbW1lYqKioiIaPHixRQREUFXrlyhoqIiMjU11do/EyZMoJaWFurt7aWysjIiIvLw8CBfX19qbm4moVBIU6ZMoVOnTlFvby9NmDCB4uLi6MyZM9Tb20uxsbG0fPlyUiqV1NvbS7a2trRt2zaqr68nY2Nj6u7upo6ODtaOnJwcdi2VSiWdOXOGbGxsqKOjg4iItmzZQiEhIUREZGNjQ0ePHiUiohkzZhCfzye5XE5DQ0PE5/OptbWVysrKqL6+noiI1q9fT8nJyUREtGjRIgoJCaHu7m66fv06mZqaklAoJCIiAKwe9bWvqakhHR2dO44n9ZRy4cIFMjc3p5aWFiIi2rVrFzufjo4OyeVyUiqV1NbWxtoysn+bm5tH1b169Wo2ZtT90dLSwuR+//33yd/fX6tcPB6PjSOhUEgWFhakVCpp0aJF9OSTT9IXX3xBQ0ND5ObmRrt37yYiIrlcTqampjQ0NESJiYnk6+tLQ0NDREQUEhJCu3btIiKiqVOnUk5ODhER1dfXEwBSKpW0c+dOioiIYDKEhYXRxx9/PEo2X19fVpeHhwfl5+dr9GdzczOVlZWRsbEx9fb2EtHwOPH19R1VV3NzMwGg7u5uIiI6c+YMTZkyhYiG74uEhAQiIlq+fDlt2bKFiIi1+9y5c9Tf38/OUVZWRrNmzSIiojVr1lBCQsKofhgpIxFRW1sbjXysHD16lBYuXMj6U82WLVsoLCyMtVk9LhcvXkxZWVlMLnVdycnJ5OvrSzU1NVRbW0vJycnsmLthwYIFbHyNpL6+nqZOnar1mObmZrKxsSGi4f5esGABLV++nGJjY0eVDQwMpLi4OCIiOn78OE2fPp1ycnLos88+o9jYWK3XSl2nmrCwMDb2iIbHNp/PZ3IfP36cPDw82O+rV69mfeDm5sbuAyJiYyAsLIwWL17M+mv+/PmUk5NDp06dIn9/fzZut23bxq4H0fBce+rUKSIavjfb2trozJkzxOPxaM2aNRQXF0eLFy9mx9jY2LAxUFZWxvrt4MGD7PoTEbW2ttLly5c1ZH+c4DLg/gLR0dGBkZERgoKCAAy/cY60bpibm0Mmk8HKyuqOdalUKqxYsQL29vawt7eHra0tCgsL4e7uDmtra2bVAf6z7kmlUmHy5MloamqCu7s7vLy8UFxczKwPx48fR1tbG3sTB4YX/b777rtsnUN8fDxKS0sRHBysIc+RI0cQEBAAW1tbAICVlRVzN1RVVaGxsRH6+vqwtrbG3LlzceTIEa2LedVrSiorKxEUFMTcXIsWLQIw7EYKDQ2FnZ0d7OzscP36da39Y2VlhaSkJERGRsLT05P9PzQ0lLXFz88P5eXl8PHxYbt61C6n0tJSvPXWW+yaRUZGQigUIjIyEiqVChs3bkRkZKTWtTU6Ojo4efIklixZAktLSwBAcHAwW/cUEhKC4uJiODo6wsDAAMHBwSgsLISenh7s7e1hZWUFKysrSCQSlJaWQqVSsTdiHo8HgUDA3FlmZmZoa2uDvb09Gxf6+vrw9PREYWEhpFLpXbsWVSoVamtroaOjw9wJra2teOqpp2BmZgaBQAAvLy+sW7cOL7300l3VCQAuLi6IiYlBY2MjAgICYGlpCWtra4jFYuTm5kIsFo/pttPX14eTkxOAYfeHjo4O2traUFBQgJkzZ8LS0hK6urro6+tDXl4ec71YWVlBqVRCKpXCycmJreUZ2RdGRkbg8XjsMzD8xl9XV4eGhgaEhoYyy5a2PrS0tNRYAzXWWi0ej8fqd3BwQHZ29ph9pb5neDweG4vm5ub44YcfAABdXV2orKxki+jt7e1hZGQEXV1d7N+/H6WlpRgaGtKoMy8vDzKZDOXl5Vr7ARhej3Ur6msikUiQnZ2N8+fPo7u7W8O9qW7XyMTsI9dNNTU1QSqVMgsdAI37URuFhYXYt28fLC0tx1zQbmRkpNGGvr4+bNy4Ed9//z1MTU01fpNKpfjxxx/x+9//XqMO9dg7cOAAgOG5x9LSEjo6OlCpVHB3dx81zwFgv6vR19fXGCehoaF48803WTtvXUemo6PD+kqlUmm4np988knIZDLI5XLY2toiPDwcnZ2dWLJkCQQCASwtLTWsbgqFQsNNfuuSlZ6eHqhUKggEAmzYsAF9fX0aZcbagDRyfWJKSgpqa2vx/PPPQywWszntcYJTuH6BqCdGNTo6OpDL5RgYGIChoSGuXbt2V8oWMHrC5PP57H8j15YolUq88847OH36NPh8PmQyGZtcg4ODcfHiRYhEIjY5HD16FJ988gkzOcvl8lE39Eh34UgMDQ3HlPe7776Ds7Mzq8PY2FhrOfVD6+bNm1oXJRsZGd3VYuWzZ88iLy8Pf/rTn+Dg4MAmqZGT282bNzE0NISBgQEMDg5qtNPMzAwmJibsu7rPLC0tIRKJUFBQAD8/PyxcuJC5XkYil8s1zjVykvbz88PLL7+MWbNmITAwEM7OzsjNzYWBgQFefPFFAMNuvZMnT8Lb2xvXrl1jD7bx48ePOpe6PwwMDHDz5k3U1NTg1VdfRWRk5B37aSQDAwPQ19fH7NmzR63VAYZduSUlJUhKSkJ+fv5dbxsPDw+Hp6cnPvvsM7i6uuLixYsoLS1Fbm4u1qxZg0mTJml1G6np6+tjk7y6H0deG2D4uqSmpo5aQ3arIjfyGt+qmADAuHHjIBAIMHv2bOZiHIsff/wRDg4OAIb7fqwNCyMVsa6urtuOX5lMxq71yPGjvu4GBgYIDw9nL21qoqOjoauriw8//BDffvuthuwrVqzA7Nmz8corr6CmpgZmZmbMFaqWzcTEBMbGxujs7ISFhQX6+vrYmA8KCkJycjLeeecdvPfeexrXSi2jts0LatcsMPzQvhtkMhleffVVdHZ2QldX97a7M3t7e9nnLVu24KmnnsKePXsgFovh5ubGfnvuuefwwQcfwNPTEy+88AKcnZ0hFAqRlJSECxcusOsxY8YMCIVCrFix4rZz2XPPPaehCD7xxBPs3k5NTYWJicmosTNyzpTJZJgwYQKA4euqHqM1NTUYN24cJk+eDE9PT5SUlEAgEEAgEEAikcDU1FSrPDdu3BhTVl1dXfD5fDQ3N+Ppp5+Gnp4eenp62IvCyDpHjsu+vj5Wb3Z2Ni5evAgLC4u72hn6a4Rbw/ULZeQbcUNDA2xsbGBoaAiJRAIiuq86ZTIZvvnmG40F02rOnz+PnJwcVFRU4PPPP4eZmRmT4ZVXXsHp06dx9uxZ+Pj44OWXX8bhw4chEonwu9/9DgAwe/Zsja3fxcXF8PDwGHUeHo+nsTZj5MPCysoK586dY/+vqqpiloWx+J//+R/U19ez7/caCoKIEBcXh6+//hrV1dUAwNY8qOVQr4HRtgvOysqKrVVRKBQ4cuQIrKysoFAooFQqsWHDBmRnZzPFRK2IqlQqKBQKhISEMAsTAI0F5XPmzIG+vj4++ugjtgavoaEBR44cgb+/PwBg8+bN2LFjBxITE/H0008zubq7uzXkHKnIyeVyDA0N4dy5c3Bzc0NCQgJTchUKBVvAOxZ6enrw9PRERUWFxoLyyspKSKVSnD9/Ht7e3ti8eTOam5u11qHNElRVVQVra2u89dZbeP7559Hf34/y8nKsXLkSoaGhUCgUWhVJNWrrwbFjx6Cjo6N1nDs6OmLPnj0Ahq+teh2dk5MTSktL2bqZkWtptCkJPT098PT0xN69e9li/ry8PK3hLvT09NgL1NSpU1FaWgqpVKqxFlKlUuHHH39EZWUl2trasH379ttuLBjLeqA+z8qVK/Hee++htrYWQqEQUVFR6OvrQ29vLwwNDdHb24vMzEymSOno6ODmzZsIDw/H4sWL8frrr0OhUMDExAR8Ph9ffvklW1M2bdo07N69G+Xl5SgsLGTz0Y0bN9DV1YWKigqcPHmSyTTyAT1u3OhHkq6uLoKCglBeXo7c3FyUlJQgKioKhw4dgkQiga2t7agF2H19fTA0NMQnn3yCrVu3jrmuVSAQYHBwECkpKcjNzYWuri4uXLiA3NxcrFu3TkMJUSvR+/btw6pVq9DZ2YnXXnsNAoEAH374IWJiYnDs2DFMmzYNc+bMwauvvort27dj0aJFWhfOOzk5QV9fHzExMQgPD8eFCxcADL+QpKamYmhoCD4+PvD09ERbWxs8PDzw5JNPws/PD0FBQWhsbGTXs7+/H2lpaQgPD8eCBQvw9ttvw9DQECEhIbh27Ro7xt3dnSltI+dWALd9biiVStjZ2SE6OhrTp09HaGgoXF1d2ZrJsXZxGhkZsXvSyckJ/v7+8Pb2xnfffTfmuX7NcBauXygKhQJBQUGYOHEiDh06xKwElZWV9xSLS19fHxkZGTh8+DAqKyvh5eWF0NBQtstEja2tLdrb2xEZGQmJRAILCwv2m6GhIXNhAcM3VlNTE1asWMGsZKmpqfD29kZjYyNkMhn6+vrYg20kiYmJ8Pb2RnBwMDo7OzUsC6mpqYiMjMSXX36Jjo4OeHp6jnpDv5WUlBS88MIL8PPzg46ODhQKBQoLC9nuuduhUCiwZMkSGBkZoa+vjy2glclkSE9Px+HDh9HR0QFHR0csW7ZMa307duxAUFAQvLy8IJVKYWRkhHXr1kEqlcLb2xs8Hg8SiYSFsVi0aBHee+89ODk5Yd26dYiMjERkZCTmzp0LCwsLPPHEExqLpYODg1FVVQU7OzsAwNy5c6Gvr89cg9HR0QgICIC9vT2ef/55ZvUY6U5Uf1c/+GxsbKBSqeDj44N3330Xjo6O8PLygqurK/T19dHY2IjY2Ngx+76vrw/W1tb4+OOPmSuFiLB582YAwwv829raoFAo2OJ1gUDAZLO2tmafR1JXV4fQ0FA88cQTcHNzg5OTE1asWIHExETk5+cjKChozJAoLi4uyM3Nxblz56Crq4vi4mLWXhcXF9YXaWlpWLduHaytrWFtbc2ueWRkJBoaGuDs7IzJkycjICCAKWwuLi4wNzcHMHw/eXh4QEdHB56enoiJicFLL72EwcFBeHp6at1e7+npiUmTJgEY3nn2+uuvIyAgAOHh4di0aROMjIxgZWWF9evXo7y8HKmpqZg/fz42btw4qi4jIyOEhYUxF5GJiQm7BjNnzmT3k9r6or4HAwICYGRkhDfffBMZGRnIzs7G9u3b2cJpb29vDA4OAgDS09OxdetWNDQ0wMXFBYcPH0ZRUREbc3v27MGePXtw4sQJxMfHs4Ch6l14zz77LPbt28esO6GhoWwJQUBAAHP9AsB7770HlUoFa2trlJeX49ixYxCLxfDy8oKfnx+ICFZWVqPuPWtra2RnZ6Ourg7Tpk3DoUOHxlRC1TtDX3jhBTz55JPIzc2FUqlEbm4umwc9PT01liUYGRmhq6sLSUlJGmNV3Y7CwkKUlpZCIpEgJSVF65IBQ0NDpjROmTIFkyZNgkKhgKGhocZuZZVKxVyUxcXFaGpqAp/Px1NPPcXarVKpEBMTAyMjI6SmprKxaWJigqqqKtTV1UEmk+HAgQNs3O/Zs4eN+3Xr1mn0YXp6OnuRqK2tZX2XkpKC8PBwKBQKWFlZsePr6upYmblz57IXEj8/PyxZsgTA8IuORCKBubk5DA0NH1ookIfJE3S/5hCOh8bAwAB+/PFHAMMxhGbMmMFuMB8fH6xdu/au46asWLECL7/8MszMzDB58mRmyRgYGEBvb6+GBUksFkMsFmP27Nm4efMm9PT0mMm8s7MTBgYG7Ht7ezuMjIyYyRsYfktqamoCEd02iGNPTw+EQiGmTp3KbvqRpnmRSAQTE5MxrVsDAwPQ0dHRsDxIJBLI5XKmmKjf3NVvZmp37K0olUpcvXpVwyLi7e2NwMBAeHp6wsDAQKul5FYkEgl0dXVHySwSicDj8Qa2w2oAACAASURBVEa5trQxNDR0z/GiHgRCoRCffPLJqLf2gYEBTJgwAVKpVEMh/7lYu3YtAgMD4ebmdtu4SXeDr68vPvvss7u6LhwPj46ODmzatAlZWVkPW5SHirOzMz7++GM2f3M8mnAK16+M4OBg5Ofn33V5T09PJCQk3Hdgu8eR0NBQeHl53XfU7l86paWlsLe311A0a2trERAQgJkzZ2qETPg5yc3NRV5eHlJSUm7rbrsboqOj0dvbq2EF4Hj0UCqVGBwc1GoRfZxoa2tjsew4Hl04hesxp62tDSYmJrdd3MmhiXrtw+M+yXNwcHBw3D2cwsXBwcHBwcHB8YDhdik+5qSmpt5VZPqqqiqEhobe1ULHRYsWsTrDw8NHLcB/EMhkMvj4+LAFumOxbt26u0oL8lNya0oNbSiVyp9dLg4ODg6Onw9O4XrMkUqld5WouK+v74656tQ0NjaybdrqHYkPGpVKBV1d3TvG1hKLxf9Vot37oaur646KqlKpHDPnGgcHBwfHLx8uLMRjzl/+8pdRa5F6enqgVCrZTjOxWAx7e3tkZ2fj+vXr0NXVZbu3Ojs70dvbCz6fr7EzTB1PJz09HZMnT9Z6brFYzOK7qOnv78e1a9dgbm6udaebWCzGpEmTcOPGDbS3t2PSpEkwMzODpaUl3nrrLdjY2LCynZ2d6OrqYmXU9asZGBiASCSCnZ0dDA0N0d/fjx9++AHm5uZsN6G6Dj6fj6amJjz11FOYNGkSCyaolv3y5cuwtrZGV1cX2wE5sl0jw1uod3uqgxH29PTgwoUL6OjoQHV1NTu3OmJ1XV0dTExMNIIwisViCIVCGBgYaETcFgqFLIgmBwcHB8ejA6dwPebExcUhMDAQy5YtQ2lpKSIjI2FtbY22tjYkJSUhPDxcYzdeXV0d9uzZg9DQUERFRaGqqgpmZmZoampCZWUlS3ejVri8vLyQnZ09Kg1HaGgoJBIJjIyM8NxzzyEjIwNpaWnYt28fHB0dUVtbi6qqKlafmtzcXBQVFWHixInQ19fHd999h3PnzsHS0hKurq5obm6GQCDA2rVr8dVXX8HS0hKNjY0sBc7IJYtvvPEGBgYG8Pnnn6O4uBhRUVFwcXGBQqHAhAkTsH//ftTU1CAkJAQvvvgiFAoFWltbMXHiRBYXKCYmBvHx8cjOzsbly5ehUqlgZmaG06dP49KlSxAIBDAwMGBKbVZWFj788EM4OTmhuroaycnJEAgESE1NRXt7O7KyshAaGoq2tjakp6dDR0cHjo6OKCwsRFZWFnx8fJCbm4sdO3bgt7/9LVpaWnDs2DGkp6cjOzsbSUlJLH0PBwcHB8cjxM+fvpHjUSIsLIyOHz9ORERTpkyhw4cPExGxRNQjOX36NE2dOpXkcjlLQK0mMzOTVq1aRUSayXw9PDy0Jo21sLBgCYjVCIVClhQ3Li6O1q9fP+q45ORkWr58Ofs+Y8YMdi78/yS6NTU1ZGxszJLllpWVsQSqYWFhdPjwYYqLiyN/f392Ph6Px+RUKpVkY2NDBw8epLKyMtLR0WHJgG1sbOi9994jIqLDhw+z5L7r16/XSFC7dOlSlhzY1taWcnJyqLu7mwwMDKi+vp7kcjm1tbWxPjx16pRGYtqjR4+Sm5sbky8xMZH1B5/PpzNnzlBLSwu1trYSj8cjqVRK3d3dLNk0BwcHB8ejBWfh4oCuri7a2trw/fffIy8vD59//jn09fVZ1GRg2LL12muvobS0FPr6+jh58iQUCgVCQ0MxMDCAcePGsbhMCoWCufBuTbmhJjg4GE5OTvDy8kJCQgIcHBxgaWmJzMxMXL58GbW1tZg3b57WY0fGf9IW4LKqqgomJiYIDQ0FMOxGVLdFKpViw4YNkMlkaGhoYMe3t7dj9uzZAIZTjTg4OKCxsRFWVlYwMDBg7dHV1WV1GRgYMFehSqXS6C+BQMBSyYzsQ7lcjh07drD/qRNR37o+Tp08Wi2fOvVOX18frl69ivz8fNy4cQNKpRJ+fn7MzauO6szBwcHB8WjBKVwcAIZz/uno6OCDDz4Y5cZTKpVYtWoVPvzwQ5a+w8rKCp6enhppZkaiVja05UYDhtNKbN68GX/6058QFRWFiooKvPDCC4iKikJsbCyysrLuakfkxIkTR8n69NNPw8LCQuvOQD09PWzbtg0//PAD1q5di/z8fOjp6UFHRwcSiYRFwFcqlSzp7q1tGPn9iSeeYJ9H5lJUKpUssbZaaeLz+QCAjIyMURHMb12vdmuyZDVGRkYwNjbGW2+9dcc8khwcHBwcjw7cLkUOhoeHBxISEqBQKCCTybBv3z4Awwvrn3rqKcyaNQtisRgymQwLFy7EsWPHUFdXB6VSidLSUo3k1Gq0BVTt6enBoUOHMH78eCxfvpztYmxpacFLL70EXV1djQTWt+NWC9cTTzyB3//+95BIJMjPz4dYLEZlZSVri4mJCW7cuIGEhATcvHkTmzdvhkqlwuLFi7F582Y0NDQgPz8fFRUV8PX1BQBcv35d4xwjd3Wqdzzq6Ojgm2++QVNTE4qLi3HgwAG8+OKLAP6TFNbOzg4eHh7461//yuRKSUkBMKyM1dXVobi4GNXV1SzBtTZeffVVxMXFoby8nK27A4Z3h3p6emJgYOCu+o6Dg4OD4+eDs3BxMPLy8rB79254eXnBysoKfn5+UCqVkEgkMDMzY8pBVFQU5s6di+LiYiQlJaGvrw+Ojo6IiYkBMJywVG0l8/T0ZEmt1ejo6KC2thZ79uyBpaUl9u7dC2A4Jlh0dDRLGqxNcXByctIIM+Hm5sZceZGRkdDX14eZmRmqqqrw4YcfIi8vD9OnT8fLL78MYDixqnr3YG5uLv7yl79ALBYjPz8fe/fuRUpKCiwtLVFSUsKseVFRUex8gYGB7P98Pp8lBlapVLC3t0dSUhL09fVx+PBh5i4MDQ1lx5w4cYKdh8/nY+nSpQCGEwunpaWhqqoKQUFB4PF4zCWq7sf29nYAw9bB3NxcHDlyBCYmJmxTg7YkvhwcHBwcjwZcpPnHnKCgIISHhz9yuRSdnZ1x+PDhUeEmHlXWrl2Lnp4e5ObmPjQZhEIhMjMzkZGR8dBk4ODg4ODQDudSfIyJj4/H4OAg5s+f/7BFGUV0dDQyMjKYVedRx8vLC4sWLXqoMtjZ2eHdd999qDJwcHBwcGiHs3BxcHBwcHBwcDxgOAsXBwcHBwcHB8cDhlO4ODg4ODg4ODgeMJzCxcHBwcHBwcHxgOEULg4ODg4ODg6OBwyncHFwcHBwcHBwPGA4hYuDg4ODg4OD4wHDKVy/Iqqrq6FUKh+2GI8EQ0ND933sL6kPBwYG0NPT87OcSyaTjUqyzXFn9u/f/4uJJ/cgEIvFiI6O/q/GjlgsRlBQ0M821m9HdXX1PZVvb2/HypUr4ePjg4CAAAiFwvs6b1FREZydneHm5oZXXnnltmXz8vIgEAhgZ2cHb2/v246/mpoajZywwHAWDjs7O3R2diI8PBx6enowMTGBs7MzAgICRl3LI0eOQFdXF5cvX76vtj0ucArXr4jPPvsMBQUFD1uMn4yUlBS4uLjc83FeXl4sd+K9Ul5ejkmTJt3XsQ+Dd955B/PmzftZzrVq1SqsXr36ZznX3bJ27dpHOp2RTCZDZGQkTp48+bBFuWs8PT1/0vrEYjFOnjyJ3t7e+66jp6cH1dXVGgniHxb3eg+sWrUKpqam2LlzJ373u99h+fLlY+ZJvR1r167Frl27UFFRgddff33Mcu3t7YiPj0dlZSUuXryIKVOmYNu2bWOWv7VPGxoaEB8fj1OnTsHCwgLAcHqza9euoaCgADdv3mR5ZtV8+umnePLJJ5GdnX3P7XqsII5fDTU1NeTh4fGwxfjJuHjxIn3xxRf3fNyCBQto165d93XO7u5u2rlz530d+zBobm6mM2fO/GznEolEP8u57pbZs2c/bBHuSFtbGymVyoctxl0z1hzS3d096n93apdcLtf43tvbe9vy6t9bW1tJKpVq/Nbc3DyqbEtLC5NhaGiIWltbSS6XU1tbGzv3mTNntMp+K1KplIRCoUbZCxcuUH9/P9XX11N9fT21tLTQrFmz6Ny5c3Tx4sU71klEFBsbq9Hu8ePHU0dHB2tnSUkJnT59elRf3cr8+fMpKCjojvdgbW0tlZSUsO8nT56kiIiIMctXVVWRhYUFEQ2PVT6fr3F8bGwsrVmzhn0/fvw48fl89v369etkampKJ0+eJHNz8zte48cZLnn1LxSlUonS0lKIRCJ4e3vDwcEBLi4uEIvFkMlkMDMzu6t6Kisr4erqim+++Qa9vb2wtbWFnZ0denp6cPbsWTg4OKCyshLe3t7g8XiorKxEb28vnn76acyaNQsSiQTnz59nbzw1NTUYHByEu7s7gGEzuEAggIODA8RiMb799lvcvHkT06dPh4ODw5hyFRQUYHBwEE8++SQKCgpgb2+PWbNmoaSkBE1NTTAwMEBISAjLsygSifDVV1/h5s2boywehw4dwrVr1yAQCLBs2TIm14wZM3Dy5EnI5XKEhISAx+Nh3LhxePLJJ9mx5eXluHTpEkxMTBAYGAhDQ8MxZe7s7MSBAwdgYGCAyZMna7wF5uXloampCcbGxjAxMYG7uzu6u7vR0tICAPjmm2+wadMmdHV1oaioCHK5HJ6ennBzcwMAJCYmIjw8HB988AEMDAyQkJAAHo8HiUSC+vp61t8lJSX46quv0N/fjxUrVuDZZ5/F9u3bAQCGhoa4fv06UlNTYWFhgerqahQUFEClUiEkJARubm6QyWT429/+BgcHB+zbtw+/+c1vsGHDBpiYmOCrr77C4OAgbG1tcfnyZfY2O336dERERIzZLwkJCYiOjsYHH3wAAPjjH/+IOXPm4MSJE+jv70drayuqq6uxZs0a5OTkYHBwEAYGBujr68P+/fsBAJ988gkuXbrE6hMIBEhMTMT333+P0NBQzJgxAyYmJjA3N0dQUBAAYMWKFdiwYQPc3d1x6dIlZGZmIjMzE+Xl5cjOzoZSqcTKlSvh5eWF8vJy/POf/8SUKVOwe/dufPbZZ4iNjYWOzvAUqVKpkJOTg4kTJyI9PR2VlZVQKpXIzMyEnZ0dDh48iI6ODpw9exaNjY1wdXVFVlYWAODFF1/Erl274OnpiYyMDBw9ehQ9PT2IjY29bb+piY6ORmlpKfs+f/58rTk7CwoKkJCQwOTt6elBT08PCgoKsHXrVrS2tuKpp55CVVUVDA0NkZWVhc2bN2NwcBALFy7E+vXrERwcjPb2dhgaGiItLQ3AcI7Or7/+GtevX0d0dDS2bt0KhUIBHR0d6OjooKenBxKJBKGhobh69Sq6urqQlpaGlStXIjAwEN9++y0MDAxw9epVrFmzBtu3b0dWVhaSkpKgo6ODJ554AufPnwePx0NERAR0dXVRXV0NmUyGgIAAZGZmQiQS4fnnn8fQ0BB0dXWxbNkynD17Fubm5uDz+Thx4gTa29vx4osvwtXVFY2NjZg9ezY6OzuhVCpRUVGBU6dOwdvbW2sfb9++HZmZmXBwcMC3336LsrIyTJs2Da+88grmzJmD//3f/0V0dDS++eYbXLx4EXv27IGrqytmzpx5x+uXnp7OPpeWlsLU1BSmpqb4+uuv8eqrr8LHxweXL1/GM888g7y8PK11tLe3Y3BwEBMnToSnpyeWLl2KjIwMrXlmnZ2dAQxbBS9cuIDk5GR2LbVx48YNEBHOnz+PP/7xj0hMTISXlxf7XSaTwcTEhH3v7++HsbEx+75371688sor+P3vf49x48bh0KFDCA8Pv2O/PJY8bI2P4/4ICgqiRYsW0ZYtW8jNzY1aWlrY/+/F4hEWFkZeXl4UGxtLISEhZG5uTkKhkJqbm8nGxoY8PDwoJCSERCIRRUVFUVBQEMXFxdHkyZOppqaGWltbCQAJhUIiIlq6dCm5ubmx+m1sbKi5uZlaWlqIx+NRQkICbdq0iWxsbKisrGxMuZKTkyk5OZkSExNp/PjxVFtbS2fOnKGFCxdScnIyLV68mOLi4oiISCgUkqmpKW3atIkSExOJz+fT3r17iYgoISGBoqKiKDMzk6ZOncosZv7+/jR16lRKTU2lVatW0axZs4iIWLuJiI4ePcqsZf7+/hQbGzumvENDQzR9+nSKjY2lrKwssrW1pd27dxMR0fvvv0/Tp0+nnJwcCgwMJBsbG6qpqaHU1FSaOnUqBQUF0Ztvvkm9vb20cOFCysnJoczMTLKwsKDr168TEZGpqSktXbqUvvjiC4qIiCB/f38iIsrKyqKwsDAiGn6T5/F4lJOTQyUlJbRlyxZqa2ujgwcP0tGjRyk1NZVsbGxILpdTbW0tTZ06lQ4ePEg5OTnk7OxMvb29JJVKafz48ZScnEyHDx8mX19fSkxMJCKiTZs2UUJCAimVSlqzZg3l5ORQUVER8fl8qqmpGbNv+Hw+LV++nMnE5/Opu7ubMjMzydbWlmJjY+mLL76g1tZWKisro7KyMgoLC6P58+cTEdHq1atp6dKlVFZWRjt37iRXV1fWXgB07tw5EolEdPz4cVqwYAEREV25coXGjx9Pq1evJiKinJwcio2NpevXr9Pq1aupqKiIPvvsMzI2Nqbe3l4qKysjc3NzWr16NR08eJDa2tqopqaG6uvrKTU1laZPn05KpZLKysooKyuLmpubadOmTeTr60tERLt27aIpU6ZQSUkJXblyhX0mIjIwMKCysjLq6Oig1NRUEgqFdO7cOQJwV9aA3t5e6ujoIKlUSrNmzRrT6jvS2pSQkMDuj6KiIjY/REREsHE5ffp0OnfuHBH9x3p06tQp1odERLt37yZTU1MqKysbZSUKCwujLVu2EBHRqlWrmGW4t7eXpkyZQv39/azslStXaOrUqSQUCkkqlZKFhQU758GDB2nVqlWszuTkZFIqldTf30/jx4+n1tZWunLlCqkfVzk5OTRr1izW3rCwMDp48CBduXKFTE1NWVv5fD5lZWUREdGWLVvYfaKNjo4OJm9cXByz6Hh4eNDy5ctZuZaWFjI1NR2zntvR2tpKtra2lJOTM+q3K1eusHlHG2VlZTRjxgzq7e0lkUhE5ubmVF9ff9vz1dTUkKurK82aNYsuXLgwZjn1fRQUFEQAqKioSOP32NhYcnV1pYSEBFq9ejXx+Xw6evQoEQ2PuZFz+aZNmzTGz1hs2bKFzfGPE5zC9QtEJBKNeXMmJCRQfn7+XdcVFhZGqamp7PvSpUtp1apV1NzcTBYWFmzyupWlS5eym8XLy4uysrJILpfT7Nmzafr06dTa2koXL16kKVOmEBHR+vXrKSEhgR3/2Wef0eLFi+9Kvm3bto36f1lZGS1cuJCIiBITE9mETUS0cOFCrS7FxMRENumGhYWxiU+pVLLJfKTCNZLm5ubbumsPHz6sMdHU1tYSj8cjIqI1a9awh1xtbS1T7nbt2kXOzs5j1jllyhQ6deoUEf1HcVW3XS1jTk6ORpvee+89rXW1traSjY0Ne8CGhISQr68v5eTkUE5ODi1evJgOHjxILS0tNPI9TP0b0fA11KZ0BgYGan2IqOHxeHTlyhX2ffLkyVRSUkI5OTlMeRrJhQsXaMqUKcylZGFhQampqUwRNTAwoNbWViIiDVmHhoaIx+ORXC5nyrd6/Pn7+2u8iMjlcuro6CAA1NzcTGVlZWRsbDzKrVNfX098Pp+9UIzsz5ycHDYmdu3apfFAX7x4MesTY2NjjZeL1tZWam5uJnNz81FusrGQy+W0aNEipkDejvz8fHJzc9Noi1AopLKyMlq9ejW7b8PCwsjDw0Njvjh16pTGOM/JyaGgoKBR50hLS2P3H9Gw8ubm5kYeHh60cOFCsrCwYNe8u7ubZsyYQSdPniSi4XvF1NSU/P39aenSpbRw4UJ274SFhWk88MePH0/Nzc0aCteaNWvIxsaG/P39adGiReTh4UGZmZl05coVds8RDd8/6n7Pycm5rSIgl8vp1KlTlJycTB4eHkzhmj9/Ph0/fpyVa25uvi+FSy6X0/Tp0zUUjKGhITp69ChFRERQVFSUhuy30t3dTV5eXjR9+nR67733iM/ns3vgThw9evS280xVVZWGMmtqaqqhoCUkJFBgYCCVlZXRmTNn2Esg0bC7EgCFhYWxl3f1PXU7du/eTTk5OezF+HGBcyn+ApFIJBAIBFp/k8lk4PF491Qfn89nn3k8HlvQaWZmBmtra/bbpUuXsHfvXgDA1atXMXv2bABAZGQkDh48CDMzMwQGBqK7uxv5+fn44Ycf4OfnB2DYLaF29QCAtbU1GhoabitXVlYWJBIJc5/09fUhKSkJra2t0NXVhVQqBQC0tbXBycmJHTfSpVhVVYWdO3fC2NgYjY2NsLW1ZXWpUbuNbkUqlSI1NRX/93//d8c+lUgkGn3l7OyM9vZ2qFQqhIWFYeHChaitrUV1dfX/Y+/846Kq8v//UmZ0gOGHMDmTTDFusIEgopBQTEErKigaKQIpm1NiYCGYUrJiiRskGriIJBTsSoqJSYbICgUFbWigqEQkLKBMOeYgg8AwwMiMnc8f853znRGwsrTW7vPx8PFwLveeX/ece9/3vN/nvIwCWF1dXY3SSUtLw3/+8x+4ublBpVLB1NR0RDm5XK5RXfX3S61Wg8fjjSibVquFRCJBbGwsvL29AegCmQ3bLCQkBN7e3resp6mpKbq7u6HVapGcnIzKykp4e3ujubkZgYGBt2wfQywtLek9srGxMfqbUqlEREQECgsLacCuWq2Gs7MzbGxsoNVqcfTo0VHryWaz4efnh8rKShw4cADl5eVob29HdXU1mpqaIBaLMTg4iGeffRZardao/oCu73M4HPpbrVYjIiICubm5cHJyAqBz2b722msQi8W3XAlreI/0dVSpVAgICICrqyvEYvHPWnGXnJyMa9eu/WjwfXt7OzZu3IjS0lJal4iICNoPDcnPz0dpaSmOHj2KN954Aw0NDbSchhi2CaBzs3/wwQc4evQoPcZisZCamjpqwH1MTAwWLVqEoKAgALr2cHJyQlFR0ah1MMxfP6YMXVoODg4Qi8Uj3G9tbW1GY18gENyyHoYEBwfDw8MDa9asoe5Yff6GbjsWi/WzA97VajUCAgIQERGBhIQEenznzp2oqqpCfn4++vv7cfjw4THTsLa2RkVFBaqrq5GWlgaRSDSifnpyc3PR19eH+Ph4AACPx0Nvb++YadvY2GDixIlQKBSQSCRQqVSIiIjAp59+Cj6fD61WCz6fP+q9zcnJwaZNm+iqyevXryMxMRFZWVlIS0sbM8+YmJgx/3Yvwxhc/4Po4yFG4+rVq5g0adLPSsvwwW+4YuXmWKgnnngCpaWlEIvFRvFJYWFh2Lx5Mz799FNER0ejv78fKSkpaG5uRnZ2NgBgypQpNAYH0MUkjGU0AjoDbdOmTWhpaaHHNm3aBBsbG2RkZKC6uhobNmwAANja2mJgYICep4+z0mg0eOqpp1BXVweRSISkpCRcu3YNgPELUU9XVxdtEwCIj4+Hm5sbMjIyIJVKbxmXYG9vj/fee4/+Pn36NOzs7MBisdDa2oply5YhKSkJXC4X5ubm9Dx9eQDdi+zgwYM4c+YMAODDDz/E0NAQ/bv+/xMmTKD/Z7FYIITQMhi2sZ49e/bAysoK69evp8f0xvJPibW4fv06AGD8+PG4ceMGOjo68Oabb2JgYABsNvtH45A4HA6+//57usz8+++/H7X9AV1811//+lej1akuLi4wMTGhD/ze3l5qfLLZbCNjNyAgAG+88QamTJkCJycnhIaGYsuWLZg2bRoAncEkl8tRU1MDpVKJrVu3jlnuN954A0888YSRMRkfH4+YmBisXr0aBw8eRHV1Nf2b4b00fLmz2WwolUoUFRXBwsICOTk56OzspP1AJpPhu+++G3O1aV1dHQoKCnD69OkxPw70REZGYtu2bUaG/KFDh9DX1wczMzOUlJTQ483NzQgKCsK8efMwceJE9PX1gcfjoaOjA0qlctQVgUqlEqtXr8b7779v9IERHByMAwcO0HtUUlKCxYsXo6SkBFKp1Mg4euyxx9DW1oa6ujp4eXlBJpOhubmZxlfdbPABMPoQmDFjBjZv3ozOzk7w+XxUVFTQeFBDI/hmg3a0dPVcuHABb7zxBthsNmpqamhsllwuN0pTKBRi/PjxyM3NxaRJk+Di4gKJRIKPP/54zLjZRYsWgc1mw8zMDNnZ2dBoNFixYgWuXr0KKysrXL58GXl5eXQcj8XJkyfh5+cHkUg04mPBkAULFmDWrFkwNzeHSCTC+vXrsXr16lumff36dahUKvB4PMTExKC1tRVPP/00Pv/8c0ycOHHUjwulUomPP/4YWVlZRs/y5557DrGxsdi6davRs46BMbj+J/Hw8AAhBCkpKVi4cCHy8/MREhICsViMU6dO0ZfLT4EQgg8++ABubm6ora3FwYMHUVJSMuqDfXh4GFKpFA0NDWhtbcXMmTPp33x8fPDFF1/QQM6uri709/fTh+iLL76IOXPmYNasWTAzM0NcXJxRMKkhKpUKixYtQkhICD766CNotVr4+vpieHgY7e3tKCgoQHFxMTUEAgMDERERAZFIhCtXruDixYsAdMGgpqamKCsrw/Xr11FaWkpfRKO98K2trTEwMGBkzLS2tiI/Px/l5eW33H5gwYIFSExMRExMDNzd3ZGYmIg1a9YAAMzNzbF3716cPn0aCoUCrq6uyM/PB5vNxoQJE2gaAoEAnZ2dyMzMxNmzZ2lA/c1YWloazXzp22H16tUQi8Xg8/kghKC8vBy5ubnYtGkTwsPDsWbNGpiYmCAmJgavvvoqxGIxzMzMwOFwUFpaiqKiolGNYP2+ZD/88AM0Gg0mTZoECwsLvPzyy5DJZLh06RIef/zxMdsGALZs2QI/Pz+Ul5fj6aefhre3N9rb243OycjIQElJCSwsZwDAlAAAIABJREFULCCRSKDValFQUIC//e1veOGFF/DFF19AoVDg7Nmz1LCcOXMmgoKC4O3tjZycHAQFBeG5557D3r176X0JCwujv//85z/TZe8tLS105gqAkXHb2NiI9PR0+Pv7UyMiLy8Ps2fPxq5du/Dxxx+jr68Pg4OD9JqbZ+sM07W0tMSDDz6I2NhYSCQSyGQyPPjggwB0hvbmzZshlUpHvT4qKgq9vb145JFHwOFwEBwcPGoQdEFBAT7//HP09/cjPT0d1tbWqKysxPz58+kL+NFHH6VjOyUlBS0tLZDL5UhMTIStrS0sLS0xffp0zJ49G3FxcZg0aZKRIfHuu++CEIJnn30WJiYmUKvVaG9vR3R0NCIjIyEUCsHhcODn5wd/f39kZmZCLpfTfiWRSJCUlIQDBw7QellbWyM5ORmAbgwYzl5aW1vTwHx7e3sAgK+vL3bs2IGFCxdieHgYf/7zn5GamgpTU1PapgDg5uZGx7m1tbXRvb6ZjRs3Yvny5XjooYcQGRlJP2hdXV2NxigAZGZmoqamBn5+fmCz2bCwsMCNGzdGTbe5uZl6EM6ePUuPz5s3D5GRkXjllVewbds2REVF3XJ2WSqVIjQ0FO7u7pBKpbfcFsLOzg7//ve/kZWVhbq6OkRFRWHdunVjng/oFuUYtvuOHTuwa9cuXLhwAU8++eSoexN+//33yM3NHfHMmD9/Pl555RWo1WrG4LqJceTHzGqG3yVyuRxvvvkmrl27Bn9/f4SGhuLUqVPIysoac6p+NCQSCdzc3KiR8tJLL8HZ2Rm9vb3Iy8uj09KA7ku5rKwMYrEYPj4+6OzspC+jhoYGyGQy6jaorKxEd3e3kRuxqakJRUVFuHbtGhYsWICAgIAx61ZcXAxCCExNTSGXyxEeHg4Wi4WsrCxMmjQJvr6+KCgoQFZWFgCguLgYp0+fhrOzM1xdXTF+/Hi4ubmhuroaJSUlcHNzg7e3N1QqFTw9PVFeXg6RSEQfwvn5+XQ6vbi4GBEREZDL5cjLy4OZmRlCQ0PR0NBA6zcaKpUK+fn5UCgU8PPzo23j5eWF9PR06kZavnw5IiMj8fDDD+Py5ctGK4IKCgpw9epVLFiwAAqFAo6OjuDz+SgoKMCSJUtgZmYGlUqFmpoaBAQEoL29HXK5nK5SlEqlqK6uhrW1NcRiMX0hGuLu7g5ra2vI5XJUV1djwoQJmD17Np2xqKmpoekpFApIpVJ4enqira0N48aNg4ODAxobG9HY2Ahvb29wOBywWKwxXRwikYi6OXg8Hm0XuVyOq1ev0tkEqVSK7u5umJubg8PhoLu7m6646u7uxpdffgmRSISHH36Yunk0Gg0uX74MgUBAZ5Wamprwpz/9ic50SqVS8Hg8+vLVt5mrqyt6e3shFAqhVquhUCjoy0OpVBrNWAG62Q0Wi4WamhrweDw4OTlBLpdDIBBAqVRieHiYvrQUCgU4HA64XC46OzthZWVF6zQ0NAShUIjBwUGYmZmht7cXzz//PI4cOTJm3/qlqFSqUT8ytFotBgcHjVx2DL9fmpqaRhilDP87MAbXPURYWBhWrFhBtz74KUgkEnh5edHZmP8VYmNjwefzMW/ePDzyyCO/dXFuia+vL6ZOnQp/f3/IZDLk5OSgurr6li7VewmRSITDhw//7u/Tb0VFRQXdFZyBgeHehTG47iHkcjl4PN6PxnkYUlxcjPvvv5/u9/S/gn4mx8vL65b7ef0eGBwcxPvvvw+FQoFx48Zh4cKFI4Ll72Vqa2sxbdo0ZhaFgYHhDw1jcDEwMDAwMIxCS0sLpkyZwnwsMPwqMFqKDL87Ojs7f1E8y5kzZ7Bv375fsUQ6lEolMjMzf7aA7smTJ+lqzdshKSkJMpnstq//uVRUVNDd6e8GSqXyZ20r8VszODg4ZoC7ITKZbMydzQ3x8PBAW1vbr1G0H2Xnzp00hi43N/eu7gje3d2NsrKyu5bfr0FoaCiioqJ+62Iw3CMwBhfDr05WVhZqa2tv+/qKigosX778tq8/ePAgoqOjb0sg9lZcvHgRcXFxOH/+/M+6rr6+/heJimdkZKC+vv62r/+5XLhwARUVFXctv+HhYZSXl9+1/H4p7777rtF2EGOh1WrpViO3OsfR0XHMFY6/NrNmzaILP0aThbmTtLW1/aJx8Fuwc+dOvP766791MRjuEZhtIRh+dZqamn5RjFJERMQtVwP+GKmpqXj99ddvudHh7eDu7g6FQkE35Pyp/JyX6Wirxnp7e2+5JcVYqFQqjB8/fkz9R/3Kte7ubqM6RUZGjjrzoV9VdzPd3d2YOHEiXQVnuCJOq9XSNrt+/Tq4XO6IVYOGMYc3r/YDdDNFlpaWGBwcpCshVSoVtFot3bJALpfD1taW7sul1WqN8jCkt7cXXC4XMpkMQ0NDmDp1Ku0rarUacrkcAEZd1DA4OAiFQgG1Wo22tjY88MADdPVhf3//iOsM75tMJsPly5eN4iVZLBZiYmKMtvkAdDGKarWarqJtaGgAj8eDUCiEVqvF8ePH8eCDD4LFYtGxplarUVpainnz5uHkyZPw9vbG4cOHwWazERwcTDcyHutDpLCwEDNmzDCKiZRKpVAoFODxeKiuroZAIDBaXdzS0oLa2lpotVr4+/vTujc0NNCNVIODg9HV1YXa2lq0t7cjOzsbjz76KNzd3XHmzBmcO3cOLBYLgYGB4PP5aGpqglwuh4WFBV1QEBERQfM8cuQILl68CBaLhZCQEAiFQpSWlmLixIl0RjElJQUrV66EUChEd3c3srOzsXnzZlRXV6OyshIsFgsSiQQikQjt7e2oqamBpaUljh8/DicnJ8TFxYHNZkMul4MQAmdnZzQ0NOBf//oXBgcHERAQgJCQkFHbkYFhLJgZrj84bm5udFO7nTt34tlnn6V/k0gkKCoqgoeHh9EXfWZmJjIzMzE4OAiJRAJfX1+IxWKcOXMGb7zxBj799FPExsZixowZAHQPyGnTpsHR0dFoA77AwEDk5uZixowZcHR0pF+/dXV1RuXIzMyEo6MjHB0d6eadnZ2dmDt3LtLT08Hn8+Hs7IzTp08D0G0YarhPzYYNG+Ds7AxnZ+dRxWF37txJ03d0dBx1AUFsbCwcHR3h7e0NLy8vWo+kpCS4ublh2rRpSExMpOfv27cPbm5ucHR0xIEDB+jxtrY2iMViek1zczOto37FqJWVldGuziKRiM4Y1tXVUcPC0dGRuramTZtGRaYnTJiAQ4cO4bHHHoO5uTmWLFkyoj4AMGnSJKSkpODxxx8Hm82mbtyCggKjXckDAwMhFAphb2+P2NjYEelERUXh3XffBaAzZiwsLGi9CgsLERcXh8rKSsycOROLFy/G3LlzMWnSJNqn9Psc+fn54dy5c3BxcaH7WymVSkybNo1u9aA/vmnTJqO9hVxcXNDb24uUlBQsWLAACxYswJQpU0Z11WVkZGDRokWYO3cu/P39qQFx+fJlTJ8+HatXr8aCBQtGrWt6ejry8/Px3nvvITIyEn19fWhsbMRDDz2E1atXIzAwECEhIdTtrBdCl0qlmDFjBjXKDImIiBixsWRbWxuio6Pp76CgIKSkpAAAOjo68Mwzz+DKlSt4+umn6Tn19fWIj48Hh8NBdHQ05s+fj6+//hp5eXl0Z++amhp6r4D/v/dYbm4u3n//fTz00ENG5Th79iyef/55rFy5Es3NzYiMjKRuwcbGRvj4+KClpQVtbW3w8/PD+fPnoVQq8cQTT0CpVOLy5cvYt28furq68Nlnn0Gj0eDbb7/FjRs3cObMGcyZMwdtbW1obGyEWCxGZ2cnvvnmG0gkErz11luwtLTEhg0bcPDgQQC6sRoVFYXx48fju+++g1gshkwmQ29vLzZt2gRA9wGwefNmKq7+ySef4NSpU5DJZIiLi8OsWbNgaWmJRx55BIODg5DJZFi9ejVOnDiBpUuX4uDBg/j73/8OQLe9jb4vv/3225gzZw4iIiIQHx9/19zADPcQd19NiOH3hK+vL9Ub8/HxoaKoQ0NDVM9u5cqVZMWKFfQae3t7Ul9fT3Jzc6k+WVVVFbl06RK5dOkSmT9/Pjl8+DDVUsvOziZfffUVuXLlCnFxcaHaZPb29iQuLo5cunSJlJWVESsrKzI8PEyqqqqo9te5c+eInZ0dqa2tJW1tbeSpp54iR48eJR0dHcTExITs3buXdHR0kG3btpFZs2YRQnR6YNOnTyeE6DS7Zs2aRZqbm0lbWxt5+OGHSX19vVEb9Pf3kytXrhC5XE5WrVo1qqBqV1cX6erqInK5nMyYMYMcPHiQEELIW2+9Rbq6ukhHRwfh8/mkra2NXLp0iQoW9/T0kE2bNtH2O3/+PPniiy+IRqMhqampRuLHLi4upKenhwwPDxuJFOs14fr6+oidnR3VmtNr5hGi07PU6+y9++67xNbWlvT09JCBgQHC5/NHaAESQsjEiRNpHgcPHqRtvnfvXlpevealXpdv4cKFI0RzDQWP9+/fT2xtbWkbrlixguTm5pKvvvqKmJubUy3Hjz76yEjnEAAVe/bw8KDtu3//floWDw8Pqofo4+ND7OzsyMDAAPn666+pPqW+7xKiE9011O/Us2XLFprm8PAwsbKyIl9++SUZHh6mdRsYGBhTr3TlypVUFJkQnXZnamoqIUTXl5ycnMj+/ftJR0cHeeihh0b0mZuxt7cncrl8xHErKysil8tJc3Mz8fX1JZMnTyZDQ0MkOzubREdH02v1/WHVqlVUd9Te3p5qF/b09FCdvr1791INxL1795KoqCiqAzqakPb+/fuNdPjeeustKpyu1+LUExcXR15++WWqP3lznf7xj38Y6U2uXLmSrF27lnR0dJCOjg7i7+9P9u/fT44dO0aFywkhZNu2bSQgIIDWy1CX0sfHh/zjH/8gXV1dxMLCgly5coXk5uaS0NBQqgm5aNEikp2dPaJuei3Lqqoqo/x2795N84uKihpVl9XX15fqnDIw/FSYGa4/OEFBQThy5Ajkcjl6e3sRHR2NoqIitLe3QyQSwdbWFvHx8SgtLUV3dzfKy8vh5OQEDw8PcDgctLS0IDs7G56enhAKhdRlwePx6L5C0dHRcHZ2hkqlgoODA52VYbFYWLduHYRCIQICAiAUCnHixAmj8ul3Pz9w4ADy8/OhVqtRWVkJa2tr3Lhxg7oFvL29jYLZ9V/uxcXFsLCwQF5eHvLy8sDhcHDq1CmjPLhcLgQCAUpKStDS0oKkpKQR7cTj8cDj8ZCSkgJvb2+Eh4cD0Em96F00AoEAMpkMlZWVsLOzg5+fH6ytreHs7EyD3p2dneHp6YmamhpotVojjTMnJydYW1uDzWbD09PTKFCew+Ggs7MTly9fRmFhIUJCQpCfn0/dX0NDQ1QOx8vLC66urrC2tqY7yevPu7lO+msEAgHVpgRA61RTU4P29naEhIRg7ty5kMlk1FWkx9/fH/X19ejt7cUHH3yAvLw8VFZW0usDAgIwNDQEHo9HtRwDAgJw4cIFADo9Nn06AJCQkEA3tM3KyqLuzeDgYJSWlqK5uRlCoRD+/v44cOAAampqqAvawcEB1dXVyM3NpRucjoZ+k1c2mw1ra2uo1Wqw2WxwOBzk5eXhwIEDt9SfM3QVNjQ00FlELpeLwMBAOnsnk8kgFovh6elJ+8xojLaTd0BAAMrKylBeXo7w8HCqBlFdXU0XGcTHxyMrKwuDg4MoLS1FZGTkiDrqd2vXo/8/h8NBYWEhJBIJIiIiRnW/crlco+OG/UQmkxltduvu7o7m5ma4uroiPDwc06ZNQ1BQENVMvdmVqVAo0NnZibS0NGRkZEAkEtHNZQ3DAQQCAa5evQoA+Pbbb6ksFaCLSdO7W/39/VFaWory8nKsXbsWLBYLUqkUlZWVCAoKglarRWZmJoKCgpCcnGykLGCI4b01LHN+fj4CAwMRExMzZr9iYLgVTAzXHxxvb2/s378fzs7OeOqpp7B69WosXboUpqamdLdxV1dXPPHEE9izZw+amprw3HPPAQDdRf7w4cNISkrC8ePH6c7ghsTGxqK+vh4LFy7ExYsX8Ze//AXASK1Ga2tr9PX1wcrKij7UNRoNZs2ahejoaLDZbKxcuRJmZmYYP37kt4Lhjur62B5LS0u4uLhQF+WqVatGjUOqq6vDpk2b8J///GfMtjp06BC+/PJLfPrppwB07rNnn30WLBYLfn5+Ri9ovUg2AFhYWND/79u3D7t27cKiRYtGvIAMX2y2trZUy04vUM1ms2FqakrFvPXtAxhrYN4cD3Tzbz232q9Nn55arcaGDRtuqcXGZrPxl7/8hepAFhYWYtu2bTh69Cj4fD6EQuGIl5uhC00fr6XRaMBmsxESEoKoqCjs27cP3d3d1BALCwvDc889h8HBQQQFBcHMzAx79uzBuHHj8OqrrwLQbTKrV15obm4e86VKRtkN5/Tp01i1ahWSkpIwa9Ys6g4cDUODwMLCwshg0vdhFouFGTNm4MiRI3B2doZEIqFj6mbGjRs34lhAQAA++ugjDA4OoqCgAFZWVigrK0NNTQ1dhRscHIwtW7YgLy8Pvr6+RrFvhnIzhvdaf1ytViM4OBgvvPACAgICqE6fIXrZKD1arZb2p0mTJhlJG12+fJlen5aWhrS0NOzcuRObNm1CSUkJbG1tjcY8j8fD9OnTqSaqnpKSEqPzrl27hsmTJwPQjatz587B19cXgE7/VK8rGBwcjM8++wytra0Qi8V48sknsX37dri4uEAoFOLQoUMoLCzE559/DjabbbRy2LCfGN53ffxlZ2cnkpKS0NraigkTJsDPz4/24ZtjIBkYxoKZ4fqD4+3tDZlMhgMHDuCZZ56BSCTCuHHjUFZWhuDgYHpebGws3n//fXzzzTdUuPr69esIDw/H0aNH8fLLL+PYsWMAdC8jvVCsVqvFv/71L1RWViIxMXHEfjZ6I6W9vR319fX0haR/QTzyyCP47rvvaAzY/fffj8mTJ48qpmr4UtGnO2vWLLS2ttL4LDabTR/eerRaLTZs2IB9+/aNuYmqVCpFYmIiDh8+TOvw5Zdf4tq1azhy5AjWrFlDX8JCoRBnz56lbaD/Ogd0gshbt25FUlISpkyZYpSH4YxWZ2fnCPFgkUiEBx980GjFol7o2srKatRyAxjTcDAU8715gYG+jvpZJP0LsKGhYVQR4NDQUKSnp2PBggUwMzPDokWLEBcXZ7Tdg0KhoDMDmZmZI4xzw1Vza9euRUxMjJEwtqOjI9RqNUpKShAUFIQFCxagpaUFzc3NePzxxyGTyXDq1Cls3boVAoEAra2tYxpcoxmhxcXFeOKJJ7BkyRJ0dnYaGcqGCAQC1NfXo66uDiqVCnPmzEFcXBzUajUaGhpw+PBhLF++nC5IsLOzw/Hjx6mG4mgYGi56QkJCUFFRAY1GAz6fj5CQECoQrY97EwqFWLZsGTZs2EA/hABjUXP9bz2GWqFarRaPPfYY3nzzTURGRo7Y8mTixIloampCXV0dGhoakJqaiqVLlwLQfbzodQUrKyuxe/durFixAlKplAaoX716lX7g3H///VQLtbKyEhEREcjJyUFxcTGqq6shkUjQ0NAAS0tLNDU1oaSkBKWlpdixYwdWrFhB84yOjkZpaSlSU1NRVFRE/xYcHIzCwkI88cQTAIClS5ciNzeXPsdMTEzQ09ODf//731i3bh01cjkcjpFxatg39GWfOHEiVCoV/vnPfyI+Ph5yuRxqtRoymQx8Pp+OQwaGW8HMcP3BYbFYCA0NRUVFBV3tFB4ejtTUVCNFen9/f/D5fLi7u9OXc1ZWFiorKzF16lRUVVVR15BYLEZ0dDRsbGxw/Phx8Hg8RERE4IcffhjxYo+Pj4dQKER1dTUSEhLol6L+BR8cHIy0tDSIxWKIRCLU19cjJyeHuqZ+jOjoaAQHByMoKAgsFgsymYzO6OnJyspCS0sLtm/fju3bt0MgEKCwsNAonZiYGKhUKure8vf3h0QiQVNTE0JCQqBQKOislp+fH3x8fBAQEAAOh2PkdvHx8UFCQgLS0tKoy2csRltNpnex8Xg89Pf34/HHH6dtYfhSNWxnLpc76myWoSoBi8Wi5eFwOLT9w8PDUV1dDVdXV1hZWYHNZqOwsHCE+yk4OBgJCQkIDQ0FoAsEz8vLMzLaORwOYmJi8M0330Cj0aC4uJj+zd7engoZAzpX944dO0aslgwPD8fp06fpeStWrMD169fB4XAgFAoRFhYGV1dXCASCMWeTeDye0QyKp6cnuFwuJBIJAgMDIRaLMXv2bCONS0MiIyMRExOD7du3Y8eOHUhOTsZrr70GJycn8Hg8bN++HZ6enlCpVPTeiMVipKamIjs7mwa/6xGLxaNurMnlcvHqq6/ScclmsxETE0PdwHrc3d3h7OxsVN7w8HCje6RfGODk5GTkftWXLyYmBlqtFnV1dUZ7h3E4HIhEIlRWVuLcuXPYvHkzXTGo1zfNy8sDi8VCQUEB1e+0trZGfn4+BAIBdQ8HBARAKpXi22+/hbe3NxwcHJCZmYmUlBQIBAIsX74cTk5OqKyshIODAy5fvoy6ujrk5eXRMickJGDq1KmorKyEQCDA+fPnab+1tLREWlqaUV3T0tJoHwwJCcGFCxfQ0NCAiIgILFy4EDweDxwOxyiMwNvbm87UBQQEwNbWFtbW1sjLy8M333yD4OBgSCQSWFtbg8fjISsri+qBMjDckt86iIzht6enp4dcunSJ/u7r6zP6TYguiJjH49FAeD319fXk+PHjpKOjw+i4XC4nKpWKEEKIQqEgx48fJ3K5nKxcuZKmoQ+AbWhoMEp3YGBgRMBta2srqa+vJwMDA0bHDK+5evUqLX9PTw/92/Xr10lrayu5dOkSGR4eHlH/vr4+enx4eNgoD8P09WkZniOXy0lrayvp6ekhK1euJH19ffSa8+fP03oYHm9tbTX6rU/3pzI8PDyivX/vfPPNN2Ty5Mk/+fwtW7aQv/71r3ewRPcOs2fPJu+///4dSbuqqor4+/vfkbT1hIaGksLCQtqnq6qqaMA7A8O9BGNwMfwk9u7d+6s8eF1cXMjKlStJR0cHsbe3J6dPn/4VSvfb09fXRx566CESFRX1Wxfld8n58+eNVrv9GD4+PnRFIsPY9Pf3k6ioqFE/En4NmpubyVtvvXVH0tbzxRdfkC1bttAPqI6ODqNVoAwM9wqMliLDT0KhUGDChAm/WFNMpVJhYGAAfD4fcrkc1tbWv/oGpb8VWq32ZwmHMzAwMDD8cWAMLgYGBgYGBgaGOwyzSpGBgYGBgYGB4Q7DGFwMDAwMDAwMDHcYxuBiYGBgYGBgYLjDMAYXAwMDAwMDA8MdhjG4GBgYGBgYGBjuMIzBxcDAwHCPolQqR2iW3klkMtktRb/vBcrLy42E3hkYfiqMwfUbUFdXh5qaGgwMDADQ6ag99thjRgK4P4fOzk6UlZWhrKwMbW1t6Orquu2yDQwMIDMzc0RZBgcHkZ6eDgBobGxEWVkZKioq0NbWRutxtzh58iQOHTp0V/O8XTo7O430AH9PlJWVjZCZuRWVlZVYv379L8ozMDAQJ0+e/EVp/BqkpKQYiRffqzg7O6Ompuau5NXc3AwvLy80NDTc8rze3t471va/tH/+FCIjI6l4OAPDz4ExuO4iWq0Wc+fORXZ2NjIyMuDi4oLe3l6YmZnBysoK77333m2l++WXX2Lp0qU4evQo1qxZA1dXV2zevPm20rpw4QLi4uJGiLHu2bMHLS0tAICdO3ciMzMTn376KdauXYv7778fRUVFt5Xf7VBfX4+ysrK7lt8vYWho6Hf7cO7r68PXX3/9k8/XaDQ4e/bsL8qzo6MDfX19vyiNX4MrV66gs7Pzty7GHUcvvnw3+Oabb6i49q347LPPUFdXd0fK8Nlnn92RdA0pKirCCy+8cMfzYbj3YLbFvosUFhZCo9EgPz8fABAWFoasrCxs3rwZycnJiIuLQ2Rk5M9O19raGkNDQ1Q8WiqVYurUqYiOjv5RgeSbd0d3c3NDf3//CHHivLw8fPDBB/R3YGAgYmNjAehmSp555hmEhIT87LLfLj91d3qtVgtCCNhs9h0u0a3L8HNRq9W0jjffI61WC61WayQyfas66kWhm5ub8cADD9B7GxQUZPRyVKvV1FVyq36jVqshl8vB5XLB4/HocblcTsttKNitP35zn9KnA4CKBRuiVCpx9epViEQiyGQyI4FtmUwGLpeL3t5eKBQK8Hg8KJVKmJmZQa1W4/r16/Dw8KDn6ttQf721tTUVwFar1WhoaMC0adNgaWmJlpYWmJiYwNTUFEKhEIODgzh79iy0Wi1MTU2h0Wjg6uqKhoYGODk50brK5XIoFAr09vZCIBDAwcEBarUatbW1EIvFYLFY6O7uxunTpxEQEACZTIb29naoVCrMnz8fbDYbMpkMly9fhp2dHcrLy+Hg4GB0j2pqaiCVSmFra4u5c+eOqmxQU1OD9vZ2CASCETPVxcXF1OUXHBxM28CwzT/77DM4ODigvr4eWq0WEokELBYLarUahYWFUKlU4HK5iIiIAIvFwpEjR/Dggw9CoVDg5MmT0Gq1VEi7vLwctbW1MDU1xYoVK9Db24sjR46gvb0dSUlJWLFiBd577z2sW7cOPB4PTU1NqK6uRkxMDAAgJycHTk5O8PHxwa5du6BSqcBmsxEVFWXU91QqFfbv3w+5XI6EhARMmTIF8+bNQ3l5OaytrVFeXo5169YhJycHLBaL1ictLQ08Hg+bN2+GTCYDh8NBQkIC7Y9ZWVmor68HoBO/DgoKQnl5OTgcDtzd3dHU1ITNmzfjhx9+gKWlJXJycsDlclFfX4+kpCRcuXIFjo6O4HA4NK+EhATU1tYC0AndGwpnM9zbMDNcd5GrV6/C2dmZ/raxsaGzRh4eHmhra7ttt6Ih+ofFtWvX0NXVhblz58IWgceLAAAgAElEQVTNzQ2+vr5obm4GAOzbtw/r16+Hl5cXHB0dqWupq6sLTk5O6O7upunV1dVBIBDAzc1t1PwcHBzorMXBgwchEong6OiIkJAQKJVKAICvry9SUlLA5/MhEonoQ6azsxOBgYHw8vKCs7PzmLNBr732GoRCIfh8Pj788EOo1WoAwOeffw4PDw+4ublhxowZkEqlAIDY2FisWbMGzs7OmDJlCjw8PGjbfv7553B0dIRQKMQjjzyCtra2EfkNDAxg7ty5YLPZuO+++7B69Wp6vT5dOzs7o3YTi8Vgs9mwtbVFamoqTcvKygrbt2+Ho6MjJkyYQN2hAwMDWLx4MSwtLWFubg4vLy90d3fj/PnzsLGxweDgIAAgOTkZc+fOpek5Ozujvr4eXV1dCAwMhEgkwn333YeNGzeO2nbu7u6IiIjA4sWLYW9vj4KCAgC6L/XnnnsOANDW1obp06dj3rx58PDwQGJi4qhpDQ0NISAgAMuXL8ef/vQnNDY2AtD1ERcXFyxbtgyenp44cuQIAODMmTP0+MKFC9HT00MNi5kzZyIuLg5z587F6tWrR+TV1NQEPz8/hIaGYvny5ZgxYwZtu82bN+PZZ5/FI488goyMDFRXV2Pjxo1Yu3Ytli1bRmd4Kyoq8PDDD2PNmjXw9vam/auzsxPXr18HACxatAg7duyAiYkJNm7ciNDQULz++usQi8VobGxET08PUlJSsH37dmRkZODJJ59EU1MTtm/fjri4OFre3bt349///jf27t2L5ORkAEBtbS2efPJJlJSUAAD9e3NzM2bOnInq6mrs2rUL0dHRAHRuubCwMLz44otobGzEiy++SO9XdnY2IiIi8O233yIzMxOvvvrqiDYrKyvD008/jebmZlRVVeH777+nf3vttdfwyiuvQKlU4sKFC3j00UdpH9PT39+PmJgYvP3221AqlTh06BC2bNkCQDfL3djYCC6Xix07dqCwsJDWaf78+SCEwNHREWFhYejs7IRUKsXKlSsxa9Ys8Hg8nDhxAj/88APGjx8PDocDZ2dnsNlsVFRUoLS0FABw9OhRvPrqq/T5k5ubCxaLhaKiIvT09CAwMBBNTU2Ij483KvfEiRMhEonQ2dmJoKAg+Pv7Qy6XIy0tDR999BEee+wxCAQCREREICwsDBMmTMCJEydgZWWFnTt34vz583juuecwb948hIWFAQBKSkrw9ttv44UXXsD27dsxPDwMADh79iw1WpcvX46FCxciPT0d9vb22LRpEwDgb3/7G0JCQlBSUoJJkyaBz+fDysoKqampqKqqQn5+PoqLi3Hs2DH6Ac7wB+A31HH8w1FRUUFsbGxIVVUVqaqqIpMnTya7d++mf/f19SUdHR0/O92PPvqIGN7KPXv2EDs7OzI0NESqqqrI4cOHSX9/P1m7di0JCwsjhBCya9cu8vDDD5Ovv/6a1NfXE3Nzc9Lf30/6+vqIiYmJUfpRUVHk4MGD9HdcXBzZtWsXIUQnnhsZGUl8fHwIITqR6ytXrpCuri4ya9Yskp2dTQghxMnJibz00ktEo9EQuVxOTExMSE9PD2lrayMffvghbR8LC4sR9fviiy+IqakpOX36NBkaGiJr164lK1euJIQQUlVVRQWwo6OjycaNGwkhhKxdu5Z4eXmRnp4eMjAwQObMmUM++ugj0t/fT2xsbMjhw4cJIYTs37+flt2Ql19+mSxdupRoNBoyPDxMfHx8yD/+8Q/S2tpK7OzsiEajIQMDA6StrY0QQsjTTz9N4uLiCCE68d3JkyeTY8eOkY6ODgKAVFVVEUIIOX78OJk4cSLp7+8nqampZM6cOUSj0RBCCNmwYQNNw8PDg3z00UeEEELmz59P7OzsSF9fH+nq6qL5r127lrz00ku0zD4+PrQ8hgAgX375JSGEkGPHjlER6b1799L+sGrVKpKYmEgIIUSj0RB7e3sil8uN0jl+/Dh56KGHSH9/P71GL9bt5eVFxaa7urqIi4sLIYSQl156id4TQgixt7cnx48fJ4QQWlaNRkPMzc1HlPurr74itra2dExUVFSQhx9+mAwPD5OVK1cSDw+PEaLNV65cIXZ2dlQIecaMGeSTTz4hhBBy6dIlYmNjQ4aGhsiGDRtIYmIiefrpp8nChQvJ0NAQLbv+/xs3bqT9V8+WLVvIihUraPnMzc1JV1cXIYQQPp9PLl26RL766ivC5/OJRqMhW7ZsIbNnzyarVq0ihBASGhpK9u7da5RmR0cHsbOzI4To+vP06dNpn9iyZQu9RxYWFuTw4cOko6ODdHR0ED6fP6LNli5dSpKTk+lvBwcHUlFRQTQaDWGxWEZi8fPnzycVFRVG18vlcloWQgj5+uuvR80nOTmZjsGVK1ca9cOwsDBSVVVFzp8/T+zt7cnXX3894lp9exBCSHZ2Nq2jl5cXCQsLI4cPHyZyuZzY2tqOyPv48eO0fxkyMDBArKys6O+qqipiZ2dHhoeHjc7r6uoi9vb2pL6+nhCiG2uJiYlk//79ZO/evbTvR0VFjSrcPWfOHHLs2DFy6dIlYmJiQrKzs8mWLVvIli1biL29PT1HP+YSExNpOj4+PkZp7t69myxdunREHgz3JoxL8S7i7++PXbt2ISsrC1KpFJaWloiIiKB/FwqFt7XCR+8W8Pf3h1arhY2NDYqLi8HhcODn5we1Wo329nbw+Xy0trbS67y9veHq6krzVigUdHZM74JRKpWoqalBVlYWva63txd5eXnYs2cPuFwuZs6cieLiYgCARCJBe3s7ZDIZJk+eTF1GlpaW1K3C5/NhbW2N3t5eODg4wN7eHrW1tdRVdjO1tbXw9fWFp6cnAGD27Nk0ENjPzw8KhQLV1dVgs9nUJcZiseDp6UnbRt+2tbW1uHbtGgoLC1FYWIjh4WHIZLIReVZWVuLNN9+kLpvIyEiUlpbipZdeAofDQXh4OJYtW4alS5cCAE6dOkVdrCKRCEuWLEFNTQ28vb1pOQGdK9ba2hoKhQLNzc20TQCdiy8hIQEAEB4ejpqaGjz66KNgsVgICQnBgQMHcP/99yMgIAAsFgvV1dWwsbFBeHg4dS82NTXBwcFhRH3095XL5RqtsNK3d3t7OxoaGtDY2IgJEyaAw+FgaGhoRDpCoZC6BsViMXJycqDRaFBXV4fk5GSo1WojN1dlZSV1dQMY4cLKzMyEUqkc4W4EADabDRaLRcvu6uqK9vZ2sNlscLlcBAQEjIhRioyMRFpaGhwdHQHoZsmys7Pxz3/+E2q1GtOnT4dKpQKLxUJ+fj4uX76MK1euGLmo8/PzIZfLUVtba+S2KioqQn5+PpqamgDo3O8BAQHIy8vD1KlT4enpCaFQSNuooaEB5eXlKCkpga+vL3p7e3Hs2DG8/fbbAIBDhw6hqqpqRN319QYAU1NTADq3J5vNRkFBAZ0NkkgkI9pMpVLB3t7e6JhWq4VUKoVWq4W7uzs9LhAIRvR9jUZjdP94PB6NdWtqaqLPgQsXLsDOzg6AbmwbitprtVqo1Wo4OzsjPj4e0dHR0Gg0SE9Pp/3dcJz7+/tj8+bN6OzshEqlwrp165CVlYWuri4EBQUB0M38paSkgMPh0NntmzEzMzOKD9S7tg1d7RqNBpGRkdi8eTN1ORs+97hcLrKysmBhYQG5XA6xWDwiH/1Y6+zshFAohJOTE5ycnAAAAQEBAIDo6GhIJBJMmzYNw8PDRjGuhmOAy+WOGBMM9y6MwXWX0U9pT5s2De+9957RYJPJZLc1+PRuu7KyshFxPAcPHsTbb78NX19fqNVq3LhxY9Q0xo0bR/9/48YN+tA9fPgwQkJCRsSKREZGUgNDz+DgIBYvXgw2mw2JRGL0Yr927ZrRg5LD4UCj0aC6uhorVqyARCKBh4cHhoaGoFQqjR7getePHhMTE5pWbGws6urqsGbNGmg0GvT39wPQPfQnTJgwop4cDgdmZmYoKiqCRqMZM+5Jq9Xihx9+GJEvm83G2bNnUVZWhk8++QRHjhzBoUOH0NPTY3SumZkZBgcHoVKpRqRN/p9e/M3p68sHAAsXLkRYWBgeeughPProo/Dx8cGmTZvg7e1N3YsTJ06ERCIZ9cV7M2MFT+vLYGpqijVr1lB3yk+Fw+GAzWbD1NQUOTk5I2KxrKysjH6bmJgA0Lkwn3zySeTm5mLWrFlGRpkeFotlZAj19/fD1tYWgM6wMDSGAJ3xZm1tTY1gQFfv5ORkTJs2bUS5IyMjce3aNfz1r3/F8ePHwWazERwcjNDQULz00ktgs9l0vDQ3NyMqKgpffPGFkYG0atUqxMbG4r777sNrr71Gjy9evBilpaWwsLAAn8+Ht7c3tm3bBhcXF/B4PGRnZyMnJweffPIJNBoNDh48SK/Vj2dAd184HA44HA76+/uxbt26Wwaljxs3bsR44XA4mDJlCgDgq6++ooaGUqkEn883Ovfm2L2enh5q9D399NPYvn07lixZgtTUVBoOAcDINcnlcul9i4mJQUxMDLKzs7F161ZUVFTA0tLSyJh3cHDAlClTkJKSgqeeegoeHh6QyWQoKSmhfTs8PByvvPIKIiIiUFZWNmbQPYvFwuDgII3lu9mYTU9Px/jx441iZfVGoOHHL6BzxZ84cWLEcZVKhR9++AHTp0+HVqsFn8+noSL6e/fpp5/ixRdfRHR0NK5evUrb44EHHkBFRQXNv66ujj7rKioq4Ofn95vGmzLcWZgYrt+ArVu3YuHChXjssceMjkul0h8Nch+N8eN1t3G0gbpt2zbEx8cjJSUF06dPHzNG7ObZDL1Bs3fv3lED+UebiWpsbMS5c+dQVlaGpUuX0nIBoF/DelgsFgYGBlBdXY3Y2FikpKTQl+LNhoi9vT2am5up8XLx4kX6t+zsbLzzzjuQSCSwtLQ0MhwNX1x63N3dYWJigqKiIrDZbHR3d9OgWEMWLVqEd999F1qtFhqNBoWFhZg5cyYGBwdx8eJFhIWF4YUXXsBXX30FAFi2bBmNtZFKpTh06BDmzZtHH/j6mYTs7GzcuHEDQqEQCxcuRGlpKW3rgoICOuPo7OyMCRMmYPv27QgLC4NYLMb333+PkpISzJ8/H4Au6LmwsJBeX1RUNOrXv5WVFa5duzbiOIfDocc9PDywd+9eaDQaaLVa5Ofnj9pX2tvbIZfLoVQqkZeXRxdKhIaGIiMjg9ZfH5fy+OOP03ZpaGigsTkXLlyAk5MT/P39ce7cuVENU0AXiF5fX0+3JXn00UdHPa+2thZbt25FdHQ0vv32WxqXt3z5cuzYsQNqtZoGMuvrzuFwkJmZCRMTExqL19TUhL/85S9QKBQ4d+4choaGMDg4iLVr1+Lll19Gf38/amtr6cxtYGAgzM3N8d133yEwMJCWJzQ0FKmpqZgzZw4AXcD1O++8g2eeeQYA0N3djcmTJ+PSpUvIy8ujHwqjBcHriY6OxubNm1FTU4NDhw5h3bp1I85ZuHAh9uzZg+rqamRkZGBoaAharRZmZmaIjo5GVFQUysvLsXPnTly8eBFPPvmk0fVKpRIymQypqakoKyvDsmXL6IeVra0tWltbUVBQQIPj9dw8ZrVaLRobGxEeHo7CwkIcOHAAPj4+AIDp06fjxIkTWLduHY1tW7JkCXbv3o1ly5aBzWbDyckJn3/+ORYuXAgAsLCwQHV1NZKTk5GZmYmJEyeO2kb29vZ49tlnERsbCy6XazQeamtr8fe//x0TJkxATEwM1qxZA6lUisjISCQlJSEpKQkxMTF0tkoikaCiogKJiYmIjIykfZ3FYmF4eNgonaSkJIjFYhpXx+fzsW/fPsybNw8BAQF0ZvGdd97Bf//7XwQHB2PJkiWoqKig1yxatAgHDhwY8/4z/O/DzHDdZZqbm5GTk4P29naj4zU1NRAIBLd84I7FaO4YPYsWLUJ8fDzy8/Ph4uIy5nk356tf/WVnZzeqEWgYVK9HJBLBwsKCuvKcnZ3pA8/S0tJotsLa2ho8Hg+enp6Ijo5GVVUVHBwcYGdnN2IFYnh4OMrLy+Hu7g6RSASxWEzPWb9+PUJCQiAQCODr60uPs1gso3axtrYGh8MBl8vFoUOH8Le//Q0ZGRno7u5GXFwcdVfq2bJlC2JjY+Hk5IRx48bB19cX8fHxaGtrQ0JCAt3gUR+cnZ6ejri4OLi6ukKtVmPLli3UHeLg4EBflGq1GgUFBWCxWFiyZAmam5vh6uqKcePGwcPDA2lpabQMERER+M9//kNdhCtWrMC3335LZ0FffvllGqxvYmKCmTNnwt/ff0T7OTk50WM8Ho+6OQUCAX0RJCUlITk5GR4eHpgwYQL8/f1HzADa2NggICAA0dHRaGhoQEhICDXG9attbW1tMXXqVISHhwMA4uPjIZFI4OzsDC8vL0RHR8PU1BSenp7IyMiAh4cHQkNDx5y14fF4KCoqQkVFBaZOnYq8vDwAOveiYb9saGjAokWL6Co0S0tLZGZmIiMjA2+88Qb8/f2pq1d/T/R9s7y8HNHR0WhsbERGRgZiYmLg6OiImJgYyOVytLe3QygUor29He3t7WCxWIiOjqarEz09PemskR5vb29ERkbS2ZGAgABERETQ/NetW4erV68iJycHMTExdBZJKBQazVh6eXnRGZDMzEwUFRUhLy8PfD6fBtobEhMTAy6Xi9LSUnh6eiI9PZ22U3Z2Nl01aGNjg8rKyhF9xdLSEkKhEJ6enqipqUFCQgK9l3l5eSguLoZWq8XevXtx7tw5ALp+qZ+1BXSz3yKRCEKhEOHh4WhqajJqC7FYTO/jE088Qa9xc3Oj/TEhIQERERF0DB89ehTHjh0Dj8fD+vXrcerUqVH7S21tLZqamjB9+nQQQuhHAKB7Ph0/ftzofIFAAJFIhJqaGpw4cQLm5uZ0wYtIJEJtbS1OnjyJyZMn02dETk4OHYMJCQkIDg6GXC6HRCKhM7ypqalGxp7+fEtLS7qKVL+SVv/sHSscgOHeYRwxHCkMd5ze3l5cv359xFR+SEgI5syZgzVr1txWuvovrtGQSqWwsLCg7pjRGM29VlFRgcmTJ2PGjBk/uRwDAwNQqVQj6vdj6N0At8OtXIN3it8iz/8FZsyYgS+//PJn3cu6ujocOHAAqampRte1tbVh7ty5dOXp7xGlUglHR0f897//vWdicUQi0e+6zf8XmDt3LkxNTXHffffhv//9LxwcHJjViAzMDNfdZqyH8vDwMHU33A5jGVvA6Hsc3cxoxoPhVgSAznD7sbTMzc1hbm7+o/ndzC/ZoPG3MHwYY2t0pk+fjueffx55eXm3nHk1hM/nQ6lUYs+ePUbL/U1NTamL9fdKa2srXnvttXvG2AIw6swZw8+joqICtbW1UKvVRnu1MfyxYWa4GBgYGBgYGBjuMEzQPAMDAwMDAwPDHYYxuBgYGBgYGBgY7jCMwcXAwMDAwMDAcIdhDC4GBgYGBgYGhjsMY3AxMDAwMDAwMNxhGIOLgYGBgYGBgeEOwxhc/wOMJqPDwMDA8HtFrVbjyJEjP/rsKikpMdJc/b3R0tLyq2xYmpqaelfqmZycjEOHDgHQqTxUV1ffsbxuVkth+HEYg+s3YHBwELm5uSOOy2QyZGZmIj09ne703NXVhVmzZo2pgQjoNiTNzMyk/yorK2+7bF1dXZBIJOjs7DQ63tbWRsV5jxw5gvT0dGzfvh3Z2dm/KL/b5cyZMz9JtPlOkp6eTrX57jbr16/H559/DgBwdHTEP//5z181/cTERKxatepXTfOn0t3dPaY48a9NZmbmXcnnj4ZCocDSpUuphuhoKJVKPPXUU7963/01OXr0KF566aVfnM577703pl7or8mJEyfQ2toKAPjkk0/uqJGn18Zk+OkwBtddRqPR4Nlnn8XWrVuNjnd2dsLd3R2Dg4NQq9UQi8Vob2/Hfffdh8mTJ+PDDz8cM02pVIq4uDj88MMPmDBhAjZu3Eh1/H4uV65cQW1tLRXT1fPOO+9gypQpAICTJ0/ivffeg52dHW7cuIG1a9eOKnB9J+nv70dDQ8NdzfNm1Gr1qGLRd4Nr165RPUtzc/MR4sG/lOnTp/8sSadfk7KyMpSVld3xfNRqNXbs2HHH8/kj8lN2Vre0tER9fT2ioqLuQolujw0bNuC77777xenY29vf1rNicHBwxDGtVktF5vXojbmysjIkJCQAAM6ePYsFCxbcMv3e3l4olUr6W6PRGJVzLImn3t5e3LhxA4DOcFapVCPK09nZCa1Wi97eXgwODkImk9G0Gxoa7ooB+nuDkfa5i2i1WixevBgzZsxAS0uL0d82btyIiIgIOlgIIUhNTUVeXh7WrVuHnJwcKiJ7MywWCywWC8HBwRCJRFi1ahVMTU3R0tICJyed8r1UKoWNjQ0Vwh0cHMT48ePBYrEgk8kgEAjA4XDg5uaGmpoa8Hg8o3IXFxfj7NmzAHQvKgcHBypGGxwcjAceeAAZGRngcrmQyWSQy+WYMWMGlcDR5yGXy9HZ2QkXFxcj4dz6+nqwWCwqXjsWejHhmx9earUa9fX14HK5NI3e3l4AOtmjU6dOwcHBwUjwWKFQoKmpCSKRaEzJIpVKhd7eXggEAjQ0NMDc3BzOzs4AdIK7hkINKpUK9fX1EAqFtxSh1YvUKhQKaLVa8Hg8Ixmcuro6TJw4ERwOh94/fRtKpVLabvpZT5VKhaGhIXremTNnoNFoYG1tbXR9Y2MjLl68CGtra4hEInA4HAgEAtTU1ECr1YLL5VKBXnd3dwwMDBi17bVr1/Dggw+OeY/Ky8sxPDxM+xifz4ezszPq6+vR09MDNpsNb29vcDgcSKVSyOVyKqRdXV0NgUAAQgiqq6uh1WpRVlaGmTNnQiAQQCqV0nIGBgZSrc78/Hz4+/ujuroaIpEITk5OKCwsBJfLRXBwMJXcqayshEwmg6WlJRYvXgy1Wo28vDxoNBoUFBRQ4XjDNlAoFCgvL4dIJDJyn6jVaiqsXF5eDrlcDgDw9/eHUChESUkJLC0tqSD39u3bERYWBpFIBKVSiczMTCpmXllZCRaLhYiICJrP8ePHMXv2bBQUFOD+++9HVFQUHY9FRUVoamoCACqgXVhYCCsrK3zzzTeQSqXYunUrdu/ejaamJiN91sTERKxZs4aOgcjISDpmDVEoFEhLS0NAQAAKCwuhVquxfv16uLm5AdCJWNfU1ADQCXfHxMTQ/qkXc7+5/5eVlVFXl5ubG9avXw8AOHbsGLy9veHp6Ynnn38e8+bNQ01NDZycnODs7Ixt27ZBJBIhPj4eYrEYAJCbm4sDBw4AAJydnbF7927U1NRg+/btOHbsGFgsFjZu3Ij7778f69atA6B7RqWlpaGjowO7du0CoHsuvPvuu+DxeIiIiEBAQABSU1PB4XAQExMDiUSC8vJypKWlobq6GllZWaivr6cuRolEAn9/f/ocvLkNg4ODMTQ0hPvuuw8tLS103BYWFiI5ORl/+tOf8N1336GwsBBOTk6or6+HRCLBxIkTMTAwgNTUVHz88cfo7+9HQUEB7e9ZWVl4/fXXsWPHDrBYLAwNDeHMmTNQq9WIjPw/9s49Lqpy+/8fc5ABQZBBIKAD5ZjjBTVBsTCHE5iYKCIoGBikUFjildCUglNYqKCSJKYUmBzFIxSkKSl9QcXjqKjgBXiBHaYYE3BQwEFgmFq/P+a3nzPDxbS8dGy/Xy9eL2Zm7+e2n8vaz1rrWWGwtrbGunXr4OLigg8++AAzZszoVj4OrixyuRwCgQD29vaYN28eEhMTUV1djeeff77HXTIvLy80NjbC3d0dU6dOxZ49ezBz5ky24x8VFYU+ffpgwYIFCAsLw6BBg3Dz5k2MGTMGFy9exMCBA3Hp0iXk5eV1C/z+WEM8D5Xdu3eTWq0mBwcHve8dHBwoLy+PfS4pKaGxY8cSEVFraytZWFj0mmZhYSEBoJqaGiIiUqlUZGpqSjU1NXT69GmSSCQkkUjI2NiYsrKyiIjo4MGDNH36dHJycqJRo0aRl5cXS08gEOiln56eTpGRkexzZGSk3vUKhYIAUHNzM82YMYPEYjG5ubmRra0t1dXVERGRWCymoKAgkkqlNGzYMJo+fToREdXU1JCtrS15eXmRRCKhwMDAXuuZnJxMFhYW5OfnR05OTuTm5kZERDKZjKysrMjPz48cHBwoISGBldvX15eef/55CgoKIrFYTFVVVaz+pqamFBgYSGKxmHJycnptWxcXF5JKpRQUFERmZmZ08OBBIiKKiYmhZcuWERHR6dOnycLCgnx9fUkikdDKlSt7rYenpyd5eXmRl5cXjR07lpycnKihoYGIiCIiIlh7WFlZ0datW4mIqK6ujmxtbUkqlZKnpyfZ2dlRWloaEWn7TnJyMhERLVu2jGxtbSkoKIgkEgnt3r2biIiSkpLYMxCLxWRra0tZWVm0fft2GjZsGK1evZqcnJxYOrGxseyZh4WF0fTp02n58uXk4OBAMpmsx3px9yxbtoyMjIxo586dVFhYSA4ODpSYmEienp4UFBREREQ5OTkklUrZvb6+vpSenk4HDx4kNzc3cnNzo8jISKqqqqKSkhIyNjamyMhICgsLI1tbW/YcjY2Nafr06RQdHU1isZikUilt3bqVJk2aRL6+vkREtHPnTva9i4sLLVu2jJqbmyksLIyMjY0pISGBsrKyKC0tjZycnFiZkpKSKCIigg4ePEhJSUmUnJxMM2bMYNckJiayto+JiSEnJydqbm6mrVu3srpVVVURAFq9ejXrd56enlRbW0uTJk2inJwcio6OJltbWyIiqq2tJWNjY5ozZw7l5eWRn58fhYWFERHR1q1bSSwW08GDB2nnzp1sfggJCSEzMzPKysqi1atXk1gspqSkJMrLyyNLS0s2r4jFYiovL2f16236V6vVBIDS0tKopKSEIiMjWfny8vLIwcGBTpw4QSUlJTR+/HhKTEwkIqI5c+aQn58flZeXU+3B0dUAACAASURBVHp6OpuTysvLydjYmPLy8qi2tpa8vLxYP/Pw8KD09HRqbm4mAwMDio6OpqqqKpJIJOTh4UHNzc0UHx9Po0aNIiLteDQzM6Pjx4+TUqmkefPmUVhYGLW2tpKxsTEdP36ciIjMzMxY+1y+fJnNn7t376bCwkIiIpo/fz4lJSUREZFUKqV58+YREVF5eTkZGBiQUqmkgwcPklgsZv1bd97z8vKi9PT0HtswPj6epFIpdXR0kFqtJisrKyorK6ObN2+ShYUFK2deXh7rK25ubqxd1Go1tba2UmlpKRkZGZFSqWR5ctdwzJs3j43VkJAQiomJYddyc1VvKJVKAkBlZWVUUlJCtra2rH8nJyez8dqVmpoavf6Tk5PD2qm1tZXs7OyopqaGysrKyMrKilQqFanVajIyMqIjR44QkXZe0V1X/grwAtcjws7OTu+zlZUVmwiItB1aVyizs7Ojtra2HtM6f/48mZqa0smTJ+nixYsUEhJCrq6u1NbWRlVVVXTy5EkiIsrKyiJXV1ci0k78I0aMYGmKRCI6c+YMEWknq87OTpb+tGnT6OLFi+xzbGwsSaVSqqmpoePHj5ObmxtNmTKFiLQTInevVCqlLVu2EJF2st+wYQMRaQekoaEh1dbWUltbG5t8KioqyNTUlGpra7vVUalUkpmZGVVXVxMR0ZEjR2jw4MFERHTr1i2qqKhgbTF06FAi0gpcnFBGRBQQEEAffvghERENHjyYzp8/T0RE165do9GjR/fYtoWFhWRkZETXrl0jIu0izE1CycnJ9PbbbxMR0dixY2nPnj1ERNTZ2ckE3p7w8/Ojjz/+mF1rZ2dHWVlZVFNTQ3Z2dtTc3ExERBcvXiQjIyOqra2l2NhYmjNnjl5dOCFx6NChlJycTNevXyczMzMm5J48eZKsrKyISDsRcwtveno6Wzhu3bpFarWaiIj27dvHJltdgUu3L6xcuZKVvTe2bNlCPj4+3b6/efMm69P79+/XE7hCQkLY4rVy5UqKjY1lvwUFBTEhmkg7UXPtbmpqyvpEZGQkrVmzhoi0z00kEnUrQ2FhIRsDhYWFZGpqyn5Tq9VkZ2fHFgRXV1e9fl9RUUEWFhas34wfP55dS6R9Junp6aRUKkkkEtHNmzcpNTWV5syZw/IMCwvrsf0A0K1bt1gf4MjLy2N9UyKR0IoVK2j//v1UWFhIdnZ2VFtbSytWrKDo6Ggi0j5zAOyZeXl50aZNm4hIOwa5shMRGRoa0vXr17uVpa2tTW8xvXbtGgGgiooKCgoKYmOaSPscOcHGzs6OCcJcGjU1NfTxxx+TRCKh1NRU2rFjB0VGRlJISAgRaV8+0tPTqbOzk+VBROTj40Px8fHsOXFtotsvibQvpv379ycibR/68MMP6cyZM+Tp6UlSqZSNHa6/EGn7c01NDcXGxrJ+JpVK2cvorVu3yMjIiGpqamjfvn2sfj0JXLptocuUKVP0hDE3Nzc6c+YMlZSUkKGhIQUEBND06dPJx8eHnJ2diUj74sTVX5dp06bRhg0bqK6ujqytrenWrVvst9TUVHJzc2PfLViwgLWPbp3uhK+vL23atIk2bdpEq1evpilTplBtbS1JpVL6+uuve7yntraWDA0N2efOzk4SiUSUlZVFu3btooCAACLSjpkRI0aw6xwcHKikpISIiN58882/nMDFqxQfEV238Tk1TG8IhUIoFIoeVVUmJibQaDRITEyEQCCAk5MTEhMTIRQKMWTIEPzyyy9sO1xXz25pacm2uU1MTJhOXSgUQiDQdo3q6mpoNBqMHDlSL0+5XI64uDgIBAKEhYWxbfWxY8di27ZtkMvluHr1KtuONjIyYmoRY2NjAFpVpVAohJGREdvWvnXrVo+eTefOnYOJiQmrv0Ag0Ct7XV0d0tPT8cMPP+ipG3VVo0KhkKVdV1eHzZs3o76+HiKRiNW3JwQCAbNJ4dS3ur9x7ZSVlYX8/HxoNBq4urpCqVT2qKrsmt6ECRNQX18PuVwOsVjM+sLIkSNhZ2eHS5cuQaFQwNXVVa8unO0FVwaVSgWhUIgVK1YA0Kq+OMNWFxcXpKWl4caNG8jIyMCsWbNYWqmpqaiqqoJSqWQqYF2USiVSUlJQX1+PmpoaptrpibNnzyI+Pp6pzDUaDbZt24b/+7//w/Dhw3u9T5euz7+yshJBQUHss5OTEw4ePAgAMDAw6PF56NLS0oKNGzdCoVDA2NhYT5WtW18DAwNERUUhJSWF9S+u37e3t8Pb2xvp6elMpXrx4kW98WhpaQmFQgGRSAR3d3ccOHAA2dnZSE1NRXh4OCorK7F3716cO3cOGo0G69atw5kzZ+Di4gIjIyO98uqWiStvQ0MDVCoVlEollEol4uPjYW5uDpVKhX79+unVX7cddOvblZ7sirpez42huro6KBQKvbnLxMQE1dXVaG9vx9WrVzFkyBCWhkAggEqlgrm5OUQiEVNvi8Vilqapqaleebm8hUIh+023TTgVGofuvBkQEIB169ZBo9Fgzpw56OjoQG5uLvbv388cftatW4evv/4a/v7+uHLlSo99WSgUsjxMTEz0nkdXus7jHD21q4mJCfr27QuNRoOsrKwe7+tp7lu0aBEWLVqEJ554AoGBgSzPyspKJCYmYv/+/ew7jUbD+tLd2kjNmjUL2dnZaGpqQlJSEgYNGoSsrCycPn2aqfx7oqOjg/0vEAgQExODLVu2QCAQMNVie3t7t3Lojrk7te3jCC9wPSK6DkixWIwLFy4wu48LFy4wOxUAuHnzJhwcHHpM6/bt22hra0NiYmK3BT4hIQH79u1DdHQ0XnzxRVy8eJH9pjvJ637WnXC3bNnSo+3YsGHDurlLKxQKPPfcc3j33XexYMECVFdXs9/a2tpgYWHBPvfv3x+A1h5j06ZNSEpKQnBwMD7//PMePTL79OnT7TtuIG/cuBFHjhzBqlWrYGVlhcmTJ7NrODuurnR0dGDdunV6bdwbdzJ25YzVTU1NsXTpUvb87kRXQ1guDSMjo27OCtevX2cCNenYiwFgi8ITT/zX9+X27dv47LPPWPtyGBoawtzcHEZGRkhNTWV2aK+99hpGjBiBTZs2Ye/evcjNze1W3mnTpmHZsmWIj4+/o1fm7du34efnh+3btzPbqaSkJFRUVOCLL75A//79mS2KiYlJt7pymJiY6PUBW1tbVFdXY+rUqQCA5uZmtmDr1r1r23Dt9eabb2LkyJFIS0vDv//9b1y4cAGA9pnduHFD77558+bhww8/REdHh54XbGRkJF555RU9e5iBAwfi3LlzbMw1NTWxBcrb2xtHjx5FQ0MDhgwZglmzZiEpKQkWFhYQi8XYu3cvMjIyUF5eDgMDAyQmJrIFrGt/48bjM888g2effbabd66xsTFbqHvqq7r97T//+Q/GjBkDtVqNjo6OHgVs7nq1Wo1+/fqxMjo5OcHNzQ1FRUWsDNXV1Rg/fjwTkM6cOYNx48ahpaUFGo0Gv/76K0xMTFBfXw83NzcYGBhArVaz8dz1+XELcNe+ztXL2toaqamp6OzshIGBAUpKSvDUU08BADw8PBAeHg6NRoO9e/eis7MTixcvxsWLF/Hiiy/i9u3b+Pjjj1FaWgpHR0e89957qK2tZXlw8wkn/LW0tOjNhaNGjcKnn34KQGs/eSfPcUdHR5w6dYp5fCsUCqjVagwePBhmZmY4dOgQpk6disbGRjQ0NGDYsGEYMmQI8vLyMHLkSCgUCly9ehWurq7w8vKCsbExkpKS8NVXX7FnExQUhJUrV7KxDAB2dnZsXHHPGNB6NS9evLjHF8A5c+bg9ddfh1gshrOzM0QiEZydnTFu3LhenR84O8Dq6mp0dnZi+PDhmDt3LqKjoyGRSNg8aG5uricgA/99tjY2Nnrt/1eA91J8RHR9iwwKCsKXX37JPFC++OILzJ49G4B2N8nU1LTHyRHQDqze2L17N+bNm4eAgAAolUrm2Qag20DQ/dzU1IT29nYcOnQI/v7+d1UnuVyOJ554Am+88QZMTU2hUCj06qm7uHEeLj/++CO8vLwwdepUlJaWwsjIiP2mi1QqRXt7OztXpqioiE2M5eXlmDJlCqRSKb7//nu9N6re3vQDAgKQmpqK27dvQy6XIy0trdd6dZ1YdRc1ru2Dg4ORkpICpVIJhUKBdevW9SqoWVlZoaCgAJ2dnZDJZDh8+DBcXV3h7OyM+vp6bNy4EU1NTYiKioK5uTlcXFwwceJEpKWl4cqVKyguLkZxcTETkLlFy9HRES+88ALee+89yOVyHDhwAGvXrgWgFVKOHTuGQ4cOISkpCTt27GAeSra2trh8+TIyMzNx+fLlbuWtr6+Hubk5Lly4gPz8/F7bafHixbC2tsaAAQOQn58PhUKBmpoaCIVC/PDDD1i7di17HiNHjsTVq1dRVFSEgoICyGQylo5EIsHRo0eRkZEBmUyG1157DevXr0dBQQGysrKwefNm5hVraGjYY1lMTU3ZYmNoaIhbt27hwIEDSExMZM/FwcEBAoEAiYmJ2LZtGwBAJBLB19cXFRUVrN9nZmZiz549GDVqFDIyMlhfiYmJwQcffICCggJs3LgRMpkMXl5eALRGxbt27cJLL70EQLuLkJ6ejoCAAACAmZkZ2tra8M9//hNhYWH49ddfWV269jfupSElJQVffPEFUlJSsG7dOowZMwYajUZv/Pe048IJMdOnT8f777+PhIQE+Pv7w9rauptgA/x3B3r+/PmIi4vDK6+8gnfeeQcikQivv/46iouLsXjxYixduhTvvfceNm7cyJ5/REQEEhMT8dZbb8HKyortyri5uWH69OmIi4vD888/zwzXW1tb0d7ezgRGLu+uL4Ncm8ydOxfOzs74+9//jkWLFuHdd9/Frl27AGiN4LkdKzs7Ozg6OuLnn3+Gl5cXRCIRjI2NMXToUISFhcHLywtVVVWsjwiFQuYkwqFWq6HRaFj7vfzyy7C0tMTEiRMxefJk5oHXE6tWrcL+/fvh7u6OKVOmMCG3f//++Pbbb/Huu+/C3d0dUqmUeaBv2LABe/bswbBhw+Dt7Y2amhqW3iuvvAIbGxu2y/3999+jsbERSUlJcHR0ZDutunUYPnw4mxuOHTuGioqKHsvar18/BAQEwMfHB4B2Hhk3bhz8/Px6vJ7jzTffxOzZs7Fz504AWmHY19cXr776KrtGIBCwXU9AO7Y5YdvGxobtzP5V4He4HjJr167FoUOHoFKp4O7uDnt7e2RmZiI4OJh5Ffbp0weurq7M+yczM/OOOyfm5uaws7PrUZ2yfPlyrFq1CpmZmViwYAEbmEZGRnpvL2KxmE3W9vb2EAgEOHDgAGbNmtVtEjc3N9fz9uNwcXGBu7s7Ro4ciYkTJyIkJIQNKFdXV738XFxcmHdWUFAQRo4cicDAQMyZM6dHQcXAwADZ2dlYunQpfv31V0RHRzN1T1hYGBYtWoRdu3Zh4cKFbNGzsbHR86izt7dn5d68eTOioqIwfPhwiMViRERE9Nq2Uqm0xzTs7e3ZbkBsbCw++ugjuLu7w9zcHEFBQb2qKTmPwMmTJ0MoFCItLY1NpDKZDKtWrcI333wDiUSC4uJiCIVChIaGQqFQICwsDBKJBAkJCTAzMwMA+Pv7s7fcAwcOIDo6GqGhoRCLxWwnori4GKmpqTA1NYVKpUJ0dDQMDAwQFxeH9evX4+jRo9i8eTPS09NZOTkBOSEhAdu2bcMzzzyD0NDQXutlYmKCqVOnoqioCCqVCiYmJoiJiUF8fDx27tyJGTNmsHstLS2RkZGBjIwM2NvbIyEhgfUPb29vyOVy1NfXw93dHRMmTICNjQ2ys7Oh0WiQl5fHFtbly5ez3bSpU6eyhXrYsGGIiooCoFUjxcbGorS0FKmpqfj6669ZGXJycnDu3Dm98WVjY4OAgADW7wcMGIBVq1axlyFukV64cCGefvpp5Obm4qmnnoJMJmM7bzY2NsjMzGQej9w459SqnEecXC7H0qVLMWPGDOY1ygkQgFZ9mpCQAEA7hoqKipCRkQE7Ozv20hEREcEWWrFYjMOHD7P74+Pj2W7nxo0bUVRUxM7tUyqVrO16IiEhAUVFRcjOzmY7d2KxGKWlpcjNzYVGo0FMTAyrc3x8PLy8vCCXy5GSkoKffvoJYrEYAoGACc8qlQqhoaF6Oy0ajQYCgQBlZWVsbK1atQoDBw4EoJ0rOOHDxMQE33zzDUpLS9HU1ISPPvpIT63ICc4c+fn5eot6YWEhLly4AEdHR4hEItZumZmZetcplUqYmZlBo9Gws8RMTExQUVHBPJt7UycCWsGC8yrmPMA5JkyYgJKSEjQ2NuqZM4wZM4Z5oHYlOzubCbaAtq93PbKBK+vgwYMBQE9tKRaL9XbCusLtPHPc6cWKo2tb19XVoaCgAJ999hn7zt7ennm0dk23tzn3seaRWpDx9EhHR4feZwcHBz3voofF8ePHezX85vn9hISEMO+oh4VYLKbc3Fyqq6uj48ePk1gs7tXbsLm5mSIjI2n+/PndfnNyciKZTNatjz4ucB5lnNfoX5WHsTREREToeRby9ExZWRmNHz/+N6+bPn06WVlZ0enTp7v9xjkzPEiysrL+ckbw90ofoh72lHn+VCQmJrK3dZ7/fRITE2Fvb9/ruWoPgpKSEnz00Ue4ceMGHB0dERoa2uuuaUpKCgoKCvDBBx+ws5c4srOzUVpaiujo6N909PhfRKFQID8//6Ef5Ptno6io6K7sEf8Iubm5MDc3f+D58PD8WeAFLh4eHh4eHh6eBwxvNP+YwxmF368wCnV1dXcVn0uj0eDs2bP3Jc/fgjsJHdDaQHEGuNu2bdOr98MMAn7hwoU7xpHj4eHh4flrwQtcjzlcaAfdM1P+CG+88QY70+ZO5OTkwMPDg7ngPygOHToEOzs7fPDBB7h69SpeeuklFBYWAtAaNesKh3c6a+t+M3XqVOYhyMPDw8PDw3spPubcvn0bhw8fhkgkui/pLV68+I7eORweHh5ISUnBs88+e1/y7Y1169Zh3bp1CAsLY8dp/P3vf2e/P8xdLV327t17VwF8eXh4eHj+GvA7XI8BcrkcO3bsQH5+PgvW2t7ejpSUFFhYWCAtLY0F2N28eTNzPVapVNi8eTNLJysrCxkZGWhqakJmZiZyc3OxcOFCbNu2jQku3CnXgFaYSUlJQVxcHOLj41keMTExSExMREVFBeLi4rq5HAPa05NlMhmioqKwfPlylJaWAgCOHDmCrKwsbNu2jR1poFKpsHjxYoSGhmLRokVMVZeQkIBz584hNzcXoaGhMDAwQH5+PlMj6rpcKxQKREVFITQ0FMuXL2d1WLNmDQtMXF1drWcsfeDAAWRkZOD27dtISEhAaGgowsPD2fVcQNu0tDRMnToVUVFRLO/Tp08zt+3ly5frnTPl7+9/V2pZHh4eHp7HB17gegyQy+VYv3494uPj2anlERERKCkpgYWFBa5evQp/f3+o1Wr89NNPSExMBKD1XHvnnXdw/fp1AFrvtLa2NjQ1NeGNN97AmTNnMGrUKGRmZiIpKQkAcPToUWYvtXz5cuzatQsTJ06ESCRiB+eNHz8eI0eOxHPPPYesrKxuB6wCwKeffor169dj5syZGDhwIBYsWAAAqKiowJIlS1BcXMxCgXh7ewPQHlbKHTx4+/ZtTJ48GaamphgxYgQ7UHLnzp1Mfdq3b1+W3yuvvIKBAwciICAAbW1tmDJlCgDtWVPc2VMFBQX4/PPP2eGqeXl5aGlpweXLl3H+/HlERkbib3/7G8urubkZq1evRmNjIxYvXoyysjK8//77AIDLly+jvLwcALB//340NDSwsuTk5Nw3mzoeHh4env8RHu2pFDz3g8LCQgKgF/S5b9++dPPmTfZ59OjRlJOToxcIds2aNTRlyhTKycmh6upqMjQ0JLVa3S0SfGxsLC1YsICI/hsglssjNTWVCgsLqbCwkMzMzPTKFRsbS9OmTeuxzPj/gW2JtMGs+/btS9evX6fk5GS9oN0XL17sFiTVysqK9u/fT0Tac6G4oNFculygaWtra6qpqSGZTKaXplqtJgcHBzp//jzJZDIWWNjNzY0WLFhAH374IanVahKJRN0CaTc3N7OgyDk5OexeIqIdO3botRMXvFYsFncrI3++GQ8PD89fC96G6zHByMiIndJ8+/ZtCAQCPVsrS0tLCAQCdkJ3RUUFCgoKkJCQgIyMDPznP/9BcHAwC5bbNcYgp1LUDQDNBaetrq5mp5ZzZGRkYO/evcyAvSu66RsbG+sFz9Y9hbq9vV3PFkogEMDCwoKp5Nra2rqFSepqt1VRUaGXpoGBARwdHdHU1AR3d3dcuXIFMpkM1dXVyM3NxcyZM+Hs7IyRI0fC3t4e1dXVePfddyEQCDB48GDWrkZGRnp5CwQClrduaBLdQNs8PDw8PH9NeJXiY4KukGFsbIxffvmFqbQAbcxCY2NjCAQCBAUF4eOPP4ZYLIabmxtOnDiBAwcOsMC8IpGo18CsuuEv+vfvDxcXF4SHhyM0NJTZj8nlcsTFxaGgoKBXw/HGxka9WIhqtRpWVlYA9KPJP/3002hoaGD2UC0tLSxkCEfXeGZcW3R2dqKtrQ1ubm44d+4ci4l29epVnDt3jqUxe/Zs/OMf/0BwcDAsLS1hamqKbdu2sQMZt23bhqFDhyIrKwvvvPOOXl49qUs5uPzs7OxYjELdsqrV6od2dAYPDw8Pz6OF3+F6TOgqIL399tt46623EBYWBplMBgcHBxYTcPbs2Rg3bhx27NgBAwMDeHp6Ij09nQXabW1t7TVQNmcjBgCfffYZFi1ahPnz56OlpQUHDhxASUkJwsLCYGNjg71796KhoQETJkzAzJkz9dIhIkRFRWHChAn49NNPsXjxYha4VrcuIpEIq1evxowZM/Dqq68iPz8f3t7ebKeuJzhBzsjICEZGRnB0dMRrr72Gl19+Gd7e3ti5cyfeeOMNtiPo4+MDb29vxMfHAwD8/PwQHh6Of/zjHwC0wab37dsHIyMjnD59Wi/+XG/tZGBgwE5i9/PzQ1JSEm7duoWzZ8/Czs4OQqEQp0+fhru7OyorK/UESB4eHh6exw/+pPnHgLq6Ohw9epQZc3Pk5+dDJpOxMDK6KsbMzEx4e3vD3Nwc1dXV+OGHH1jQ5/b2duTm5rLQM5WVlVCpVHBxcWEejlzg6NLSUpw8eRJPPvkkCzJcUFAAjUYDImKqzq4CRZ8+fVBYWAi5XI5hw4ax4M0KhQJKpVIv6DQAnDp1ChUVFRCLxXrC1qlTp+Dg4MB20vLz8+Hp6QmBQICioiJMmDCBqfO4wL1OTk5wdnZmabS3t0Mmk7EdraamJpSWluqFHMnPz4dGo8FLL72EqqoqjBkzBvX19bh27Rorq0KhgEqlgkQigVwuZ8GIuXZSKBSYNGkSfvrpJ0gkEqjVapw7d+6OwiMPDw8Pz+MBL3DxPBL69OmDmpoaPdsqHh4eHh6exxXehovnkXDo0CH+YFAeHh4enr8M/A4XDw8PDw8PD88Dht/h4uHh4eHh4eF5wPACFw8PDw8PDw/PA4YXuHh4eHh4eHh4HjC8wMXDw8PDw8PD84DhBS4eHh4eHh4engcML3Dx8PDw8PDw3HeUSiWys7MfdTH+NPAC1yOirq6u19+qq6v1YiOGhoZ2C8isy5UrV9DY2Kj3nUKhQHt7e7fvrly58jtL/Ofh7NmzKCoqAgAUFxejoKDgEZfoj3Pq1ClkZWX9rntTUlJQXFz8h8uQnZ2N1NTU37xOo9Fg48aNiIuLYwHHHyVRUVEoKSlBY2Mj/P39/xRlKigoQHBw8CPJe+3atYiKinokefM8XAoKCu5qzD4qKisrMXv2bCgUikddlD8FvMD1CCgqKsJTTz2Fq1evdvtt7dq1ePbZZ/U6aH19PdLT03tNLykpCbNmzdL7LjAwEKtXr9b7bunSpdixY8cfLP2jp6amBhkZGQCAc+fOISkp6RGX6I/zr3/9i8VuvFfS09Px9ddf/+EyHDhwAF988cVvXpeZmYm0tDS4urrC0NDwD+f7RyksLMT169fR3t6OsrIydHR0POoioaWlBbdv334ked+6dQtKpfKR5M3zcCkuLu4WR/fPxMSJE1FbW8vi1v7V4YNXP2SKiooQGhoKa2trDBw4UO+3mJgY5Ofnd7tnzZo1iIqKQnh4eI9pTps2DTt37kRdXR1sbGzQ2NgIhUIBhUKBjRs3AtDGCzx48CAOHjx4/yv1kOnfv7/eZzMzs0dUkvvHhx9+iPfee+933fv99993a5PfAyfE6tLe3s5iUXKUlJRg9erVmDp16l2n3dLSwoJ5d0WlUunF+bxXzp49y/6vqKhgwcsfBk1NTTA3N4dcLoelpSWrxyuvvIIXXniBXafRaFBXVwcDAwNYW1sDABobG3Hr1i12jW7szbq6OsjlcgwfPhzGxsasTnV1dVCpVBAKhXqLWGdnJ3788UcAQN++fdn3FRUVeOqppyCXy9HU1ASxWAwbGxvI5XJoNBoW41Sj0aC4uBju7u6QyWSQSCQoLS2Fo6MjbGxscPjwYdja2mLMmDF33b7V1dV6L5VKpRL+/v53dW9xcTEcHR1x5cqVbvFWMzIy4O3tjezsbHh5ecHR0RHZ2dno168f1Go1/P39oVAoIJPJWH4ymQwCgQAuLi4AgKysLEyYMAGOjo44cOAAlEolOjs7MXfuXJiYmGDv3r0YMWIEZDIZbt++jddeew1ZWVmoqamBr68vJkyYcFf1ALQ70BMnTkRBQQGLSevt7Y2WlhZ88sknEIvFOHDgACIiIpCZmQljY2O0tLQAAFasWIFhw4YhNzcX3377Lfr27YuZM2fCy8sL2dnZkMlkaG9vx7lz5zBz5kxcuXKF7W5GRUVh5syZmDhxIq5cuYK4uDhkZGSguLiYjXV3d3eEhoYCAMLCwjB58mTsnpXnKQAAIABJREFU2bMHq1atwkcffQQLCwtWj4iICFhaWmLr1q24ceMGLC0tERMTA3Nzc6SkpMDR0RHffvstrl27Bk9PTyxatAiAdl3LyMhAaWkpsrOzER8fDwBIS0tDfX091qxZc9dt+T8P8TxUIiMj6eTJk+Tq6trttwULFtDNmzfJ1NSUampq9H4TiUR0/fr1HtO8desWGRkZ0a5du4iIKDk5mVasWEF2dnYkk8mIiOjQoUNkampKnZ2dd1XOa9euUWxsLG3dupX8/PwoICCAlWnLli2Ul5dHb775Ji1ZsoS2b99OISEh5OfnR76+vhQSEkLV1dXk5eWlV+YlS5bQ8ePHKTY2lvbs2UMLFiwgDw8Pio2Npc7OTrp16xYlJSWRj48PeXh4sPoQEeXk5JBUKiWpVEoREREUEhLC6jplyhQiIqqtrSUfHx86efIk5eTk0IoVK9j9GzZsoPT09LuqO5fupk2bKCQkhKRSKXs2REQ1NTU0bdo0kkql5OHhQcePH2d57Nmzh4iI1Go1ubq60vnz59k9Pj4+VFhYSK6uruTq6kpubm40evRoIiJKT0+nBQsWEBGRUqkkPz8/Gjp0KEkkEtqxYwcr15o1a8jBwYFcXV0pLCyMiIhWrFhB27dvJyKiTZs2kZOTE40ePZp8fHyoubn5ruu8YcMGio6OJiKiN998k+Lj40kqldLgwYMpKCiI1Go1paenk7W1NUkkEhoxYgQRER0+fJhGjBhBrq6u5ODgwNo5OTmZgoKCaOjQoWRlZUVERHZ2dhQREUEjRowgqVRKq1evJmdnZ7K2tqYzZ84QEdG+ffto8ODBNH78eHJwcKAjR44QkbZPjh49mhwcHGj06NG0YcMGIiLy8PCgwsJCIiK61yktJyeHrK2tacSIEWRnZ0exsbH3dL+DgwMtWbKEpFIpDR06lJVp3759NG3aNCIiam1tpaFDh5KzszONHTuWfHx8iIgoOjqafHx8yMfHh0xNTWnJkiVEROTp6UkjRowgHx8fEggE5OzsTEREhYWFJBKJKCQkhMaPH8/6S2dnJ0mlUho9ejQFBQWRRCJh48PLy4vc3NxowYIFNGfOHBo8eDBdv36dCgsLycHBgdra2oiIaP/+/eTm5kZERH379qWQkBCKjIxkaUZHR5OzszMr491QWFhIa9asoTVr1pCnpycNHTr0ru8NCQkhNzc3WrFiBa1cuZKsrKzYOANAUqmUQkJCqKysjHbt2kUBAQGUlJREHh4elJ6eTq2trSQSiejatWtERDRt2jRWv7a2NjIzM6O6ujpKT08nZ2dn2rFjB4WFhZGfnx9rNwcHB9qxYwf5+vrS0KFDacuWLbR9+3YSiUTd5uc7MW3aNBo9ejQdOXKE0tPTydDQkCoqKqiuro7MzMzIx8eH0tPTqba2lgoLC6mwsJC2bNlCIpGIlEolHT9+nBwcHOjw4cN0/PhxGj16NBUWFlJtbS1JpVKKjIyk48ePU0VFBRkaGlJrayvdvHmTANCcOXOIiGjHjh2s/h9//DFLy8HBgcrLy4mIyMzMjIKCgmjfvn107do1kslkdObMGdqxYwdZWVlRbW0tHTlyhLZv307Xr1+nBQsW0MqVK4lIu3YNHjyYSkpK6MyZM+Tg4MDayMHBgfUHrn2JiGJjYykoKOiu2/FxgBe4HhFubm7U0dHR428Aug1oqVRKJSUlvaY3Y8YMtgC7uLhQXl4eLVu2jObPn09E2sk9MDDwrstXU1NDFhYW9PHHH1N5eTmFhITQqFGjiEg7GYrFYtq+fTsdPnyYbt68SeXl5VRVVUUeHh4UGRnJyhEfH09ERA0NDWRhYUGtra0UGRnJBvrx48fJzMyMDh8+TEqlklauXEl1dXVUXl5OxsbGpFQqqaqqigBQeno6VVVVdRO4goKCqLa2Vm+x37p1K0mlUlafyMjIe1pMIyMjSSwWU21tLTU0NJCbmxtt3bqViLTPIjk5mRoaGqiwsJBMTU1JpVLR4cOHydPTk4iITpw4QUZGRrR69WpWHu75cKxcuZJ8fX1ZPby8vIiIaN68eUzAaWhoYJPdwYMHycHBgQlRRUVFRETk6+tLycnJRESUl5dHCoWCiLQLd1pa2l3XOTk5mT27kJAQmjRpEjU3N5NarSYrKys6ceIE+43LT6lUkpmZGVsMq6qqyMjIiJRKJSUnJ5ORkRGVlZWxPAQCAROgpk+fzvpkcnIyWxzq6uqotraWiLQCEVemiIgIJhASEWsHqVTKBC6BQHDX9VUqlWRgYMDK3tDQQEZGRmwBuhskEgnl5OQQEVFZWRlJJBIi0j4Hrv8tX76c9VeuvFyeREQlJSVkaWlJdXV1RKQd/62trUSkXfizsrKIiMjW1pYOHjxIREQqlYrs7OyopKSEsrKyyNLSktRqNRFpF1RuIQsMDGR9kIjIycmJtdX48eMpLy+PiLR9iBs7AoGAqqqqiIiYsEWkFazHjh17123D0dzcTLa2tnecv7oSEhJCH3zwAfscGBhIERERRKRtH92XMV2ysrLYdXPmzKFdu3aRSqUisVhMTk5O1NDQoDdOJRIJbd26laqqqujy5ctkYWFBRNp25+aLqqoq9j0R0dixY1kb3g1eXl56L3vTp0+n9PR0UigUZGRkxNqao6Ojg8aPH8+e++rVq8nT05OSk5MpOTmZpk+fztomKCiIYmJi2L1OTk60b98+ysnJobCwMDIzMyO1Wk1BQUFszOri6+vL5jUAdPnyZb3fm5ubyc7Ojs01umzdupX1a905gUjbx7l7dAUurt25enFz3l8FXqX4CPn555/h6Oh4V9fa2NigtrYWzs7OPf4+e/ZsREVFQaFQ4PLly3jppZdgYWGBl19+GZ9++im+//77bjZdv4WpqSlWrVoFAFi1ahWGDRvGbMvc3Nz0VJzm5ubIysrCzZs3mRrzgw8+QHh4ONasWYMvvvgCc+fOhbGxMQDA398fw4YNAwBMmjQJp06dwuTJk5GQkACNRoP+/ftj0KBBuHXrFr777jt4enqyre/Jkyfj8OHDLO/S0lIEBgZizZo17JrOzk49NVW/fv1gbm5+T/WfMmUKU9sEBwejtLQULS0tKC0tZUb77u7ueOGFF7Bv3z4EBgZi9uzZUKlUOHz4MN5//31kZ2dj7dq1+O677xAWFsbSLioqQl5eHgoLC9l3bW1trD7Dhw/HO++8g46ODgwaNAhXrlxBRUUF3N3dmWpOKpUCgJ6qbsaMGaivr0dxcTH69++P1tbWu67vE0/om3SOHj2apT1o0CCo1WoA0FMx1tbWorm5GRMnTgQADBkyBLa2trh48SIA4OWXX8aoUaPY9RqNBuPHjwcAWFhYsD4wYMAAZntlbW2NpqYmfPXVV/j5559RVVUFQKse4/pj13rrpn+31NTUgIiYmmnQoEGYNGkSfvjhB1au36KzsxPPPPMMKw/3DHXVgEeOHEG/fv3g5eWF9vZ2qFQqZmOl0Wjw5ptvYvfu3UzVKBaLsXv3btjb2+PixYuws7NDXV0dfv75ZwwZMgSAVq0uFotx8eJFqFQqvPjiizAwMOiWt6GhIYyMjPTajHOmCQ8Px/bt2zFq1CicO3cOu3fvBgAQEZ588kkA2mc9aNAgAICBgQH69Olz1+3LMWvWLISHh/c6d/WGbn/829/+hvr6evaZ62+AVs26efNm1NTUoE+fPqx/Tp06FUVFRdBoNPDw8IClpSVyc3Nx+fJlTJs2DYB2zJ09exZXr15FZ2cn5s2b12NZdOttamp6T/XoaufI2fYJBAK0tbWxZ8rx9ttvY9iwYQgICAAAdHR0wNDQEAMGDIBQKMScOXNYWwoEAr3x+PLLL+PMmTOor69HYGAgWlpa8O2330ImkyEhIQEAkJCQgO+//x7W1tYoLy/H5MmT2f1dx9Rbb72F0NBQNtfk5+cjKSmJmTDozqnc/ABo+zVXLl3nLd226NOnD+uzfxV4gesR0d7erjcR6qKrN+eoq6u7o+HhrFmzEBUVhYSEBAQFBcHExAQuLi6wsLBARkYGLl26hOnTp//u8nKDh5vIu04ScrkcMTExKCoqYtdMnToVJiYmyM7Oxvr163Hq1CkAWnse3bpw7aBQKPD6669DJBLBxcWFLV5KpVLPbkQgELBBrNFoYG5uDnt7exQUFDAhcMCAAXreak1NTfdsJ6Q7UWg0GrS3t6Ozs7ObF5y5uTk6OzshFAoxYcIE5ObmIjU1FWfPnkV+fj7Onj2LyspKeHt7s3quWrUKmZmZzGYHAPu/ra0Nnp6e8PT0BKC147CxscE333wDS0vLXsurUqkQFhYGgUAAd3d3KJVKPRuh36KrbY7uwqJSqdjz0G2Xrp6wgL7Q05OQ29bWxiZ23THAPZ/ExEQUFRVh/vz53cr0W/ZDuvZLv4VAIIBGo9FLU6VS3ZPQxvUL3c+AfruIxWKMHz9eT1jkiIuLg7e3t96i5+7ujrq6OmZ3yQmsRkZG3dqea9+Ghga9dLnxyj0z3fpx9Q0MDERUVBTWrVuHiIgIvYWbGy9d2+Je7eO2bdsGExOT32Wno2sMXl1djWeffbbH68LCwuDt7Y2EhATk5uYiNzcXAODl5YWYmBg0NDRg8eLFMDExwT/+8Q/U1NSwayQSCby8vLrZlt1PQUAoFOq1Y11dHYRCYY+CW2ZmJk6dOoXTp0+z78RiMSorK9nLpK7No1AoZPZeAODt7Y3FixdDrVYjIyMDRITPPvsMJiYmsLe3R11dHRISEtDU1AQA8PT01Gtn3XLu3bsXcrlcz7YzISEBa9asweTJk7F582aUlpb2eC8nTAL/HQuOjo64dOmSXjv8mQ3+HwS8l+Ijousg1KWnRZIzyu0NY2NjPPfcc9i3bx97MxIKhXj99dexZs0avPzyy/c8ieiW79SpU7C0tGRCQdcyhoeHIy4urptQuGTJErz99tsYP348M9AdMGCA3tvqxYsXMWDAAPzrX/9Ca2srsrKyEBUVxRZjsVisd5wFN1kA2oFtamqKXbt24T//+Q/Wrl0LAHj66adRUVHBrrvXN3MzMzPcuHGDfb58+TKsra0hEonw9NNPM0PtxsZGFBYWYsyYMQCA119/HevXr8fgwYNhb2+PgIAALF++HMOHD2dpLV68WO8tlYM7KmT48OE4e/YsHB0d4ejoyHbrRowYobezV1ZWpnd/U1MTjhw5gszMTISFhcHKyuqe3sZ1F9wBAwbclbA2atQoWFpaYu/evaxMDQ0Nd9wh0l0gdD35uD7x3Xff4e2338asWbMgFArZhD1q1CjmZdvS0sJ2GXX55ZdffrPMHM8++yzEYjHzAJbL5Th37hzb8bpbehI6TUxM2PevvvoqPv/8c1bXjRs3or6+Hv/+97+RmZmJWbNmQS6Xs6NdampqcPToUVRVVWHfvn2sr/n7+yMxMREtLS3497//jZqaGrz44osYNmwYTpw4gerqatTX1+P7779neVtbW+uN4yeffJKVw8TEBHPnzsXnn3+OwMBAdk3XsaL7gnEvnpfl5eWIjo7G3LlzcfToURw5cuSu7wWAr7/+Gl999RVSU1Nx4MAB9sIC6AtjP/30E9RqNfbs2YP333+ffW9jYwOxWIxjx45BKpViwoQJ+PHHH9GvXz9IJBIA2h2c9957D4cOHUJSUhIbk10FAd3dGwMDg3sSFOrq6hAfH4+NGzfC398fHR0dmDFjBogIwH/bVKFQYMmSJXj66acRGRmJ0NBQlJeXY8GCBfjpp5+wcOFCLFy4EBKJBIcOHQIAODs7QyaTYdiwYWwHvKWlBaNHjwYAeHh44OTJk2xHz8DAAL/++isWLFiAWbNm6QnqAoGA1auxsRHz5s2DQCDArFmz4OnpiQsXLsDCwgLx8fEIDg5GdnY2E6p0d045uH7EvQRx2hwfHx8EBwfjxIkTd92Gjwv8DtdDhjs3SqFQ4JNPPsHAgQPZm29mZiauXLmCzs5OJCYmQiwWY+nSpbh06RLa29t/U/0olUpx/PhxPe+oV199FRs2bMCkSZPuuawqlQrh4eEwMzNDWloaNmzYwH7T9bBct24dTp48CTs7O+Tn58PGxgaJiYkAgHnz5uHdd9/F8uXL9dIuLCzE0qVLUVpaCisrK8yfPx+lpaXsbVsulzMB0dvbG5s2bYKnpycsLS27ec31798fBgYG2LdvH7y8vDBt2jQ899xzMDIyQnBwMPPgsrOzu+u6Nzc348KFC/D390ffvn1x6tQplJSUAAC2bNmCkJAQjBkzBpcuXUJ4eDjGjRsHQKuGDAoKQlpaGgBg+vTpeOutt7Br1y4AwFdffYWvv/4aN27cwDfffANAq17UFYa/+OILTJs2DTNnzkRrayuuX7+OgoICzJ07F/v374e7uzs0Gg06Ozvx3XffQaPR4MaNG7CxscFTTz0FV1dXGBgYwNHRUU9ovBcsLCz0BCNLS0u2u2FiYqKnvjp27Bhmz56NLVu2oK2tDV9++SWsra1hZGTU7aXC2tqa3Wtubs48TIVCIft/2rRpWLhwIRwdHeHu7s6E/A8++ACBgYFwdHSEubk5QkND4e7uDuC/LwcODg53XUdjY2Pk5ORg/vz5SE5ORkdHB7Zv335PLuyOjo5st0EgEDDBWygUsv/9/f1x5coVTJo0CWq1GpMmTULfvn2Rl5cHR0dHREdHo729HaGhoZg4cSI0Gg0CAwNhaWmJ8+fPIyAgAFeuXMG2bdsQHR2NSZMm4cknn0ReXh5EIhFEIhHS09MRHh4Oc3NzvPrqq7h+/ToAwMnJSW+sOjs7w9bWln0ePXo0fH199eaWoKAgNsYmTpzIXvRsbGzwyiuv3HXb/Pjjj3jjjTdw/vx5NDc3QyQS6e3k/Rbjx4/HsWPHmIqeUyMuW7aMqTkB7XjhvOS+/PJLvZezqKgoNDU1sT6XnJyM5uZm9vuMGTPQ0tKCo0ePYuDAgfjnP/8JQPsCybWTtbU11q9fz+7hhKJ7YdGiRXjiiScwbtw4pKWlwdjYGJ2dnUhPT2eqU6FQiM8++0zvxdrR0REGBgY4duwYDhw4AIFAgJUrV7LnFR4ejlGjRqF///7sJeebb75hO8j9+vXDt99+y/q0SCTCsWPHUFpaijFjxsDc3FxP9c3NkUSEw4cPs11gAHjmmWewfft25Ofnw9LSEhMmTGAmJosXL9bb/dy8eTNTtefl5bHvS0tL8d1338HOzg4SiYT1078KfYgTs3keCtXV1SgrK4NQKGRb9pzqqLKykm2zGhgYQCAQYOLEiVi0aBFMTEyYDr43lEol5HJ5tzf04uJiSCSSO+6QdUUul8PT0xMFBQWorKyEWCxmO1TcIOMGsVwu1zs+QNfdvLS0FGFhYUxYAbSDs1+/fggODkZ7e7uei3VFRQUaGxvh4uICpVLJBKzOzk6UlZXBxMQEEomEHYHBnXfELcrc7pe5uTlUKhUqKythY2MDc3Nzpn68G9auXYvq6mrExMSgubkZI0aM0BP0VCoV2/XqKggrFAo9waKxsRFmZmYQCARoaWmBsbExVCqVXllaWlrQr18/vTb09vbGli1b9NS3Go0GTU1NEAgEPdZFo9FAoVDA3t7+oR6PwOX9sPMEABcXF8TExGDmzJkPPe/7TXFxMZYsWYKcnByYmJjgyy+/xL/+9S/IZLIHkt+ECRPw6aef3rN91YMmNDQUQ4YMeSyODPDy8kJgYCBTCfL8deEFrv8BJk6ciIMHD/Z6jtGDQC6Xw93dHXK5/A+ls3LlSojFYj0D+4ULF8LAwACffPLJHy3mA+OTTz7BuXPnejyb6mHh7OyMJ554AikpKewMIp7/Ul9fj7Fjx6JPnz4oLy9/qOPjQfLJJ59gy5YtzBZv+fLl3Wwm7we3b9/G+vXrERcXd9/T/qPs3bsXAwYMuKez3v6sXLhwAQMGDLhrBymexxde4OLpkfb2dpSWlt7TAX89cenSJUgkEr2dj+rqapiamuoZjP/ZaGxsBBHd064gDw8PDw9Pb/BG8zw9wnnc/VFGjhzZTc00ZMiQP7WwBWhtHXhh6/eh0WjuydPvt6isrNSzJ7vXsnDG6BqN5nenc68olcoejemrq6vR3t6O9vZ23L59+5HGfZTL5XpeZg+SioqKHqNoPEiuXLmCzMzMh5pnTygUCr0jYf6sPCiV/KpVqx6ppuDPBC9w/YU5cuQI8y7ryqlTp5iq4ezZswgICNDz1OmJdevW/aad2YULF35fYXuhrKzsnmPWLVy48J7VmUeOHMHixYsxd+5cfPLJJ0hNTX1kBp8KhQKOjo7dvBR/i+zs7F7VGu7u7hgyZEi3v5UrV95z+WJjY1n4jvuBm5vb7/Zo+uabb/Dkk0+ivr4e69atw5NPPtmj0CWXy9GnTx+IRCIMGTIEU6dOxbp16353mefPn49XX31V77vOzk5MnjwZra2tkMlkGDRoEJ577jlYW1tj3LhxzIniYVFUVKTn1fcgKS0tRWxs7EPJi0OhUGDnzp0PNc+e0Gg09yXW6YNG1wP6flJeXn5P3sOPM7yX4l+YEydOIDExEe7u7uzQRY4NGzagpKQEcXFxuHXrFq5evYp+/frdMb1r1651OzyzK7NmzdLzIvqjBAYG4tChQ/dkH9HW1vabdenK1atXcezYMWzevBlXrlxBWloa0tLS9OL4PSxMTEzg7u4OkUh0T/c9/fTTvcayS0hIQHt7O1paWvDqq68iPz8fBgYGvytO5f0+zPBeD5rU5YUXXsCHH34Ia2treHh4wNTUtFdbL4FAgJycHIwZMwY//PAD/Pz84Orqyjwh74XFixd3c2o4ceIExo4dy57bwIEDUV1dDUBrs/TGG2/glVdeeaiOB9xBxA+argewPizuR4zR+8H9rLtGo8Ht27cxYMAA5iDDxfQE/uuAo9Fo9M4ebGxshKGhYa/nEXKekwYGBlCpVDA0NISBgQE0Gg3zMuVob29HU1MT01Rwu7ZcGZqamvDLL79AJBLhyy+/1FsXGhsb0dbW1qPH+eMOL3A9BjQ1NaFfv35s8rx9+zb7v7OzE83Nzb2qxyZOnIi4uDikpqay70pKSvRUDRMnTmQHBeoOrJKSEkgkEjaA4+Li2GnhgNaoua2tDTY2NhAKhSyArkKhgEAgYIOVM8znrgPAJpJLly7BxsYGlpaWUCgU0Gg0sLCwwIABA1BZWYm2tjbU1dWxg/Z0bcMUCgWEQiEsLS31vPfi4uL0Jh2FQoH29naYmpp2Ezw5hEIhVCoV3N3d2d+QIUP0vDMvXboEgUDADhnkvuMObtVoNOy4hPb2dnYW0KVLlzBo0CCWd1FREVxcXGBiYgK5XA65XA6BQICxY8fC2NgY5ubmmDlzJjvctaSkhAkFcrkcCoVC7yRuDnt7e+YR2xVOfVxdXQ1zc/Nu99fV1aGgoIB51XL1q6urY6oi7hgHQOsl+tVXX6GlpQVjxoxhRyTk5ubi5Zdfxvbt22FpaYkZM2YwAUgmk6GyshKAdsetJyG6vb0d2dnZ7CRrPz8/JuAdOnQIly9fhrm5Oezs7DBw4EDY29szV3ehUHhHYVD3uApnZ2d4e3tDJpPB3d0dBQUFKC0txRNPPIFZs2bB0dERjY2NTNjfv38/nnzySSxatAgCgaBHVWFKSore8Si6R3YEBAQgMDAQly5dYu73XBpRUVEwMTFBZmYmzM3NUVxcjL59+2LcuHGYOXMmNBoNcnJyUFhYCIFAgMDAwB6fP6Ad29u2bet2QKtcLkd8fDxbpDdv3gyBQICsrCwIhUJ89913uHbtGry8vBAREYFPPvkEarWaBUquq6vDokWL8Nlnn6GzsxOrVq3CjRs3YGFhgZiYGHa+U0JCAs6fP48+ffpg8+bNPZoWaDQaxMTEMM/M4OBgppJLSUlBdnY2q2dYWBiampqwdOlSXL16FUSEmJgYuLu7w8TEBEqlEuHh4aiuroZQKMTOnTthbW2N9vZ2hIWF4dKlS1CpVFi0aBGWLl2KtLQ0VFZWsmNtdD0MS0pKMHfuXCxZsgQlJSVMTSaTyRAYGIjKykpcunQJ/v7+GDlyJBQKBTZv3gxHR0c0NTUhNDQUFy9eRGNjIwuefSckEgl8fHzw/fffQ6FQQCwWIz8/HyUlJQgODoa7uzsOHDiA3NxcLF26lB0IffnyZdTU1GDkyJHYvXs3ZsyYAQD4+9//jrfeegsAkJSUhBEjRkCpVKK4uJiZAQQHB2PZsmUIDQ3Fpk2bMHXqVMhkMrz44osgIiiVSrz44ovo27cv2tvbodFoEBAQgMmTJ+s9s5iYGHR0dGDHjh1YunQpXF1dsXDhQmRkZGDFihV48cUXUVlZiZiYGAQHB9+xHR4rHkU8IZ77S2RkJIsfVltbSwBYrLaDBw/2Gv8sPj6ekpKSyNjYWC924/Tp02n16tV6MbC4/7l4as8//zxJJBIyMjKi3NxcItIGI503bx4R/TfeoqenJ7tXIpGQQCAgFxcXFlcwIiKCbG1tycvLi8RiMYsDaGFhQZGRkWRqakp5eXkUExNDDg4O5OvrS2KxmIi0Mc3w/wPZRkREUExMDItNyOXHxUMrKysjU1NTUqvVNH/+fBY/7ODBg2RlZcXS7S1G265du1g9uPsMDAxYPD8uwK6XlxfZ2dnRvn37WDt4eXmRl5cXWVhY0MqVKykvL0/vmTg5ObF4gTU1NSzdvLw8MjY2Jl9fXxo/fjx5eHiwGHtcDDaZTKZXrtjY2F7jk3GxGO8EFwtRF6VSSVZWVjR//nyKj48niURCKpWKPQM/Pz+Kj49ncdJiY2NJLBbT8uXLKSIigqysrFjgbwcHB5o0aRKLD8cFsz1+/DhZWFhQTEwMRUREkJ2dHYvr5uDgwGIIzpkzhzw8PFh+XCxGLhBvUlISBQX9P/bOPSyqav//b3Mw7iKgkNBhyiFBQUjHK6iUcBwFEYQEg4QEFRUNjYSUAhUTT3hLDqjgAQN1RFQEFBI6kI7HUbEQSAwopsCvoIPchos/wk02AAAgAElEQVTM5Pr9Mb+9zmwG1Op06ijv5+F5mJl9Wbe91mev9Vmflx8ZPnw4SU9PJ2KxmLaX1NRU+n9fSaVSAoDFyBMIBCQuLo5cvnyZTJkyhaSmppINGzbQMmTYeyEhIWTfvn1k9uzZtF31ZXd2dnYSW1tb+rm4uJhoaGjQzwx7UyqVkiNHjpCAgAAiFouJl5cXWb9+Pb3mqFGjiFAoJMeOHaPH19XVEXd3dyIWi8muXbuIsbFxv3l8+PAh4fF4JC4ujhQWFpKAgAD6vKSnp1NWqZ+fH4mLi6N1aWVlRcrKykhpaSkxNDQkdXV1tJ0w7fHQoUO0/hcvXkzWrl1L7t27Ry5dukSqq6tJdnY20dLSovcICAig+eqr1NRU4uDgQKqrqynHsKSkhLS1tREtLS3S0tJCGhsbaV0xbNW6ujoiFovpMbdu3aIM0N7eXrJ27VoyZ84cQgghu3btIu7u7qSzs5O0tbXRe9TV1REzMzNCiLIv5XA4xN3dnRBCSFxcHBEIBDQdTF8VEhJCNmzYQAhRPg+qnNGWlhZSV1dH9PT0KDPx0KFDZMGCBf3mXVV6enpkx44d9LOxsTG5cOECbTsMsF5VixcvpkDp9evXk1mzZhFCCLl16xYxNjYmnZ2dxNnZmfZPTP9la2tLtLS06DjA4/EoC7G0tJRC4VNTU2n/0tnZSRmTquxQQggJDg6mfVpwcDBJSUmhxzPPdXFxMdHW1n5iOTxLGjS4ngHl5+eTUaNGEblcTo4fP07MzMzI5s2bCSHKAX/btm39nhcdHU1SU1PJxo0b6cBXXFxMzMzMSE1NTb8GV3FxMRkzZgwF7UZHR9MHLTo6mj5kw4cPp9Dijo4OQojSmBg+fDi9//Xr18mYMWModHfz5s0UhmpiYsKC7lpZWZHjx48TQgjt5Ovq6lig77q6OmJiYkK6u7vJzZs3yZgxY4idnR0hhJA9e/aQhQsXEkKUA1dycjIhRGnYXblyhRCiNDaYzravjh8/TkxMTEh0dDSJiIggFhYW1DhjOlQGuHzlyhWipaVFuru76flXrlwhdnZ2pK2tjXR3dxMdHR1SX19P6uvriZ2dHbGwsCByuZzs2bOHdsbjx4+nhkZ3dzextbWlZQCAVFdXs+qGqYPfYnDV19cTIyMj1nc7duwgAQEBtJ68vLzIqVOnSHp6OquTVU3DmjVr6OepU6fSfAwfPpxCjK9cuUJGjRpFCCFk7ty5NG+EsKHJFhYWRCgUkrq6OmJkZETT0dLSQvT09EhFRQU5efIkfekoLi6mhpXq/48zuDo6OggAsnLlShIdHU08PT2JnZ0dbbuqAkC6u7vV2ktSUhJ57733CCGErFy5kvXcJSUlsT4XFxcTLS0t8t5775GAgABiYWFB26Sqzp8/T0HU69evJ59++in9zcHBgbZdRvfv3ycAyN27d9WudfbsWWJiYkI/p6amsqDaqt8zxuKOHTtYhuOkSZOooePq6kr2799P06LaNvve/9SpU2TSpEmsewQFBandmxBlW8jPz6ef33//fbJ27VrS3d1NTExMyMaNG8k333xDfzcyMmLdz8vLixw6dIhUVVVRA4sQQgoLC6mBMGfOHJbB4ufnRw3AMWPGELFYTFJTU8mePXsIANLS0kJcXV0pUHrNmjVk48aNpKWlhZiZmZG6ujpy//59oqOjQ9sno7793kDPTV+pvmgQonwB+PTTT0lxcTFtg6o6efIkcXBwoP1jVVUVAUAqKipoegkhZNu2bWTUqFFk27ZttO+8e/cu0dHRodeys7MjYrGYEEJIRUUFNbiuX79OzMzMSFVVFUlNTaV1WlhYyMrTe++9R1+qV65cSQ4dOkRaWlrI0KFDiaenJ3F1dSU+Pj4D9rfPqgaXFJ8BCQQCaGhooLS0FHl5eUhMTMTf/vY39PT04PTp07h48eJjz4+Ojsarr76KkpISBAYGIjIyUm2dX3XXmbm5OV3+4nK5uHPnjto1/f398cYbb2DJkiUICQmBjY0NADaLjQmY6u7ujqFDh6K1tZUGTDU2NmZNNa9btw7h4eHIy8tDQEAAXFxcwOFwWNxJLpdLmYrnzp1DcHAwsrKy0NDQAJFIxPJfYoKiPnjwAAcOHMCBAwfw4MGDAZdeGUisg4MDdu7cieDgYJo+kUgEQ0NDusw2bdo0dHd3o7KyEnw+H83NzfD19YVQKKTLZx4eHigpKUFraytCQ0ORkZEBsVhM64AJrMpAYzU1NeHk5ERB3YA6IonR4/xFnsST7O7uVvMhYpZKmFhqurq6GDVqFIqKigZcFlEtR9XdegYGBrQMOBwOxQc1NDSwlpd4PB5datbU1KTLp6pR7g0MDKChoQGpVAorKyt8+OGHiImJQVFREdauXUuv9TQ7E5k0WllZwd7eHgsWLGBhXnbt2oXKykraPhmplhXj18J8r/rMHDhwgC7LM+ru7kZYWBgAYNSoUdQNoLy8HImJieBwOCyMVd/dn8xOyNbWVnz88ce4d+/eY6PkV1VV0WVsRsz1s7KykJKSAlNTU7S2ttLjVNmLALv9xMTEIDAwENOnT0dDQwMLD9S3nWlpaT22T1GVVCpl+fbo6uqitrYWmpqaKCoqwj//+U/4+vpi2rRpSEtLo4GAGWlqaqKjo0OtvFT5fn19h1TT5uHhgfz8fIjFYhw4cAAXL15EdnY2ysrKKOA7MDAQs2bNwogRI+jyNxMQur9l61/rq6TavzHXZfKqek2pVIrY2FhkZWXRdmRlZYXFixdTNinDso2KisLy5ctx8uRJ2NjYQCaT0eDQqlLtW5hleR6PBxMTEwiFQujq6kIoFNI09d2Vy/RDzNKjQqGgGLDnDVrNaHCX4jMiPz8/FBUVoba2Fu7u7uBwOMjKyoKJiQn1nxlI2traiImJgUAggJaWFoKDg1kPs6am5mMdeftzQk5ISEB9fT1sbGxgb2/P2prPiAnsmJ+fj7y8PIhEIuoX0bejX7VqFSQSCXx9fbFw4ULqL9UXXePv74+CggJkZmYiMDAQbm5uOHr0KMRisZrDOGMUJCQkIC0tDTk5OQNuk2c6ExcXF2RkZGDv3r10V5mBgQF+/PFH6nPDHGtqaoqenh7Mnz8f4eHhLOPE29sbubm5EAqFcHNzo8ahWCyGQCCArq4uxowZwzJmm5qa1DpFU1NTlr/Q4xidWlpaTwxDoKGhoWbEMb5faWlp9M/R0ZE1yKiqb1sZKD3GxsbUIZ4B6zJqbW2lgw1TngYGBmhtbaW7UhmgNtPZ6+vrIzAwEHl5eVi3bh291tMERO3p6aFoHicnJ1bk9YiICFRWViIjI4Pu3O1vAFXNt2qeS0pKKBdTVVpaWvR7Vef15cuXw8nJCQkJCQgJCWHVWV/jVVNTEykpKWhoaIBQKERUVJTacYwmTpyI2tpa+puqURgSEkLrtu8mAdW8qP7P+BmuWLGCGo6AEoXD+OL19PQM2OYG+l7VZ1QmkyEvLw+LFi2ipIh169YhKysLIpEIgPKFkxn4GxsbIRKJ4OzsrBaaIyMjg77A8Hg8yiOUyWQQiUQ0uHBwcDCOHj0KhUIBLpeLVatWISYmBtOmTaNtic/nw9nZGbGxsQgJCQGgbMNcLpfubi0tLaWbIlTzqlqGGRkZKCoq6rccOBwO/a2oqAglJSUQCAT99sUhISHw9/cHh8NhBaveuXMnsrKyIBAI6EtyWloa9PT04O/vz4Jfq17XxsaGGmglJSW0H2poaEBNTQ1kMhlkMhmKiorQ3t5OwdTNzc1obGxkQaoB5UuLsbExbGxsEBUVBYVCAbFY/KcOfv17aNDgekb09ttvY//+/Xj99dcBKBlhq1evZr11Pk5BQUFYvXo1Pv/8c2hqarLerJ/0NtLfDEJaWhq0tbXh6emJIUOG4NGjRzAzM0NbWxtu3bqFkpISzJw5EyKRiIY3OH369ICdT1xcHLq6ujB58mR6PWZG5OrVq7TzdHV1xT/+8Q+Ym5vD1NQUCxYswI4dOzBlyhTWIPno0SPqtP3BBx8AUIaYGChejOqAaGpqikOHDmHJkiVoaGjA3LlzYWxsjB07dtC0Tp8+Hebm5ti2bRuGDh2KuXPnoqamhnaGb775Jr744gtoaWnB1NQUnp6eSE9Px4wZM+i95s+fj7fffhtNTU1ITk5GXl4eqz7b29vB4/FACMHZs2dRU1ODgoKCAUHdzNv949QflDc4OBinTp1CVlYWysvL4e/vj5qaGixevBinT5/Grl27cOPGDRrygOE8MlLdocTssGLS/+jRIwBKPt1HH32EoqIi5OTk4NChQ6zYRb29vTA3N4e9vT3ef/99iEQiLF26FC4uLpT39/XXX8PR0RGTJ0+mdWNoaPhUYUP09fUHNAxHjBiBpqYmnDhxAkuWLIGZmRm9pmqZqs6SqG6D37NnD1auXKl23YHuZ2hoiIKCAsTExGDjxo0D7vwlhGDIkCEwNTXF119/jd27d2Pp0qWwsLDod1CePXs2DA0NERAQgI8++gi5ubn02q+//joiIyOxdOlSZGVl0WeFw+GwrqU6SwQouYZff/01lixZQr9LTEzErFmzsGrVKsyePRvHjx/vN/0DhZn56KOP8MUXX2DevHmYPXs2Ro8ejUWLFtHNIN7e3njrrbfw7rvvAlDuqI6Pj8e8efMwc+ZM+Pn5YcKECTAxMUFjYyPs7OwwdepUZGZm0gH+o48+Qn19PSZNmoQZM2bA3t4ePj4+AJQzQ11dXZT7OHv2bHR0dKjxaJcsWYKXXnqJtUFhz5492LFjB8zNzfHOO+/Qvo1p50wZMrM/165dGzA0j0KhQGVlJTQ0NODn54fY2FjY2NhAW1ubNdN68+ZN3Lx5EwcPHoSLiwuLV8nlcjF27FhaVoByY8zIkSMxZswYbNu2jRqRXC6X9k+xsbE4c+YMtLW1cffuXXq/6upqvPHGG/jLX/4CAEhOTsaWLVvA5XKxbNkyvPTSS5g5cyYmTJhA72diYkJ3ix49ehQ3btyAiYkJ1qxZw2JiPhf6o9c0B/Wfk52dHSksLCSEEFJTU0PGjBlDbt26NeDxqamp1Hmyr1paWoiDgwO91tSpUwkhSr8bHx8fetyZM2eoz9D+/ftJbGws6e7uJkFBQcTW1pY4ODiwfFO2bdtGZs+eTR078/PzycSJE8mYMWOIj48P9e+ZM2cOy5E/Li6O2NnZkUmTJlGnVEIISUxMZF2PEKU/RmpqKv0sEAhY+dy3bx/1v2pra6M+NKrOpH1VXFzMyjchhGzatIn6t9TV1RFXV1eaD8YZ1cvLiwgEArJw4ULi4+NDdu3aRc+Pjo5m3S8iIoKcOXOGfpbL5SQ2NpY4ODgQLy8v6lNBCCEvvvgidcItLCwkzs7OZOHCheTMmTPU4bmvbt68ySqn/iSVSvv167ly5QoJCAggPj4+5Pjx49RPpaKiggQEBJCgoCCal+LiYpKbm0vP3bNnD22H27Zto75udXV1LMfp48ePk+DgYLJy5UpSUVFBv9+xYwfNe0dHB4mOjiYBAQFkx44dtJwDAgLIvn37SEdHB6mpqSGLFy8m0dHR5O7duyQ2NpYQQsg333zDajuqamlpIdHR0aw2x6ixsZFERESQ9957j9y8eZOkp6eTjo4OIpVKyZ49e1hlxPge5ebmkitXrpD6+npia2tL5HI565p3795ltdG+99u2bRtJT08nbW1t1Gfq5s2brHLJz88n9+/fJ4QQIhQKSXJyMqmvryfFxcVq/j2q901PTydCoZB0d3dTH7D6+nqSmppKzp8/T+7fv0/LoaamhlUm33zzDd0AQYiyDTO+OqqqqKggqamp1NeqsbGRlfa7d++SqqqqftNIiNIX7cKFC+T69etq6S8uLlarJ+Z71Xt0d3eT+vp6UldXR4qLi2lZMert7SXXr18nNTU1avdnfC0ZyeVytTr08/Pr1z+2t7eX1NXVqR3fn5jNCv2prw/Xr9GtW7fI2LFjf9M1VBUQEEA2bdpE5HI56ejoIH5+fvT5GkheXl4DPnfPmwbRPoMa1P+QWltbUVpaChcXF0il0l8ci+tZVXh4OKRSKdzc3FBbW4vDhw/j5MmTT1xOH9Svl1QqBY/HQ2Vl5WN9x55FNTQ0wMXFBYWFhb8p7yKRaMAQHt7e3ggLCxvw96dRUlISRowY8dQrHU/S7du3sWnTJty6dYuG5mCWsftTcHAwJBIJjh49OmDInedJgwbXoAb1P6SamhqsW7cO7u7uWLVq1R+dnD+N5HI5Pv/8c1RXV8PMzAxLly5V83cb1H9WXV1dePDgwXNnbA1qUL9WgwbXoAY1qEENalCD+t3F+FX+twgHfzYNOs0PSk0SiaTfHUQNDQ2QyWTo6enp17l6UE8viUTyq7mSRUVFvxp6rFAoIBQKf1P9NTQ0DOjo+1tVUlIy4MYJVWVkZLB2Yz3PamxshI+PD2ujy/OiSZMmPVV7qa2tBY/Hozsb+1NycvITo78P6rfJ19cXmZmZf3Qy/jANGlzPiCwtLaGtrQ0jIyNwuVzs3r37V1/L3d1dDWrb3t6O119/HY8ePYJYLIaOjg64XC5MTEzA5XKRnJz8W7PwXGn79u2/yq+iqakJLi4uajGdnlY1NTVYsmQJvvrqq191PqAcvB7nt/FbdPDgwacCX6ekpAwaXP9fPT09yMzM/MV80GdB7e3tT8We3LVrF6Kioh7rDzV+/HgaNmJQv4/67nJ93jQY+PQZUmJiIgIDA3Hjxg24urpi3LhxEAgEv/g6H3/8sVqAxGPHjmHZsmV0C7FcLkdlZSV0dXXp/SZPnjzopPyUio6O/lUGg4mJCb755hsaSPaXytraGhUVFb/6/N9bBw8efKowDs+qVCHEv1RdXV144YUXWOFP+nJV+4Z4USgU6O3thba2Nmpra2FhYQENDQ309PSgs7MTQ4cOhYGBAZqbm6Gjo0NnVn/++WfqBN3c3Ay5XA5dXV1WaIyuri788MMPMDAwgLm5ORQKBTgcDuRyOZqamlhcVFX19PRAIpHQPkgqlaKlpQWWlpYAQGO/qfqOMbDl7777DgDw0ksv0Q0l7e3tCAoKUoudVlNTgzt37kBXVxd8Ph/29vY0fENhYSGmT58OXV1ddHV14eLFi7QvlUgkkEql4PP5aG1tRUlJCV544QWMGzeOhk9g4oF99913mDp1KnR1densWVFREeXJurm5qdV3Tk4OXn31VfqMJiQkwNfXF8bGxpDJZEhJSWHFPQOUzuzZ2dngcDhYuHAhLC0tkZCQgCVLluD48eNQKBRwdXWFpaUlysrKUFlZCQMDA1RWViIyMhJlZWXIy8uDhoYGXF1dYWNjg4yMDJiamlL+akxMDOV63r59G0VFRQgNDUVOTg6qq6uhUCiwevVqWp83btxAbm4uAFD+LFP/DM925syZNP7Z86DBGa5nUJMmTYKTkxNKS0sBKOGqoaGh2LBhA4WLAsDevXtRUlKCVatWYe/evaxr9A12mJKSworerRrNfNKkSZg2bRrKysrQ3t6OvXv3wt/fH5s3b4ZUKgUAnDhxAtnZ2UhISICPjw/i4uLo+Zs3b6aBEgFlEL++yyNVVVWIi4ujQRBDQkJooMyMjAyUlJRg3bp19LppaWnw8PCAt7c3SkpKaH4Z0DIAREZG0sCElZWV1Am9trYWgYGBcHJyQnh4OA3aqqqoqCi6JCiTyRAYGEjTU1JSgpiYGArFZaLce3h4UCOrtrYWtbW1tHy3b98OZ2dneHt702UPhUKBiIgI2Nvbw8PDA1VVVQCUUcuZci0tLYWHhwcmTZqE0NBQGugxLi4O2dnZ8PHxAY/HQ0pKCk17eHg4urq60NPTg/DwcEyaNAl8Pr/fWTMmbzY2NnBxcVELaNjY2Ah3d3fk5eWhsbERgYGBcHR0hL29PQoLC+kxU6dOhVAohL29PXJyctDQ0AAPDw9YW1vDyckJ/v7+qKysRFJSUr+x0Nrb2ymw193dHY2NjbSN1NbWgs/nw9raGvb29qw2rqqEhARYWlrCysoKzs7O1HgIDQ1FfHw8rK2t4e3tDYVCgVWrVoHL5cLU1BROTk4IDg6GQqGg7cLGxgYREREAlAYAl8tFXFwcrKysYG1tTQNxhoeH4/Tp0zQNlpaW/S6BGRkZISwsDHw+HyYmJrQMkpKSwOVywefzYWlpSdtGVVUVTE1NwefzKfGAw+EgIyMDEyZMgJOTE3g8Ht544w0AyvZtaWkJJycnWFlZwcfHh4LPZ86cCV9fXzg5OaGpqQkFBQXg8Xh499134eTkhLS0NBw9ehQCgQDe3t7g8/mYP38+ACWM/LXXXkNwcDCcnJyQlJQEQPkMvPLKKwgLC6MBQ1NSUtDT0wMvLy94e3sjJCQE48aN63eZj8/n0/YeHx+PadOm0fry8vJCVlYWGhsb0d7ejrCwMEgkEvj4+CAyMhJ79+7FuHHjUFlZidbWVkyYMAFCoRB79+7F9u3bAShnSF1cXJCVlYW4uDgUFRXhzp07tP/Yvn07fWaKiorg5uZGgyLHx8ejoKAA7e3tcHR0hEgkQm1tLXx9fekz7ejoiIKCAnR1dcHb25vW54YNGxAZGUlh8AKBQM09QCKR0AC7zc3NiIyMpOcPtOTu7e0NY2NjaGpq0iW7uLg4+Pr6QldXFzKZDI6OjmhtbUVZWRkiIyORkJBA+4uYmBhYWVlBX18fjo6OaGhoQEdHB51tvnHjBrZs2YKMjAwASjJBaWkpxGIx9u/fDy6XC6lUStvF7du3MW3aNBgYGMDGxob2wQqFAqdPnwafz4empibeeOON52um+o+MSTGo/5x4PB4rnouVlRVJT08n9+7dI7a2tkQoFJKUlBTKriNECUCOjo4m2dnZrPMDAgJY1xKLxSzYKgNPZXiKLS0txNDQkJw9e5Zs3bqVbNq0iZSWlhIvLy/K74qPjye2trYkPT2dlJWVETMzMxpjxtramgUNBkBjNTGqrq4mo0aNInFxcRSwy8SLCggIILa2thQMXVpaSmbNmkVKS0vJoUOHKMw3MTGR5qOxsZFoaWmRrVu3EkKUIO9ly5aRzs5OwuPxyI4dO0h1dTVZu3YtmTBhglp5r127lnIjz58/T7S1tWmZhYSEkPj4eEIIIRwOh6xdu5ZIpVISFxdH+Hw+IUQZf4c5Pzo6mkyfPp3Cd0ePHk0aGxvJoUOHyPTp04lUKiVisZhcvnyZ1m1dXR1paWkhFhYW5OzZs+Thw4dk48aNtLyDg4PJggULSENDA6mvryd6enoUtsvwFBsbG8mmTZvIw4cPya1bt/rlmgmFQlpm165dozGNeDweaWtrI7Nnz6Z5ra6uprBdoVBIrK2tCSH/Zl76+fkRsVhMWlpayPr160l0dDSRyWQkOjqahISEUMBwf3HA9u3bR6ZMmULa2tpIS0sL4fF45OzZs4QQZZw1Bhp94cIFYmFhQR4+fMg6v7S0lFhZWZF79+7R+mbiRzGg9cuXL5PGxkZy69YtMnr0aNLZ2Umh1r29vaSzs5OkpKSQtrY2IpVKiYaGBrl06RIFjjOx3VJSUihXLiAggBw7doymQzXdqgJAvy8sLKTMx+rqavqcpaSk0LKZM2cOjW1UXV1NANCYZIQoY0FNmTKFguWnTJlCy6i3t5dYW1sToVBIbt68SQCwoO1TpkxhPY+qkkqlhMfjscDiTLtsa2sjw4cPJ21tbWT9+vW0XVy4cIG2+127dhGBQEB5f/Hx8RR6rarFixeTqKgoQogSrCwQCMj58+dpfUilUuLs7EyGDx9O08oA1QlRtoldu3aRmzdv0rpUFY/HI9euXWN9V11dTestMTGRxhf08vIis2fPpvGmLCwsaFtn+J0tLS0kLi6OxMbGkocPH7IA8LNnzybFxcU07Ux9MmXdN9ZWXV0dZT6mpKQQPz8/MmXKFEKIst/pD1rN4/Eo55GRmZkZKSsrI4Qo69zY2JicOnWKpKamEm1tbTXmo+q1iouLKau0s7OTbNiwgXh6elKup7OzMzl16pRauhmTYuPGjWTZsmVq11YFvBOibPeq8QWfdQ3OcD1Dys7OpjMWY8aMga+vL0aOHIny8nL4+PggKCgIGhoa9I2iu7sbMTExWLhwIebOncuavVBl4aWmpmLx4sWse40YMQIRERHw9/fH5MmT8dZbb8Hd3R0fffQRtm/fjkmTJiEoKAiXL18GAAwZMgQTJ06Ev78/7Ozs4OzsTHERfR24hw8f3i86RUNDAxEREbC0tERYWBidydDU1MT8+fMRFxcHd3d3TJo0CV999RUmTZqEJUuWQCqVoqGhAZ6enrh48SKam5tRWFiIpUuX4vDhwwCUSwje3t4oLy+Hjo4OIiMjYWlpiU8++QQ1NTX0DY0RE2UdAM6dO4cPPviAzhDl5+fD3d0dgPKNLi4uDkZGRpg6dSqddVQoFDRCf15eHuzs7FBSUoKqqiro6+vj0qVLeOmll/DTTz8hNzcXdnZ2mDFjBgDgxRdfBACUlZVBoVDgwYMHOHbsGPT09CiOQy6X480334SZmRnMzc1haGjIKuf29naYmJhg+/bt6OnpwcOHD3Hnzh215TwTExNcu3YNBw4cwNixYyme5sGDB1ixYgX4fD7ef/99AMrZm8jISEgkEsjlcrU31/DwcEydOhUGBgYYNmwYNDU1oaOjAw6HAx0dHWhoaMDQ0LDfus/MzMS7774LfX19GBgYwMzMjEYqLywspJHOXVxcoFAo8OOPP7LOr6iogJeXF41s7ePjg+LiYvp7QEAAZsyYARMTE7qk9ujRI9y/fx96enrQ0NCAtrY2goKC8ODBA9TU1GDEiBFQKBTQ1dWFXC6nS06jR49mzdD2XTIaCDX02muvAQAsLCxoXVlaWqKjowMFBQUs9FFFRQXefPNNAMrngsPhsKKZ79y5E9OnT8fChQsBAN999x1F9mhoaMDZ2RkVFRXo7e2FlpYWy5/wu+++G3DJ+f3330dAQADGjRsHmUyGhoYGJLv0gdsAACAASURBVCYmwtfXFytWrMBLL72Erq4uzJo1C5mZmaisrMSpU6fA5/MBAD/88AP1NwWAcePG9Ttj89Zbb+H8+fOora2Fvr4+/Pz8cO7cORQWFmLKlCkwMjJCbm4uK1L5zz//jLS0NERFReHBgwd49OgRxo0bR/+ioqLojPbdu3cxefLkfvMIKJ/viooKyGQyiMViREZGorCwEDU1NdDU1ISlpSUqKytx5coVBAYGIiwsDFVVVbCzs8OwYcPg7u6OsLAwxMTEQCqVwt7eHlVVVeBwOKx4VC+//DK+//571r25XC4sLS1RUlICoVCIwMBA/Pzzz2hoaMDp06exYMECtfTu378fSUlJsLe3p7NQHA6HlrOGhgaMjY1pG7GxsWEtL6elpcHb2xsREREUl2VgYICJEyfi2rVrOH/+PD755BNUVlaiqakJ169fh7u7O2QyGR0HVFctmpqa8PLLL/dbtgzOi9Hz5NM16MP1DInH48HNzQ0rV66k/g5yuRz79u1DUVERjI2N6VJUX8lkMmpkcTgcOs3d3t6OoqIiHDhwgHW8QqFAcHAwdHV18fLLL1N/CZFIhL1794LD4aCtrY0ONn0dWx8HUR5oB15fxAgzAPX09LBQFxKJBFFRUaw8KRQKioZhGIYHDhzAl19+idLSUkgkEsybNw9FRUWsAVJXV1etgwBA/TFEIhHEYjGuXLmCyZMno7S0lHaYjFS3QKvCaJmBVyqVUqZea2srdu/eDWtra5ibmyM5ORnnzp1DZGQk4uPj4e/vT8uuu7sbBgYG1AjicrmP9dljBnFTU1NwOBzU1tYiLCyMTvsPHTpUbbu2k5MTsrKykJWVhVdeeQUHDx6EsbExOBwObGxsUFBQQH2DioqKsHnzZkyePBnGxsZqhrRquQYHB8PNzY0yMZnO+sGDB/1yAOVyOcsQU0XOqGJ0mN/6k2rb7wuXVk0bj8fDlClTEBgYCA6Hg/PnzwNQLl36+fnh9ddfh4eHBz2euY5qe1NVXzZlf/kDoMYvBZTQ9h9++AFhYWHQ0tKi5/blYioUCur/lZOTg+zsbNZSHWMUMpLL5RTI3hdYzkCz++YlIyMDUqmULm8x7XDfvn1qAXi5XC709fWRlZUFPp+PgIAAAMpyVi0PLS0tDB8+XK0sBAIBli1bhri4OAQGBsLd3Z0y+BjkE1NGMpkMUqkUY8eOxb59+xAVFYVbt25RPmZhYSGFO69btw75+fkwNjZGc3PzgIGDjYyMYG9vj71798LZ2RkCgQAhISHIzMykdW9tbQ0Oh9PvEnhjYyNd5mP8nhgj5/bt29Q/rb9yZvK/d+9eVFVVUVcDBqGjCnlXPV4gECA7OxtLly6ly8zMS51MJsOdO3doPasyaE+cOIGEhASIxWJwOBycO3eOtmk3Nzfa91tZWcHR0RERERGYNm0aOBwOEhISIJFIcOLECUilUgr3trKywpdffqmWzr6sV1XXlOdBgzNcz5BsbGzg5OTEGuw///xzfPnll8jNzUVGRgaGDx/eL/vQ0NCQdoRDhgyhD8XJkyfpw6sqJuChvb09q9N69913ERYWBqFQiKCgIDx8+LDftD58+JCVDuYtp7e3Fz///HO/RldHRwf9/6effqI8LwAsiHJycjLMzc2RnZ2tBkf18fHBmTNncP/+fXC5XCxduhQfffQR5s2bBwAwMzNDVVUVnT1pbm7GvXv3WIYSoByUFi1ahL/97W+wsrKChoYGZs2ahY8++ojFMgNAZ/L6Dpj3798HoIQKt7S0wMnJCR4eHpg3bx64XC56e3sxb948JCQkYNOmTTh58iTruhMmTMAPP/yAiRMnUqdUOzs7+ntnZyfreGbAbWxsRGdnJzIyMmBnZ4eMjAysXr0aP//8sxrfrr29HRMnTsTevXsRFhaGf/3rXzT9UVFRGDVqFJYuXQpAOSAvXrwYCQkJWLBgwYCsQEBpqNrZ2SE2NhabN2+mg4iq4ayqV199lfrM9fb24t69e7SNTJw4EXl5eQCUvk0PHjxQY7TxeDwUFBTQ/F29epXldK1aVs3NzSgoKEBYWBg++OADanDfuHEDenp6OHDgAGbMmEFnC/pjVzKzkBoaGvjnP/8JQNlG79+/P+BLj6r+7//+D4BytjQyMhLOzs7o7e2l6bewsKB1oWrANDU1Yd26dUhPT2cZcPPmzaOsz6amJuTk5GDixIn9Pp+enp4UwFxVVUV5p1u2bMHhw4fR1dVF0zF//nyEhobSctu2bRsA5fN5/fp1PHjwAOXl5Th79izkcjmcnZ2RnZ1NZ0F37txJ24+qdHV14erqitzcXCxYsAD6+vqwtrZGXl4e3nrrLdaxnZ2dkMlkePDgAebNmwexWIzGxkYoFArcuHEDn3/+OYYPHw4DAwNqWDs6OmLlypWQSCRITk6m/oaqYoycNWvWAFDu3t6yZQvc3NwAAGFhYcjNzaUMWH9/fzoTbmJigvDwcGzatAkCgQA5OTkwMDDAkiVL4OfnB5FIhFWrVuHOnTt0NlxVfn5+OHv2LO17Fy5ciCNHjmDRokVqx/b29sLR0RFpaWk4d+4cHBwc6G9RUVE4ceIE3Nzc8Morr8DV1VXt/IcPH6K3txc5OTlqffZf//pXnDhxghq5rq6uOHbsGJ05HTZsGBobG5GUlIQ1a9bQPtrf3x//+te/sHnzZmzfvp32Sz09Pf32+8+LBme4nnHp6uqivr4eX375Jc6ePUvBz32lra1Nv5fL5XSwTExMxKlTpwa8dl8ZGhpSh8pz586hpaWl33PlcjmdTZk3bx727duHH3/8EWfPnh0QAdHW1obg4GCMGzcOiYmJ1LG0rzQ0NJCbmwsej4eSkhKMGjWK/rZgwQKsXr0amzdvBqA0ELds2UKdnK2trakT8axZs5CdnY2AgAAWjJVRQEAA+Hw+zpw5A0DZIQsEAnz66aes45gBu7u7G+T/xxnu7u6my04ff/wx3Nzc0NraCk1NTZw7dw7Xr19HRkYG0tPTMW/ePGRkZOBvf/sbgH/PkJiZmWHjxo3461//ijlz5uDq1atwcnKiIRv6zjCpGkCPHj2Cvb09wsLC0NHRgR9++AFjxoxRCy1w4cIFREVFYdq0acjPz8epU6egUCjotQ4dOoSZM2ciISEBfD4f8fHx+OabbwD8e6ZJFYSsqu+//x4RERG4c+cOGhoaUFlZCYlE0u8M1Ycffog333wT7e3tqK2txejRo+lvBw8eRGBgIHJzc3Hjxg3s3r1bbRnP0dERbm5uGD9+PMaPH093WTHlyRhIANDS0gJbW1vq5C0SiRAYGAhfX19UVFTQnWXTp08HAAwdOlQtvcys28qVK+Hq6gpHR0dwOBwKNe8rMzMzmm8NDQ28+uqrAJRLW4GBgeDxePDy8qKG//79+7Fo0SJkZmbC2dkZnp6e4HA42L9/P4yMjLB8+XL09PRg8uTJSEpKwo4dO+gSMABKK6itrYWtrS0rLdHR0QgNDcXUqVPx0ksvISwsDJmZmTAzM6OAZ3Nzc2RkZODzzz/HBx98ABsbG5ibm+Ovf/0rAOXS4bJlyzBhwgS0trbiww8/RE9PD/z9/XHs2DG4ublBoVBg/vz52Lp1q1p5AMCaNWswZswY2h8EBQVBLBaz6tbZ2Rljx46Fubk5Nm7ciIULF4LP5yMyMhJdXV2wsLDAkSNH8I9//ANWVlb02UxISMDHH3+MwMBA2Nvbw8XFBVpaWqw4XG5ubggKCqJLjytWrICWlhYtQx0dHXz11Vc4cOAAZDIZnJycMG3aNIhEIjQ3N6OoqAiEEFy+fBkbN26Eu7s7Dh8+jISEBKSkpMDMzAyFhYX9BgG1tLTEnj17WLNp8fHxaq4dgNLoYRz/7ezssGvXLvpbREQERCIRPDw88M4770BDQwN8Pp/2fwCwdOlSahivXr0aS5YsoS8+EyZMQFJSEjVyZ86ciUOHDtF0rVixAnK5HJ2dndi5cyd9cTU3N8e3335Ld05mZWUBUBqAZmZm9N6JiYl/2h3Tv4v+aCeyQf1nlJqaOiAMNjk5mTqBqwJvVR3jr1+/TkGxV65cIXV1daSmpoY6Sarq7t27RCgU9gtnZSC4Z86cIb29vRSOW11dzQLRfvPNNzS9vb29JDc3lxw/fpw0NjaSwsJCtWtXV1eT4cOHkytXrrCguMy1VGG2crmcnD17lqSnp5OWlhZSWlrKAtEWFxeTu3fv0s+XLl1Sg/0WFxeT1NRUNXhuXxUWFtJz5XI5uXTpktp1GLW0tNDf7969S27evEl/6+zsJPn5+eTKlSss5+dbt26R3Nxc1iaCmpoaVvkwjuyqx9TX17NgvXV1ddRJVvW4iooKcvPmTSKXy9XgvqrnXrp0iZ4vl8tZ1+js7CQdHR2EEGU9MfUqlUrpMap5IoSQqVOnUtBwd3c3sbOzIxUVFaSzs3NA8HJHRwfNR1+YcHd3N6mrqxvwXNV09AUL9z0nKSmJQskJUYLTvby8aJ5U286g+hfjHN3S0kKqqqqIlZUVC8z+LOvmzZvEwsKCnDlzhly4cIEEBQWRoKCg/3o6LCwsniuH9P8FDaJ9BvU/oZqaGtjZ2T3XMZqeJX322WfYv38/7OzsUF1dDScnJ7Xl3z9KVVVVcHd3h6GhIXWKP3DgAKytrf/opP3PqLy8HBEREaitrYWZmRmWLVuGJUuWqMUBe1YlEoloeAYHBwc6M/jf1IkTJzB16lTq4zmoP16DBteg/ifU1dWF8+fPw9vb+49OyqD+Q6qtrUVjYyPMzc3/dIOCXC6n8df6c1Ie1KAGNahfqkGDa1CDGtSgficx0dV/D4lEoseian6JpFIpZDIZzMzMnmoWqqamBp2dnX86skRZWRn1jTQ1NQWXy+03zMjvpYaGBhw5coTlI/VLJJVKcfLkSbrBxs3NrV+fv6eRWCzGsWPH/vCZ44KCAhQXF9ONGM+zBncpPqfauXMndRT/s2rDhg3U2fL3lkgk6ne30H9Tvr6+NE7XH6moqChERkb+pmtUVlbSSOGA0un3SfzFgoICWFpawtnZGY6Ojli3bh2LQPBnl6mpqVrU9JCQEGzYsOF3uZ9qaIpfK4lEgkWLFsHKygoCgQDm5ubw9/d/7A5TAMjNzf3NbeT3UHx8PMLDw7Fz5074+vrC1NQUixYt+tWw918qhULxqzmjJSUlcHR0RElJCSQSCUQiEcaNG0d34P5S9fT09Buy4r+txsZGVl/wPGvQ4HpO9a9//etPP5h9//33A+5y/E9LoVD84Z1CV1fXf21geJw4HE6/O+9+iQ4dOsQKfBocHEyZbANJU1MTtbW1KCoqwqlTpzB69Gg4ODiwQn78mdU3theg3P37JOPl1+pxseyeRl1dXXB3d8crr7yCu3fv4vbt2/jhhx8AAIGBgY89V0tLq9/ddX+0OBwOgoKCkJ+fj7KyMnz33XdobGykoRz+rOrs7ISPjw/ef/99nDhxAjExMcjIyEBBQQEWL17M6pv67j5+3PfMbtmBzumr+/fvs/xk+/rMNjc3qx3DfK+ajr6/M8ijpqYmtdAzz5MGDa5nSK2trTS+TV/V1tZCIpHQzp8JVSCVSlFeXk6/7+rqglQqRWtrK31IgH/DWFUHv56eHkilUsjlctZUPhOBWlXNzc1PFX9ILpejtLQUlZWV0NPTozGsAOXbeElJCSvuUENDA6RSKRobG1FSUkKDodbU1LDup1AoWIy9yspK+ibJ6M6dO+jp6UFJSQmNSP00kslklHGmGg0cUL61MoEXGUmlUhQUFCAnJ4f1fXt7O3p6enD69GlkZWWxfpPJZDh9+jQyMjIoEaC9vZ319iuVSinvDVDyzMrLy5Gdnc26lkQiQU5ODj0nJycHKSkpdHZNU1MTnZ2dKCkpwYEDB/pl3T1OjY2NqK6upvWlUCgwderUp14akclkMDExQWRkJF5++WWUlZXh6tWruH37NsRiMX1rZ7hsKSkptExu376NtLQ0JCcnIy0tDQkJCXQwqKysRFpaGrKysmhoDblcjpKSEqSkpLBoAlVVVUhJSYFQKHzqjRr9LR1qa2vT7/Py8nDjxg2kpaUhJSUFp0+fRkxMDKKiohATE0N5pl1dXUhLS0N4eDgyMjJYgVLT0tIQGRlJ6w9Q1mFgYCA9TiQSUQbe4/TPf/4Tvb292LVrF11G1NHRQXx8PLKysugg39DQgFWrVtFo4jKZjA6qBw4cQGBgICIjI+n9g4ODcfv2bfj7+1P6wtWrV+Ht7Q03NzfWEldERASys7MRGhoKFxcXxMfHAwBiY2ORnJxMjysvL4eTk9MTjVddXV1WHCkTExMUFBSgtLQUZWVlkMvl2Lt3L5ycnDB16lT6/GRlZWHz5s2UKciwJrOysljLtnK5HDY2NqisrERzczN8fX3B5/MxYcIEOhuvpaWF+Ph48Pl8uLi4qFEq+tOXX34JDQ0NLF++nPX9jBkzMH/+fBw5cgSAcvZ58uTJsLa2pjOMzc3NEAgEeP3118Hlcmm5GRgYoKurC6GhoZg8eTJMTExYM+geHh6wsbGBpaUlQkNDoVAo8Pe//x0rVqygef3LX/5Cn3+hUIiFCxfi3LlzNPwHoKzbOXPmAFDGjXv55ZcxYcIEFvuzvb0dAoEACxcuhLGx8f/MS9R/WoMG1zOinTt3wtHREVFRUTA3N6cdSVdXF2xsbBAcHIwNGzZQvMeoUaOQl5eHwMBA+Pv704f3q6++gpubGwUKA8rOz8nJCZmZmRAIBHTKvKioCN7e3vDy8sLevXvB5XJx9epVtLa2gsfjUWNGoVBg2rRpauDjvmIcqPfu3YsDBw6gpKSExtxZt24d/P39kZeXhwkTJlDDYvny5fD396eQYAbQevr0aZaDPdOpM9fy8PBASUkJ3N3daafQ3d0Nf39/FBQU0ECCT1Jrayvs7e1x9OhRFBUVYdq0abRTc3NzQ0pKCoqKimjgQIlEAnt7e4hEIhQVFYHP57PKhYncXFRUBEdHR3R1dUGhUIDP56OkpARSqRQeHh4QCoXQ0tKigxughHO7ublRg9vf3x8PHjygUfUZMbDfnp4e8Pl85OfnA1B25gzUOiMjA5cvX4ZCoYC/vz/L+H6SCgoKqCGXlpZG40M9reHGGChyuZwa8VevXkVISAhCQkIoLkogENDBxd/fn+YDUMayqq2tRVxcHDQ0NJCXl0fLpqysjM62RUVFITY2FgqFArt378bt27dRWVkJHx8f9PT0oKCggAJ5f41UY5aJRCK8//77yMvLg0KhgK2tLZycnODs7Izc3FxaxitWrEBBQQHc3NxQUFCA8PBwAMqdnZGRkXB0dIREIqH4otbWVjogA8qgxP3hcvpKJBLR/kBVpqamsLe3R35+PoUec7lcREVFsSKFl5aWgsPhIDY2FmKxmBp5IpEIISEhmDJlCkxNTVFaWgovLy8EBgYiLi4OR44coTH0ysvLERkZicDAQOzatQt79+5FZWUlnJ2dERkZSe/FBBh+kj9cfzPE+vr6sLGxQVlZGZqamtDa2oq8vDykpaXRPk5XVxf79++Hs7MzKisr0d7ejgMHDsDNzQ0NDQ20P83Pz6dR45cvXw5zc3OIxWKcP3+expPq7u4Gl8tFaWkpFixY8FRLrw8ePBgwHpWpqSl9kWMiwpeXl9M+ZcuWLTA1NUVlZSXKysoQFRVFX3QA5WxlWVkZNm/ejJCQEABKQ1dTUxOVlZW4desWxGIxMjIyEBwcTNtOSUkJjbcGKJ9rZ2dn+Pn5obKykvZbSUlJCA4OhlQqhY+PDzIyMlBbWwuxWEx9/BiwulgshpOTEwWDP3f6I2NSDOo/o+rqaqKhoUFjUWVnZ5OJEycSQgjZunUrhbASQijEde3atWTTpk2EEEK+/fZbCkstKSkhWlpapLS0lBBCyL1794ienh6Nu9TW1kb09PRIS0sLuXDhAuHxeKSlpYUQQsimTZsokHnx4sX0/wsXLvQLgO6r9evXs9IqEAgoMPbevXustDNxkgQCAVm/fj09x9bWlsa+0tPTI7du3SKEEOLp6UlSU1MpYFU1bhchynhZ2traNF7Uvn37yOLFi5+Y5sTERNZxqp85HA4tR0bLli1jpTcuLo4CiRlALyMG8J2enk6huoQoYdlM/YaEhJC4uDhCCCETJ04kU6ZMoRBmpk7FYjGFIUulUlp/qmBqVcXGxrIA0gsWLFAD4z5Js2fPpuBkJt+qcd/6EwNFj42NJevXrydz5swhDg4OpLe3lyQmJhILCwsaC0wsFhMLCwtSV1dHqqurSXR0NG1vhBDy8OFDYmVlRUG5zs7O5NChQ6ShoYFUV1cTW1tbUl9fT9zd3elz0J9UgbxP0qhRo9SgzwEBAWqQ8r46deoU4fF4pLOzkzQ2NhIARCgUkvPnz5Njx44RPT09QgghxsbGrHpgIOQMPJspm/Pnz7Pay0DauHEjhS/3FQMlLy4uJra2tmq/930+9u3bR2HgU6ZMYaWz732uXbtGQekCgYC2X+a+zLnW1tYkPT2dQp+ZZ/lxCgkJoX2GqqZMmcJqf729veTbb7+lkOnz58/TZ4QQdv945MgR+py4u7tTeDQAtfru2176XncgnTx5csA6W79+PX0eHRwcyOzZs8mRI0dof9gXiB4SEkKio6NJcXExKy3V1dVk1KhRhBBCpk+fzioPBiDP3EMsFpN33nmHPnfMfZjYgQz8vb6+nowePZrU19eTs2fPktGjR6uln2nfjFT77+dNgzNcz4CuXr0KCwsLurV+/vz5+PrrrwEofbWY6V6AzfVjlhU1NDToWr+mpiZGjRqFSZMmAQC+/fZbGBoa0uUgfX19jBs3DleuXIGGhgaGDh1KZ6FUdzd98MEHSElJgVQqxeHDh+ns0uP09ddf00jFzL2YCOAvvvgiMjMzERoaisuXL9MlMiMjIxZ2R/X/FStW4ODBg5BIJCgvL4evry8kEgkMDQ3VwhAwXDlVsHBfBl5/unr1Kis+k62tLW7cuAEA2LFjB1xdXbF8+XK6tPLTTz+xotZPnTqVzgTK5XIWW4zH46Gmpga1tbWs9FpbW+PmzZsAlMiP/Px8NDQ0YOTIkXjrrbeQlZWFS5cuwdPTk95DR0cHOTk5OH78OJYuXQoDAwN0d3erIYsAUKA0o0ePHj21DwgjDofDWgr7+eefB2QIqooQgvHjx2PixImIiYlBQUEBbVd8Pp/+f//+fZiamiIpKQkHDx6kkb4Z+fr6YtKkSVi1ahUAZdlevnwZycnJOHr0KN58801oamri448/xpdffgkbGxtERESgtbUVCoUCOTk5CA4OprMTT+OH9fLLL6stm5ubm7PwJUyUckYymQwbNmxATk4OtLW1cffuXQBKjFVTUxMePnyIxMREAMqZrIEoDAzPEnh6XIqlpSUqKir6/U0ikcDS0hIKhWJAXy1VHNKwYcNoG9HQ0GCls6mpifX51VdfZeGuiMpGeV1dXfp506ZNSElJQXJyMmbPnv1UcdBefPFFNf/Drq4uCuRuaGhAcHAw3nnnHWRmZlLiQ387M5nnf8mSJSgvL4dYLIZYLKbPFYfDUfOj67sjUk9P76menfHjx0MsFvfrdnHx4kU6+1VQUIDQ0FBkZWVReHlfcHl3dzcUCkW/oVaY5XUdHR21Ns2Um7e3N/Lz8/HFF19gwYIFsLKywokTJyCXy2nfFRQUhPT0dGRkZFB3AX19fRZ+jZG+vj6rX2tvb//d/Br/7BpE+zwD6tupd3d3Y+jQoWhtbYW5ufmAvlOqAyDzAPSdsjczM1ObppfJZNDT04NCoVAbRJnOhc/nw9nZGXFxcRCJRDh06NAT82FqasrKh4mJCWQyGRQKBSZMmICwsDBERkYiMzOTcvUMDQ0HHMjDw8PB4/FgYGAADw8PaGpqQldXlwKSVTtHhULBAroCT+eUzOPxWOXb09NDzwsPD0d4eDjy8/Ph6ekJqVQKQ0NDlp+XRCKh6ehbnszxw4YNY/lmSaVSCrx1dnaGv78/UlJSIBAI4O/vj/Hjx1OfCUZhYWHYsmULfv75Z7pEoKur22/bUF0GY/L0SztIhULBGmj09fWfyuBSKBSwt7dXGyz6Dlq6urqQyWT9bjVPSEiAQqFgLVtwOBzqQ6QqY2NjiMViCi+3tbWlu7sYLMmJEyeeKrSDo6MjxGIxXcpWKBQoKCjAypUrB8xHWFgYYmNjqTHB5XLB4XDg6OhIAceMtLS0WG2HaS9MW6itrR2QRdmfPDw8EBMTg9OnT7MYfQkJCdDV1YW7uzsqKyvR0NBADTrVMBeqbUL1Wepbz3w+n/IkAeUOR4at1xecLZPJ6PmLFi1CTEwM0tLSWEvij1NPTw/r/gxE2srKCnw+H9u3bweHw4FQKERzczMSEhL6bZd6enqU+aehoYHQ0FD4+/tj1apVtLx5PB51C5DL5fj+++9/dQgKa2treHh4wMPDAxkZGdDU1IRUKkVcXBw4HA6Cg4PR1dWF0tJSeHt747XXXqMGl7u7OxISEuDm5gapVIqioiJkZGTQ5XiJRAJzc3MkJSXRlxJnZ2cIhUL4+/ujt7eX5XLh4eEBPp+POXPmwNzcHN7e3li9ejXeeecdml5TU1N4eHjgww8/xKVLlwD8+4UoLS0NgYGBEIlEMDc3h0KhYPXrTMgLhUKBDRs2YOnSpWovIs+qBme4ngEx8GPGkTY5ORkuLi4wMDDAzJkzcerUKTQ1NaGzsxO7d+/u9xrM2+rDhw9ZD4elpSVGjBhBHV0ZH60pU6Y8MV3btm3Dvn374Ofnx5o5GkgzZszAkSNH0NzcjKqqKspwbGtrw48//kg7mK+++op1HukTSo5Jv6mpKVxdXfHJJ58gKCgIAGBnZwcLCwts2rQJcrkcSUlJyM/Pp7N9qmJm/R4nd3d3pKen49atW+jq6sKuXbsojHfdunVobm6GsbExdHR08MILL2D58uU4fPgwJBIJ7ty5g927d8PLywuAsiMSCoVo7y5UNQAAHj5JREFUbW3FZ599BplMBk9PT3h6euLSpUvIyspCeXk5PvzwQ5ofDocDT09PfPLJJ/Dw8ICxsTEmTpyIzMxMlu+Rn58ffvrpJ4wcOZK+Lb/xxhu4ePEikpKScOPGDfj4+EAikajlm4Ez379/H9ra2k/l8GpoaIhr164hKSmJGhkvvKDsbrhc7mNj8qi+DatKdUbFyckJDx8+RFxcHAoLCxETE0PLdePGjZg8eTIOHTqEzz77DJ2dnVi9ejU2bdqE/Px85OTkwMfHB+3t7XRXWHl5Odrb26Gvr4+mpibo6enh+vXr2LFjx1PvxlOFtkdERFDgdEBAAD1GdYfW2bNncezYMVy7dg3r1q1DRkYGDAwMEBkZieDgYOqzxcz6btq0CZ988gk+++wzLF26FFpaWnj06BF0dXUxYcIEbN68Gbt378aGDRueykA2NjaGUCjEypUr4e7ujnnz5mHGjBmIj4+nPks2NjZwcHCAs7MzNmzYAFtbW1y9ehWAumHFGCh9Z5iWLl2KxsZGLFq0COvWrcOaNWso03DkyJEsJ3fVfkJbWxv+/v7Q0dHp19esP2lra2PLli0YMmQIhgwZgtdeew1GRkY4d+4cAGDs2LHIy8vDvHnz4OPjg9GjR6Onp4flL9hf3t599138+OOPLKf2U6dO4fDhw9RBPD09HYaGhtDW1qYbLfrrVwaSUCiEg4MDxo8fj5deegkzZsxAR0cHzp07BwMDA/T29iIqKgoaGhqYM2cOPv74YwBKFqu5uTlMTExgZ2eH0NBQODk5wcDAALNmzYK7uzu0tLRQUFBAX0IiIiLo6oCxsTHGjh1LfcK4XC4EAgHefvttAEpfyVdffRVz585lpdfT0xM8Ho9uKtDV1cWlS5cQFRUFfX19vPvuu5BIJNDV1YWFhQU9z9raGiNGjACHw8GVK1dw8eLFpy6j/3UNznA9A9LX18cXX3yBqKgobN26FSNHjsSePXsAKDu7n376CXPnzsXDhw/h5+cHQPl2xgwkWlpalDA/cuRICuVldObMGURGRiIpKQlGRkYQCoUYNmwYDAwMWLBXHo/Hmpq3s7ODjo4O3n333afKx4oVKyCRSDB79mzw+XzExMRAS0sLRkZG2LVrF1asWAEul4vQ0FC6pGZmZgYjIyN6DUdHR1YnN3PmTHR3d9MZBA0NDYhEIsTExGDmzJmwtbWFi4sLFAoFXSoAlJ0OUyaP04QJE3DkyBFERUWhvb0dTk5OWLduHQDgtddeg4+PD7S1tXHw4EFoa2vD2dkZO3bsQGhoKF544QWsWLGCduJz586FpqYmli5dimHDhkEoFEJHRwc6Ojq4fPkyYmNj0drairlz51LnV0AJ0VZdJt28eTPEYjHLUGCAyIyhBiiXY69du4bExETcuHEDnp6eMDMzw9y5czF27Fh6nJ+fH2xsbDBy5EjMmDHjqUJXbN26FX//+9/R1tZGDThm2WPVqlV0hkNVPB4P0dHR0NHRUfvNwcFBbfnzm2++QXx8PM6dOwddXV3MnTsXMpkMn332GTgcDqRSKTQ1NTFkyBAsWrQIw4YNw9WrV9HT04N58+ZBW1sbixcvpvDx/fv3w93dHbNmzaJLkC4uLmpw54HE5XIhEolw9OhRyOVyuLm5ITg4mALBPTw8cP/+fXq8qakpMjMzoaurC7lcjhEjRgBQvqhkZGQgPj4eH374IV3WjIyMBI/Hg0wmw6effoqqqipax1euXEFmZiY4HA6uXr361LtsHR0d8eOPP+LChQuQyWQwMjLCG2+8wZqpOXHiBHJycjBs2DC8/fbb4PP54HK5rJ1qAoGAzqgePXqUzgIByv7pq6++opsdNm7cSF0Utm7dyoJR/+Mf/2DNeNXW1mLJkiVPlRdAaXysW7cOhoaGaG9vh6amJist3t7esLGxoa4TXV1dMDAwgLm5Od2EAIAFgAaAwsJCuLq6ssDL48aNw/Xr1yGTyaCvr0+NRdUXAzs7O9ZO6Cdp586dA76MGBgY9LvxREdHp98NPlwuV+3lVFUnTpwY8DdmFhxQrqBcv35d7Zjjx4/j/fffZ303bty4fl/IVDdxMP0joFxKfZqX92dGf6wL2aCeZQmFQjJ37tw/NA3jx48fBLgSJaDbysrqiXDnJ2nNmjW/+Jzc3FzC+3/t3X+sl3X5+PFL4RwPKUpCxvzFITEVSwncIFHhE5CHRDDHBiI1lj/CcsKMjVI0TMOyUlJSIydMpKAp/mKKeqZsHJYkDDA8YNCgOjMYWHhEOAF5f/5g5/5yBMzPV69OHh+Pv+S8z/vwOm8299x936/r1aNH8atf/eoD/d0fJ//4xz+Ks88++6APgH9c/PWvfy2OPPLIclNOa7rooouKZ555prWX8V9j165dxYABAz7wQe4ft/83O9qHNFdccUV87Wtfe9+3Az5s69evj/vuu++Qt1E/ThYsWBDt2rWLESNGfKCfs//D2e/XD3/4w6iqqorrrrvuY3N48Ydh/fr1sWfPnujZs2drL6VV7N69u7w6CG2B4AIASOah+TausbHxgOnnh7Jp06bUCcBr1qxp8WBqsxUrVhzyuaC9e/dGXV3d/+nYnR07dhwwFX//15oHiL4fe/fuPejzMHv37o1ly5bF8uXLD3jAdvv27VFXVxerVq066MPLmzdvPuixSvtPwm/+O+rq6g76mQHwEdO6dzTJNmXKlOLyyy9/z+/ZuHFj0a1bt+KEE04ounTpUvTo0aMcdHrvvfeWA/Y+qP2HkjbbvXt3UVFR0WL4YbOGhoaiW7duRU1NTdGjR4+ipqamHO54KEuWLCnfc8IJJ7QYMvroo48WHTt2LF9rHop5KLt37y5uuOGGIiKKzZs3l1/ftm1bcfrppxc1NTVF//79ix49ehQ7duwoiqIoli9fXnTs2LEYPXp00bt374MOM3zxxReLDh06lO8piqJYunRpERHl5978u1RUVLT4GgAfTa5wtXHN22/fy5QpU2LcuHHR0NAQr7/+ekyYMKHc2fOd73znQzuk9mCHllZUVJRb6d9t6tSp5RC++vr62LNnTzkq4lAmTpwY06dPj2eeeSbWrVsXTz75ZCxbtix27NgRV199dbzwwgvxzDPPxPLly+OWW2455HDTnTt3xlVXXRWrV6+O9u3bt9gJefvtt5cDR+vq6mLQoEHlNvdbb7017rzzzvjNb34Ty5YtK8+g3F+/fv3i6KOPbrEdetasWXHMMcfEvHnzyq/V1tbGgAED3vcZhAD89xJcbcTUqVPLW2jLli1rMfTx391SfOONN8ooax7yV1VVVW41fuCBB8r/Xrx4cXn+YvOsntmzZ7fYlvzd7363PBdu+/bt5XyX/bdnv/TSSzFp0qRoamo64KDpZuPHjy+3xFdUVMRRRx31nr9LQ0NDbNiwIS655JKI2DcXZuzYsXHPPfdEbW1tVFdXlwP2unbtGgMHDjzkeYm7du2Krl27xuOPP37QgaT7D6U855xzytlE06dPj3HjxkXE/5te/+4HxauqqqKmpibmzp0bEftuc86fPz9uu+228gDciH3nPzYPpKyrq4uxY8dGv379YuTIkeWtyokTJ8YjjzwSffv2Lc+hGz58eFRXV8fo0aOjsbExHn744aipqSnP7Wte3+OPPx6DBw+OM844I8aOHVtOWJ84cWK5huafHxHl2Iu9e/fGfffdF4MHD45+/frFuHHjPraTowHeL8HVRtxyyy3lwM/NmzeXc1SKoohjjjnmPd87fPjwmDZtWlx66aXx0EMPlQMM169fH7t27YrGxsZo3759vP322zFlypS4/PLL45JLLokrrrgitmzZEp/85CfLcNm0aVP87Gc/K2e8PPvss+UE9+aoq6+vjxEjRsRll10WVVVV8etf//qgIdWnT58y0lavXh3PPfdcGVMH84c//CFOOeWUFl+rrq6ON954I/72t78dcDjs6aefXh4x8m6dO3cupzxHtJw6X11dHXPnzo3t27dHY2Nj3H333eVcqeZJ4U888URceuml0atXr+jbt+8BP3/o0KHx7LPPRkTEc889F927d49vfvObUV9fH5s2bYpNmzbFq6++Ws4gWrp0aVx++eWxZMmS2L17d8yaNSsiIlatWhUzZsyIiRMnxvnnnx8333xz9OzZM9avXx9jxoyJqqqqGDp0aNxzzz0xe/bseOutt6J3794REfHaa6/FnXfeGatXr44tW7bEk08+GX369ClPBXj77bdjzpw58dBDD0VExIsvvhgdOnQoZ1w98MADsWTJkvj9738fTz/99CH/XQAQXG1K84DJ/bdSV1RUtJjkfDDXXHNNPPfcc3HyySfH7bffHj179owNGzaUAzmvu+66cuJzXV1dDBkyJEaOHBkdO3aMtWvXxpAhQ8oH4ufPnx/f/va346mnnoqIfQMDmyee79ixI1566aX4n//5n5g7d255XuPxxx//nutraGiIL3/5yzFt2rSDng/W7Nhjjy3PCnu35uMkDmX8+PExbty48urPu+3/3kmTJsVpp50Ww4YNiy996Uvxxz/+8YBbok1NTXHcccfFunXrDjr4cNCgQeXD9QsWLIivfvWrUVFREZdeemnMnz8/6urqon///uVQyMmTJ8fQoUNjy5YtcfLJJ7cIxdGjR8dll10Wffr0ieOPPz7q6uri2WefjeHDh0dlZWV07tw5Tj311Jg/f3586lOfKgcPTp48OU4++eRYuXJlHHnkkfGXv/wlTjjhhDj33HOjrq4uHnvssbjqqquivr4+mpqaYtGiRXHRRRdFRMRNN90UnTp1ihUrVsSxxx4b9fX1h/xsATBpvk35ILd1zjvvvDjvvPNi586d8ZWvfCVqa2ujpqamDJXmadg//vGPo7a2NioqKsqrUs0T1Gtra+Opp56K2bNnx6JFi2LLli2xaNGi+NGPfhQR+26lrVq1Knbt2vW+zimM2HdLctiwYXHjjTe2mFB8MAc797GhoSE6d+4cnTp1OmDXYkNDQ3Tv3j0i9k2gbt++/SGfd9v/7MWjjjoqZsyYERH7ziS7//7749RTT23xfaNGjYpRo0bF6NGjY+7cuXHjjTe2+HldunSJwYMHx8KFC2PhwoXlWYnDhg2LH/zgB/HZz362xVmI999/f8yaNSu+8IUvxLp168rZZl26dGkxFfynP/1pzJkzJ2bPnh3XXnttLF68OKqrq2Px4sVxxx13xGuvvVZ+72233Ra1tbXRt2/fFjsha2pqYtGiRfHKK6/E9ddfH9u3b4/a2tr47W9/G0uXLo2mpqYYP358NDQ0RE1NTTnRG4D30NpP7fPhiIji5ZdfLopi32685t1xP//5z4tRo0YVRVEUb7/9drF169YD3vv0008Xe/bsKf88YMCA4rHHHis2btxYREQ56XnevHnFgAEDyu/t1q1buetwzpw5xYUXXlj079+/KIqi+P73v1/u4tv/57744ovFzJkzi1NOOaWcUty/f//iqaeeOmBd27ZtK/r06VPcddddB7y2du3aFmtudvbZZxfPP/98+efTTjuteOKJJ4qtW7cWRxxxRLFx48aiKPZNSu7cuXOxevXqg3+g+9n/M9jf+PHjD5ik361bt2LlypUtfudD7YacM2dO0a5duxY7Gd96662iQ4cOxTHHHFOutSiKol27duUOzQkTJhQ33nhj+fNnzZpVft/+OxoHDRpUPProo8XWrVuLbt26FfX19eVrGzduLDp37lwUxb7dmCNGjCh+8pOflK+deeaZRY8ePYqi2Lerslu3buW/5csvv1wcd9xxRVHs+xz79+9f3H777UVRFMWsWbM+8PRpgLbIFa424oILLohf/vKXsWbNmpg5c2aL24rNV22+/vWvxzvvvBMLFixo8d4rr7wyTjzxxOjbt28sX748Xn/99bjooouisbExKioqYvr06dGhQ4c4//zzY+3atTFr1qxYuHBhi4fBhw8fHldffXXceuutERFx8cUXxy233BL33nvvAWu96qqrYu3atTFhwoSYP39+dOzYMY444ogDvu/iiy+O+vr6eOGFF+Kxxx6LysrKuPjii+O6666L/v37x7x582LIkCEt3nPzzTfHlVdeGePHj4+VK1fGSSedFMOHD4+IfbfBhg8fHmPGjImFCxfGmDFj4qyzzjrkZzp16tRobGyMT3ziE/G9730vqqurY/LkyRGxb6PA/ffff8CzZ5MnT47LLrssxowZEy+//HLs2rWrPMz63YYNGxaVlZUtbmMeddRRMWLEiFiyZEmL26c9e/aMkSNHRrt27VqcDflu3/rWt2Lnzp3RtWvXWLlyZVx44YUxadKk2Lt3b1x//fWxa9euOOuss+Luu+8ur8Q1NjZGhw4dyquD1dXVcfjhh8fgwYMjYt85hn//+9/L8xu7d+8e7du3jyFDhkRjY2OcdNJJUVlZGTt37oyrr746fvGLX7Q45BcAk+bbjMbGxpg5c2ZUVVXFJZdcEmvWrImamppYu3Zt/PnPf46ampp4/vnn480334yRI0e2eO+ePXti7ty5sXnz5ujevXsMGjSofFi9rq4uli9fHgMHDoxevXrFokWLYsOGDXHBBRfEO++8E127do2uXbtGxL4xBp///Ofj05/+dETsO07m3HPPbfF6r169okuXLrF3795YtGhRDBw4MF577bU45ZRTWhxiG7Hv+a+KiorYu3dvFEURFRUV0bVr1zj99NNj/Pjxce211x7wIHzEvgf3Fy9eHF26dImampoWtwnXrFkTy5cvb3HK/aGsWrWqxa22Tp06Ra9evcrXDj/88IMG24YNG6Kuri46deoUw4YNe8+xHGvWrIkuXbqUn1HEvlud27dvb/G7bd++PX73u9/FqaeeGieeeGJs3rw5qquro6Gh4YADelesWBG7du2Kc845J6qqqmLbtm0tbrVWVVVF165dY8eOHbF8+fLo3bt3VFZWRlNTU/lvsG3btqisrCwP5N28eXMcffTR5YiQnTt3Rn19ffTo0SMqKytj9+7d5TNdZ555pluMAO8iuPhImjp1akydOrW1lwEA74vgAgBIZiwEAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQD8xzQ2Nrb2ElrFYUVRFK29CACAtswVLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJngAgBIJrgAAJIJLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJngAgBIJrgAAJIJLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJngAgBIJrgAAJIJLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJnggo+4PXv2tPYSAPg3BBd8xP3rX/9q7SUA8G8cVhRF0dqLAABoy1zhAgBIJrgAAJIJLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJngAgBIJrgAAJIJLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJngAgBIJrgAAJIJLgCAZIIL+K/Q1NTU2ksASHNYURRFay8CAKAtc4UL+FA0NjbG1q1bW3sZAP+VXOECAEjmChcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHDB/8GmTZtaewkAfAQdVhRF0dqLAABoy1zhAgBIJrgAAJIJLgCAZIILACCZ4AIASCa4AACSCS4AgGSCCwAgmeACAEgmuAAAkgkuAIBkggsAIJngAgB4D9u3b//AP+OwoiiKD2EtAAAcgitcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAwH9MU1NTNDU1tfYy/uMOK4qiaO1FAAC0Za5wAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEF/Cx8Pjjj8fUqVNj3rx55deWLVsW06dPj4iIFStWxG233RYPP/xwRESsWbMmZsyY0SprBdoewQW0efPnz48HH3ww+vbtG4sWLYq77747IiKmTZsWX/ziF+PJJ5+Mb3zjG9GnT59YunRp3HTTTXHaaafFI4880sorB9oKwQW0ee3atYs77rgjhg4dGuPGjYtXXnklduzYEfX19dG3b9+orKyMBx98MIYOHRqjRo2KJUuWREVFRVRXV8fatWtbe/lAG9C+tRcAkG3kyJEREbFgwYJ46KGHYvz48VFXVxeDBw+OiIiampqIiFi4cGE8/PDDcc0110RERL9+/WLZsmVxxhlntM7CgTZDcAEfG6+++mr885//jDfffDMqKiqioqKixevbt2+PnTt3RkNDQ0REVFVVRWNjY2ssFWhj3FIE2ryXXnopmpqa4qabbop77rkn7rvvvvjMZz5TxtSqVauisbExxo4dGzNnzoy77rorIiKampoOiDKA/x+CC2jzFi5cGDNmzIhNmzbFI488Ep/73Oeiuro6li1bVr4+efLk2LBhQ8ybNy969+4dERHr1q1zOxH4UAguoM274YYb4k9/+lNMmDAhKisrY9q0adGpU6cyuqZMmRLHH398XH/99fHOO++UuxOXLFkSAwcObOXVA23BYUVRFK29CIDWsGzZsliyZElMmjTpgNfWrFkTtbW1MXHixFZYGdDWCC4AgGRuKQIAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMkEFwBAMsEFAJBMcAEAJBNcAADJBBcAQDLBBQCQTHABACQTXAAAyQQXAEAywQUAkExwAQAkE1wAAMn+F4Day8aBqAT0AAAAAElFTkSuQmCC" alt=""></img></p>
<p> </p>
<p><span style="font-size: 10.8px;">Obwieszczenie Ministra Rozwoju i Technologii z dnia 1 marca 2023r. znak DLI-I.7620.27.2021.KT.10 o wydaniu decyzji z dnia 13 stycznia 2023 r. znak DLI-I.7620.27.2021.KT.8 uchylającej w części i orzekającej w tym zakresie co do istoty sprawy, a w pozostałej części utrzymującej w mocy </span><span style="font-size: 10.8px;">decyzję Wojewody Dolnośląskiego Nr I-Pe-74/21 z dnia 22 października 2021 r. znak: IF-PP.747.68.021.ESZ o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej pn.: "Budowa linii 400 kV Mikułowa - Świebodzice"</span><span style="font-size: 10.8px;"> oraz o wydaniu postanowienia z dnia 1 marca 2023 r. znak DLI-I.7620.27.2021.KT.9 prostującego z urzędu błędy pisarskie w ww decyzji Ministra Rozwoju i Technologii z dnia 13 stycznia 2023 r. znak DLI-I.7620.27.2021.KT.8</span></p>
2023-03-07 07:53:05
2023-03-07 08:18:05
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2023-03-07 08:18:05
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2023-03-07 07:53:05
Joanna Mazurek
Joanna Mazurek
2
22
18978
Nieodpłatna pomoc prawna, nieodpłatne poradnictwo obywatelskie oraz nieodpłatna mediacja
<p align="center"><strong>Nieodpłatna pomoc prawna, nieodpłatne poradnictwo obywatelskie oraz nieodpłatna mediacja</strong></p>
<p><strong> </strong></p>
<p>Potrzebujesz pomocy prawnika, doradcy, mediatora? Jesteś w trudnej życiowej sytuacji, na przykład potrzebujesz pomocy w: rozłożeniu długu na raty, w spłacie pożyczek „chwilówek”, masz kłopoty mieszkaniowe, grozi ci eksmisja, masz problemy pracownicze, z egzekucją alimentów, odziedziczyłeś długi, nie wiesz do jakiego urzędu pójść po pomoc, masz inne problemy związane ze sprawami życia codziennego? <strong>Skorzystaj z systemu nieodpłatnej pomocy prawnej, nieodpłatnego poradnictwa obywatelskiego lub nieodpłatnej mediacji.</strong></p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Co to znaczy, że pomoc jest nieodpłatna?</span></strong></p>
<p>Wszystkie z podejmowanych działań w ramach:</p>
<ul>
<li>nieodpłatnej pomocy prawnej,</li>
<li>nieodpłatnego poradnictwa obywatelskiego,</li>
<li>nieodpłatnej mediacji,</li>
</ul>
<p>są darmowe i to niezależnie od tego czy sprawa będzie miała finał w sądzie.</p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Gdzie uzyskam pomoc?</span></strong></p>
<p>Darmową pomoc uzyskasz w <strong>punktach</strong> nieodpłatnej pomocy prawnej, poradnictwa obywatelskiego i mediacji w całym kraju.</p>
<p>Punkty znajdują się w każdym powiecie. O tym gdzie jest najbliższy punkt zapytaj:</p>
<p>a) w starostwie powiatowym,</p>
<p>b) w urzędzie gminy,</p>
<p>c) w urzędzie miasta,</p>
<p>lub poszukaj:</p>
<p>d) na stronach internetowych powiatów i gmin (które znajdziesz wpisując w wyszukiwarkę hasło: urząd gminy, powiatu lub miasta i miejscowość, w której punkcie chcesz się zapisać),</p>
<p><strong>e) </strong><strong>na stronie internetowej <span style="text-decoration: underline;">np.ms.gov.pl.</span></strong></p>
<p><strong> </strong></p>
<p><strong><span style="text-decoration: underline;">Kto może skorzystać z darmowej pomocy?</span></strong></p>
<p>Gdy uważasz, że koszty pomocy prawnika są dla Ciebie zbyt duże, składasz wykonawcy, którego spotkasz w punkcie, pisemne oświadczenie, że nie jesteś w stanie ponieść takich kosztów. Nie martw się. Nie musisz zabierać ze sobą nic z wyjątkiem dowodu osobistego. Wzór oświadczenia da Ci osoba udzielająca pomocy.</p>
<p><strong><span style="text-decoration: underline;"> </span></strong></p>
<p><strong><span style="text-decoration: underline;">Czy jako przedsiębiorca mogę skorzystać z pomocy? </span></strong></p>
<p>Tak.Jeżeli jesteś osobą <strong>samozatrudnioną</strong> czyli prowadzącą jednoosobową działalność gospodarczą i w ciągu ostatniego roku nie zatrudniałeś żadnych osób. Aby skorzystać z pomocy składasz:</p>
<p>a) pisemne oświadczenie, że nie jesteś w stanie ponieść tych kosztów, oraz</p>
<p>b) oświadczenie o niezatrudnianiu innych osób w ciągu ostatniego roku, a także</p>
<p>c) wszystkie zaświadczenia o pomocy <em>de minimis</em> oraz pomocy <em>de minimis</em> w rolnictwie lub rybołówstwie, otrzymanej w roku, w którym ubiegasz się o nieodpłatną pomoc prawną oraz otrzymanej w ciągu dwóch poprzedzających ją lat podatkowych, albo oświadczenia o wielkości tej pomocy otrzymanej w tym okresie, albo oświadczenia o nieotrzymaniu takiej pomocy w tym okresie.</p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Na czym polegają usługi?</span></strong></p>
<p><strong>Nieodpłatna pomoc prawna</strong></p>
<p>Prawnik wytłumaczy, jakie masz prawa i obowiązki oraz pokaże sposób rozwiązania Twojego problemu prawnego. W razie potrzeby, <strong>jeśli sprawa jeszcze nie trafiła do sądu</strong>, sporządzi potrzebne Ci pisma (np. pozew). Jeśli Twoja sprawa już jest w sądzie, prawnik pomoże napisać pisma o zwolnienie od kosztów, albo o ustanowienie pełnomocnika z urzędu, które są potrzebne żebyś nie musiał płacić za prawnika w postępowaniu sądowym.</p>
<p><strong>Nieodpłatna porada obywatelska</strong></p>
<p>Doradca obywatelski przyjrzy się Twoim problemom, tak aby dostosować pomoc do Twojej sytuacji. Wytłumaczy Ci też jakie masz:</p>
<ul>
<li>prawa - czyli czego możesz się domagać,</li>
<li>i obowiązki - jakie rzeczy musisz zrobić, żeby sobie nie zaszkodzić.</li>
</ul>
<p>Doradca również będzie Cię wspierał w samodzielnym rozwiązaniu problemu, a w razie potrzeby, sporządzi wspólnie z Tobą plan działania wyjścia z sytuacji oraz pomoże Ci krok po kroku go wykonać.</p>
<p><strong>Nieodpłatna mediacja</strong></p>
<p>Jeśli masz z kimś konflikt, możesz zapisać się na mediację. W takim przypadku mediator będzie pomagał Wam się pogodzić bez pójścia do sądu. Możesz także poprosić o sporządzenie projektu umowy o mediację lub wniosku o jej przeprowadzenie przed sądem, albo wniosku o przeprowadzenie mediacji w sprawie karnej, czy wniosku do sądu o zatwierdzenie ugody, którą zawarłeś wcześniej podczas mediacji.</p>
<p><strong>Uwaga!</strong> Z usługi nieodpłatnej mediacji wyłączone są mediacje zlecone przez sąd oraz sprawy, w których zachodzi uzasadnione podejrzenie, że pomiędzy stronami konfliktu występuje przemoc.</p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Czym się różni pomoc prawna od porady obywatelskiej?</span></strong></p>
<p><strong>Pomoc prawna:</strong></p>
<ul>
<li>jest udzielana w momencie, kiedy problem danej osoby jest <strong>typowo prawny,</strong> m.in. gdypotrzebne będzie pójście z tym problemem do sądu, na przykład, gdy osoba chce się rozwieść, ale sama nie jest w stanie napisać pozwu rozwodowego lub gdy samotna matka chce wystąpić o alimenty i także nie wie jak takie pismo sformułować,</li>
<li>pomocy prawnej udziela prawnik,</li>
<li>jeżeli okaże się, że problem danej osoby nie jest tylko prawny, wtedy udzielający pomocy odsyła daną osobę do miejsca, gdzie może ona stosowną pomoc uzyskać, np. do poradni psychologicznej, ośrodka pomocy społecznej, czy pogotowia dla ofiar przemocy w rodzinie.</li>
</ul>
<p><strong>Pomoc obywatelska:</strong></p>
<ul>
<li>może, ale <strong>nie musi</strong> dotyczyć problemu prawnego. Poradą będzie, na przykład wskazanie osobie, której zmarł ktoś bliski, <strong>do jakiego urzędu powinna się udać</strong>, by załatwić wszystkie potrzebne formalności, jak wydanie aktu zgonu, czy wystąpienie o zasiłek pogrzebowy,</li>
<li>porad obywatelskich udziela <strong>doradca obywatelski</strong>,</li>
<li>doradca w przypadku stwierdzenia, że problem nie jest wyłącznie prawny, nie musi odsyłać do innych miejsc, <strong>tylko sam może starać się pomóc danej osobie</strong>.</li>
</ul>
<p> </p>
<p><strong><span style="text-decoration: underline;">Jak można się zapisać na poradę?</span></strong></p>
<p>a) <strong>telefonicznie</strong>: każdy powiat prowadzi specjalny numer telefonu do zapisów i udzielania informacji; numer telefonu jest dostępny na stronach internetowych powiatów, w tym też Twojego,</p>
<p>b) <strong>lub elektronicznie</strong>: na podany przez powiat adres e-mail lub na stronie <span style="text-decoration: underline;">np.ms.gov.pl/zapisy</span>,</p>
<p>c) <strong>lub osobiście: </strong>wstarostwie powiatowym.</p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Jak długo będę czekał na poradę?</span></strong></p>
<p>To zależy od tego jak dużo osób zgłosiło się na poradę. Prawnik lub doradca obywatelski postarają się przyjąć każdego beneficjenta jak najszybciej.</p>
<p><strong>Wyjątki:</strong></p>
<p>a) z ważnych powodów dopuszcza się ustalenie innej kolejności udzielania nieodpłatnej pomocy,</p>
<p>b) kobiety w ciąży zawsze obsługiwane są poza kolejnością.</p>
<p><strong><span style="text-decoration: underline;"> </span></strong></p>
<p><strong><span style="text-decoration: underline;">Co musisz przygotować?</span></strong></p>
<p>a) <strong>Dokument tożsamości</strong>: taki jak dowód osobisty, paszport, lub inny dokument potwierdzający tożsamość; a także</p>
<p>b) <strong>dokumenty dotyczące Twojego problemu</strong>: jeśli w ogóle takie masz. Nie są one obowiązkowe. Możesz też po prostu opowiedzieć prawnikowi, doradcy lub mediatorowi o swoim problemie. Jeśli dysponujesz dokumentami, pamiętaj o nich!,</p>
<p>c) <strong>Jeśli jesteś samozatrudnionym przedsiębiorcą, przygotuj</strong>: wszystkie zaświadczenia o pomocy <em>de minimis</em> oraz pomocy <em>de minimis</em> w rolnictwie lub rybołówstwie, otrzymanej w roku, w którym ubiegasz się o nieodpłatną pomoc oraz otrzymanej w ciągu dwóch poprzedzających ją lat podatkowych, albo oświadczenia o wielkości tej pomocy otrzymanej w tym okresie, albo oświadczenia o nieotrzymaniu takiej pomocy w tym okresie.</p>
<p><strong><span style="text-decoration: underline;"> </span></strong></p>
<p><strong><span style="text-decoration: underline;">Co jeśli jestem osobą z niepełnosprawnościami?</span></strong></p>
<p>Będąc osobą z trudnościami w poruszaniu lub komunikowaniu się możesz skorzystać z pomocy:</p>
<p>a) <strong>stacjonarnie, czyli w punkcie nieodpłatnej pomocy:</strong></p>
<ul>
<li>możesz przyjść na wizytę z osobą, która pomoże Ci dotrzeć do punktu i będzie pomagać prawnikowi Ciebie zrozumieć, np. może to być osoba bliska, opiekun lub osoba posługująca się językiem migowym,</li>
<li>podczas zapisywania się na poradę, możesz poprosić o pomoc tłumacza języka migowego, </li>
</ul>
<p>b) <strong>możesz też skorzystać z pomocy w dogodnym dla siebie miejscu:</strong></p>
<ul>
<li>jeżeli ze względu na stan zdrowia nie możesz go opuszczać, np. w szpitalu lub domu,</li>
<li>w miejscu wyposażonym w urządzenia ułatwiające porozumiewanie się, na przykład w siedzibie stowarzyszenia pomagającego osobom doświadczającym trudności w komunikowaniu się,</li>
<li>lub w miejscu, w którym będzie możliwość skorzystania z pomocy tłumacza języka migowego, np. w budynku starostwa stale współpracującego z tłumaczem języka migowego,</li>
</ul>
<p>c) <strong>osoby z niepełnosprawnościami mogą skorzystać także z pomocy w</strong> <strong>szczególnych formach:</strong></p>
<ul>
<li>po zapisie na wizytę, prawnik lub doradca obywatelski skontaktuje się z Tobą. Może udzielić Ci pomocy telefonicznie, za pośrednictwem komunikatora internetowego (np. Skype) lub przez wiadomość e-mail. Forma udzielenia pomocy musi być wcześniej uzgodniona z pracownikiem starostwa powiatowego lub urzędu miasta,</li>
<li>konieczne jest pozostawienie danych kontaktowych do siebie, takich jak numer telefonu lub adres e-mail.</li>
</ul>
<p> </p>
<p><strong><span style="text-decoration: underline;">Jak wygląda pomoc w czasie epidemii COVID-19?</span></strong></p>
<p>W 2021 roku powrócił tryb stacjonarny udzielania porad, ale nadal w związku ze stanem epidemii nieodpłatna pomoc prawna, poradnictwo obywatelskie i mediacja mogą być udzielane <strong>za pośrednictwem środków porozumiewania się na odległość</strong>, czyli telefonicznie, za pośrednictwem poczty e-mail oraz przy wykorzystaniu innych komunikatorów internetowych, np. rozmowy wideo.</p>
<p><strong><span style="text-decoration: underline;">Uwaga!</span></strong><span style="text-decoration: underline;"> Jeżeli porada udzielana jest zdalnie, nie musisz składać żadnych oświadczeń wymienionych wcześniej! </span></p>
<p><strong><span style="text-decoration: underline;"> </span></strong></p>
<p><strong><span style="text-decoration: underline;">Edukacja prawna</span></strong></p>
<p>Jeśli chciałbyś dowiedzieć się więcej na temat praw i obowiązków, poszukaj wydarzeń organizowanych w Twoim powiecie. Na takich wydarzeniach omawiane są problemy zgłaszane w punktach nieodpłatnej pomocy w danym powiecie. Prowadzą je organizacje pozarządowe na co dzień obsługujące mieszkańców w punktach porad.</p>
<p>Szukaj: wykładów, warsztatów, kampanii społecznych, a także opracowań informatorów i poradników, spotkań osobistych, audycji w lokalnych mediach, webinariów albo podcastów i filmików zamieszczanych w Internecie.</p>
<p>Najczęściej takie wydarzenia odbywają się w bibliotekach, szkołach, miejscach aktywności lokalnej lub klubach pracy.</p>
<p>Informacje o nadchodzących wydarzeniach edukacyjnych organizowanych w okolicy oraz bezpłatne materiały, jak broszury czy biuletyny są dostępne <strong>w starostwie powiatowym, np. pod numerem telefonu wyznaczonym do zapisów na wizyty, czy na stronie internetowej</strong> <strong>powiatu.</strong></p>
<p><strong><span style="text-decoration: underline;"> </span></strong></p>
<p><strong><span style="text-decoration: underline;">Podstawa prawna</span></strong></p>
<p>Ustawa z dnia 5 sierpnia 2015 r. o nieodpłatnej pomocy prawnej, nieodpłatnym poradnictwie obywatelskim oraz edukacji prawnej.</p>
2023-02-16 10:11:23
2023-02-16 10:11:53
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2023-02-16 10:11:53
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2023-02-16 10:11:23
Monika Sikorska
Monika Jocz
1
22
18977
Obwieszczenie Ministra Rozwoju i Technologii w sprawie wydania decyzji z dnia 18.01.2023 r. znak DLI-II.7620.26.2021.PMJ.22 uchylającej w części, orzekającej i utrzymującej w mocy decyzję Wojewody Dolnośląskiego Nr I-Pe-47/21 z dnia 14 lipca 2021 r. znak IF-PP.747.37.2021. ESZ o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej pn. "Budowa linii 400 kV Mikułowa - Świebodzice"
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" 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" alt=""></img></p>
<p> </p>
<p><img 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" alt=""></img></p>
<p> </p>
<p>Obwieszczenie Ministra Rozwoju i Technologii w sprawie wydania decyzji z dnia 18.01.2023 r. znak DLI-II.7620.26.2021.PMJ.22 uchylającej w części i orzekającej w tym zakresie co do istoty sprawy (pkt I decyzji), a w pozostałej części (pkt II decyzji) utrzymującej w mocy decyzję Wojewody Dolnośląskiego Nr I-Pe-47/21 z dnia 14 lipca 2021 r. znak IF-PP.747.37.2021. ESZ o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej pn. "Budowa linii 400 kV Mikułowa - Świebodzice" oraz umarzającą postępowanie odwoławcze w zakresie jego odwołania (pkt III decyzji).</p>
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Joanna Mazurek
Joanna Mazurek
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22
18950
ZMIANY W PROGRAMIE „CZYSTE POWIETRZE” – WYŻSZE PROGI DOCHODOWE I WYŻSZE DOFINANSOWANIA
<p>Program Priorytetowy „Czyste Powietrze” jest największym projektem proekologicznym w Polsce działającym od 2018 roku, który jest stale usprawniany. Od 3 stycznia 2023 r. zaczną obowiązywać nowe warunki programu. Najważniejsze cele programu to walka ze smogiem i efektywne zarządzanie energią w gospodarstwach domowych.</p>
<p><strong>NAJWAŻNIEJSZE ZMIANY:</strong></p>
<p>Zmiany obejmują m.in. podwyższenie progów dochodowych, zwiększenie wysokości dotacji oraz możliwość złożenia kolejnego wniosku o dofinansowanie dla tych, którzy już wcześniej skorzystali z Programu. Można skorzystać z kompleksowej termomodernizacji, która służy bezpieczeństwu cieplnemu gospodarstw domowych. Efektywne energetycznie domy to mniejsze koszty ogrzewania budynku, ale i poprawa jakości powietrza.</p>
<p>Beneficjenci, we wszystkich trzech częściach Programu, będą mogli otrzymać dofinansowanie tak jak dotychczas na szereg rozwiązań służących dociepleniu budynku i wymianie źródła ciepła wraz z np. modernizacją co i cwu, montażem wentylacji z rekuperacją oraz zamontowaniem mikroinstalacji fotowoltaicznej. W przypadku, gdy wnioskodawca zdecyduje się na przeprowadzenie kompleksowej termomodernizacji budynku, będzie mógł uzyskać dofinansowanie najwyższe z przysługującego mu z oferty programu „Czyste Powietrze”. Odpowiednio wyższe dofinansowanie przewidziano w każdej z trzech części Programu. Jego wielkość jest uzależniona od dochodu jaki osiąga wnioskodawca Programu. Najwyższe poziomy dofinansowania, uwzględniające kompleksową termomodernizację wraz z mikroinstalacją fotowoltaiczną w poszczególnych częściach programu kształtują się do poziomu 66 tys. zł, 99 tys. zł i 135 tys. zł bezzwrotnej dotacji.</p>
<p>Aby otrzymać dofinansowanie na kompleksową termomodernizację, wymagany jest audyt energetyczny oraz wykonanie wszystkich elementów wskazanych w jednym z wariantów w przygotowanym audycie, który zagwarantuje zmniejszenie zużycia energii użytkowej (EU) na cele ogrzewania budynku: do wartości nie większej niż 80 kWh/(m2*rok) lub o minimum 40%.</p>
<p>Nowa oferta programu gwarantuje dodatkowe dofinansowanie audytu energetycznego budynku do kwoty 1 200 zł, które jest kosztem kwalifikowanym, ale nie jest wliczane do limitu maksymalnej kwoty dotacji określonej dla poszczególnych rodzajów przedsięwzięć w ramach każdej części PPCP.</p>
<p>W Programie urealniono wartości poszczególnych kosztów kwalifikowanych poprzez podniesienie maksymalnych kwot dotacji dla poszczególnych elementów finansowanych, a także maksymalnych kwot dotacji dla poszczególnych rodzajów przedsięwzięć.</p>
<p><strong>WYŻSZE PROGI DOCHODOWE</strong></p>
<p>W Programie zwiększono wartości progów dochodowych kwalifikujące do uzyskania dofinansowania w ramach wszystkich części Programu.</p>
<p> W Części 1) Programu – do 135 000 zł,</p>
<p>W Części 2) Programu – do 1 894 zł na osobę w gospodarstwie wieloosobowym oraz 2 651 zł w gospodarstwie jednoosobowym,</p>
<p>W Części 3) Programu – do 1 090 zł na osobę w gospodarstwie wieloosobowym oraz 1 526 zł w gospodarstwie jednoosobowym.</p>
<p><strong>DRUGI WNIOSEK</strong></p>
<p>Nowa odsłona programu „Czyste Powietrze” wprowadza możliwość złożenia dwóch wniosków o dofinansowanie. W celu promowania termomodernizacji budynków jako metody na zmniejszenie kosztów ogrzewania budynków jednorodzinnych, umożliwiono złożenia drugiego wniosku o dofinansowanie dla Beneficjentów, którzy wcześniej otrzymali dofinansowanie na wymianę kotła. Możliwe będzie wówczas wykonanie, na podstawie audytu energetycznego, zarówno częściowej jak i kompleksowej termomodernizacji budynku pozwalającej na osiągnięcie określonych w Programie wskaźników zużycia energii po zakończeniu realizacji przedsięwzięcia.</p>
<p>Inne ważne zmiany w programie to: wprowadzenie możliwości uzyskania dotacji na kocioł na biomasę drzewną o obniżonej emisyjności cząstek stałych ≤ 20 mg/m3 w przypadku gdy budynek jest podłączony do sieci dystrybucji gazu. Zmiany obejmują także eliminację od 1 lipca 2023 r., po zastosowaniu okresu przejściowego, możliwości dofinansowania w ramach Programu kotłów na biomasę drzewną, których emisyjność cząstek stałych przekracza 20 mg/m3.</p>
<p><strong>OFERTA BANKOWA</strong></p>
<p>W ramach oferty bankowej zmieni się termin kwalifikowalności kosztów realizowanego przedsięwzięcia oraz nastąpi zwiększenie kwoty kredytu objętej gwarancją bankową. Umożliwiono udzielanie kredytów bankowych oraz dotacji na ich spłatę na przedsięwzięcia rozpoczęte do 6 miesięcy przed dniem złożenia wniosku o dofinansowanie w banku.</p>
<p>Program zostaje też uproszczony w zakresie procesu obsługi i rozliczeń.</p>
<p><strong>PUNKTY KONSULTACYJNO-INFORMACYJNE PROGRAMU</strong></p>
<p>Pomoc przy złożeniu wniosku oraz wszelkie informacje dotyczące zmian w programie można otrzymać w punktach konsultacyjno-informacyjnych Programu „Czyste Powietrze”:</p>
<p>• Gmina Zawidów: w poniedziałki 9.00. – 17.00. w Ośrodku Kultury w Zawidowie</p>
<p>• Gmina Zgorzelec: w poniedziałki 9.00. – 17.00. w Urzędzie Gminy Zgorzelec</p>
<p>• Gmina Leśna: we wtorki 9.00. – 17.00. w Urzędzie Miejskim w Leśnej</p>
<p>• Miasto Zgorzelec: we wtorki 9.00. – 17.00. w Urzędzie Miasta Zgorzelec</p>
<p>• Gmina Sulików: w środy 9.00. – 17.00. w Gminnym Ośrodku Kultury w Sulikowie</p>
<p>• Gmina Pieńsk: w czwartki 9.00. – 17.00. w Klubie Seniora w Pieńsku</p>
<p>• Gmina Platerówka: w czwartki 9.00. – 17.00. w Urzędzie Gminy Platerówka</p>
<p>• Gmina Węgliniec: w piątki 10.00. – 18.00. w Bibliotece Publicznej</p>
2023-01-05 13:21:49
2023-01-05 13:24:02
70
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0
2023-01-05 13:21:49
Monika Sikorska
Monika Jocz
1
22
18949
Informacja o sprzedaży węgla przez Gminę Platerówka do 30 kwietnia 2023 roku
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Szanowni Państwo,</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Gmina Platerówka kontynuuje sprzedaż węgla do 30 kwietnia 2023 r. zgodnie z ustawą z dnia 27 października 2022 r. o zakupie preferencyjnym paliwa stałego dla gospodarstw domowych. (Dz. U. z 2022 r. poz.2236).</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Zapraszam mieszkańców do Urzędu Gminy w Platerówce do składania wniosków na zakup węgla. Jednocześnie przypominam, że do zakupu preferencyjnego paliwa stałego (węgla kamiennego) dla gospodarstw domowych są upoważnione osoby, które spełniają warunki uprawniające do otrzymania dodatku węglowego. Węgiel kamienny (groszek/ orzech) można będzie nabyć:</p>
<ul style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">
<li style="box-sizing: border-box;">do 3 ton opału na jedno gospodarstwo domowe (maksymalnie po 1,5 tony do 31.12.2022 r. i od 01.01.2023 r. z tym, że niezakupiony w pierwszym okresie węgiel przechodzi na okres drugi.)</li>
</ul>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Wnioski można składać osobiście w Urzędzie Gminy w Platerówce, Platerówka 20, 59-816 Platerówka lub elektronicznie poprzez ePUAP.</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Wzór wniosku znajduje się w załączniku.</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"> /-/ Wójt Gminy Platerówka</p>
<p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: #37474f; font-family: sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"> Krzysztof Halicki</p>
2023-01-04 14:01:51
2023-01-04 14:18:51
70
2023-01-04 14:18:51
0
2023-01-04 14:01:51
Monika Sikorska
Marek Jurczenko
2
22
18948
Godziny funkcjonowania Urzędu Gminy
<div style="text-align: center;">W dniu <strong>30 grudnia 2022 roku</strong></div>
<div style="text-align: center;">urząd Gminy w Platerówce</div>
<div style="text-align: center;">czynny jest do<strong> godziny 12:00</strong></div>
2022-12-29 12:35:46
2022-12-29 12:42:30
70
2023-01-05 13:24:14
2022-12-29 12:42:30
0
2022-12-29 12:35:46
Monika Sikorska
Monika Jocz
1
22
18935
Życzenia świąteczne
<p><img title="życzenia" src="Download/get/id,19019.json?file=%C5%BCyczenia%20bo%C5%BCe%20narodzenie.JPG" alt="życzenia" width="1022" height="677"></p>
2022-12-23 10:03:44
2022-12-23 10:06:27
70
2022-12-23 10:06:27
0
2022-12-23 10:03:44
Monika Sikorska
Monika Jocz
1
22
18934
Godziny funkcjonowania Urzędu Gminy w Platerówce
<div style="text-align: center;">W dniu 23 grudnia 2022 roku</div>
<div style="text-align: center;">Urząd Gminy w Platerówce</div>
<div style="text-align: center;">będzie czynny <strong>do godziny 12:00.</strong></div>
2022-12-23 09:58:52
2022-12-23 10:06:27
70
2023-01-05 13:24:20
2022-12-23 10:06:27
0
2022-12-23 09:58:52
Monika Sikorska
Monika Jocz
1
22
18926
komunikat o przerwie w dostawie wody zaplanowanej na dzień 28.12.2022 r. dla gminy Platerówka oraz Grabiszyc (gm. Leśna).
<p style="text-align: center;"><strong>MIEJSCOWOŚCI: </strong><strong>ZALIPIE, PLATERÓWKA, WŁOSIEŃ, PRZYLASEK, GRABISZYCE</strong></p>
<p style="text-align: center;"><strong>W DNIU: </strong><strong>28.12.2022 r.</strong> w godzinach <strong>08:00 – 15:00</strong> (godziny podane są orientacyjnie)</p>
<p style="text-align: center;">Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z zaplanowanymi przez Gminę Platerówka pracami związanymi z montażem hydrantu przeciwpożarowego przy budynku Włosień nr 207 nastąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka oraz miejscowości Grabiszyce (gm. Leśna).</p>
<p style="text-align: center;">Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, po zakończeniu zaplanowanych prac nastąpi płukanie sieci wodociągowej.</p>
<p style="text-align: center;">W przypadku wystąpienia ewentualnych zgłoszeń w następnym dniu o utrzymującej się pogorszonej jakości wody płukanie zostanie wznowione.</p>
<p style="text-align: center;">Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: center;"> </p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
2022-12-21 09:44:47
2022-12-21 09:49:27
70
2022-12-21 09:49:27
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2022-12-21 09:44:47
Monika Sikorska
Monika Jocz
1
22
18927
PROCEDURA ZAKUPU WĘGLA W 2022 ROKU PO PREFERENCYJNEJ CENIE W GMINIE PLATERÓWKA
<p>Mieszkańcy będą zaopatrywani w węgiel krajowy - z Polskiej Grupy Górniczej S.A.</p>
<p>Po dowiezieniu węgla do składu opału PHU Mielnik, Mielnik Grzegorz, Włosień 167, mieszkańcy, którym przysługuje zakup po cenie preferencyjnej i złożyli odpowiedni wniosek w Urzędzie Gminy w Platerówce, zostaną niezwłocznie powiadomieni na podany we wniosku numer telefonu.</p>
<p> Powiadomienia będą wykonywane według kolejności składanych w urzędzie wniosków.</p>
<p> Uprawnione gospodarstwa domowe, aby nabyć węgiel po preferencyjnej cenie, muszą w tym celu w ciągu 2 dni od powiadomienia dokonać wpłaty i tym terminie odebrać węgiel</p>
<p>Dokonanie opłaty przed telefonicznym powiadomieniem z urzędu gminy nie przyspieszy terminu odbioru węgla.</p>
<p> Cena węgla dla mieszkańców wynosi:</p>
<p>- 3 000,00 zł za 1,5 tony</p>
<p>- 2 000,00 zł za 1 tonę</p>
<p>- 1 000,00 zł za 0,5 tony</p>
<p>Minimalna ilość zakupu to 0,5 tony węgla, a maksymalna - 1,5 t w 2022 roku</p>
<p>Jak i gdzie należy zapłacić za węgiel? Wpłat trzeba dokonać przelewem na rachunek bankowy Urzędu Gminy w Platerówce </p>
<p>84 8392 0004 5505 4090 2000 0040</p>
<p>lub gotówką/kartą w kasie urzędu.</p>
<p>W treści przelewu podajemy:</p>
<p>- Imię, nazwisko i adres zamieszkania osoby uprawionej do zakupu węgla;</p>
<p>- Rodzaj i wagę węgla.</p>
<p> Po zarejestrowaniu wpłaty, zostanie wystawiona faktura VAT uprawniająca do odbioru węgla</p>
<p> Mieszkańcy po otrzymaniu faktury będą udawać się na skład opału w celu ustalenia szczegółów i terminu odbioru węgla.</p>
<p>Jednocześnie informujemy, iż w podaną wyżej cenę nie wliczony jest transport ze składu opału do mieszkańca. </p>
2022-12-21 09:45:44
2022-12-21 09:49:27
70
2022-12-21 09:49:27
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2022-12-21 09:45:44
Monika Sikorska
Marek Jurczenko
1
22
18921
Komunikat o przełożeniu prac związanych z montażem hydrantu przeciwpożarowego
<p><span style="color: #888888;"></span></p>
<p align="center"><strong>KOMUNIKAT <br> </strong><strong>MSW-K „SUPLAZ” SP. Z O.O.</strong></p>
<p style="text-align: center;" align="center"><strong> </strong></p>
<p style="text-align: center;"><strong>Ze względu na warunki atmosferyczne prace związane </strong></p>
<p style="text-align: center;" align="center"><strong>z montażem hydrantu przeciwpożarowego przy budynku Włosień nr 207 zaplanowane na dzień 13.12.2022 r. <br></strong></p>
<p style="text-align: center;" align="center"><span style="color: #ff0000;"><strong>ZOSTAŁY PRZEŁOŻONY</strong></span></p>
<p style="text-align: center;"><strong>Nowy termin podany zostanie wkrótce.</strong></p>
<p style="text-align: right;"> </p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
2022-12-12 10:31:05
2022-12-12 10:37:28
70
2022-12-12 10:37:28
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2022-12-12 10:31:05
Monika Sikorska
Monika Jocz
1
22
18920
Komunikat XXIX sesja zwyczajna Rady Gminy w Platerówce
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości,</p>
<p align="center">że <strong>w dniu 16 grudnia 2022 roku o godzinie 12:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XXIX zwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p> </p>
<p>z następującym porządkiem obrad:</p>
<p> </p>
<ol>
<li>Otwarcie sesji.</li>
<li>Sprawdzenie kworum.</li>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXVII i XXVIII sesji Rady Gminy w Platerówce.</li>
<li>Uchwalenie Wieloletniej Prognozy Finansowej Gminy Platerówka.</li>
<li>Uchwalenie Budżetu Gminy Platerówka na 2023 rok.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol>
<p>1) w sprawie zmian w budżecie gminy Platerówka na 2022 rok,</p>
<p>2) w sprawie obniżenia tygodniowego obowiązkowego wymiaru godzin zajęć dla dyrektorów szkół oraz nauczycieli pełniących obowiązki w ich zastępstwie, ustalenia tygodniowego obowiązkowego wymiaru godzin zajęć nauczycieli realizujących w ramach stosunku pracy obowiązki określone dla stanowisk o różnym tygodniowym obowiązkowym wymiarze godzin,</p>
<p>3) w sprawie zatwierdzenia planów pracy na 2023 rok stałych Komisji Rady Gminy Platerówka.</p>
<p>8. Składanie interpelacji, zapytań, wniosków radnych</p>
<p align="center"> </p>
<p> </p>
<p style="text-align: right;"> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p style="text-align: right;"><strong><em> (-) Michał Mazur </em></strong></p>
2022-12-09 10:51:43
2022-12-09 10:59:27
70
2022-12-09 10:59:27
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2022-12-09 10:51:43
Monika Sikorska
Monika Jocz
1
22
18919
Komunikat przerwa w dostwie wody
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center"><strong>PRZERWA W DOSTAWIE WODY</strong></p>
<p align="center"><strong> </strong></p>
<p><strong>MIEJSCOWOŚCI: </strong><strong>ZALIPIE, PLATERÓWKA, WŁOSIEŃ, PRZYLASEK, GRABISZYCE</strong></p>
<p><strong>W DNIU: </strong><strong>13.12.2022 r.</strong> w godzinach <strong>08:00 – 15:00</strong> (godziny podane są orientacyjnie)</p>
<p>Międzygminna Spółka Wodno-Kanalizacyjna „SUPLAZ” Sp. z o.o. informuje, że w związku z zaplanowanymi przez Gminę Platerówka pracami związanymi z montażem hydrantu przeciwpożarowego przy budynku Włosień nr 207 nastąpi przerwa w dostawie wody dla mieszkańców gminy Platerówka oraz miejscowości Grabiszyce (gm. Leśna).</p>
<p>Po wznowieniu dostawy wody może wystąpić czasowe pogorszenie jakości wody w zakresie barwy i mętności, w związku z powyższym, po zakończeniu zaplanowanych prac nastąpi płukanie sieci wodociągowej.</p>
<p>W przypadku wystąpienia ewentualnych zgłoszeń w następnym dniu o utrzymującej się pogorszonej jakości wody płukanie zostanie wznowione.</p>
<p>Za wszelkie niedogodności przepraszamy.</p>
<p style="text-align: right;"> </p>
<p style="text-align: right;">Prezes Zarządu</p>
<p style="text-align: right;"> Mariola Podanowska</p>
2022-12-09 09:09:48
2022-12-09 09:14:27
70
2022-12-09 09:14:27
0
2022-12-09 09:09:48
Monika Sikorska
Monika Jocz
1
22
18908
Komunikat nr 2 z dnia 06 grudnia 2022 r. w sprawie przydatności wody do spożycia pochodzącej z wodociągu sieciowego w Zalipiu
<p><img src="Download/get/id,18982.json?file=komunikat%20woda.jpg" alt="komunikat" width="2409" height="3437"></p>
2022-12-06 14:57:34
2022-12-06 15:03:27
70
2022-12-06 15:03:27
0
2022-12-06 14:57:34
Monika Sikorska
Monika Jocz
1
22
18907
Obwieszczenie Wojewody Dolnośląskiego zawiadamiające o wszczęciu postępowania w sprawie zatwierdzenia projektu zagospodarowania terenu i projektu architektoniczno – budowlanego oraz udzielenia pozwolenia na budowę strategicznej inwestycji w zakresie sieci przesyłowej dla zamierzenia budowlanego: „Budowa linii 400 kV Mikułowa – Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 Mikułowa”
2022-12-06 09:30:54
2022-12-06 09:37:28
70
2022-12-06 09:37:28
0
2022-12-06 09:30:54
Monika Sikorska
Monika Jocz
1
22
18895
Komunikat nr 1 z dnia 1 grudnia 2022 roku w sprawie braku przydatności wody do spożycia
<p style="text-align: center;"><img title="komunikat" src="Download/get/id,18968.json?file=MX-2651_20221201_110925_0001.jpg" alt="komunikat" width="1653" height="2338"></p>
2022-12-01 11:59:10
2022-12-01 12:01:29
70
2022-12-01 12:01:29
0
2022-12-01 11:59:10
Monika Sikorska
Monika Sikorska
1
22
18892
Komunikat XXVIII sesja nadzwyczajna Rady Gminy w Platerówce
<p align="center">Zawiadamia się mieszkańców gminy Platerówka,</p>
<p align="center"><strong>że w dniu 28 listopada 2022 roku o godzinie 11:00</strong> <strong>w świetlicy wiejskiej w Platerówce</strong></p>
<p align="center"> odbędzie się</p>
<p align="center"> </p>
<p align="center"><strong>XXVIII SESJA NADZWYCZAJNA</strong></p>
<p align="center"><strong> RADY GMINY W PLATERÓWCE</strong></p>
<p> </p>
<p> </p>
<p>zwołana na wniosek Wójta Gminy Platerówka z następującym porządkiem obrad:</p>
<ol>
<li>Otwarcie sesji.</li>
<li>Sprawdzenie obecności.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol>
<p>1) w sprawie zmiany Uchwały nr XXVII/230/22 Rady Gminy w Platerówce z dnia 14 listopada 2022 r. w sprawie określenia stawek podatku od środków transportowych,</p>
<p>2) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka,</p>
<p>3) w sprawie zmian w budżecie gminy Platerówka na 2022 rok,</p>
<p>4) w sprawie udzielenia pomocy finansowej Powiatowi Lubańskiemu,</p>
<p>5) w sprawie udzielenia pomocy finansowej na rzecz Powiatu Lubańskiego,</p>
<p>6) w sprawie udzielenia pomocy finansowej na rzecz Powiatu Lubańskiego,</p>
<p>7) w sprawie udzielenia pomocy finansowej na rzecz Powiatu Lubańskiego.</p>
<p> </p>
<p> </p>
<p><strong>Przewodniczący Rady Gminy</strong></p>
<p><em> (-) <strong>Michał Mazur</strong></em></p>
<p> </p>
<p> </p>
2022-11-23 14:13:20
2022-11-23 14:37:29
70
2022-11-23 14:37:29
0
2022-11-23 14:32:37
Monika Sikorska
Monika Jocz
3
22
18870
Portal Mapowy Gminy Platerówka
<p style="text-align: justify;" align="center">Z przyjemnością informujemy o udostępnieniu Portalu Mapowy Gminy Platerówka Portal Mapowy <strong>eGmina</strong> dostępny jest pod adresem <a href="http://platerowka.e-mapa.net/">http://platerowka.e-mapa.net/</a> w którym publikowane są zbiory i rejestry dotyczące m.in.:</p>
<ul>
<li>bazy numeracji adresowej,</li>
<li>obiektów użyteczności publicznej,</li>
<li>miejscowych planów zagospodarowania przestrzennego,</li>
<li>studium uwarunkowań i kierunków zagospodarowania przestrzennego</li>
</ul>
<p align="center"><strong>Szybki dostęp do informacji</strong></p>
<p>W serwisie mapowym znajdują się tematyczne warstwy – Ortofotomapa, działki ewidencyjne, drogi, budynki, numeracja adresowa.</p>
<p align="center"><strong>Dla kogo przeznaczony jest Portal Mapowy?</strong></p>
<p>Portal Mapowy służy zarówno mieszkańcom jak i pracownikom samorządowym. Możemy od teraz w prosty sposób gromadzić wszystkie dane przestrzenne w jednym miejscu. Pracownicy mają w ten sposób szybki wgląd do informacji o terenie, mieszkańcach i środowisku, a inwestorzy i turyści mogą samodzielnie uzyskać ważne informacje.</p>
<p align="center"><strong>Proste w obsłudze narzędzia</strong></p>
<p>Poza standardowymi narzędziami nawigacyjnymi, takimi jak przybliżanie i oddalanie, portal wyposażony jest w wyszukiwarkę miejscowości, działek ewidencyjnych i adresów. Posiada funkcję identyfikacji obiektów, włączania i wyłączania warstw tematycznych. Możliwe jest również zmierzenie odległości między interesującymi nas punktami, obliczenie powierzchni (np. działki budowlanej) i wydrukowanie zaznaczonego obszaru.</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>Zachęcamy do korzystania!</strong></p>
<p> </p>
2022-11-18 07:38:50
2022-11-18 07:44:27
70
2022-11-18 07:44:27
0
2022-11-18 07:38:50
Monika Sikorska
Joanna Mazurek
1
22
18854
Kominikat XXVII sesja Rady Gminy w Platerówce
<p align="center">Zawiadamia się mieszkańców gminy Platerówka,</p>
<p align="center"><strong>że w dniu 14 listopada 2022 roku o godzinie 11:00</strong> <strong>w świetlicy wiejskiej w Platerówce</strong></p>
<p align="center"> odbędzie się</p>
<p align="center"><strong>XXVII SESJA ZWYCZAJNA</strong></p>
<p align="center"><strong> RADY GMINY W PLATERÓWCE <br></strong></p>
<p>z następującym porządkiem obrad:</p>
<p>1 Otwarcie sesji.</p>
<p>2. Sprawdzenie kworum.</p>
<p>3. Przyjęcie porządku obrad sesji. </p>
<p>4. Informacja Wójta z działalności między sesjami.</p>
<p>5. Protokół z obrad XXVI sesji Rady Gminy w Platerówce.</p>
<p>6. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie zmiany Uchwały nr XXII/126/17 Rady Gminy w Platerówce z dnia 4 września 2017 roku w sprawie regulaminu wynagradzania nauczycieli zatrudnionych w oświatowych jednostkach organizacyjnych, dla których organem prowadzącym jest Gmina Platerówka,</p>
<p>2) w sprawie obniżenia tygodniowego obowiązkowego wymiaru godzin zajęć dla dyrektorów szkół oraz nauczycieli pełniących obowiązki w ich zastępstwie, ustalenia tygodniowego obowiązkowego wymiaru godzin zajęć nauczycieli realizujących w ramach stosunku pracy obowiązki określone dla stanowisk o różnym tygodniowym obowiązkowym wymiarze godzin,</p>
<p>3) w sprawie uchwalenia rocznego programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na 2023 rok,</p>
<p>4) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka,</p>
<p>5) w sprawie zmian w budżecie gminy Platerówka na 2022 rok,</p>
<p>6) w sprawie określenia stawek podatku od nieruchomości,</p>
<p>7) w sprawie określenia stawek podatku od środków transportowych,</p>
<p>8) w sprawie wyrażenia woli kontynuacji członkostwa Gminy Platerówka w Stowarzyszeniu „Lokalna Grupa Działania -Partnerstwo Izerskie” z siedzibą w Uboczu,</p>
<p>9) w sprawie ustalenia Regulaminu korzystania ze świetlic wiejskich na terenie gminy Platerówka,</p>
<p>10) w sprawie zasad przyznawania usług opiekuńczych oraz odpłatności za usługi opiekuńcze i specjalistyczne usługi opiekuńcze, z wyłączeniem specjalistycznych usług opiekuńczych dla osób z zaburzeniami psychicznymi oraz warunków częściowego lub całkowitego zwolnienia z opłat i trybu ich pobierania.</p>
<p>7. Informacja o złożonych oświadczeniach majątkowych za 2021 r.</p>
<p>8. Składanie interpelacji, zapytań, wniosków radnych.</p>
<p> </p>
<p style="text-align: right;"><strong>Przewodniczący Rady Gminy</strong></p>
<p style="text-align: right;"><em> (-) <strong>Michał Mazur</strong></em></p>
<p> </p>
2022-11-08 07:50:30
2022-11-08 07:54:28
70
2022-11-08 07:54:28
0
2022-11-08 07:50:30
Monika Sikorska
Monika Jocz
1
22
18853
Informacja o przystąpieniu do zakupu paliwa stałego z przeznaczeniem dla gospodarstw domowych
<p align="right">Platerówka, dnia 04 listopada 2022 roku</p>
<p> </p>
<p align="center"><strong>INFORMACJA O PRZYSTĄPIENIU DO ZAKUPU PALIWA STAŁEGO Z PRZEZNACZENIEM DLA GOSPODARSTW DOMOWYCH</strong></p>
<p><strong> </strong></p>
<p>Na podstawie art. 34 ust.1 ustawy z dnia 27 października 2022r. o zakupie preferencyjnym paliwa stałego dla gospodarstw domowych (Dz.U. z 2022 r., poz. 2236) Gmina Platerówka informuje, że przystępuje do zakupu paliwa stałego do dnia 31 grudnia 2022 r. z przeznaczeniem tego paliwa stałego dla gospodarstw domowych.</p>
<p> </p>
<p> Wójt Gminy Platerówka</p>
<p> Krzysztof Halicki </p>
2022-11-04 14:43:01
2022-11-04 14:48:06
70
2022-11-04 14:47:58
0
2022-11-04 14:43:01
Monika Sikorska
Marek Jurczenko
2
22
18852
Nabór wniosków na realizację Programu pn. "Asystent osobisty osoby niepełnosprawnej" - edycja 2023
<div>Minister Rodziny i Polityki Społecznej ogłasza nabór wniosków na realizację Programu pn. "Asystent osobisty osoby niepełnosprawnej" - edycja 2023.</div>
<div> </div>
<div>Głównym celem Programu jest wprowadzenie usług asystenta osobistego osoby niepełnosprawnej jako formy ogólnodostępnego wsparcia dla uczestników Programu:</div>
<div> </div>
<ol>
<li>dzieci do 16. roku życia z orzeczeniem o niepełnosprawności łącznie ze wskazaniami: konieczności stałej lub długotrwałej opieki lub pomocy innej osoby w związku ze znacznie ograniczoną możliwością samodzielnej egzystencji oraz konieczności stałego współudziału na co dzień opiekuna dziecka w procesie jego leczenia, rehabilitacji i edukacji oraz</li>
<li>osób niepełnosprawnych posiadających orzeczenie o znacznym stopniu niepełnosprawności albo umiarkowanym stopniu niepełnosprawności, albo orzeczenie traktowane na równi z wymienionymi, zgodnie z art. 5 i art. 62 ustawy z dnia 27 sierpnia 1997 r. o rehabilitacji zawodowej i społecznej oraz zatrudnianiu osób niepełnosprawnych (Dz. U. z 2021 r. poz. 573, z późn. zm.).</li>
</ol>
<div><br>Na realizację Programu Minister przeznaczył kwotę 505 000 000,00 zł (słownie: pięćset pięć milionów złotych). O dofinansowanie mogą ubiegać się jednostki samorządu terytorialnego szczebla gminnego lub powiatowego.</div>
2022-10-31 12:30:59
2022-10-31 12:36:36
70
2022-10-31 12:36:36
0
2022-10-31 12:30:59
Monika Sikorska
Monika Jocz
1
22
18851
Konsultacje pierwszego projektu Strategii Zintegrowanych Inwestycji Terytorialnych Zachodniego Obszaru Integracji
<p><span style="font-family: times new roman, times;">Szanowni Państwo,</span></p>
<p><span style="font-family: times new roman, times;">W związku z pracami nad uruchomieniem instrumentu Zintegrowanych Inwestycji Terytorialnych na terenie Zachodniego Obszaru Integracji zapraszamy</span></p>
<p><span style="font-family: times new roman, times;"><strong>- </strong> partnerów społeczno-gospodarczych,</span></p>
<p><span style="font-family: times new roman, times;">- społeczeństwo obywatelskie,</span></p>
<p><span style="font-family: times new roman, times;">- podmioty działające na rzecz ochrony środowiska,</span></p>
<p><span style="font-family: times new roman, times;">- podmioty odpowiedzialne za promowanie włączenia społecznego, praw podstawowych, praw osób niepełnosprawnych, równości płci i niedyskryminacji</span></p>
<p><span style="font-family: times new roman, times;">- inną grupę interesariuszy istotną dla rozwoju ZIT ZOI</span></p>
<p><span style="font-family: times new roman, times;">do zgłaszania uwag oraz opinii do pierwszego projektu Strategii Zintegrowanych Inwestycji Terytorialnych Zachodniego Obszaru Integracji. <strong>Dokument znajduje się pod następującym <a title="Projekt Strategii ZIT ZOI" href="###%7B%22module%22%3A%22Download%22%2C%22method%22%3A%22get%22%2C%22id%22%3A18908%2C%20%22file%22%3A%22Strategia%20ZIT%20ZOI%202.0.docx%22%7D###" target="_self">linkiem</a> oraz w zakładce załączniki. <br></strong></span></p>
<p><span style="font-family: times new roman, times;"><strong>Uwagi można zgłaszać za pośrednictwem internetowej ankiety, która znajduje się pod linkiem: </strong></span></p>
<p><span style="font-family: times new roman, times;"><a href="https://konsultacjezitzoi.webankieta.pl/">https://konsultacjezitzoi.webankieta.pl/</a></span></p>
<p><span style="font-family: times new roman, times;"><strong> ---------------------------------------------------------------------------------------------------------------------------------</strong></span></p>
<p><span style="font-family: times new roman, times;">Terytorialnie obszar Zachodnie Obszaru Integracji tworzą następujące gminy: Bogatynia, gmina Bolesławiec, gmina miejska Bolesławiec, Gromadka, gmina wiejska Lubań, gmina miejska Lubań, Nowogrodziec, Osiecznica, Pieńsk, Platerówka, Siekierczyn, Sulików, Warta Bolesławiecka, Węgliniec, Zawidów, gmina wiejska Zgorzelec i gmina miejska Zgorzelec.</span></p>
<p><span style="font-family: times new roman, times;">Poniżej prezentujemy mapę obszaru:</span></p>
<p><span style="font-family: times new roman, times;"> <img title="mapka ZIT" src="Download/get/id,18907.json?file=mapka.jpg" alt="mapka ZIT" width="411" height="266"></span></p>
<p><span style="font-family: times new roman, times;"><strong> </strong>Strategia będzie wykorzystywana w związku z wydatkowaniem środków UE w ramach programu Fundusze Europejskie dla Dolnego Śląska 2021-2027. </span></p>
<p><span style="font-family: times new roman, times;"><strong>Na moment publikacji zaproszenia Zarząd Województwa Dolnośląskiego deklaruje, że obszary ujęte w strategii dotyczyć będą następujących obszarów z projektu programu FEDS 2021-2027: </strong></span></p>
<p><span style="font-family: times new roman, times;">- Efektywności energetycznej (infr. publiczna) - finansowanie EFRR</span></p>
<p><span style="font-family: times new roman, times;">- Gospodarki Wodno - Ściekowej- finansowanie EFRR</span></p>
<p><span style="font-family: times new roman, times;">- Ochrony przyrody i klimatu- finansowanie EFRR</span></p>
<p><span style="font-family: times new roman, times;">- Mobilność Miejska i Aglomeracyjna - finansowanie EFRR</span></p>
<p><span style="font-family: times new roman, times;">- Zrównoważony Rozwój Terytorialny- finansowanie EFRR - finansowanie EFS +</span></p>
<p><span style="font-family: times new roman, times;">- Dostęp do Edukacji w zakresie szkół zawodowych i przedszkoli - finansowanie EFS</span></p>
<p><span style="font-family: times new roman, times;">- Usługi Społeczne - finansowanie EFS +</span></p>
<p><span style="font-family: times new roman, times;">Wyżej wymienione obszary dotyczą głównie zadań realizowanych przez podmioty publicznie. </span></p>
<p><span style="font-family: times new roman, times;">Ankieta jest <strong>anonimowa</strong>. Uprzejmie prosimy o wypełnienie ankiety w terminie <strong>do 21.11.2022 r. </strong></span></p>
<p><br><span style="font-family: times new roman, times;"> Dziękujemy !!!</span></p>
2022-10-31 08:45:56
2022-10-31 09:02:36
70
2022-10-31 09:02:36
0
2022-10-31 08:45:56
Monika Sikorska
Marek Jurczenko
1
22
18849
Nabór wniosków na realizację Programu pn. „Opieka wytchnieniowa” − edycja 2023.
<div>Minister Rodziny i Polityki Społecznej ogłasza nabór wniosków na realizację Programu pn. „Opieka wytchnieniowa” − edycja 2023.</div>
<div> </div>
<div>Głównym celem Programu jest wsparcie członków rodzin lub opiekunów sprawujących bezpośrednią opiekę nad:</div>
<div> </div>
<ol>
<li>dziećmi z orzeczeniem o niepełnosprawności,</li>
<li>osobami niepełnosprawnymi posiadającymi orzeczenie o znacznym stopniu niepełnosprawności albo orzeczenie traktowane na równi z orzeczeniem o znacznym stopniu niepełnosprawności, zgodnie z art. 5 i art. 62 ustawy z dnia 27 sierpnia 1997 r. o rehabilitacji zawodowej i społecznej oraz zatrudnianiu osób niepełnosprawnych (Dz. U. z 2021 r. poz. 573, z późn. zm.),<br> </li>
</ol>
<div>– poprzez możliwość uzyskania doraźnej, czasowej pomocy w formie usługi opieki wytchnieniowej.</div>
<div> </div>
<div>Na realizację Programu Minister przeznaczył kwotę 150 000 000,00 zł (słownie: sto pięćdziesiąt milionów złotych). O dofinansowanie mogą ubiegać się jednostki samorządu terytorialnego szczebla gminnego lub powiatowego.</div>
<div> </div>
<div>Więcej informacji na stronie <a href="https://niepelnosprawni.gov.pl/a,1418,nabor-wnioskow-w-ramach-programu-resortowego-ministra-rodziny-i-polityki-spolecznej-opieka-wytchnieniowa-edycja-2023">Biura Pełnomocnika Rządu ds. Osób Niepełnosprawnych</a> lub w zakładce <a href="https://bip.duw.pl/bip/programy/fundusz-solidarnosciowy/opieka-wytchnieniowa/4693,Program-quotOpieka-wytchnieniowaquot-edycja-2023.html">PROGRAMY RZĄDOWE.</a></div>
2022-10-28 11:52:24
2022-10-28 11:57:37
70
2022-10-28 11:57:37
0
2022-10-28 11:52:24
Monika Sikorska
Anna Urbańska
1
22
18845
Sprzedaż węgla w gminie Platerówka
<p align="center"><strong> </strong></p>
<p>Informujemy, iż Gmina Platerówka zamierza przystąpić do dystrybucji przez Gminę Platerówka paliwa stałego – węgla na preferencyjnych warunkach (przewidywana cena sprzedaży 2 000,00 zł).</p>
<p>W związku z powyższym prosimy zainteresowane osoby o zgłaszanie zapotrzebowania na zakup węgla kamiennego w ilości nie mniejszej niż 0,5 tony i nie większej niż 1.5 tony na gospodarstwo domowe na e-mail: <a href="mailto:m.jurczenko@gminaplaterowka.pl">m.jurczenko@gminaplaterowka.pl</a>, pod numerem telefonu: 75 722 16 90 lub osobiście w Urzędzie Gminy w Platerówce.</p>
<p><strong><span style="text-decoration: underline;">Uprawnionymi do zakupu węgla w preferencyjnych cenach są gospodarstwa domowe, które mają prawo do otrzymania dodatku węglowego. </span></strong></p>
<p>W informacji należy podać dane osobowe, adres, kontakt, informację o uprawnieniu do wypłaty dodatku węglowego, asortyment węgla (miał, orzech lub groszek). Powyższe informacje są niezbędne do zaplanowania zakupu opału przez gminę oraz logistyki i jego dystrybucji.</p>
<p>Zgodnie z wytycznymi Wojewody Dolnośląskiego samorządy zainteresowane udziałem w dystrybucji węgla zobowiązane są do zgłoszenia zapotrzebowania ilości do dnia 25 października 2022 roku. <strong>Stąd też deklaracje mieszkańców będą przyjmowane do wtorku 25 października 2022 roku do godziny 13:00.</strong></p>
<p>Jednocześnie Gmina Platerówka zastrzega, iż nie odpowiada za jakość i kraj pochodzenia węgla, gdyż nie jest jego importerem.</p>
2022-10-24 13:08:11
2022-10-24 13:10:35
70
2022-10-24 13:10:35
0
2022-10-24 13:08:11
Monika Sikorska
Monika Jocz
1
22
18840
Obwieszczenie Wojewody Dolnośląskiego w sprawie ,, Budowa tymczasowej elektroenergetycznej linii napowietrznej 220 kV w miejscu skrzyżowania istniejącej linii 200 kV Mikułowa -Świebodzice z projektowaną linią 400 kV Mikułowa Świebodzice linia tymczasowa nr 1
2022-10-24 08:21:47
2022-10-24 08:29:07
70
2022-10-24 08:22:53
0
2022-10-24 08:21:47
Monika Sikorska
Monika Jocz
1
22
18838
OBWIESZCZENIE o przekazaniu do Wojewódzkiego Sądu Administracyjnego w Warszawie skarg wraz z odpowiedzią na skargi na decyzję Ministra Rozwoju i Technologii o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej pn.: „Budowa linii 400 kV Mikułowa - Świebodzice”,
2022-10-19 11:27:28
2022-10-19 11:36:37
70
2022-10-19 11:36:37
0
2022-10-19 11:27:28
Monika Sikorska
Monika Jocz
1
22
18824
Obwieszczenie-zawiadomienie Wójta Gminy Platerówka o wydaniu decyzji o środowiskowych uwarunkowaniach ,,Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa"
2022-10-14 12:55:20
2022-10-14 13:02:38
70
2022-10-14 13:02:38
0
2022-10-14 12:55:20
Monika Sikorska
Wioleta Strażnik
1
22
18823
Informacja o przystąpieniu do opracowania projektu ,,Aktualizacja Programu ochrony powietrza"
2022-10-14 12:40:39
2022-10-14 12:50:38
70
2022-10-14 12:50:38
0
2022-10-14 12:46:08
Monika Sikorska
Monika Jocz
2
22
18820
Działania prewencyjne dotyczące dystrybucji tabletek jodku potasu
<p>Informujemy, że Gmina Platerówka przyjęła „Plan dystrybucji preparatów stabilnego jodu w postaci tabletek jodku potasu na wypadek wystąpienia zdarzenia radiacyjnego”. W związku z tym, prosimy mieszkańców gminy o zapoznanie się z rozmieszczeniem punktów wydawania preparatu, zgodnie z miejscem zamieszkania/zameldowania oraz tabelą dawkowania.</p>
<p>Przyjęty plan ma charakter działania prewencyjnego, aby w przypadku wystąpienia zdarzenia radiacyjnego, mieli Państwo świadomość gdzie się zgłosić oraz w jaki sposób odbywa się wydanie preparatu. Jeśli dojdzie do ww. zdarzenia będzie ono komunikowane w mediach, a po wydaniu zarządzenia Wojewody Dolnośląskiego, także za pośrednictwem mediów lokalnych z określeniem rozpoczęcia wydawania preparatów na terenie gminy.</p>
<p> </p>
<p>- zalecane jest podanie osobom, przebywającym na zagrożonym terenie tabletki zawierającej wysokie stężenie stabilnego jodu. Przyjęcie tabletki nasyca tarczycę stabilnym jodem blokując wchłanianie przez nią radioaktywnego jodu i zapobiegając jego gromadzeniu. </p>
<p>W gminie wyznaczone są dwa punkty, które <strong><span style="text-decoration: underline;">w razie konieczności</span></strong> będą dystrybuować tabletki z jodkiem potasu. Jeśli dojdzie do ww. zdarzenia będzie ono komunikowane za pośrednictwem mediów lokalnych, w systemach powiadamiania sms , mediach społecznościowych wraz z określeniem rozpoczęcia wydawania preparatów na terenie Gminy .</p>
<p>Ministerstwo Spraw Wewnętrznych i Administracji zapewnia, że odpowiednia ilość jodku potasu została zabezpieczona. Dawkowanie tabletek ze stabilnym jodem zależy od wieku. Stosowanie dawki większej lub mniejszej od zalecanej może zagrozić zdrowiu.</p>
<p> </p>
<p><strong>Równocześnie przestrzega się przed profilaktycznym przyjmowaniem jodku potasu. </strong></p>
<p><strong>Sposób dawkowania preparatu:</strong></p>
<table style="width: 741px;" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>Grupa ryzyka</strong></p>
</td>
<td valign="top">
<p><strong>Ilość stabilnego jodu </strong> </p>
</td>
<td valign="top">
<p><strong>Liczba podawanych tabletek</strong></p>
</td>
</tr>
<tr>
<td valign="top">
<p>Noworodki i niemowlęta młodsze niż 1 miesiąc</p>
</td>
<td valign="top">
<p>12,5 mg jodu</p>
</td>
<td valign="top">
<p>¼ tabletki</p>
</td>
</tr>
<tr>
<td valign="top">
<p>Dzieci od 1 miesiąca do 3 lat</p>
</td>
<td valign="top">
<p>25 mg jodu</p>
</td>
<td valign="top">
<p>½ tabletki</p>
</td>
</tr>
<tr>
<td valign="top">
<p>Dzieci od 3 do 12 lat</p>
</td>
<td valign="top">
<p>50 mg jodu</p>
</td>
<td valign="top">
<p>1 tabletka</p>
</td>
</tr>
<tr>
<td valign="top">
<p>Osoby od 12 do 60 roku życia</p>
</td>
<td valign="top">
<p>100 mg jodu</p>
</td>
<td valign="top">
<p>2 tabletki</p>
</td>
</tr>
<tr>
<td valign="top">
<p>Kobiety w ciąży i karmiące piersią</p>
</td>
<td valign="top">
<p>100 mg jodu</p>
</td>
<td valign="top">
<p>2 tabletki</p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<p><strong>Przeciwskazania</strong></p>
<p><strong>Uważaj Jeśli:</strong></p>
<p>- stosujesz lub stosowałeś w przeszłości leczenie chorób tarczycy</p>
<p>- występuje u Ciebie nieleczona autonomia tarczycy</p>
<p>- występuje u Ciebie zaburzenie czynności nerek</p>
<p>- masz zaburzenia czynności nadnerczy i stosujesz leczenie z tym związane</p>
<p>- przyjmujesz leki hamujące czynność tarczycy, leki moczopędne oszczędzające potas, a także kaptopril, enaropril lub chinidynę.</p>
<p> </p>
<p><strong>Zwróć się o poradę lekarza przed przyjęciem leku jeżeli:</strong></p>
<p>- występuje u Ciebie złośliwy nowotwór tarczycy lub istnieje takie podejrzenie</p>
<p>- w przypadku zwężenia dróg oddechowych (powodującego trudności w oddychaniu)</p>
<p>- po przyjęciu leku z noworodkiem w celu skontrolowania czynności tarczycy</p>
<p><strong>Kiedy nie należy przyjmować leku:</strong></p>
<p>- jeśli masz uczulenie na jodek potasu lub którykolwiek ze składników tego leku</p>
<p>- jeśli masz nadczynność tarczycy</p>
<p>- jeśli masz zaburzenie naczyń krwionośnych (zapalenie naczyń z hipokomplementemią)</p>
<p>- jeśli masz choroby autoimmunologiczne połączone ze świądem i pęcherzami na skórze (opryszczkowate zapalenie skóry Duhringa)</p>
<p><strong>Lokalizacja punktów dystrybucji stabilnego jodu:</strong></p>
<p><strong> 1</strong>. Świetlica wiejska we Włosieniu, Włosień 231, 59-816 Platerówka</p>
<p><strong>2</strong>. Świetlica wiejska w Platerówce, Platerówka 152,</p>
2022-10-13 07:35:30
2022-10-13 07:41:37
70
2022-10-13 07:41:37
0
2022-10-13 07:35:30
Monika Sikorska
Marek Jurczenko
1
22
18798
Profilaktyka jodowa broszura informacyjna
<p><img src="Download/get/id,18821.json?file=plakat%201.JPG" alt="broszura" width="1291" height="910"></p>
<p><img src="Download/get/id,18822.json?file=plakat%202.JPG" alt="" width="1290" height="921"></p>
<p align="center"><strong>Punkty dystrybucji preparatu</strong></p>
<p align="center"> <strong><em>stabilnego jodu </em></strong></p>
<p align="center">na terenie gm. Platerówka</p>
<p> </p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="88">
<p><strong>Gmina</strong></p>
<p><strong> </strong></p>
</td>
<td valign="top" width="129">
<p><strong>Miejsce przechowywania (nazwa i adres obiektu)</strong></p>
</td>
<td valign="top" width="94">
<p><strong>Właściciel obiektu</strong></p>
</td>
<td valign="top" width="175">
<p><strong>Miejsce/miejsca dystrybucji (nazwa i adres obiektu)</strong></p>
</td>
<td valign="top" width="118">
<p><strong>Właściciel obiektu</strong></p>
</td>
</tr>
<tr>
<td rowspan="2" valign="top" width="88">
<p>Platerówka</p>
</td>
<td rowspan="2" valign="top" width="129">
<p>Urząd Gminy w Platerówce</p>
<p> </p>
<p>Platerówka 20, 59-816 Platerówka</p>
</td>
<td rowspan="2" valign="top" width="94">
<p>Gmina Platerówka</p>
</td>
<td valign="top" width="175">
<p><strong>1</strong>. Świetlica wiejska we Włosieniu</p>
<p>Włosień 231,</p>
<p> 59-816 Platerówka</p>
<p> </p>
</td>
<td valign="top" width="118">
<p>Gmina Platerówka</p>
<p> </p>
<p> </p>
<p> </p>
</td>
</tr>
<tr>
<td valign="top" width="175">
<p><strong>2</strong>.Świetlica wiejska w Platerówce</p>
<p> </p>
<p>Platerówka 152,</p>
<p>Platerówka 59-816</p>
</td>
<td valign="top" width="118">
<p>Gmina Platerówka</p>
</td>
</tr>
</tbody>
</table>
<p align="center"><strong>U W A G A !!</strong></p>
<p align="center"><strong> informuję, iż jest to jedynie informacja do zapoznania się lokalnej społeczności o przyjęciu </strong></p>
<p align="center"><strong>„Planu dystrybucji preparatów stabilnego jodu w postaci tabletek jodku potasu na wypadek wystąpienia zdarzenia radiacyjnego”</strong></p>
<p align="center"><strong> <span style="text-decoration: underline;">tak aby po ewentualnym sygnale</span> wydawania preparatu, mieszkańcy gminy mieli już wiedzę gdzie jest najbliższy ich miejsca zamieszkania/pobytu punkt dystrybucji preparatu.</strong></p>
<p>Platerówka, dn. 04.10.2022r.</p>
<p> </p>
<p><em>Sporządził:</em></p>
<p> <strong>Marek Jurczenko</strong><br> Inspektor ds. gospodarki gruntami, kryzysowych i obrony cywilnej</p>
<p> </p>
2022-10-06 10:01:51
2022-10-07 12:55:37
70
2022-10-07 12:55:37
0
2022-10-07 12:53:02
Monika Sikorska
Marek Jurczenko
3
22
18797
OBWIESZCZENIE – ZAWIADOMIENIE Wójta Gminy Platerówka nr SO.6220.1.23.2021 z dnia 29.09.2022 r. o przedłużeniu terminu w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na: ,,Instalacja fotowoltaiczna ,,Mikułowa I” na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa””.
2022-09-29 14:21:50
2022-09-29 14:22:27
70
2022-09-29 14:21:50
0
2022-09-29 14:21:50
Monika Sikorska
Monika Jocz
1
22
18795
XXVI sesja Rady Gminy w Platerówce
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center">Zawiadamia się mieszkańców gminy Platerówka,</p>
<p align="center"><strong>że w dniu 29 września 2022 roku o godzinie 11:00</strong> <strong>w świetlicy wiejskiej w Platerówce</strong></p>
<p align="center"> odbędzie się</p>
<p align="center"><strong>XXVI SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center"><strong> </strong></p>
<p>z następującym porządkiem obrad:</p>
<p> </p>
<ol>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXV sesji Rady Gminy w Platerówce.</li>
<li>Informacja o przebiegu wykonania budżetu Gminy Platerówka za I półrocze 2022 roku.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol>
<p>1) w sprawie ustalenia wymiaru czasu pracy pedagogów, pedagogów specjalnych, psychologów, logopedów, terapeutów pedagogicznych, doradców zawodowych zatrudnionych w placówkach oświatowych, dla których organem prowadzącym jest Gmina Platerówka;</p>
<p>2) w sprawie ogłoszenia zamiaru połączenia Gminnej Biblioteki Publicznej w Platerówce z jej filią we Włosieniu wraz ze zmianą siedziby Gminnej Biblioteki Publicznej w Platerówce oraz dokonaniem odpowiednich zmian w statucie Gminnej Biblioteki Publicznej w Platerówce;</p>
<p>3) w sprawie uchwalenia ,,Gminnego Programu Przeciwdziałania Przemocy w Rodzinie oraz Ochrony Ofiar Przemocy w Rodzinie na lata 2023-2027;</p>
<p>4) w sprawie wyrażenia zgody na wydzierżawienie na okres do trzech lat, gruntu działek oznaczonych w ewidencji nr 265/1, 250/3, 250/1, 813/3 obręb Włosień, oraz nr 221/3, 227/2 obręb Zalipie;</p>
<p>5) w sprawie ustanowienia ograniczenia ruchu drogowego na drodze wewnętrznej oznaczonej nr ewidencyjnym 744 obręb 021006_2.0001 Platerówka;</p>
<p>6) w sprawie ustalenia Regulaminu korzystania ze świetlic wiejskich na terenie gminy Platerówka;</p>
<p>7) w sprawie zmian w budżecie gminy Platerówka na 2022 rok;</p>
<p>8) w sprawie ustalenia dopłat do ceny odprowadzanych ścieków na terenie Gminy Platerówka;</p>
<p>9) w sprawie zmiany Uchwały nr XXIII/195/22 z dnia 28 marca 2022 r. w sprawie udzielenia dotacji dla Parafii Rzymsko-Katolickiej p.w. Niepokalanego Serca Najświętszej Maryi Panny w Platerówce, na prace konserwatorskie, restauratorskie lub roboty budowlane przy zabytku wpisanym do rejestru zabytków;</p>
<p>10) w sprawie rozpatrzenia petycji w sprawie utworzenia Młodzieżowej Rady Gminy.</p>
<p>5. Protokół z kontroli Komisji Rewizyjnej.</p>
<p>6. Składanie interpelacji, zapytań, wniosków radnych.</p>
<p style="text-align: right;"> </p>
<p style="text-align: right;"><strong>Przewodniczący Rady Gminy</strong></p>
<p style="text-align: right;"><em> (-) <strong>Michał Mazur</strong></em></p>
<p style="text-align: right;"> </p>
2022-09-20 12:30:11
2022-09-20 12:31:43
70
2022-09-20 12:31:28
0
2022-09-20 12:30:11
Monika Sikorska
Monika Jocz
2
22
18794
Obwieszczenie Ministra Rozwoju i Technologii o wydaniu decyzji z dnia 5 września 2022 r. znak DLI-III.7620.4.2022.AW.7 uchylającej w części i orzekającej w tym zakresie, a w pozostałej części utrzymującej w mocy decyzję Wojewody Dolnośląskiego Nr I-Pe-86/21 z 1 grudnia 2021 o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej pn.: Budowa linii 400kV Mikułowa - Świebodzice"
<p><img 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" alt=""></img></p>
2022-09-20 11:39:51
2022-09-20 11:53:43
72
2022-09-20 11:50:41
0
2022-09-20 11:39:51
Joanna Mazurek
Joanna Mazurek
3
22
18792
Obwieszczenie o zakończeniu postępowania ,,Instalacja fotowoltaiczna Mikułowa I na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania GPZ Mikułowa"
2022-09-15 12:34:11
2022-09-15 12:36:23
70
2022-09-15 12:34:11
0
2022-09-15 12:34:11
Monika Sikorska
Wioleta Strażnik
1
22
18781
Dożynki Gminne 2022
<p><img title="" src="Download/get/id,18802.json" alt="" width="555" height="783"></img></p>
2022-08-19 10:19:59
2022-08-19 10:20:37
70
2022-08-19 10:19:59
0
2022-08-19 10:19:59
Monika Sikorska
Monika Jocz
1
22
18778
Obwieszczenie o możliwości zapoznania się z raportem dla przedsięwzięcia polegającego na ,,Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punku Zasilania ,,GPZ Mikułowa" oraz o możliwości składania uwag i wniosków
2022-08-04 10:54:30
2022-08-04 11:00:10
70
2022-08-04 10:59:34
0
2022-08-04 10:54:30
Monika Sikorska
Monika Jocz
2
22
18777
Obwieszczenie Wojewody Dolnośląskiego w sprawie zatwierdzenia projektu zagospodarowania terenu i projektu architektoniczno – budowlanego oraz udzielenia pozwolenia na budowę strategicznej inwestycji w zakresie sieci przesyłowej dla zamierzenia budowlanego „Budowa tymczasowej elektroenergetycznej linii napowietrznej 220 kV w miejscu skrzyżowania istniejącej linii 220 kV Mikułowa - Świebodzice z projektowaną linią 400 kV Mikułowa Świebodzice (sekcja 5-9, pomiędzy słupami 6-7) – linia tymczasowa nr 1"
2022-08-04 08:36:28
2022-08-04 08:41:41
70
2022-08-04 08:36:28
0
2022-08-04 08:36:28
Monika Sikorska
Monika Jocz
1
22
18771
OBWIESZCZENIE - ZAWIADOMIENIE SO.6220.1.20.2021 z dnia 27 lipca 2022 roku
2022-07-27 11:36:37
2022-07-27 11:38:10
70
2022-07-27 11:36:38
0
2022-07-27 11:36:37
Monika Sikorska
Wioleta Strażnik
1
22
18766
Komunikat nr 2 z dnia 20 lipca 2022 roku w sprawie przydatności wody do spożycia pochodzącej z wodociągu sieciowego w Zalipie
<p><img src="Download/get/id,18783.json" alt="" width="1653" height="2338"></img></p>
2022-07-21 14:17:08
2022-07-21 14:18:37
70
2022-07-21 14:17:08
0
2022-07-21 14:17:08
Monika Sikorska
Joanna Mazurek
1
22
18762
Odpady ze styropianu
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="Download/get/id,18777.json" alt="infogarfika" width="500" height="708"></img></p>
2022-07-14 14:17:59
2022-07-14 14:19:50
70
2022-07-14 14:17:59
0
2022-07-14 14:17:59
Monika Sikorska
Monika Jocz
1
22
18749
Komunikat nr 1 z dnia 06 lipca 2022 roku w sprawie warunkowej przydatności wody do spożycia pochodzącej z wodociągu sieciowego w Zalipiu
<p><img src="Download/get/id,18745.json" alt="" width="1653" height="2338"></img></p>
2022-07-07 13:49:11
2022-07-07 13:50:49
70
2022-07-07 13:49:12
0
2022-07-07 13:49:11
Monika Sikorska
Joanna Mazurek
1
22
18733
Obwieszczenie o wydaniu decyzji o zezwoleniu na realizację inwestycji drogowej ,,Rozbiórka i budowa wiaduktu w ciągu drogi wojewódzkiej nr 357 km 11+547 w pobliżu m. Włosień"
2022-06-28 07:34:25
2022-06-28 07:37:43
70
2022-06-28 07:34:25
0
2022-06-28 07:34:25
Monika Sikorska
Monika Jocz
1
22
18728
Informacja
<p align="center"><span style="font-size: 1.84em;">W dniu <strong>17 czerwca 2022 roku</strong></span></p>
<p align="center"><span style="font-size: 1.84em;">Urząd Gminy w Platerówce</span></p>
<p align="center"><span style="font-size: 1.84em;">oraz</span></p>
<p align="center"><span style="font-size: 1.84em;">Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce</span></p>
<p align="center"><span style="font-size: 1.84em;">będą <strong>nieczynne.</strong></span></p>
<p align="center"> </p>
<p align="center"><span style="font-size: 1.84em;"><strong>Za utrudnienia przepraszamy. </strong></span></p>
2022-06-14 07:27:37
2022-06-14 07:28:50
70
2022-06-14 07:28:35
0
2022-06-14 07:27:37
Monika Sikorska
Monika Jocz
2
22
18727
Komunikat XXV sesja zwyczajna
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center">Zawiadamia się mieszkańców gminy Platerówka,</p>
<p align="center"><strong>że w dniu 27 czerwca 2022 roku o godzinie 11:00</strong> <strong>w świetlicy wiejskiej w Platerówce</strong></p>
<p align="center"> odbędzie się</p>
<p align="center"> </p>
<p align="center"><strong>XXV SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center"><strong> </strong></p>
<p>z następującym porządkiem obrad:</p>
<ol><li>Wręczenie zaświadczenia o wyborze na Radnego oraz złożenie ślubowania.</li>
<li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XXIII, XXIV sesji Rady Gminy w Platerówce.</li>
<li>Raport o stanie Gminy Platerówka za 2021 rok.</li>
</ol><p>4a) debata,</p>
<p>4b) wotum zaufania dla Wójta Gminy Platerówka,</p>
<p>5.Rozpatrzenie sprawozdania z wykonania budżetu gminy Platerówka za 2021 rok i absolutorium dla Wójta Gminy za 2021 rok.</p>
<p>6.Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie przyjęcia sprawozdania Wójta Gminy Platerówka z realizacji Rocznego programu współpracy gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na rok 2021;</p>
<p>2) w sprawie zmiany Uchwały nr XIII/115/20 Rady Gminy w Platerówce z dnia 16 listopada 2020 roku w sprawie utworzenia Gminnej Biblioteki Publicznej w Platerówce oraz nadania jej statutu,</p>
<p>3) w sprawie wyznaczenia miejsc do prowadzenia handlu w piątki i soboty przez rolników i ich domowników produktami rolnymi lub spożywczymi oraz regulaminu tego handlu,</p>
<p>4) w sprawie zmian w budżecie gminy Platerówka na 2022 rok,</p>
<p>5) w sprawie Regulaminu udzielania pomocy materialnej o charakterze socjalnym dla uczniów zamieszkałych na terenie gminy Platerówka,</p>
<p>6) w sprawie wprowadzenia Regulaminu korzystania z centrów rekreacji wsi, placów zabaw, siłowni zewnętrznych, otwartych stref aktywności (OSA) i boisk wielofunkcyjnych, zlokalizowanych na terenie gminy Platerówka,</p>
<p>7) w sprawie ustalenia średniej ceny jednostki paliwa w Gminie Platerówka na rok szkolny 2022/2023,</p>
<p>8) w sprawie ustalenia górnych stawek opłat ponoszonych przez właścicieli nieruchomości za usługi w zakresie pozbywania się z terenu nieruchomości nieczystości ciekłych,</p>
<p>9) w sprawie zmian w składzie osobowym stałych komisji Rady Gminy w Platerówce.</p>
<p>7.Składanie interpelacji, zapytań, wniosków radnych.</p>
<p>8.Omówienie spraw samorządu i regionu - spotkanie z Posłem na Sejm RP Stanisławem Żuk</p>
<p>Podczas obrad XXV sesji zwyczajnej Rady Gminy w Platerówce rozpatrywany będzie Raport o stanie Gminy Platerówka za 2021 rok. Raport obejmuje podsumowanie działalności Wójta Gminy Platerówka, w szczególności realizację polityk, programów i strategii, uchwał rady gminy.</p>
<p>Podczas obrad XXV sesji zwyczajnej Rady Gminy w Platerówce mieszkańcy gminy Platerówka będą mogli wziąć udział w debacie nad raportem. Mieszkaniec, który chciałby zabrać głos w debacie składa do Przewodniczącego Rady Gminy w Platerówce pisemne zgłoszenie poparte <strong>20 podpisami w terminie do dnia 24 czerwca 2022 roku w godzinach pracy urzędu 07:00-15:00.</strong></p>
<p>Mieszkańcy są dopuszczani do głosu według kolejności otrzymania przez Przewodniczącego Rady Gminy w Platerówce zgłoszeń. <strong>Liczba mieszkańców mogących zabrać głos w debacie wynosi 15</strong>. Formularz zgłoszeniowy dostępny jest na stronie <a href="http://www.gminaplaterowka.pl">www.gminaplaterowka.pl</a>, w Biuletynie Informacji Publicznej Urzędu Gminy w Platerówce <span style="text-decoration: underline;">http://bip.ugplaterowka.nv.pl/</span> oraz w Urzędzie Gminy w Platerówce.</p>
<p style="text-align: right;"><strong>Przewodniczący Rady Gminy</strong></p>
<p style="text-align: right;"><em> (-) <strong>Michał Mazur</strong></em></p>
<p> </p>
2022-06-13 13:34:33
2022-06-13 13:40:26
70
2022-06-13 13:38:04
0
2022-06-13 13:34:33
Monika Sikorska
Monika Jocz
2
22
18726
OBWIESZCZENIE Ministra Klimatu i Środowiska z dnia 10 czerwca 2022 r. w sprawie utrzymania w mocy decyzji zatwierdzającej Projekt robót geologicznych dla warunków geologiczno-inżynierskich terenu do celów projektowych "Budowy linii 400 kV Mikułowa- Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 kV Mikułowa.
<p><img 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" alt=""></img></p>
2022-06-10 11:30:28
2022-06-10 11:39:56
72
2022-06-10 11:30:28
0
2022-06-10 11:30:28
Joanna Mazurek
Joanna Mazurek
1
22
18708
Zebranie Wiejskie Sołectwa Zalipie
<p class="Standard" align="center">Zawiadamia się mieszkańców sołectwa Zalipie,</p>
<p class="Standard" align="center">że w dniu <strong>10 czerwca 2022 roku</strong> o godzinie <strong>17:00</strong></p>
<p class="Standard" align="center">w <strong>altanie rekreacyjnej </strong></p>
<p class="Standard" align="center"><strong>przy siłowni zewnętrznej w Zalipiu </strong></p>
<p class="Standard" align="center">odbędzie się</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>ZEBRANIE WIEJSKIE</strong></p>
<p class="Standard" align="center"><strong>SOŁECTWA ZALIPIE</strong></p>
<p class="Standard" align="center"> </p>
<p class="Standard"> </p>
<p class="Standard"> </p>
<p class="Standard"><strong><span style="text-decoration: underline;">Porządek Zebrania Wiejskiego:</span></strong></p>
<p class="Standard"> </p>
<p class="Standard">1. Rozdysponowanie środków finansowych.</p>
<p class="Standard"> </p>
<p class="Standard"> </p>
<p class="Standard"> </p>
<p class="Standard" align="right"><em>Sołtys sołectwa Zalipie</em></p>
<p class="Standard" align="right"><em>/-/ Kamila Kamińska</em></p>
2022-06-06 10:42:42
2022-06-06 10:44:08
70
2022-06-06 10:42:42
0
2022-06-06 10:42:42
Monika Sikorska
Monika Jocz
1
22
18707
Obwieszczenie w sprawie prowadzonego postępowania pn.: ,,Instalacja fotowoltaiczna ,,Mikułowa I” na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa”
<p class="Standard" align="right">Platerówka, dnia 31 maja 2022 r.</p>
<p class="Standard">SO.6220.1.19.2021</p>
<p class="Standard"> </p>
<p class="Standard" align="center"><strong>OBWIESZCZENIE - ZAWIADOMIENIE</strong> </p>
<p class="Standard"> </p>
<p class="Standard"> Na podstawie art. 10 § 1, art. 36 § 1 i 2, art. 49 ustawy z dnia 14 czerwca 1960 r. Kodeks postępowania administracyjnego (t. j. Dz. U. z 2021 r., poz. 735 ze zm., zwaną dalej kpa), w związku art. 74 ust. 3 ustawy z dnia 3 października 2008 r. o udostępnieniu informacji o środowisku i jego ochronie, udziale społeczeństwa w ochronie środowiska oraz o ocenach oddziaływania na środowisko (t. j. Dz. U. z 2021 r. poz. 2373 ze zm.) <strong>informuję, że Regionalny Dyrektor Ochrony Środowisku we Wrocławiu w trybie art. 36 § 1 ustawy kpa</strong>, w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na: ,,Instalacja fotowoltaiczna ,,Mikułowa I” na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa””, <strong>zawiadomił o braku możliwości rozpatrywania sprawy w ustawowym terminie z uwagi na konieczność szczegółowego przeanalizowania przedłożonych uzupełnień do Raportu o oddziaływaniu przedsięwzięcia na środowisko. W związku z powyższym wyznaczył nowy termin rozpatrywania sprawy do 29 lipca 2022 r.</strong></p>
<p class="Standard"> Zgodnie z art. 37 § 1 ustawy kpa stronie służy prawo ponaglenia do Generalnego Dyrektora Ochrony Środowiska za pośrednictwem Regionalnego Dyrektora Ochrony Środowiska we Wrocławiu.</p>
<p class="Standard"> Z treścią postanowień oraz dokumentami zebranymi w przedmiotowej sprawie strony postępowania mogą zapoznać się w siedzibie Urzędu Gminy w Platerówce, Platerówka 20, 59-816 Platerówka, pok. nr 7, w godzinach pracy Urzędu (pon. 8.00-16.00, wt.-pt. 7.00-15.00).</p>
<p class="Standard"> Niniejsze zawiadomienie zostaje podane stronom do wiadomości przez zamieszczenie na stronie Biuletynu Informacji Publicznej Urzędu Gminy w Platerówce oraz na tablicach ogłoszeń Gminy Platerówka. Zgodnie z art. 49 kpa zawiadomienie uznaje się za doręczone po upływie 14 dni od dnia, w którym nastąpiło publiczne obwieszczenie, inne publiczne ogłoszenie lub udostępnienie pisma w Biuletynie Informacji Publicznej.</p>
<p><strong>,,Instalacja fotowoltaiczna ,,Mikułowa I” na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa” </strong></p>
2022-05-31 14:47:16
2022-05-31 14:53:49
72
2022-05-31 14:47:16
0
2022-05-31 14:47:16
Joanna Mazurek
Joanna Mazurek
1
22
18701
Informacja
<p align="center">W dniu <strong>27 maja 2022 roku</strong></p>
<p align="center">Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce <strong>będzie</strong> <strong>nieczynny</strong>.</p>
<p align="center">Za utrudnienia przepraszamy.</p>
<p align="center"> </p>
<p align="center"> Urząd Gminy w Platerówce</p>
2022-05-25 08:21:43
2022-05-25 08:22:35
70
2022-05-25 08:21:43
0
2022-05-25 08:21:43
Monika Sikorska
Renata Stalmach
1
22
18698
Ogłoszenie wsprawie spotkania ,,Czyste Powietrze"
<p align="center"> </p>
<p align="center">Zawiadamia się Mieszkańców Gminy Platerówka,</p>
<p align="center">że w <strong>dniu 20 maja 2022 roku</strong></p>
<p align="center"><strong>w świetlicy wiejskiej w Platerówce </strong></p>
<p align="center"><strong>o godzinie 14:30</strong></p>
<p align="center">odbędzie się spotkanie informacyjne dotyczące</p>
<p align="center"> </p>
<p align="center"><strong> PROGRAMU CZYSTE POWIETRZE </strong></p>
<p align="center"> </p>
<p align="center"> </p>
<p align="right"><strong><em>Wójt Gminy Platerówka</em></strong></p>
<p align="right"><strong><em>mgr Krzysztof Halicki</em></strong></p>
2022-05-19 11:38:03
2022-05-19 11:38:50
70
2022-05-19 11:38:03
0
2022-05-19 11:38:03
Monika Sikorska
Monika Jocz
1
22
18679
Zebranie Wiejskie Sołectwa Platerówka
<p class="Standard" align="center">Zawiadamia się mieszkańców sołectw Platerówka,</p>
<p class="Standard" align="center">że w dniu <strong>12 maja 2022 roku</strong> o godzinie <strong>17:00</strong></p>
<p class="Standard" align="center">w <strong>świetlicy wiejskiej w Platerówce</strong></p>
<p class="Standard" align="center">odbędzie się</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>ZEBRANIE WIEJSKIE</strong></p>
<p class="Standard" align="center"><strong>SOŁECTWA PLATERÓWKA</strong></p>
<p class="Standard" align="center"> </p>
<p class="Standard"> </p>
<p class="Standard"> </p>
<p class="Standard"><strong><span style="text-decoration: underline;">Porządek Zebrania Wiejskiego:</span></strong></p>
<p class="Standard"> </p>
<p class="Standard">1. Rozdysponowanie środków finansowych.</p>
<p class="Standard"> </p>
<p class="Standard"> </p>
<p class="Standard"> </p>
<p class="Standard" align="right"><em>Sołtys sołectwa Platerówka</em></p>
<p class="Standard" align="right"><em>/-/ Tadeusz Mazur</em></p>
2022-05-09 09:26:58
2022-05-09 09:27:32
70
2022-05-09 09:26:58
0
2022-05-09 09:26:58
Monika Sikorska
Monika Jocz
1
22
18678
Zawiadomienie o wprowadzeniu czasowej organizacji ruchu
<p style="text-align: justify;">Przedsiębiorstwo Robót Inżynieryjnych ONMAX GROUP SP. Z O. O. informuje o wprowadzeniu czasowej organizacji ruchu drogowego związanej z rozpoczęciem inwestycji pn.: "Przebudowa mostu w km 4+379 drogi wojewódzkiej nr 358 w miejscowości Platerówka" </p>
<p style="text-align: justify;">Ruch zostanie poprowadzony drogami powiatowymi nr 2477D na odcinku Platerówka - Zalipie oraz nr 2422D na odcinku Zalipie - Przylasek.</p>
<p style="text-align: justify;">Zmiana organizacji ruchu dotyczy okresu od 7 maja 2022 do 30 listopada 2022 r. </p>
2022-05-05 08:10:18
2022-05-05 08:22:03
72
2022-05-05 08:10:18
0
2022-05-05 08:10:18
Joanna Mazurek
Joanna Mazurek
1
22
18664
Komunikat XXIV sesja nadzwyczajna Rady Gminy w Platerówce w dniu 27 kwietnia 2022 r.
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: 300%;"><strong>KOMUNIKAT</strong></span></span></p>
<p class="western" align="center"> </p>
<p class="western" align="center"> </p>
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">Zawiadamia się mieszkańców gminy Platerówka, że </span></span></p>
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong>w dniu 27 kwietnia 2022 r. o godzinie 10:00</strong></span></span></p>
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong>w świetlicy wiejskiej w Platerówce</strong></span></span></p>
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">odbędą się </span></span></p>
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: xx-large;"><strong>OBRADY XXIV NADZWYCZAJNEJ SESJI RADY GMINY W PLATERÓWCE</strong></span></span></p>
<p class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">zwołanej na wniosek Wójta Gminy Platerówka</span></span></p>
<p class="western"> </p>
<p class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong>z następującym porządkiem obrad:</strong></span></span></p>
<p class="western" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">1. Rozpatrzenie projektów i podjęcie uchwał:</span></span></p>
<p class="western" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">1) w sprawie zmian w budżecie gminy Platerówka na 2022 rok,</span></span></p>
<p class="western"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">2) w sprawie Wieloletniej Prognozy Finansowej Gminy Platerówka.</span></span></p>
<p class="western" align="justify"> </p>
<p class="western" style="text-align: right;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><em><strong>Przewodniczący Rady Gminy w Platerówce</strong></em></span></span></p>
<p class="western" style="text-align: right;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><em><strong>(-) Michał Mazur </strong></em></span></span></p>
2022-04-25 13:25:41
2022-04-25 13:26:43
70
2022-04-25 13:25:41
0
2022-04-25 13:25:41
Monika Sikorska
Monika Jocz
1
22
18663
INFORMACJA
<p align="center">W dniu <strong>02 maja 2022 r.</strong> (poniedziałek)</p>
<p align="center">Urząd Gminy w Platerówce</p>
<p align="center">będzie <strong>nieczynny.</strong></p>
2022-04-25 08:52:20
2022-04-25 08:53:12
70
2022-04-25 08:52:21
0
2022-04-25 08:52:20
Monika Sikorska
Monika Jocz
1
22
18662
PSZOK w Platerówce
<p align="center">W dniu <strong>02 maja 2022 r.</strong> (poniedziałek)</p>
<p align="center">Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce</p>
<p align="center">będzie <strong>nieczynny.</strong></p>
2022-04-25 08:51:38
2022-04-25 08:52:16
70
2022-04-25 08:51:38
0
2022-04-25 08:51:38
Monika Sikorska
Renata Stalmach
1
22
18661
Ogłoszenie w sprawie zakupu gruntów leśnych lub przeznaczonych do zalesienia
<p style="text-align: center;"><span style="font-size: 1.38em;"><strong>Nadleśniczy Nadleśnictwa Świeradów </strong></span></p>
<p style="text-align: center;"><span style="font-size: 1.38em;"><strong>ogłasza </strong></span></p>
<p style="text-align: center;"><span style="font-size: 1.38em;"><strong>zainteresowanie zakupem gruntów leśnych lub przeznaczonych do zalesienia</strong></span></p>
<p style="text-align: center;"> </p>
<p><strong> </strong></p>
2022-04-21 09:31:16
2022-04-21 09:37:30
72
2022-04-21 09:31:16
0
2022-04-21 09:31:16
Joanna Mazurek
Monika Sikorska
1
22
18652
PSZOK nieczynny
<p align="center">W dniu <strong>15 kwietnia 2022 roku</strong></p>
<p align="center">Punkt Selektywnej Zbiórki Odpadów</p>
<p align="center">Komunalnych w Platerówce</p>
<p align="center">będzie <strong>nieczynny.</strong></p>
<p align="center">Za utrudnienia przepraszamy.</p>
2022-04-13 07:39:56
2022-04-13 07:40:24
70
2022-04-25 08:51:27
2022-04-13 07:39:56
0
2022-04-13 07:39:56
Monika Sikorska
Renata Stalmach
1
22
18651
Informacja o godzinach otwarcia Urzędu Gminy
<p align="center"><strong>INFORMACJA</strong></p>
<p> </p>
<p align="center">W dniu <strong>15 kwietnia 2022 roku</strong></p>
<p align="center">Urząd Gminy w Platerówce</p>
<p align="center">czynny będzie w godzinach <strong>od 07:00 do 10:00</strong>.</p>
<p align="center">_____________________________________________</p>
<p align="center">W dniu <strong>15 kwietnia 2022 roku</strong></p>
<p align="center">kasa Urzędu Gminy w Platerówce</p>
<p align="center">czynna będzie w godzinach <strong>od 07:00 do 09:30.</strong></p>
2022-04-13 07:39:11
2022-04-13 07:39:53
70
2022-04-25 08:51:33
2022-04-13 07:39:12
0
2022-04-13 07:39:11
Monika Sikorska
Monika Jocz
1
22
18614
Obwieszczenie-zawiadomienie w sprawie przedłużenia terminu załatwiania sprawy przedsięwzięcia ,,Instalacja fotowoltaiczna ,,Mikuława I" na renaturalizowanych terenach rolnictwa intensywnego Gminy Platerówka wraz z przyłączem do Głównego Punku Zasilania ,,GPZ Mikułowa"
2022-03-30 12:44:49
2022-03-30 12:48:04
70
2022-03-30 12:44:49
0
2022-03-30 12:44:49
Monika Sikorska
Monika Jocz
1
22
18610
Świadczenie pieniężne za zapewnienie zakwaterowania i wyżywienia obywatelom Ukrainy przebywającym na terenie Gminy Platerówka
<p>Szanowni Państwo,</p>
<p align="justify">osoby, które po dniu 24 lutego br. przyjęły pod swój dach obywateli Ukrainy, mogą składać wniosek o świadczenie pieniężne za zapewnienie zakwaterowania i wyżywienia obywatelom Ukrainy przebywającym na terenie Gminy Platerówka, w związku z działaniami wojennymi prowadzonymi na terytorium tego kraju.<br></br>Wysokość świadczenia wynosi 40 zł za osobę dziennie.</p>
<p align="justify">Świadczenie jest przyznawane na podstawie wniosku, za okres faktycznego zapewnienia zakwaterowania i wyżywienia obywatelom Ukrainy, nie dłużej niż za okres 60 dni i jest wypłacane z dołu.<br></br>Wniosek jest rozpatrywany w terminie miesiąca od dnia jego złożenia w urzędzie gminy. Gmina może uzależnić przyznanie lub wypłatę świadczenia od weryfikacji warunków zakwaterowania i wyżywienia. Weryfikacji dokonują upoważnieni pracownicy urzędu gminy. Świadczenie nie przysługuje, jeżeli warunki zakwaterowania i wyżywienia zagrażają życiu lub zdrowiu ludzi lub, gdy we wniosku podano nieprawdę.</p>
<p align="justify"><br></br><strong>*UWAGA! Załącznik do wniosku należy wypełnić osobno dla każdej osoby.</strong></p>
<p align="justify"> </p>
<p align="justify"><em><strong>Osoba do kontaktu w UG Platerówka<br></br>Marek Jurczenko, pok. 8, tel. 75 721690</strong></em></p>
<p align="justify"> </p>
<p align="justify">Podstawa prawna:<br></br>1) Ustawa z dnia 12 marca 2022 r. o pomocy obywatelom Ukrainy w związku z konfliktem zbrojnym na terytorium tego państwa (Dz. U. z 2022 r., poz. 583)<br></br>2) Rozporządzenie Rady Ministrów z dnia 15 marca 2022 r. w sprawie maksymalnej wysokości świadczenia pieniężnego przysługującego z tytułu zapewnienia zakwaterowania i wyżywienia obywatelom Ukrainy oraz warunków przyznawania<br></br>tego świadczenia i przedłużania jego wypłaty (Dz. U. z 2022, poz. 605)</p>
2022-03-24 13:51:40
2022-03-24 13:52:58
70
2022-03-24 13:51:41
0
2022-03-24 13:51:40
Monika Sikorska
Marek Jurczenko
1
22
18607
Komunikat obrady XXIII sesji Rady Gminy w Platerówce w dniu 28 marca 2022 r. o godzinie 12:30
2022-03-21 15:56:10
2022-03-21 15:57:25
70
2022-03-21 15:56:10
0
2022-03-21 15:56:10
Monika Sikorska
Monika Jocz
1
22
18575
NABÓR UZUPEŁNIAJĄCY DO GRANTÓW PPGR
<p><img title="" src="Download/get/id,18504.json" alt="" width="558" height="827"></img></p>
2022-03-02 10:45:45
2022-03-14 15:29:18
70
2022-03-14 15:28:43
0
2022-03-02 10:45:45
Monika Sikorska
Renata Stalmach
2
22
18587
Ogłoszenie o rozpoczęciu konsultacji społecznych
<p class="description">Nadleśnictwo Świeradów informuje, że od dnia 07.03.2022 r. istnieje możliwość zgłaszania uwag do powierzchni uznanych jako drzewostany reprezentatywne oraz planowanych do uznania</p>
<div class="content">Mając na uwadze obowiązek spełnienia wymagań wskaźnika 6.4.2<br></br> obowiązującego standardu FSC-STD-POL-01-01-2013 PL, w związku<br></br> z przeprowadzoną weryfikacją wyznaczonych powierzchni referencyjnych, Nadleśniczy Nadleśnictwa Świeradów ogłasza konsultacje społeczne, proponowanych zmian w wykazie powierzchni referencyjnych, których zakres obrazuje tabela, będąca załącznikiem do niniejszego pisma.<br></br> Merytoryczne uwagi można zgłaszać za pośrednictwem poczty tradycyjnej<br></br> i elektronicznie na adres nadleśnictwa: swieradow@wroclaw.lasy.gov.pl<br></br> do 29.03.2022 r.<br></br> Wszelkie zgłoszone propozycje wraz z podaniem przyczyny zmian będą<br></br> rozpatrywane przez Nadleśnictwo Świeradów w terminie 30 dni od dnia zakończenia<br></br> konsultacji społecznych. Wyniki konsultacji zostaną zamieszczone na stronie<br></br> internetowej nadleśnictwa.</div>
2022-03-11 13:43:42
2022-03-11 13:46:09
70
2022-03-11 13:45:46
0
2022-03-11 13:43:42
Monika Sikorska
Monika Jocz
2
22
18583
Nabór wniosków dofinansowanie w ramach poddziałania 19.2 „Wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność”
2022-03-09 09:44:33
2022-03-09 09:45:26
70
2022-03-09 09:44:34
0
2022-03-09 09:44:33
Monika Sikorska
Monika Jocz
1
22
18581
Obwieszczenie Wojewody Dolnośląskiego w sprawie realizacji inwestycji ,,Rozbiórka i budowa wiaduktu w ciągu drogi wojewódzkiej nr 357 km 11+547 w pobliżu miejscowości Włosień"
2022-03-08 07:26:07
2022-03-08 07:38:49
70
2022-03-08 07:36:32
0
2022-03-08 07:26:07
Monika Sikorska
Monika Jocz
2
22
18574
Obwieszczenie-zawiadomienie w sprawie wyznaczenia nowego terminu rozpatrywania sprawy o wydanie decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na ,,Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłaczem do Głównego Punktu Zasilania ,,GPZ Mikułowa""
2022-03-02 09:41:24
2022-03-02 09:49:37
70
2022-03-02 09:41:25
0
2022-03-02 09:41:24
Monika Sikorska
Monika Jocz
1
22
18573
Obwieszczenie w sprawie zakończenia postępowania prowadzonego przez Ministerstwo Klimatu I środowiska na skutek złożenia odwołania od decyzji Marszałka Województwa Dolnośląskiego zatwierdzającej Projekt robót geologicznych dla określenia warunków geologiczno-inżynierskich terenu do celów projektowych ,, Budowa linii 400 kV Mikułowa -Świebodzice wraz z rozbudową stacji 400/220/110 kV Świebodzice i stacji 400/220/110 kV Mikułowa
2022-03-01 11:22:43
2022-03-01 11:28:35
70
2022-03-01 11:22:43
0
2022-03-01 11:22:43
Monika Sikorska
Monika Jocz
1
22
18560
Informacja o PSZOK
<p align="center"><strong>W DNIU 07 LUTEGO 2022 ROKU</strong></p>
<p align="center"><strong>PUNKT SELEKTYWNEJ ZBIÓRKI ODPADÓW KOMUNALNYCH </strong></p>
<p align="center"><strong>W PLATERÓWCE</strong></p>
<p align="center"><strong>BĘDZIE NIECZYNNY.</strong></p>
<p align="center"><strong>ZA UTRUDNIENIA PRZEPRASZAMY.</strong></p>
2022-02-07 13:13:18
2022-02-07 13:14:51
70
2022-02-07 13:13:19
0
2022-02-07 13:13:18
Monika Sikorska
Renata Stalmach
1
22
18557
Zmiana wysokości opłat za gospodarowanie odpadami komunalnymi od 1 stycznia 2022 r. dla nieruchomości niezamieszkałych.
<p>Zgodnie z Uchwałą XXI/166/21 Rady Gminy w Platerówce z dnia 15 listopada 2021 r. w sprawie wyboru metody ustalenia opłaty za gospodarowanie odpadami komunalnymi oraz stawki tej opłaty, od 1 stycznia 2022 r. stawka opłaty za gospodarowanie odpadami komunalnymi wynosi:</p>
<p>1) dla worków 120 litrów- w wysokości 12,00 zł,</p>
<p>2) dla pojemników 120 litrów – w wysokości 12,00 zł,</p>
<p>3) dla pojemników 240 litrów – w wysokości 24,00 zł,</p>
<p>4) dla pojemników 1100 litrów – w wysokości 110,00 zł.</p>
<p>W związku z podjęciem uchwały nr XXI/172/21 Rady Gminy w Platerówce z dnia 15 listopada 2021 r. w sprawie określenia wzoru deklaracji o wysokości opłaty za gospodarowanie odpadami komunalnymi składanej przez właścicieli nieruchomości na terenie Gminy Platerówka, od dnia 01 stycznia 2022 r. uległ zmianie wzór deklaracji składany przez właścicieli nieruchomości niezamieszkałych.</p>
<p>Od 01 stycznia 2022 roku niezbędne (obowiązkowe) jest złożenie nowej deklaracji o wysokości opłaty za gospodarowanie odpadami komunalnymi. Wzór nowej deklaracji załączony poniżej. W załączeniu znajduje się również przykładowo wypełniona deklaracja, która powinna ułatwić wypełnienie nowego druku.</p>
<p>Należy zaznaczyć, iż każda nieruchomość niezamieszkała (tj. sklep, punkt gastronomiczny, biuro, itp.) musi być wyposażony minimum w 3 worki, pojemnik 120 l na bioodpady oraz minimum jeden pojemnik 120 l na odpady posortownicze.</p>
<p>Przy wypełnianiu deklaracji należy uwzględnić, ile worków danej frakcji odpadu będzie miesięcznie wytworzone i ile powstanie odpadów posortowniczych.</p>
<p> W razie pytań i wątpliwości, co do wypełnienia deklaracji należy dzwonić pod numer: 75 722 16 90, w poniedziałek od godziny 08:00 do 16:00, a od wtorku do piątku w godzinach od 07:00 do 15:00.</p>
<p> </p>
2022-01-28 15:48:25
2022-01-28 15:50:10
70
2022-01-28 15:48:25
0
2022-01-28 15:48:25
Monika Sikorska
Renata Stalmach
1
22
18556
Zmiana wysokości opłat za gospodarowanie odpadami komunalnymi od 1 stycznia 2022 r. dla nieruchomości zamieszkałych.
<p>Zgodnie z Uchwałą XXI/166/21 Rady Gminy w Platerówce z dnia 15 listopada 2021 r. w sprawie wyboru metody ustalenia opłaty za gospodarowanie odpadami komunalnymi oraz stawki tej opłaty, od 1 stycznia 2022 r. stawka opłaty za gospodarowanie odpadami komunalnymi zbieranymi w sposób selektywny wynosi - 29,00 zł miesięcznie od osoby zamieszkującej daną nieruchomość.</p>
<p> W dalszym ciągu obowiązuje zwolnienie w wysokości 1,00 zł miesięcznie od osoby dla właścicieli nieruchomości zabudowanych budynkami mieszkalnymi jednorodzinnymi, którzy kompostują bioodpady w kompostowniku przydomowym – tj. 28,00 zł miesięcznie od osoby zamieszkującej daną nieruchomość.</p>
<p> W związku z ustaleniem nowej stawki nie ma obowiązku składania deklaracji. Właściciele nieruchomości do 11 lutego 2022 r. otrzymają zawiadomienie o nowej wysokości opłaty oraz druki na rok 2022.</p>
<p> Termin i sposób wnoszenia opłaty nie ulegają zmianie. Wpłat należy dokonywać bez wezwania na konto bankowe nr 40 8392 0004 5505 4090 2000 0250, w terminie do 15-go dnia każdego miesiąca za miesiąc poprzedni.</p>
<p> Wszelkie zmiany związane z ilością osób zamieszkałych na nieruchomości, np. przeprowadzka osób, narodziny dziecka, które mają wpływ na wysokość opłaty, wiążą się z obowiązkiem złożenia nowej deklaracji w terminie do 10 dnia miesiąca następującego po miesiącu, w którym nastąpiła zmiana lub w terminie do 6 miesięcy od dnia zdarzenia w przypadku śmierci mieszkańca.</p>
<p> Szczegółowe informacje można uzyskać w Urzędzie Gminy w Platerówce oraz telefonicznie (tel. 75 722 16 90).</p>
2022-01-28 15:47:23
2022-01-28 15:48:22
70
2022-01-28 15:47:23
0
2022-01-28 15:47:23
Monika Sikorska
Renata Stalmach
1
22
18555
Dodatek osłonowy
<p><span>Dodatek osłonowy przysługuje:</span></p>
<ul><li>
<p>osobie w gospodarstwie domowym jednoosobowym, w którym wysokość przeciętnego miesięcznego dochodu nie przekracza kwoty <span>2 100,00 zł;</span></p>
</li>
<li>
<p>osobie w gospodarstwie wieloosobowym, w którym wysokość przeciętnego miesięcznego dochodu nie przekracza kwoty<span> 1 500,00 zł na osobę.</span></p>
</li>
</ul><p><span><img src="http://gminaplaterowka.pl//container/wysokosc-doplat-w--ramach-dodatku-oslonowego-1643378032.jpg" alt=""></img></span></p>
<p><span>Definicja dochodu</span></p>
<p>Za dochód uważa się dochód w rozumieniu art. 3 pkt 1 ustawy z dnia 28 listopada 2003 r. o świadczeniach rodzinnych. Oznacza to, po odliczeniu kwot alimentów świadczonych na rzecz innych osób:</p>
<ul><li>
<p>przychody podlegające opodatkowaniu na zasadach określonych w art. 27, art.30b, art. 30c, art. 30e, art. 30f ustawy z dnia 26 lipca 1991 r. o podatku dochodowym od osób fizycznych, pomniejszone o koszty uzyskania przychodu, należny podatek dochodowy od osób fizycznych, składki na ubezpieczenie społeczne niezaliczone do kosztów uzyskania przychodu oraz składki na ubezpieczenie zdrowotne.</p>
</li>
<li>
<p>Dochodem są także, inne dochody niepodlegające opodatkowaniu na podstawie przepisów o podatku dochodowym od osób fizycznych np: alimenty na rzecz dzieci, stypendia doktoranckie, dochody uzyskane z gospodarstwa rolnego, świadczenia z funduszu alimentacyjnego, pomoc materialną o charakterze socjalnym (stypendia szkolne, zasiłek szkolny), świadczenie rodzicielskie.</p>
</li>
</ul><p>W przypadku gdy wysokość przeciętnego miesięcznego dochodu przekracza kwotę 2 100,00 zł lub 1500,00 zł na osobę, kwotę dodatku ustala się w wysokości różnicy między kwotą dodatku osłonowego, a kwotą, o którą został przekroczony przeciętny dochód. W przypadku gdy wysokość dodatku osłonowego jest niższa niż 20 zł, dodatek osłonowy nie przysługuje.</p>
<p><span>Gospodarstwo domowe tworzą:</span></p>
<ul><li>
<p>osoba fizyczna samotnie zamieszkująca i gospodarująca (gospodarstwo domowe jednoosobowe);</p>
</li>
<li>
<p>osoba fizyczna oraz osoby z nią spokrewnione lub niespokrewnione pozostające w faktycznym związku, wspólnie z nią zamieszkujące i gospodarujące (gospodarstwo domowe wieloosobowe).</p>
</li>
</ul><p>W przypadku gdy wniosek o wypłatę dodatku osłonowego dla gospodarstwa domowego wieloosobowego złożyła więcej niż jedna osoba, dodatek ten przyznawany jest wnioskodawcy, który jako pierwszy złożył taki wniosek. Na potrzeby składania wniosków o wypłatę dodatku osłonowego przyjmuje się, że jedna osoba może wchodzić w skład tylko jednego gospodarstwa domowego.</p>
<p><span>Wysokość przeciętnego miesięcznego dochodu ustalana jest na podstawie dochodów osiągniętych w:</span></p>
<ul><li>
<p>przedostatnim roku kalendarzowym poprzedzającym rok, w którym złożono wniosek<br></br>o wypłatę dodatku osłonowego – w przypadku wniosku złożonego w <span>okresie od dnia 1 stycznia do dnia 31 lipca danego roku;</span></p>
</li>
<li>
<p>ostatnim roku kalendarzowym poprzedzającym rok, w którym złożono wniosek<br></br>o wypłatę dodatku osłonowego – w przypadku wniosku złożonego w okresie <span>od dnia 1 sierpnia do dnia 31 grudnia danego roku.</span></p>
</li>
</ul><p><span>Osoby uprawnione do dodatku osłonowego:</span></p>
<ol><li>
<p>osoby posiadające obywatelstwo polskie mające miejsce zamieszkania i przebywające na terytorium Rzeczypospolitej Polskiej;</p>
</li>
<li>
<p>cudzoziemcy mający miejsce zamieszkania i przebywający na terytorium Rzeczypospolitej Polskiej:</p>
- na podstawie zezwolenia na pobyt stały, zezwolenia na pobyt rezydenta długoterminowego Unii Europejskiej, zezwolenia na pobyt czasowy udzielonego w związku z okolicznością, o której mowa w art. 159 ust. 1 pkt 1 lit. c lub d lub w art. 186 ust. 1 pkt 3 ustawy z dnia 12 grudnia 2013 r. o cudzoziemcach (Dz. U. z 2020 r. poz. 35, 2023, 2320 i 2369 oraz z 2021 r. poz. 159<br></br>i 1918), lub w związku z uzyskaniem w Rzeczypospolitej Polskiej statusu uchodźcy lub ochrony uzupełniającej, - w związku z uzyskaniem w Rzeczypospolitej Polskiej zgody na pobyt ze względów humanitarnych lub zgody na pobyt tolerowany – w formie schronienia, posiłku, niezbędnego ubrania oraz zasiłku celowego</li>
<li>
<p>osoby mające miejsce zamieszkania i przebywające na terytorium Rzeczypospolitej Polskiej obywatelom państw członkowskich Unii Europejskiej, państw członkowskich Europejskiego Porozumienia o Wolnym Handlu (EFTA) – stron umowy o Europejskim Obszarze Gospodarczym lub Konfederacji Szwajcarskiej oraz członkom ich rodzin w rozumieniu art. 2 pkt 4 ustawy z dnia 14 lipca 2006 r. o wjeździe na terytorium Rzeczypospolitej Polskiej, pobycie oraz wyjeździe<br></br>z tego terytorium obywateli państw członkowskich Unii Europejskiej i członków ich rodzin (Dz. U. z 2021 r. poz. 1697), posiadającym prawo pobytu lub prawo stałego pobytu na terytorium Rzeczypospolitej Polskiej.</p>
</li>
</ol><p><span>Wysokość dodatku osłonowego wynosi rocznie:</span></p>
<ul><li><span>400,00 zł</span> dla gospodarstwa domowego jednoosobowego;</li>
<li><span>600,00 zł</span> dla gospodarstwa domowego składającego się z 2 do 3 osób;</li>
<li><span>850,00 zł</span> dla gospodarstwa domowego składającego się z 4 do 5 osób;</li>
<li><span>1150,00 zł</span> dla gospodarstwa domowego składającego się z co najmniej 6 osób.</li>
</ul><p>W przypadku gdy głównym źródłem ogrzewania gospodarstwa domowego jest kocioł na paliwo stałe, kominek, koza, ogrzewacz powietrza, trzon kuchenny, piecokuchnia, kuchnia węglowa lub piec kaflowy na paliwo stałe, zasilane węglem lub paliwami węglopochodnymi, wpisane do centralnej ewidencji emisyjności budynków, dodatek osłonowy wynosi rocznie:</p>
<ul><li><span>500,00 zł</span> dla gospodarstwa domowego jednoosobowego;</li>
<li><span>750,00 zł</span> dla gospodarstwa domowego składającego się z 2 do 3 osób;</li>
<li><span>1062,50 zł</span> dla gospodarstwa domowego składającego się z 4 do 5 osób;</li>
<li><span>1437,50 zł</span> dla gospodarstwa domowego składającego się z co najmniej 6 osób.</li>
</ul><p><span>Dodatek osłonowy przysługuje za okres od dnia 1 stycznia 2022 r. do dnia 31 grudnia 2022 r.</span></p>
<p>Wypłata dodatku osłonowego odbywa się w dwóch równych ratach:</p>
<ul><li><span>I rata </span>w terminie do dnia 31 marca 2022 r.</li>
<li><span>II rata</span> w terminie do dnia 2 grudnia 2022 r.</li>
</ul><p>W przypadku gdy osoba, złoży wniosek o wypłatę dodatku osłonowego później niż na 2 miesiące przed upływem ww. terminów, dodatek osłonowy jest wypłacany jednorazowo, niezwłocznie po przyznaniu tego dodatku.</p>
<p><span>Wnioski o wypłatę dodatku osłonowego złożone po dniu 31 października 2022 r. pozostawia się bez rozpoznania.</span></p>
<p>Przyznanie dodatku osłonowego <span>nie wymaga wydania decyzji.</span> Decyzja wydawana jest tylko w przypadku odmowy przyznania dodatku osłonowego, uchylenia lub zmiany prawa do tego dodatku oraz rozstrzygnięcia w sprawie nienależnie pobranego dodatku osłonowego.</p>
<p>Organ przesyła wnioskodawcy informację o przyznaniu dodatku osłonowego na wskazany we wniosku adres poczty elektronicznej. W przypadku gdy wnioskodawca nie wskazał adresu poczty elektronicznej we wniosku o wypłatę dodatku osłonowego, organ przyjmujący wniosek informuje go o możliwości odebrania informacji o przyznaniu dodatku osłonowego.</p>
<p><span>Wzór wniosku o wypłatę dodatku osłonowego </span>można pobrać ze strony internatowej Ministerstwa Klimatu i Środowiska <a href="https://www.gov.pl/web/klimat/do-pobrania">(</a><a href="https://www.gov.pl/web/klimat/do-pobrania">Do pobrania)</a></p>
<p>Wersja papierowa druków dostępna jest w siedzibie Gminnego Ośrodka Pomocy Społecznej w Platerówce.</p>
2022-01-28 15:46:11
2022-01-28 15:47:19
70
2022-01-28 15:46:11
0
2022-01-28 15:46:11
Monika Sikorska
Anna Urbańska
1
22
18545
Obwieszczenie Wojewody Dolnośląskiego o wniesieniu odwołania od decyzji o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej
2022-01-17 13:53:30
2022-01-17 13:54:12
70
2022-01-17 13:53:30
0
2022-01-17 13:53:30
Monika Sikorska
Joanna Mazurek
1
22
18544
Informacja z otwarcia ofert w przetargu na sprzedaż samochodu pożarniczego marki Daimler-Benz
<p>Informacja z dnia 14.01.2022 r. z otwarcia ofert w przetargu na sprzedaż samochodu pożarniczego marki Daimler-Benz </p>
2022-01-14 12:18:33
2022-01-14 12:20:20
72
2022-01-14 12:18:33
0
2022-01-14 12:18:33
Joanna Mazurek
Joanna Mazurek
1
22
18513
OGŁOSZENIE O PRZETARGU NA SPRZEDAŻ SPECJALNEGO SAMOCHODU POŻARNICZEGO MARKI DAIMLER – BENZ z dnia 31.12.2021 r.
2021-12-31 10:38:50
2022-01-14 12:18:27
72
2022-01-14 12:17:43
0
2021-12-31 10:38:50
Joanna Mazurek
Monika Jocz
2
22
18543
Obwieszczenie-zawiadomienie o przedłużeniu terminu załatwienia sprawy dla przedsięwzięcia ,, Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa"
2022-01-14 11:37:53
2022-01-14 11:41:52
70
2022-01-14 11:37:53
0
2022-01-14 11:37:53
Monika Sikorska
Monika Jocz
1
22
18524
Deklaracje o źródłach ogrzewania budynków
<p><img style="display: block; margin-left: auto; margin-right: auto;" title="plakat" src="Download/get/id,18434.json" alt="plakat" width="1748" height="2480"></img></p>
2022-01-10 10:15:49
2022-01-10 10:17:21
70
2022-01-10 10:15:50
0
2022-01-10 10:15:49
Monika Sikorska
Monika Jocz
1
22
18494
Harmonogram wywozu odpadów komunalnych w 2022 roku
<p><img title="" src="Download/get/id,18376.json" alt="" width="1001" height="707"></img></p>
2021-12-22 14:47:48
2021-12-22 14:49:08
70
2021-12-22 14:47:49
0
2021-12-22 14:47:48
Monika Sikorska
Renata Stalmach
1
22
18492
Informacja
<p><span style="font-size: 1.38em;">Urząd Gminy w Platerówce informuje, iż w dniach:</span></p>
<p><span style="font-size: 1.38em;">- 24 grudnia 2021 r. </span></p>
<p><span style="font-size: 1.38em;">- 31 grudnia 2021 r.</span></p>
<p><span style="font-size: 1.38em;">- 07 stycznia 2022 r. </span></p>
<p><span style="font-size: 1.38em;">Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce będzie nieczynny. </span></p>
2021-12-20 09:24:28
2021-12-20 09:26:09
70
2021-12-20 09:24:28
0
2021-12-20 09:24:28
Monika Sikorska
Renata Stalmach
1
22
18490
Nabór kandydatów na członków komisji konkursowych w otwartych konkursach ofert.
<p class="western" style="line-height: 150%; margin-bottom: 0cm;" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: x-large;"><strong>OGŁOSZENIE</strong></span></span></p>
<p class="western" style="line-height: 150%; margin-bottom: 0cm;" align="center"> </p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;"> Na podstawie art. 15 ust. 2a ustawy z dnia 24 kwietnia 2003 r. o działalności pożytku publicznego i o wolontariacie (Dz. U. z 2020 r. poz. 1057 z zm.) Wójt Gminy Platerówka ogłasza nabór kandydatów na członków komisji konkursowych w otwartych konkursach ofert. W wyniku naboru zostanie utworzona lista kandydatów na członków komisji konkursowych w celu opiniowania ofert w otwartych konkursach ofert na realizację zadań publicznych na rok 2022.</span></span></span></span></span></span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;"> Każdorazowo po ogłoszeniu konkursu ofert Wójt Gminy Platerówka powołuje do komisji konkursowej osoby wybrane spośród zgłoszonych w trakcie niniejszego naboru kandydatów, z wyłączeniem osób wskazanych przez organizacje i podmioty biorące udział w konkursie. Udział w pracach komisji konkursowej jest nieodpłatny.</span></span></span></span></span></span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><strong><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><strong>Wymagania stawiane kandydatom na członków komisji konkursowych.</strong></span></span></span></span></span></span></strong></p>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"> W skład komisji konkursowych do opiniowania ofert mogą wchodzić reprezentanci organizacji pozarządowych i podmiotów wymienionych w art.3 ust.3 ustawy o działalności pożytku publicznego i o wolontariacie, którzy spełniają łącznie następujące kryteria:</span></span></p>
<ol><li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">są obywatelami RP i korzystają z pełni praw publicznych-oświadczenie;</span></span></p>
</li>
<li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">nie reprezentują organizacji/podmiotów biorących udział w konkursie- oświadczenie;</span></span></p>
</li>
<li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">nie pozostają wobec wnioskodawców biorących udział w konkursie w takim stosunku prawnym lub faktycznym, który mógłby budzić uzasadnione wątpliwości, co do bezstronności-oświadczenie;</span></span></p>
</li>
<li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">nie pozostawali w stosunku pracy lub zlecenia z wnioskodawcą biorącym udział w konkursie oraz nie byli członkami władz któregokolwiek wnioskodawcy przed upływem roku od daty wszczęcia postępowania konkursowego-oświadczenie;</span></span></p>
</li>
<li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">reprezentują organizację pozarządową lub podmiot (są we władzach organizacji), zgodnie z zapisami statutu lub z innymi dokumentami.</span></span></p>
</li>
</ol><p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"> </p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><strong><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><strong> Zadaniem Komisji Konkursowej jest:</strong></span></span></span></span></span></span></strong></p>
<ol><li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">ocena merytoryczna ofert na realizacje zadań publicznych złożonych w otwartym konkursie ofert z uwzględnieniem kryteriów określonych w treści ogłoszenia o konkursie;</span></span></p>
</li>
<li>
<p class="western" style="font-variant: normal; letter-spacing: normal; font-style: normal; font-weight: normal; line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">proponowanie podziału środków pomiędzy wybranymi ofertami na podstawie oceny ofert;</span></span></p>
</li>
<li>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">rekomendowanie zaopiniowanych ofert Wójtowi Gminy Platerówka.</span></span></span></span></span></span></span></p>
</li>
</ol><p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><strong><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><strong> Miejsce i termin złożenia kandydatury</strong></span></span></span></span></span></span></strong></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">Zgłoszenia - na załączonym formularzu (podpisane przez kandydata oraz przez osoby upoważnione do składania oświadczeń woli w imieniu organizacji zgłaszającej) wraz z załącznikiem można składać w sekretariacie Urzędu Gminy w Platerówce, Platerówka 20, 59-816 Platerówka lub przesłać pocztą na w/w adres w terminie </span></span></span></span></span></span></span><strong><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">do </span></span></span></span></span></span></span></strong><strong><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">22</span></span></span></span></span></span></span></strong><strong><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;"> grudnia 2021 r.</span></span></span></span></span></span></span></strong></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-variant: normal;"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><span style="letter-spacing: normal;"><span style="font-style: normal;"><span style="font-weight: normal;">Komplet dokumentów należy składać w kopercie, oznaczonej w następujący sposób: „Zgłoszenie do bazy kandydatów do udziału w komisjach konkursowych w otwartych konkursach ofert organizowanych przez Wójt Gminy Platerówka w 2022 roku”.</span></span></span></span></span></span></span></p>
<p class="western" style="line-height: 150%; margin-bottom: 0cm;" align="justify"> Wójt Gminy Platerówka</p>
<p class="western" style="line-height: 150%; margin-bottom: 0cm;" align="justify"> /-/ Krzysztof Halicki</p>
2021-12-09 12:52:15
2021-12-09 12:54:05
70
2021-12-09 12:52:16
0
2021-12-09 12:52:15
Monika Sikorska
Renata Stalmach
1
22
18486
Obwieszczenie Wojewody Dolnośląskiego o wydaniu decyzji o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej
2021-12-09 07:30:48
2021-12-09 07:32:37
70
2021-12-09 07:30:49
0
2021-12-09 07:30:48
Monika Sikorska
Joanna Mazurek
1
22
18470
Zebranie wiejskie we Włosieniu
<p><img title="plakat" src="Download/get/id,18357.json" alt="" width="1653" height="2338"></img></p>
2021-11-26 09:23:41
2021-12-09 07:29:59
70
2021-12-14 00:00:01
2021-12-09 07:29:51
0
2021-11-26 09:23:41
Monika Sikorska
Monika Jocz
2
22
18485
XXII SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE
<h2 class="western" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: 300%;"><span style="font-style: normal;">KOMUNIKAT</span></span></span></h2>
<p class="western" style="line-height: 150%;" align="center"><span style="font-size: medium;">Podaję do wiadomości mieszkańców gminy, że</span><span style="font-size: medium;"><strong> w dniu 16 grudnia 2021 r. o godz. 16</strong></span><sup><span style="font-size: medium;"><strong>15</strong></span></sup></p>
<p class="western" style="line-height: 150%;" align="center"><span style="font-size: medium;"><strong>w </strong></span><span style="font-size: medium;"><strong>świetlicy wiejskiej w Platerówce</strong></span></p>
<p class="western" style="line-height: 150%;" align="center"><span style="font-size: medium;">odbędzie się</span></p>
<p class="western" style="line-height: 150%;" align="center"><span style="font-size: x-large;"><strong>XXII SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></span></p>
<p class="western" style="line-height: 150%;" align="center"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;">z następującym porządkiem obrad:</span></span></p>
<ol><li>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;">Informacja Wójta z działalności między sesjami.</span></p>
</li>
<li>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;">Protokół z obrad </span><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span lang="pl-PL">XXI</span></span></span><span style="font-family: Times New Roman, serif;"> sesji Rady Gminy w Platerówce.</span></p>
</li>
<li>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;">Uchwalenie Wieloletniej Prognozy Finansowej Gminy Platerówka na lata 2022-2025.</span></span></p>
</li>
<li>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;">Uchwalenie Budżetu Gminy Platerówka na 2022 rok.</span></span></p>
</li>
<li>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;">Rozpatrzenie projektów i podjęcie uchwał:</span></span></p>
</li>
</ol><p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-left: 1.06cm; margin-bottom: 0cm;" align="justify"><span style="color: #000000;"><span style="font-family: Times New Roman, serif;">1)</span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">w sprawie zmiany uchwały nr XIX/151/21 Rady Gminy w Platerówce z dnia 10 sierpnia 2021 r. w sprawie ustalenia średniej ceny jednostki paliwa w Gminie Platerówka na rok szkolny 2021/2022,</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-left: 1.06cm; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">2) w sprawie uchwalenia „Gminnego Programu Profilaktyki i Rozwiązywania Problemów Alkoholowych oraz Przeciwdziałania Narkomanii na 2022 rok”,</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-left: 1.06cm; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">3) </span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">w sprawie: zmian w budżecie Gminy Platerówka na 2021 rok,</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-left: 1.06cm; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">4) w sprawie pokrycia części kosztów gospodarowania odpadami komunalnymi z dochodów własnych niepochodzących z pobranej opłaty za gospodarowanie odpadami komunalnymi,</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-left: 1.06cm; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">5) w sprawie zmiany Uchwały nr XXI/168/21 Rady Gminy w Platerówce z dnia 15 listopada 2021 roku w sprawie </span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">uchwalenia regulaminu dostarczania wody i odprowadzania ścieków na terenie Gminy Platerówka ,</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-left: 1.06cm; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">6) </span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">w sprawie zmiany Uchwały nr XXI/170/21 Rady Gminy w Platerówce z dnia 15 listopada 2021 roku w sprawie ustalenia wysokości diet dla przewodniczącego i radnych Rady Gminy w Platerówce,</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;"> 7) </span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">w sprawie zatwierdzenia planów pracy na 202</span></span><span style="color: #000000;"><span style="font-family: Times New Roman, serif;"><span lang="pl-PL"><span style="font-weight: normal;">2</span></span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;"> rok stałych Komisji Rady Gminy Platerówka.</span></span></p>
<p class="western" style="line-height: 150%; orphans: 2; widows: 2; margin-bottom: 0cm;" align="justify"><span style="font-family: Times New Roman, serif;"> 6. Składanie interpelacji, zapytań, wniosków radnych.</span></p>
<p class="western" style="line-height: 150%; margin-left: 2.33cm; margin-bottom: 0cm;" align="left"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><em><strong> <span style="font-size: 0.92em;"> Przewodniczący Rady Gminy</span></strong></em></span></span></p>
<p class="western" style="line-height: 150%; margin-left: 2.33cm; margin-bottom: 0cm;" align="left"><span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><em><strong><span style="font-size: 0.92em;"> (-) Michał Mazur</span></strong></em></span></span></p>
<h1 class="western" style="line-height: 200%; orphans: 2; widows: 2; margin-left: 11.05cm;" align="justify"><span style="font-size: 0.92em;"><em> </em></span></h1>
2021-12-09 07:27:08
2021-12-09 07:29:46
70
2021-12-09 07:27:09
0
2021-12-09 07:27:08
Monika Sikorska
Monika Jocz
1
22
18467
Obwieszczenie Państwowego Gospodarstwa Wodnego Wody Polskie o wszczeciu postępowania w sprawie wydania pozwolenia wodnoprawnego za usługę wodną w zakresie odprowadzania do rowu wód opadowych i roztopowych pochodzących z wyrobiska ,,Księginki II" w Zarębie
2021-11-22 12:45:55
2021-11-22 12:52:56
70
2021-11-22 12:45:55
0
2021-11-22 12:45:55
Monika Sikorska
Monika Jocz
1
22
18448
Obowiązek posiadania umowy na wywóz nieczystości ciekłych oraz potwierdzeń wywozu nieczystości ciekłych
<p style="text-align: center;">Jednocześnie przypomina się, iż zgodnie z art. 6 ust. 1 pkt 1 ww. ustawy właściciele nieruchomości, którzy pozbywają się z terenu nieruchomości nieczystości ciekłych, obowiązani są w razie kontroli do udokumentowania w formie umowy korzystania z usług wykonywanych przez przedsiębiorcę posiadającego zezwolenie na prowadzenie działalności w zakresie opróżniania zbiorników bezodpływowych i transportu nieczystości ciekłych przez okazanie takich umów i dowodów uiszczania opłat za te usługi.</p>
<p style="text-align: center;">Na terenie naszej gminy rozpoczyna się cykl kontrolny w tym przedmiocie. Kontrola polegała będzie wezwaniu właściciela nieruchomości do przedłożenia zawartej umowy z przedsiębiorcą oraz okazaniu dowodów potwierdzających uiszczanie opłat za tę usługę (rachunki, faktury VAT). Należy pamiętać, że posiadane rachunki muszą potwierdzać regularność opróżniania zbiornika. W przypadku posiadania przydomowych oczyszczalni ścieków, należy pamiętać o obowiązku pozbywania się osadów ściekowych (zgodnie z instrukcją eksploatacji przydomowej oczyszczalni ścieków), co musi zostać również odpowiednio udokumentowane, tj. poprzez podpisanie umowy na wywóz osadów ściekowych oraz posiadanie dowodów uiszczania opłaty za w/w usługę. Usługę wywozu ścieków mogą wykonywać jedynie przedsiębiorcy posiadający zezwolenie na prowadzenie działalności w zakresie opróżniania zbiorników bezodpływowych i transportu nieczystości ciekłych wydane przez Wójta Gminy Platerówka – rejestr podmiotów dostępny na stronie http://bip.ugplaterowka.nv.pl/</p>
<p style="text-align: center;">Niedopuszczalne jest, by ścieki z budynków mieszkalnych były gromadzone lub wywożone wspólnie z gnojówką lub gnojowicą na grunty rolne. Pozbywanie się z terenu nieruchomości nieczystości ciekłych niezgodnie z przepisami prawa podlega przepisom Kodeksu postępowania w sprawach o wykroczenia. Ponadto zgodnie z art. 10 ust. 2 ustawy z dnia 13 września 1996r. o utrzymaniu czystości i porządku w gminach (Dz. U. z 2021 r., poz. 888), kto nie wykonuje obowiązków wymienionych w art. 5 ust. 1- podlega karze grzywny. Gminy zgodnie z art. 3 ust. 3 pkt 1 i 2 ustawy mają obowiązek prowadzenia ewidencji zbiorników bezodpływowych na nieczystości płynne oraz ewidencji przydomowych oczyszczalni ścieków. W związku z powyższym właściciele nieruchomości, którzy jeszcze nie złożyli zgłoszenia zbiornika bezodpływowego nieczystości płynnych (szamba) lub przydomowej oczyszczalni ścieków proszeni są o złożenie zgłoszenia niezwłocznie w Referacie Gospodarki Komunalnej Urzędu Gminy w Platerówce, pok. Nr 6.</p>
<p style="text-align: center;"><strong>Urząd Gminy w Platerówce przypomina właścicielom nieruchomości posiadającym bezodpływowe zbiorniki (szamba) oraz przydomowe oczyszczalnie ścieków </strong></p>
<p style="text-align: center;"><strong>o ustawowych obowiązkach właściciela nieruchomości wynikających z ustawy o utrzymaniu czystości i porządku w gminach (Dz. U. z 2021 r. poz. 888) tj.: </strong></p>
<p style="text-align: center;"><strong>zapewnieniu utrzymania czystości i porządku przez m.in. przyłączenie nieruchomości do istniejącej sieci kanalizacyjnej, a w przypadku, gdy budowa sieci kanalizacyjnej jest technicznie lub ekonomicznie nieuzasadniona, wyposażenie nieruchomości w zbiornik bezodpływowy nieczystości ciekłych lub w przydomową oczyszczalnię ścieków bytowych, spełniające wymagania określone w przepisach odrębnych (art. 5 ust. 1 pkt 2 ustawy).</strong></p>
2021-11-19 13:36:38
2021-11-19 13:45:00
72
2021-11-19 13:41:38
0
2021-11-19 13:36:38
Joanna Mazurek
Joanna Mazurek
1
22
18447
Spotkanie
<p align="center"><strong>GMINNA KOMISJA ROZWIĄZYWANIA </strong></p>
<p align="center"><strong>PROBLEMÓW ALKOHOLOWYCH </strong></p>
<p align="center"><strong>ZAPRASZA</strong></p>
<p align="center"><strong>NA WARSZTATY TEMATYCZNE</strong></p>
<p align="center"><strong> Z ZAKRESU </strong><strong>NARKOMANII</strong><strong>.</strong></p>
<p> </p>
<p> </p>
<p><strong>ŚWIETLICA WIEJSKA W PLATERÓWCE</strong></p>
<p><strong>26 LISTOPADA 2021 ROKU (piątek)</strong></p>
<p><strong>GODZINA 13:00</strong></p>
<p> </p>
<p><strong><strong>Będzie możliwość skorzystania z indywidualnych porad w zakresie uzależnień</strong></strong></p>
2021-11-18 14:27:12
2021-11-18 14:30:07
70
2021-11-18 14:29:12
0
2021-11-18 14:27:12
Monika Sikorska
Dorota Zelkowska
3
22
18446
Ogłoszenie Zebranie Wiejskie Sołectwa Włosień w dniu 25 listopada 2021 roku o godzinie 17:00
<p align="center">Zawiadamia się Mieszkańców Sołectwa Włosień,</p>
<p align="center">że w dniu <strong>25 listopada 2021 roku o godz. 17:00</strong></p>
<p align="center">w <strong>świetlicy wiejskiej we Włosieniu</strong></p>
<p align="center">odbędzie się<strong> <br></br></strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE</strong></p>
<p align="center"><strong>SOŁECTWA WŁOSIEŃ</strong></p>
<p align="center"><strong> </strong></p>
<p><strong> </strong></p>
<p><strong>Temat zebrania:</strong></p>
<ol><li>Wybory Sołtysa Sołectwa Włosień.</li>
</ol><p> </p>
<p align="right"> </p>
<p align="right">Wójt Gminy Platerówka</p>
<p align="right">/-/ Krzysztof Halicki</p>
2021-11-17 13:18:05
2021-11-17 13:19:51
70
2021-11-17 13:19:40
0
2021-11-17 13:18:05
Monika Sikorska
Monika Jocz
2
22
18445
Obwieszczenie Wojewody Dolnośląskiego w zakresie sieci przesyłowej dla inwestycji pn. ,, Budowa linii 400 kV Mikułowa- Świebodzice"
2021-11-15 08:22:05
2021-11-15 08:24:56
70
2021-11-15 08:22:05
0
2021-11-15 08:22:05
Monika Sikorska
Monika Jocz
1
22
18444
Obwieszczenie-zawiadomienie o przedłużeniu terminu załatwienia sprawy polegającego na ,, Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnewgo gminy Platerówka wraz z przyłączem do Głównego Punktu Zasilania ,,GPZ Mikułowa""
2021-11-10 11:39:18
2021-11-10 11:52:34
70
2021-11-10 11:45:28
0
2021-11-10 11:39:18
Monika Sikorska
Monika Jocz
2
22
18443
Informacja
<p align="center">W dniu <strong>12 listopada 2021 roku</strong> <strong>(piątek)</strong></p>
<p align="center">Urząd Gminy w Platerówce</p>
<p align="center">będzie <strong>nieczynny</strong>.</p>
<p align="center"> </p>
<p align="center"> </p>
2021-11-08 10:55:11
2021-11-08 10:56:14
70
2021-11-08 10:55:11
0
2021-11-08 10:55:11
Monika Sikorska
Monika Jocz
1
22
18442
INFORMACJA O PSZOK
<p align="center">W dniu <strong>12 listopada 2021 roku</strong> <strong>(piątek)</strong></p>
<p align="center">Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce</p>
<p align="center">będzie <strong>nieczynny</strong>.</p>
<p align="center"> </p>
<p align="center"> </p>
2021-11-08 10:54:16
2021-11-08 10:55:07
70
2021-11-08 10:54:17
0
2021-11-08 10:54:16
Monika Sikorska
Renata Stalmach
1
22
18441
Komunikat XXI sesja Rady Gminy - 15 listopada 2021 roku
<h2 align="center">KOMUNIKAT</h2>
<p><strong> </strong></p>
<p align="center">Podaję do wiadomości mieszkańców gminy, że<strong> w dniu 15 listopada 2021 r. o godz. 11<sup>00</sup></strong></p>
<p align="center"><strong>w </strong><strong>świetlicy wiejskiej w Platerówce </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>XXI SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center">z następującym porządkiem obrad:</p>
<ol><li>Informacja Wójta z działalności między sesjami.</li>
<li>Protokół z obrad XX sesji Rady Gminy w Platerówce.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol><p>1) w sprawie uchwalenia rocznego programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na 2022 rok,</p>
<p>2) w sprawie określenia stawek podatku od nieruchomości,</p>
<p>3) w sprawie określenia stawek podatku od środków transportowych,</p>
<p>4) w sprawie zmian w budżecie Gminy Platerówka na 2021 rok,</p>
<p>5) w sprawie zmiany Uchwały nr XXXVI/192/14 Rady Gminy w Platerówce z dnia 8 kwietnia 2014 roku w sprawie ustalenia zasad przyznawania usług opiekuńczych i odpłatności za te usługi,</p>
<p>6) w sprawie wystąpienia Gminy Platerówka ze Stowarzyszenia Gmin Przyjaznych Energii Odnawialnej z siedzibą w Kobylnicy,</p>
<p>7) w sprawie udzielenia pomocy finansowej Powiatowi Lubańskiemu,</p>
<p>8) w sprawie wyboru metody ustalenia opłaty za gospodarowanie odpadami komunalnymi oraz stawki tej opłaty,</p>
<p>9) w sprawie uchwalenia Regulaminu korzystania z cmentarza komunalnego położonego na terenie Gminy Platerówka,</p>
<p>10) w sprawie regulaminu dostarczania wody i odprowadzania ścieków na terenie Gminy Platerówka,</p>
<p>11) w sprawie zwołania zebrania wiejskiego dla przeprowadzenia wyborów w sołectwie Włosień,</p>
<p>12) w sprawie ustalenia wysokości diet dla przewodniczącego i radnych Rady Gminy w Platerówce,</p>
<p>13) w sprawie ustalenia wynagrodzenia dla Wójta Gminy Platerówka.</p>
<p>4. Informacja o oświadczeniach majątkowych.</p>
<p>5. Składanie interpelacji, zapytań, wniosków radnych.</p>
<p> </p>
<p align="right"><strong><em>Przewodniczący Rady Gminy</em></strong></p>
<p align="right"><strong><em> (-) Michał Mazur</em></strong></p>
<p align="right"> </p>
2021-11-05 13:23:50
2021-11-05 13:25:42
70
2021-11-05 13:23:50
0
2021-11-05 13:23:50
Monika Sikorska
Monika Jocz
1
22
18440
Badania kontrolne Narodowego Spisu Powszechnego Ludności i Mieszkań 2021
<p><img style="display: block; margin-left: auto; margin-right: auto;" title="" src="Download/get/id,18309.json" alt="" width="1754" height="2481"></img></p>
2021-11-03 10:14:38
2021-11-03 10:15:50
70
2021-11-03 10:14:38
0
2021-11-03 10:14:38
Monika Sikorska
Monika Jocz
1
22
18437
Obwieszczenie Wojewody Dolnośląskiego o wydaniu decyzji o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej dla inwestycji pn. ,,Budowa linii 400 kV Mikułowa -Świebodzice"
2021-10-28 11:25:21
2021-10-28 11:25:59
70
2021-10-28 11:25:21
0
2021-10-28 11:25:21
Monika Sikorska
Monika Jocz
1
22
18436
Wnioski na dowód osobisty w dniu 05 listopada 2021 roku
<p align="CENTER"><span style="color: #ff3333; font-family: times new roman, times;"><span style="font-size: 300%;"><strong>OGŁOSZENIE</strong></span></span></p>
<p align="CENTER"><span style="font-family: times new roman, times;"> </span></p>
<p align="CENTER"><span style="font-size: xx-large; font-family: times new roman, times;">Informujemy, iż w związku z pracami technicznymi </span></p>
<p align="CENTER"><span style="font-size: xx-large; font-family: times new roman, times;">w dniu <strong>5 listopada 2021 r</strong>. </span></p>
<p align="CENTER"><span style="font-size: xx-large; font-family: times new roman, times;">został skrócony czas przyjmowania wniosków o wydanie dowodu osobistego <strong>do godz. 11</strong><strong>:00</strong><strong>.</strong></span></p>
<p style="text-align: left;" align="CENTER"><span style="font-family: times new roman, times;"><span style="font-size: xx-large;">Za utrudnienia przepraszamy.</span></span></p>
2021-10-28 09:21:10
2021-10-28 09:24:04
70
2021-10-28 09:21:10
0
2021-10-28 09:21:10
Monika Sikorska
Monika Jocz
1
22
18432
Spotkanie informacyjne w sprawie programu ,,Czyste Powietrze"
<p align="CENTER"><span style="color: #000000;"><span style="font-size: xx-large;">Zawiadamia się Mieszkańców Gminy Platerówka,</span></span></p>
<p align="CENTER"><span style="color: #000000;"><span style="font-size: xx-large;">że w </span></span><strong><span style="color: #000000;"><span style="font-size: xx-large;">dniu 27 października 2021 roku</span></span></strong></p>
<p align="CENTER"><strong><span style="color: #000000;"><span style="font-size: xx-large;">w świetlicy wiejskiej w Platerówce </span></span></strong></p>
<p align="CENTER"><strong><span style="color: #000000;"><span style="font-size: xx-large;">o godzinie 17:30</span></span></strong></p>
<p align="CENTER"><span style="color: #000000;"><span style="font-size: xx-large;">odbędzie się spotkanie informacyjne dotyczące</span></span></p>
<p align="CENTER"><strong><span style="color: #000000;"> <span style="font-size: 300%;">PROGRAMU CZYSTE POWIETRZE </span></span></strong></p>
<p align="CENTER"><br></br><br></br></p>
<p align="CENTER"><br></br><br></br></p>
<p align="RIGHT"><strong><span style="color: #000000;"><span style="font-size: x-large;"><em>Wójt Gminy Platerówka</em></span></span></strong></p>
<p align="RIGHT"><strong><span style="color: #000000;"><span style="font-size: x-large;"><em>mgr Krzysztof Halicki</em></span></span></strong></p>
2021-10-22 11:40:32
2021-10-22 11:41:07
70
2021-10-22 11:40:32
0
2021-10-22 11:40:32
Monika Sikorska
Monika Jocz
1
22
18431
Zebranie Wiejskie Sołectwa Platerówka w dniu 27 października 2021 roku
<p align="center">Zawiadamia się Mieszkańców Sołectwa Platerówka,</p>
<p align="center"> </p>
<p align="center">że w dniu <strong>27 października 2021 roku o godz. 17:00</strong></p>
<p align="center"> </p>
<p align="center">w <strong>świetlicy wiejskiej w Platerówce</strong></p>
<p align="center"> </p>
<p align="center">odbędzie się</p>
<p align="center"> </p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE</strong></p>
<p align="center"><strong>SOŁECTWA PLATERÓWKA</strong></p>
<p align="center"><strong> </strong></p>
<p><strong> </strong></p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<p><strong> </strong></p>
<ol><li>Rozdysponowanie środków finansowych.</li>
</ol><p> </p>
<p> </p>
<p> </p>
<p align="right"> </p>
<p align="right">Sołtys Sołectwa Platerówka</p>
<p align="right">/-/ Tadeusz Mazur</p>
2021-10-22 11:39:24
2021-10-22 11:40:30
70
2021-10-22 11:39:24
0
2021-10-22 11:39:24
Monika Sikorska
Monika Jocz
1
22
18425
Granty PPGR – Wsparcie dzieci i wnuków byłych pracowników PGR w Rozwoju cyfrowym
<div class="lead">
<p> </p>
<p><img title="" src="Download/get/id,18290.json" alt="" width="1326" height="137"></img>Gmina Platerówka ma możliwość aplikowania o środki finansowe w ramach projektu grantowego "<em>Wsparcie dzieci z rodzin popegeerowskich w rozwoju cyfrowym - granty PPGR".</em></p>
</div>
<p>Pandemia COVID-19 pokazała wiele problemów, a jednym z nich jest nauka zdalna na terenach popegeerowskich. Ujawniła ona deficyt sprzętu komputerowego czy utrudnienia w dostępie do Internetu co wpłynęło na realizację obowiązków szkolnych przez dzieci. Projekt „Granty PPGR” stawia za cel wyeliminowanie tych ograniczeń.</p>
<p>Celem Programu jest wsparcie rodzin popegeerowskich z dziećmi w zakresie dostępu do sprzętu komputerowego oraz dostępu do Internetu.</p>
<p><span>O wsparcie mogą starać się rodziny, których:</span></p>
<p>a) dziecko <span>zamieszkuje </span>miejscowość w której funkcjonowało niegdyś zlikwidowane państwowe przedsiębiorstwo gospodarki rolnej,</p>
<p>b) <span>dziecko jest członkiem rodziny</span> (krewnym w linii prostej, tj. rodzicie, dziadkowie, pradziadkowie/opiekunem prawnym), <span>który to pracował niegdyś w zlikwidowanym państwowym przedsiębiorstwie gospodarki rolnej i zamieszkiwał w miejscowości objętej PPGR</span></p>
<p>c) <span>dziecko nie otrzymało na własność lub w drodze użyczenia</span>, w ostatnim roku oraz roku poprzedzającym rok złożenia przedmiotowego wniosku (tj. w roku 2020 i 2021), <span>komputera stacjonarnego lub przenośnego będącego laptopem zakupionego ze środków publicznych</span> lub środków organizacji pozarządowych lub zwrotu kosztów, lub dofinansowania zakupu tych rzeczy.</p>
<p><span>Dofinansowanie będzie można otrzymać na:</span></p>
<p>a) sprzęt komputerowy z urządzeniami peryferyjnymi i akcesoriami oraz niezbędnym oprogramowaniem, umożliwiających pracę zdalną, w tym niezbędne akcesoria i oprogramowanie dla osób z niepełnosprawnościami (maksymalna stawka za jednostkę komputera określoną w dokumentacji konkursowej, tj.3 500 PLN za jednostkę stacjonarną lub laptopa oraz 1 500 PLN za zakup tabletu)</p>
<p>b) ubezpieczenie zakupionego sprzętu komputerowego;</p>
<p>c) usługę zapewniającą dostęp do Internetu na sprzęcie komputerowym zakupionym w ramach projektu, w przypadku gdy opiekun prawny w oświadczeniu wskaże na brak możliwości zapewnienia usługi dostępu do Internetu.</p>
<p>Warunkiem zakwalifikowania wniosku jest przedłożenie następujących dokumentów:</p>
<p>1) pismo przewodnie;</p>
<p>2) oświadczenie ucznia szkoły średniej, który osiągnął pełnoletniość lub oświadczenie rodzica/opiekuna prawnego ;</p>
<p>3) zgodę na przetwarzanie danych osobowych;</p>
<p>4) oświadczenie o wyborze sprzętu;</p>
<p>5) oświadczenie o stopniu pokrewieństwa;</p>
<p>6) dokument potwierdzający, iż członek rodziny pracował niegdyś w zlikwidowanym państwowym przedsiębiorstwie gospodarki rolnej i zamieszkiwał w miejscowości objętej PPGR (np. świadectwo pracy, zaświadczenie z KOWR, itp.)</p>
<p><span>Termin złożenia wniosku: do 29.10.2021r. do godziny 15:00.</span></p>
<p>Miejsce złożenia wniosku:</p>
<p>Urząd Gminy w Platerówce, Platerówka 20, 59-816 Platerówka</p>
<p> </p>
<p><span>Uwaga! Złożenie oświadczenia nie gwarantuje otrzymania wsparcia w ramach projektu!</span></p>
<p> </p>
<p>Zmiany w dokumentacji konkursowej wprowadzone przez Centrum Projektów Polska Cyfrowa skutkować mogą wprowadzeniem zmian w udostępnianych formularzach i koniecznością przedłożenia dodatkowych dokumentów czy informacji.</p>
<p> </p>
<p>Informacje dotyczące Programu znajdują się na stronie:</p>
<p><a>https://www.gov.pl/web/cppc/wsparcie-ppgr</a></p>
<p>Link do najczęściej zadawanych pytań:</p>
<p><a href="https://samorzad.pap.pl/kategoria/aktualnosci/granty-ppgr-w-pytaniach-i-odpowiedziach">https://samorzad.pap.pl/kategoria/aktualnosci/granty-ppgr-w-pytaniach-i-odpowiedziach</a></p>
<p> </p>
<p><img title="" src="Download/get/id,18291.json" alt="" width="1374" height="164"></img></p>
2021-10-19 13:18:33
2021-10-19 13:21:10
70
2021-10-19 13:18:33
0
2021-10-19 13:18:33
Monika Sikorska
Renata Stalmach
1
22
18423
Gminny Punkt Konsultacyjno - Informacyjny Programu Priorytetowego ,,Czyste Powietrze"-informacja
<p style="text-align: center;">Gminny Punkt Konsultacyjno - Informacyjny Programu Priorytetowego ,,Czyste Powietrze"</p>
<p style="text-align: center;">informuje, że w dniu <strong>19 października 2021 roku w godzinach od 15:00-17:00 </strong></p>
<p style="text-align: center;">konsultacje wniosków odbywać się będą wyłącznie telefonicznie pod nr telefonu : <strong>503 105 307.</strong></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><strong><img title="" src="Download/get/id,18288.json" alt="" width="724" height="724"></img></strong></p>
2021-10-18 13:55:12
2021-10-18 13:56:12
70
2021-10-18 13:55:12
0
2021-10-18 13:55:12
Monika Sikorska
Monika Jocz
1
22
18422
Obwieszczenie-zawiadomienie w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia pn.,, Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka do Głównego Punktu Zasilania ,,GPZ Mikułowa"
2021-10-14 07:33:27
2021-10-14 07:37:01
70
2021-10-14 07:33:27
0
2021-10-14 07:33:27
Monika Sikorska
Monika Jocz
1
22
18421
Zebranie Wiejskie sołectwa Zalipie
<p style="text-align: center;">Zawiadamia się Mieszkańców Sołectwa Zalipie,</p>
<p style="text-align: center;">że w dniu <strong>13 października 2021 roku o godz. 16:00 </strong><strong> </strong></p>
<p style="text-align: center;">w</p>
<p style="text-align: center;"><strong>altanie rekreacyjnej przy siłowni zewnętrznej w </strong></p>
<p style="text-align: center;"><strong>miejscowości Zalipie </strong></p>
<p style="text-align: center;">odbędzie się</p>
<p style="text-align: center;"> </p>
<h3 style="text-align: center;"><span style="font-size: 1.38em;"><strong>ZEBRANIE WIEJSKIE</strong></span></h3>
<h3 style="text-align: center;"><span style="font-size: 1.38em;"><strong>SOŁECTWA ZALIPIE</strong><strong> </strong></span></h3>
<p><strong>Temat zebrania:</strong></p>
<ol><li>Rozdysponowanie środków sołectwa.</li>
</ol><p> </p>
<p style="text-align: right;">Sołtys sołectwa Zalipie</p>
<p style="text-align: right;">/-/ Kamila Kamińska</p>
2021-10-08 11:44:18
2021-10-08 11:45:27
70
2021-10-08 11:44:19
0
2021-10-08 11:44:18
Monika Sikorska
Monika Jocz
1
22
18420
Zebranie Wiejskie w sołectwie Włosień 18 października 2021 roku
<p align="center"><span style="font-size: 1.38em;"><strong>OGŁOSZENIE</strong></span></p>
<p align="center"> </p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Włosień,</p>
<p align="center"> </p>
<p align="center">że w dniu <strong>18 października 2021 roku o godz. 17:00</strong></p>
<p align="center"> </p>
<p align="center">w <strong>świetlicy wiejskiej we Włosieniu</strong></p>
<p align="center"> </p>
<p align="center">odbędzie się</p>
<p align="center"> </p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE</strong></p>
<p align="center"><strong>SOŁECTWA WŁOSIEŃ</strong></p>
<p align="center"><strong> </strong></p>
<p><strong> </strong></p>
<p><strong>Temat zebrania:</strong></p>
<p><strong> </strong></p>
<ol><li>Wybory Sołtysa Sołectwa Włosień.</li>
</ol><p> </p>
<p align="right"> </p>
<p align="right">Wójt Gminy Platerówka</p>
<p align="right">/-/ Krzysztof Halicki</p>
2021-10-08 08:12:48
2021-10-08 08:16:02
70
2021-10-08 08:12:48
0
2021-10-08 08:12:48
Monika Sikorska
Monika Jocz
1
22
18408
Konsultacje Rocznego Programu Współpracy Gminy Platerówka z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3 ust. 3 ustawy o działalności pożytku publicznego i o wolontariacie na 2022 rok
<p class="Standard" align="center"><strong>Zarządzenie nr OR 0050/194/21</strong></p>
<p class="Standard" align="center"><strong>Wójta Gminy Platerówka</strong></p>
<p class="Standard" align="center"><strong>z dnia 05 października 2021 roku</strong></p>
<p class="Standard" style="text-align: center;"><strong>w sprawie</strong> <strong>zarządzenia konsultacji Rocznego Programu Współpracy Gminy Platerówka z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3 ust. 3 ustawy o działalności pożytku publicznego i o wolontariacie na 2022 rok</strong></p>
<p class="Standard"> </p>
<p class="Standard">Na podstawie art. 30 ust. 1, art. 30 ust. 2 pkt 2 ustawy z dnia 8 marca 1990 r. o samorządzie gminnym (Dz. U. z 2021 r. poz. 1373), art. 5a ust.1 ustawy z dnia 24 kwietnia 2003 r. o działalności pożytku publicznego i o wolontariacie (Dz. U. z 2020 r. poz. 1057 ze zm.), Uchwały Rady Gminy w Platerówce Nr V/22/11 z dnia 30 marca 2011 r. w sprawie określenia sposobu konsultacji z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3. ust. 3 ustawy o działalności pożytku publicznego i o wolontariacie, projektów aktów prawa miejscowego w dziedzinach dotyczących działalności statutowej tych organizacji,</p>
<p class="Standard" align="center">zarządzam, co następuje:</p>
<p class="Standard" align="center"><strong>§ 1.</strong></p>
<p class="Standard">Ogłasza się rozpoczęcie konsultacji społecznych Rocznego Programu Współpracy Gminy Platerówka z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3 ust.3 ustawy o działalności pożytku publicznego i o wolontariacie na 2022 rok.</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>§ 2.</strong></p>
<p class="Standard">Uczestnicy konsultacji: organizacje pozarządowe i podmioty wymienione w art.3 ust.3 ustawy o działalności pożytku publicznego i o wolontariacie.</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>§ 3.</strong></p>
<p class="Standard">Sposób konsultacji: konsultacje przeprowadza się poprzez publikację projektu Programu w Biuletynie Informacji Publicznej oraz pisemne zapytanie o uwagi i opinie organizacji posiadających siedzibę na terenie gminy.</p>
<p class="Standard"><strong> </strong></p>
<p class="Standard" align="center"><strong>§ 4.</strong></p>
<p class="Standard">Termin konsultacji: wszelkie uwagi i wnioski w formie pisemnej należy składać na adres: Urząd Gminy w Platerówce, Platerówka nr 20; 59-816 Platerówka lub za pomocą poczty elektronicznej na adres: promocja@gminaplaterowka.pl w terminie do dnia 25 października 2021 r.</p>
<p class="Standard" align="center"><strong>§ 5.</strong></p>
<p class="Standard">Zarządzenie wchodzi w życie z dniem podpisania.</p>
<p class="Standard"> </p>
<p class="Standard"> Wójt Gminy Platerówka</p>
<p class="Standard"> Krzysztof Halicki</p>
2021-10-05 11:20:30
2021-10-05 11:22:32
70
2021-10-05 11:20:30
0
2021-10-05 11:20:30
Monika Sikorska
Renata Stalmach
1
22
18406
Obwieszczenie Wojewody Dolnośląskiego z dnia 29 września 2021 roku w sprawie wszczęcia postępowania administracyjnego w sprawie wydania decyzji o ustaleniu lokalizacji strategicznej w zakresie sieci przesyłowej inwestycji pn.,, Budowa linii 400 kV Mikułowa-Świebodzice"
2021-10-04 11:10:15
2021-10-04 12:01:02
70
2021-10-04 11:59:09
0
2021-10-04 11:10:15
Monika Sikorska
Monika Jocz
2
22
18404
Szczepienia przeciw COVID-19 w Gminie Platerówka
<p><img title="plakat" src="Download/get/id,18241.json" alt="plakat" width="1653" height="2338"></img></p>
2021-09-24 12:38:45
2021-09-24 12:39:35
70
2021-09-24 12:38:45
0
2021-09-24 12:38:45
Monika Sikorska
Monika Jocz
1
22
18393
Komunikat obrady XX sesja Rady Gminy w Platerówce
<h2 align="center">KOMUNIKAT</h2>
<p><strong> </strong></p>
<p align="center">Podaję do wiadomości mieszkańców gminy, że<strong> w dniu 30 września 2021 r. o godz. 11<sup>00</sup></strong></p>
<p align="center"><strong> w </strong><strong>świetlicy wiejskiej w Platerówce </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>XX SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center"> </p>
<p align="center">z następującym porządkiem obrad:</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong> </strong></p>
<p>1.Informacja Wójta z działalności między sesjami.</p>
<p>2. Protokół z obrad XVIII, XIX sesji Rady Gminy w Platerówce.</p>
<p>3. Informacja o sprawozdaniu z wykonania budżetu gminy Platerówka za I półrocze 2021 roku.</p>
<p>4. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p>1) w sprawie uchwalenia Statutu Gminnego Ośrodka Pomocy Społecznej w Platerówce,</p>
<p>2) w sprawie przekazania projektu Regulaminu dostarczania wody i odprowadzania ścieków organowi regulacyjnemu do zaopiniowania,</p>
<p>3) w sprawie zmian w budżecie Gminy Platerówka na 2021 rok,</p>
<p>4) w sprawie zwołania zebrania wiejskiego dla przeprowadzenia wyborów w sołectwie Włosień.</p>
<p>5. Protokół kontroli Komisji Rewizyjnej.</p>
<p>6. Składanie interpelacje, zapytań, wniosków radnych</p>
<p><strong> </strong></p>
<p style="text-align: right;"><span style="font-size: 0.92em;"><strong><em>Przewodniczący Rady Gminy</em></strong></span></p>
<h1 style="text-align: right;"><span style="font-size: 0.92em;"><em> (-) Michał Mazur</em></span></h1>
<p> </p>
2021-09-22 12:38:09
2021-09-22 12:48:57
70
2021-09-22 12:48:46
0
2021-09-22 12:38:09
Monika Sikorska
Monika Jocz
2
22
18387
Gminny Punkt Konsultacyjno-Informacyjny Programu Piorytetowego Programu ,,Czyste Powietrze"
<p><strong>Punkt mieści się w siedzibie Urzędu Gminy w Platerówce, 59-816 Platerówka 20, pokój 7, tel: 503 105 307.</strong></p>
<p><strong>GODZINY PRACY PUNKTU:</strong></p>
<ul><li>Poniedziałek 7.00-8.00, 16.00-17.00</li>
<li>Wtorek 15.00-17.00</li>
<li>Środa 15.00-17.00</li>
<li>Czwartek 15.00-17.00</li>
<li>Piątek 15.00-17.00 (kontakt telefoniczny)</li>
</ul><p> </p>
<p><strong>Jednocześnie, ze względu na duże zainteresowanie Programem, zwracamy się z prośbą o wcześniejsze ustalenie daty i godziny indywidualnego spotkania pod numerem tel. 503-105-307.</strong></p>
<p><br></br><strong>ZAKRES DZIAŁANIA PUNKTU KONSULTACYJNEGO:</strong></p>
<ul><li>udzielenie informacji o Programie osobom zainteresowanym złożeniem wniosku o dofinansowanie,</li>
<li>wsparcie w zakresie przygotowania wniosków o dofinansowanie,</li>
<li><strong>· </strong>pomoc przy rozliczaniu przyznanego dofinansowania.</li>
</ul><p><strong>PODSTAWOWE INFORMACJE O PROGRAMIE „CZYSTE POWIETRZE”:</strong></p>
<p> „Czyste Powietrze” to kompleksowy program, którego celem jest poprawa jakości powietrza oraz zmniejszenie emisji gazów cieplarnianych poprzez wymianę źródeł ciepła i poprawę efektywności energetycznej budynków mieszkalnych jednorodzinnych. Narzędziem w osiągnięciu celu jest dofinansowanie przedsięwzięć realizowanych przez beneficjentów uprawnionych do podstawowego poziomu dofinansowania oraz beneficjentów uprawnionych do podwyższonego poziomu dofinansowania.</p>
<p>Szczegółowe informacje na temat Programu „Czyste Powietrze” można znaleźć na stronie internetowej Wojewódzkiego Funduszu Ochrony Środowiska i Gospodarki Wodnej we Wrocławiu:</p>
<p><a href="https://portal.fos.wroc.pl/strona-glowna-programu">https://portal.fos.wroc.pl/strona-glowna-programu</a> oraz https://czystepowietrze.gov.pl/</p>
<p><strong>PROGRAM OBEJMUJE DWIE GRUPY BENEFICJENTÓW</strong></p>
<ul><li>uprawnionych do podstawowego poziomu dofinansowania – osoby, których roczny dochód nie przekracza 100 000 zł</li>
<li>uprawnionych do podwyższonego poziomu dofinansowania – osoby, których przeciętny średni miesięczny dochód na osobę w gospodarstwie domowym nie przekracza:</li>
</ul><p><strong> 1 563,60 zł – w gospodarstwie wieloosobowym</strong></p>
<p><strong> 2 189,04 zł – w gospodarstwie jednoosobowym</strong></p>
<p><strong>ZAKRES RZECZOWY</strong></p>
<ul><li>wymiana, zakup i montaż źródła ciepła,</li>
<li>instalacja centralnego ogrzewania i ciepłej wody użytkowej,</li>
<li>wentylacja mechaniczna z odzyskiem ciepła,</li>
<li>mikroinstalacja fotowoltaiczna,</li>
<li>ocieplenie przegród budowlanych,</li>
<li>stolarka okienna i drzwiowa,</li>
</ul><p><strong>DOFINANSOWANIE</strong></p>
<p>W zależności od rodzaju działań od 30% do 75 % kosztów kwalifikowanych, audyt energetyczny do 100 %, nie więcej niż maksymalne kwoty określone dla poszczególnych działań.</p>
<p>Dotacja może wynosić maksymalnie do <strong>30 000</strong> zł dla podstawowego poziomu dofinansowania i <strong>37 000</strong> zł dla podwyższonego poziomu dofinansowania.</p>
<p><strong>CZAS REALIZACJI</strong></p>
<p>30 miesięcy od daty pierwszego poniesionego kosztu kwalifikowanego lub złożenia wniosku</p>
<p> </p>
<p><strong>DO ZŁOŻENIA WNIOSKU W PROGRAMIE ,,CZYSTE POWIETRZE” NIEZBĘDNE JEST:</strong></p>
<ul><li>aktualny adres e-mailowy wraz z hasłem (niezbędny do utworzenia konta na portalu beneficjenta oraz do złożenia wniosku),</li>
<li>PESEL swój oraz współmałżonka/współmałżonki, </li>
<li>numer księgi wieczystej,</li>
<li>numer działki,</li>
<li>przybliżony rok wystąpienia o pozwolenie na budowę, </li>
<li>powierzchnia całkowita budynku/lokalu mieszkalnego w m2, </li>
<li>wartość dochodu/rodzaj PIT, </li>
<li>numer rachunku bankowego do wypłaty dofinansowania,</li>
<li>dokument potwierdzający prawo własności budynku mieszkalnego (jeśli dla budynku lub nieruchomości gruntowej nie została założona księga wieczysta np. akt notarialny lub inny dokument potwierdzający prawo własności budynku), </li>
<li>zaświadczenie wydane zgodnie z art. 411 ust. 10g ustawy – Prawo ochrony środowiska, przez organ właściwy ze względu na adres zamieszkania wnioskodawcy, nie wcześniej niż 3 miesiące przed datą złożenia wniosku o dofinansowanie, wskazujące przeciętny miesięczny dochód na jednego członka gospodarstwa domowego wnioskodawcy (w przypadku podwyższonego poziomu dofinansowania), </li>
<li>załącznik zawierający oświadczenia: współwłaściciela/wszystkich współwłaścicieli o wyrażeniu zgody na realizację przedsięwzięcia ujętego w niniejszym wniosku o dofinansowanie (jeśli budynek/lokal mieszkalny jest objęty współwłasnością); współmałżonka o wyrażeniu zgody na zaciągnięcie zobowiązań (jeśli wnioskodawca posiada ustawową wspólność majątkową), </li>
<li>jeżeli inwestycja została już rozpoczęta, data wystawienia pierwszej faktury, </li>
<li>w przypadku prowadzenia gospodarstwa rolnego, liczba ha przeliczeniowych (najlepiej zabrać ze sobą decyzje podatkową, ponieważ tam widnieje taka informacja), </li>
<li>w przypadku prowadzenia działalności gospodarczej, powierzchnia przeznaczona pod prowadzenie tej działalności, </li>
<li>w przypadku ubiegania się o dofinansowanie na termomodernizację budynku, liczba m<sup>2</sup> okien, drzwi, orynnowania, materiałów budowlanych wykorzystanych do np. ocieplenia ścian.</li>
</ul><p><strong> </strong></p>
<p><strong>PRZYDATNE LINKI:</strong></p>
<p><strong><span style="text-decoration: underline;">Kalkulator dotacji Programu Czyste Powietrze:</span></strong></p>
<p><a href="https://czystepowietrze.gov.pl/kalkulator-dotacji/">https://czystepowietrze.gov.pl/kalkulator-dotacji/</a></p>
<p><strong><span style="text-decoration: underline;">Kalkulator grubości izolacji:</span></strong></p>
<p>https://kalkulatorczystepowietrze.kape.gov.pl/</p>
<p> </p>
<p><img title="" src="Download/get/id,18219.json" alt="" width="2048" height="1154"></img></p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" title="" src="Download/get/id,18222.json" alt="" width="724" height="724"></img></p>
<p>Informujemy, że w Urzędzie Gminy w Platerówce w dniu 20.09.2021 r. uruchomiony zostanie Gminny Punkt Konsultacyjno-Informacyjny Programu Priorytetowego „Czyste Powietrze”. W Punkcie jest możliwość skonsultowania wniosku o dofinansowanie w ramach Rządowego Programu Priorytetowego ,,Czyste Powietrze” oraz jego złożenie. Wnioski przesyłane będą do Wojewódzkiego Funduszu Ochrony Środowiska i Gospodarki Wodnej we Wrocławiu, gdzie następuje ich ocena merytoryczna.</p>
2021-09-17 12:49:31
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Monika Sikorska
Monika Jocz
2
22
18386
Obwieszczenie-zawiadomienie o zawieszeniu postępowania w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia pn.: ,, Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączeniem do Głównego Punktu Zailania ,,GPZ Mikułowa"- SO.6220.1.11.2021
2021-09-14 14:43:53
2021-09-14 14:47:33
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2021-09-14 14:43:53
Monika Sikorska
Monika Jocz
1
22
18385
Obwieszczenie-zawiadomienie o wyrażeniu opinii dla przedsięwzięcia ,, Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego gminy Platerówka wraz z przyłączeniem do Głównego Punktu Zailania ,,GPZ Mikułowa"- SO.6220.1.8.2021
2021-09-14 14:40:26
2021-09-14 14:43:50
70
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2021-09-14 14:40:26
Monika Sikorska
Monika Jocz
1
22
18374
Festyn Strażacko-Dożynkowy w Gminie Platerówka
<p><img title="plakat" src="Download/get/id,18174.json" alt="plakat" width="1653" height="2338"></img></p>
2021-08-30 12:57:40
2021-08-30 12:58:52
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2021-08-30 12:57:40
Monika Sikorska
Monika Jocz
1
22
18354
Obwieszczenie-zawiadomienie w sprawie wyrażenia opinii dla przedsięwzięcia ,, Instalacja fotowoltaiczna ,,Mikułowa I" na renaturalizowanych terenach rolnictwa intensywnego Gminy Platerówka wraz z przyłączeniem do głównego punktu zasilania ,,GPZ Mikułowa"
2021-08-11 08:53:11
2021-08-11 08:56:09
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Monika Sikorska
Monika Jocz
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Komunikat XIX sesja nadzwyczajna Rady Gminy w Platerówce - 10 sierpnia 2021 roku
<p style="text-align: center;" align="center"><strong>KOMUNIKAT</strong></p>
<p style="text-align: center;" align="center">Podaję mieszkańcom gminy Platerówka do wiadomości,</p>
<p style="text-align: center;" align="center">że <strong>w dniu 10 sierpnia 2021 roku </strong></p>
<p style="text-align: center;" align="center"><strong>o godzinie 11:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p style="text-align: center;" align="center">odbędą się</p>
<p style="text-align: center;" align="center"><strong>obrady XIX nadzwyczajnej sesji Rady Gminy w Platerówce,</strong></p>
<p style="text-align: center;" align="center">zwołanej na wniosek Wójta Gminy Platerówka,</p>
<p style="text-align: center;" align="center"> z następującym porządkiem obrad:</p>
<p style="text-align: center;" align="center"> </p>
<ol><li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol><p> </p>
<p>1) w sprawie zmiany Uchwały nr V/35/19 Rady Gminy w Platerówce z dnia 17 czerwca 2019 roku w sprawie ustalenia planu sieci publicznych szkół podstawowych prowadzonych przez Gminę Platerówka oraz określenia granic publicznych szkół podstawowych od dnia 1 września 2019 roku,</p>
<p>2) w sprawie ustalenia średniej ceny jednostki paliwa w Gminie Platerówka na rok szkolny 2021/2022,</p>
<p>3) w sprawie zmian w budżecie gminy Platerówka na 2021 rok,</p>
<p>4) w sprawie ustalenia dopłat do cen wody oraz odprowadzania ścieków na terenie Gminy Platerówka,</p>
<p>5) w sprawie przyjęcia projektu Regulaminu dostarczania wody i odprowadzania ścieków na terenie Gminy Platerówka i przekazania go do zaopiniowania organowi regulacyjnemu, którym jest właściwy miejscowo Dyrektor Regionalnego Zarządu Gospodarki Wodnej we Wrocławiu Państwowego Gospodarstwa Wodnego Wody Polskie.</p>
<p> </p>
<p align="center"> </p>
<p>Transmisja obrad XIX sesji Rady Gminy w Platerówce na żywo będzie dostępna na stronie internetowej Gminy Platerówka oraz w Biuletynie Informacji Publicznej Gminy Platerówka.</p>
<p> </p>
<p> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur </em></strong></p>
2021-08-06 14:46:02
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Monika Sikorska
Monika Jocz
1
22
18344
Trening systemu wczesnego ostrzegania
<p><img title="s" src="Download/get/id,18105.json" alt="s" width="355" height="276"></img></p>
<p>W dniu <strong>1 sierpnia 2021 r. w godzinie 17:00</strong> zostanie przeprowadzony <strong>TRENING SYSTEMU WCZESNEGO OSTRZEGANIA NA OBSZARZE GMINY PLATERÓWKA</strong> <strong> - ALARM POWIETRZNY</strong>. Zgodnie z tabelą sygnałów alarmowych poprzez posiadane syreny alarmowe zostanie wyemitowany dźwięk ciągły modulowany trwający 3 minuty – ogłoszenie alarmu oraz dźwięk ciągły trwający 3 minuty - odwołanie alarmu.</p>
<p>Powyższą informację przekazuje się na podstawie § 10 ust. 3 i 4 Rozporządzenia Rady Ministrów z dnia 7 stycznia 2013 r. w sprawie systemów wykrywania skażeń i powiadamiania o ich wystąpieniu oraz właściwości organów w tych sprawach.</p>
<p align="right">Wójt Gminy<br></br> Krzysztof Halicki</p>
<p> </p>
<p> </p>
2021-07-30 09:42:31
2021-07-30 09:45:09
70
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Monika Sikorska
Monika Jocz
1
22
18341
Piknik Historyczny "Szlakiem Platerówek"
<p><img title="" src="Download/get/id,18101.json" alt="" width="3307" height="4676"></img></p>
2021-07-21 08:33:55
2021-07-21 08:36:35
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Monika Sikorska
Paweł Czapliński
1
22
18340
Obwieszczenie Wojewody Dolnośląskiego o wydaniu decyzji o ustaleniu lokalizacji strategicznej inwestycji w zakresie sieci przesyłowej
2021-07-19 10:46:34
2021-07-19 10:51:42
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Monika Sikorska
Renata Stalmach
1
22
18339
Biała sobota w gminie Platerówka
<p><img title="Plakat" src="Download/get/id,18099.json" alt="Plakat" width="1653" height="2338"></img></p>
2021-07-16 14:24:15
2021-07-16 14:25:13
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Monika Sikorska
Renata Stalmach
1
22
18338
Webinarium pt. „Firma dla młodych – wsparcie na założenie działalności gospodarczej"– 29.07.2021 r.
<p><img title="Plakat" src="Download/get/id,18098.json" alt="Plakat" width="1240" height="1754"></img></p>
2021-07-16 10:08:56
2021-07-16 10:11:00
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Monika Sikorska
Renata Stalmach
2
22
18337
OBWIESZCZENIE - ZAWIADOMIENIE O WSZCZĘCIU POSTĘPOWANIA - SO.6220.1.1.2021 z dnia 15 lipca 2021 roku
2021-07-16 10:03:33
2021-07-16 10:05:33
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Monika Sikorska
Wioleta Strażnik
1
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18335
Ogłoszenie
<p><img title="1" src="Download/get/id,18089.json" alt="1" width="1613" height="134"></img></p>
<p class="BasicParagraph" align="center"><strong><em>OGŁOSZENIE</em></strong></p>
<p class="BasicParagraph">W związku z sygnałami o aktywności podmiotów trzecich, oferujących wsparcie prawne w celu uzyskania odszkodowania finansowego za ustanowienie na nieruchomościach służebności przesyłu dla budowanej linii 400 kV Mikułowa – Świebodzice, Polskie Sieci Elektroenergetyczne S.A. pragną zapewnić, że <strong>wynagrodzenie z tego tytułu zostanie Państwu bezwględnie wypłacone</strong>, gdyż wynika to wprost z obowiązujących przepisów prawa i nie wymaga ze strony właścicieli nieruchomości żadnych dodatkowych działań.</p>
<p class="BasicParagraph">Zgodnie z deklaracjami składanymi podczas spotkań informacyjno-konsultacyjnych, które odbyły się <br></br> w październiku i listopadzie 2019 r., a także w korespondencji skierowanej do wszystkich właścicieli nieruchomości na trasie linii, PSE S.A. dołożą wszelkich starań, aby w sposób polubowny uregulować kwestię ustanowienia służebności przesyłu. Z każdym właścicielem nieruchomości skontaktuje się Pełnomocnik PSE S.A. legitymujący się stosownym pełnomocnictwem, i zaproponuje określone warunki ustanowienia służebności przesyłu oraz wysokość wynagrodzenia. Zgodnie z przyjętą praktyką, jest ono wypłacane właścicielom w ciągu 45 dni od daty zawarcia stosownego aktu notarialnego.</p>
<p class="BasicParagraph">W przypadku niemożności osiągnięcia porozumienia, zastosowanie znajdzie tryb administracyjny, a wysokość wynagrodzenia ustali w drodze decyzji Wojewoda Dolnośląski.</p>
<p class="BasicParagraph">W każdym z opisanych przypadków właściciel nieruchomości otrzyma z pewnością stosowne wynagrodzenie.</p>
<p class="BasicParagraph">Podmioty trzecie, oferujące wsparcie prawne, pobierają zwykle z tego tytułu opłatę stanowiącą określoną z góry procentową kwotę od wynagrodzenia za ustanowienie służebności, lub ustalają własną taksę operacyjną (zwykle kilkaset złotych). Zwracamy także uwagę, że zawarcie umowy oraz udzielenie podmiotowi trzeciemu pełnomocnictwa do reprezentowania właścicieli nieruchomości w tym zakresie może oznaczać nie tylko dodatkowe koszty, ale w skrajnym przypadku – gdy odstąpienie od zawartej umowy grozić będzie koniecznością zapłaty wysokiej kary umownej, a udzielone pełnomocnictwo będzie mieć charakter nieodwołalny – może to nawet oznaczać brak możliwości występowania właścicieli nieruchomości we własnej sprawie.</p>
<p class="BasicParagraph">Należy wyraźnie podkreślić, że <strong>Pełnomocnicy PSE S.A. nie pobierają ŻADNYCH OPŁAT</strong> od właścicieli nieruchomości, ani nie dokonują <strong>ŻADNYCH PROCENTOWYCH POTRĄCEŃ</strong> z uzgodnionego wynagrodzenia, które <strong>zostanie Państwu wypłacone przez PSE S.A. W CAŁOŚCI</strong> wynikającej z zawartego aktu notarialnego.</p>
<p class="BasicParagraph">Bardzo prosimy o zachowanie szczególnej ostrożności i skrupulatne weryfikowanie kto kontaktuje się <br></br> z Państwem w sprawach związanych z budową linii. Przedstawiciele Polskich Sieci Elektroenergetycznych S.A. ZAWSZE gotowi są przedstawić Państwu PEŁNOMOCNICTWA do reprezentowania Spółki w tym zakresie.</p>
<p class="BasicParagraph">Pragniemy również poinformować, że rozpoczęcie procesu uzgodnień z właścicielami nieruchomości zaplanowano na wrzesień 2021 r. Na termin ten w dużej mierze wpływ miała panująca w kraju sytuacja epidemiczna. Mając to na uwadze, a także kwestie harmonogramowe, PSE S.A. podjęły decyzję o zastosowaniu na obecnym etapie inwestycji rozwiązań przewidzianych w przepisach ustawy z dnia 24 lipca 2015 r. o przygotowaniu i realizacji strategicznych inwestycji w zakresie sieci przesyłowych. Przywołane przepisy umożliwiają inwestorowi uzyskanie prawa do realizacji prac budowlanych na wskazanych nieruchomościach w oparciu o decyzję lokalizacyjną wydaną przez Wojewodę Dolnośląskiego.</p>
<p class="BasicParagraph">Należy wyraźnie podkreślić, że opisany administracyjny tryb pozyskania praw do posadowienia instalacji przesyłowych na nieruchomościach nie wpływa na deklarowany wcześniej sposób działania inwestora <br></br> i przeprowadzenie indywidualnych rokowań z każdym właścicielem nieruchomości na trasie linii.</p>
<p class="BasicParagraph">W razie dodatkowych pytań w tym zakresie prosimy o kontakt z naszymi przedstawicielami za pośrednictwem infolinii pod numerem +48 32 257 89 96,czynnej codziennie, w godzinach 08:00-14:00.</p>
<p class="BasicParagraph">Mamy nadzieję, że uzgodnienia w zakresie ustanowienia służebności przesyłu uda się przeprowadzić w sposób satysfakcjonujący zarówno dla właścicieli nieruchomości, jak i inwestora.</p>
<p class="BasicParagraph"><img title="2" src="Download/get/id,18090.json" alt="2" width="1488" height="276"></img></p>
<p> </p>
2021-07-12 12:52:52
2021-07-12 12:54:36
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Monika Sikorska
Krzysztof Halicki
1
22
18303
KOMUNIKAT MSWK ,,SUPLAZ” SP. Z O.O.
<p> </p>
<p align="center"><strong><em>Z uwagi na panujące upały oraz znaczny wzrost zużycia wody pobieranej z sieci wodociągowej MSWIK ,,SUPLAZ’’ Sp. z o.o.</em></strong></p>
<p align="center"><strong><em>APELUJE</em></strong></p>
<p align="center"><strong><em>do wszystkich Odbiorców o ograniczenie używania wody do celów innych niż bytowe, a w szczególności:</em></strong></p>
<p align="center"><strong><em>- do podlewania ogródków przydomowych,</em></strong></p>
<p align="center"><strong><em>- napełniania basenów, oczek wodnych, stawów,</em></strong></p>
<p style="text-align: center;"><strong><em>- mycia samochodów.</em></strong></p>
2021-06-21 11:09:45
2021-06-21 11:10:19
70
2021-06-21 11:09:46
0
2021-06-21 11:09:45
Monika Sikorska
Monika Jocz
1
22
18302
Obwieszczenie o wydaniu decyzji o zezwoleniu na realizację inwestycji drogowej polegającej na rozbudowie i przebudowie drogi wojewódzkiej nr 358 wraz z obiektem mostowym w miejscowości Platerówka pn. ,,Przebudowa mostu w km 4+379 drogi wojewódzkiej nr 358 w miejscowości Platerówka"
2021-06-18 08:27:56
2021-06-18 08:38:36
70
2021-06-18 08:27:57
0
2021-06-18 08:27:56
Monika Sikorska
Monika Jocz
1
22
18299
Komunikat obrady XVIII sesji Rady Gminy w Platerówce w dniu 28 czerwca 2021 roku o godzinie 12:00
<h2 align="center">KOMUNIKAT</h2>
<p><strong> </strong></p>
<p align="center">Podaję do wiadomości mieszkańców gminy, że<strong> w dniu 28 czerwca 2021 r. o godz. 12<sup>00</sup></strong></p>
<p align="center"><strong> w </strong><strong>świetlicy wiejskiej w Platerówce </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>XVIII SESJA ZWYCZAJNA RADY GMINY W PLATERÓWCE</strong></p>
<p align="center">z następującym porządkiem obrad:</p>
<ol><li>Informacja Wójta z działalności między sesjami.</li>
</ol><p>2. Protokół z obrad XV, XVI, XVII sesji Rady Gminy w Platerówce.</p>
<p>3. Raport o stanie Gminy Platerówka za 2020 rok:</p>
<p>3a) debata;</p>
<p>3b) wotum zaufania dla Wójta Gminy.</p>
<p>4. Rozpatrzenie sprawozdania z wykonania budżetu gminy Platerówka za 2020 rok i absolutorium dla Wójta Gminy za 2020 rok.</p>
<p>5. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p class="ListParagraph">1) w sprawie przyjęcia sprawozdania Wójta Gminy Platerówka z realizacji w roku 2020 Programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na lata 2016-2020 oraz z realizacji Rocznego programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art.3 ust.3 ustawy o działalności pożytku publicznego i wolontariacie na rok 2020, </p>
<p class="ListParagraph">2) w sprawie zmian w budżecie gminy Platerówka na 2021 rok,</p>
<p class="ListParagraph">3) w sprawie wprowadzenia zmian w Wieloletniej Prognozie Finansowej Gminy Platerówka na lata 2021-2025,</p>
<p class="ListParagraph">4) w sprawie zmiany Statutu Gminy Platerówka.</p>
<ol><li>Rozpatrzenie skargi na Wójta Gminy Platerówka.</li>
<li>Składanie interpelacje, zapytań, wniosków radnych.</li>
</ol><p> </p>
<p>Podczas obrad XVIII sesji zwyczajnej Rady Gmin y w Platerówce rozpatrywany będzie Raport o stanie Gminy Platerówka za 2020 rok. Raport obejmuje podsumowanie działalności Wójta Gminy Platerówka, w szczególności realizację polityk, programów i strategii, uchwał rady gminy.</p>
<p>Podczas obrad XVIII sesji zwyczajnej Rady Gminy w Platerówce mieszkańcy gminy Platerówka będą mogli wziąć udział w debacie nad raportem. Mieszkaniec, który chciałby zabrać głos w debacie składa do Przewodniczącego Rady Gminy w Platerówce pisemne zgłoszenie poparte <strong>20 podpisami w terminie do dnia 25 czerwca 2021 roku w godzinach pracy urzędu 07:00-15:00.</strong></p>
<p>Mieszkańcy są dopuszczani do głosu według kolejności otrzymania przez Przewodniczącego Rady Gminy w Platerówce zgłoszeń. <strong>Liczba mieszkańców mogących zabrać głos w debacie wynosi 15</strong>. Formularz zgłoszeniowy dostępny jest na stronie <a href="http://www.gminaplaterowka.pl/">www.gminaplaterowka.pl</a>, w Biuletynie Informacji Publicznej Urzędu Gminy w Platerówce <span style="text-decoration: underline;">http://bip.ugplaterowka.nv.pl/</span> oraz w Urzędzie Gminy w Platerówce.</p>
<p><strong><em>Przewodniczący Rady</em></strong></p>
<p><strong><em> (-) Michał Mazur</em></strong></p>
2021-06-14 15:08:00
2021-06-14 15:09:06
70
2021-06-14 15:08:01
0
2021-06-14 15:08:00
Monika Sikorska
Monika Jocz
1
22
18297
Spotkanie informacyjne dotyczące Programu Czyste Powietrze w dniu 15 czerwca 2021 roku
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Gminy Platerówka,</p>
<p align="center">że w <strong>dniu 15 czerwca 2021 roku</strong></p>
<p align="center"><strong>w świetlicy wiejskiej w Platerówce </strong></p>
<p align="center"><strong>o godzinie 16:30</strong></p>
<p align="center">odbędzie się spotkanie informacyjne</p>
<p align="center">z doradcą energetycznym dotyczącym </p>
<p align="center"> </p>
<p align="center"><strong> PROGRAMU CZYSTE POWIETRZE </strong></p>
<p align="center"> </p>
<p align="center"> </p>
<p align="right"><strong><em>Wójt Gminy Platerówka</em></strong></p>
<p align="right"><strong><em>mgr Krzysztof Halicki</em></strong></p>
2021-06-09 12:39:04
2021-06-09 12:39:52
70
2021-06-09 12:39:05
0
2021-06-09 12:39:04
Monika Sikorska
Monika Jocz
1
22
18296
Informacja
<p style="text-align: center;">W dniu <strong>04 czerwca 2021 roku (piątek)</strong></p>
<p style="text-align: center;" align="center">Urząd Gminy w Platerówce</p>
<p style="text-align: center;" align="center"> będzie <strong><span style="text-decoration: underline;">nieczynny.</span></strong></p>
<p style="text-align: center;" align="center"> </p>
2021-06-01 13:27:17
2021-06-01 13:29:16
70
2021-06-07 00:00:01
2021-06-01 13:29:08
0
2021-06-01 13:27:17
Monika Sikorska
Monika Jocz
2
22
18290
PSZOK nieczynny w dniu 04.06.2021 r.
<p align="center">Urząd Gminy w Platerówce informuje, iż</p>
<p align="center">w dniu <span style="color: #ff0000;"><strong>04 czerwca 2021 roku (piątek)</strong></span></p>
<p align="center">Punkt Selektywnej Zbiórki Odpadów</p>
<p align="center">Komunalnych w Platerówce</p>
<p align="center"> będzie nieczynny.</p>
2021-05-24 12:15:07
2021-05-24 12:16:15
70
2021-06-07 00:00:01
2021-05-24 12:16:05
0
2021-05-24 12:15:07
Monika Sikorska
Renata Stalmach
2
22
18289
Komunikat obrady XVII sesji Rady Gminy w Platerówce 24.05.2021 r.
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości,</p>
<p align="center">że <strong>w dniu 24 maja 2021 roku </strong></p>
<p align="center"><strong>o godzinie 11:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XVII nadzwyczajnej sesji Rady Gminy w Platerówce</strong></p>
<p align="center">w zdalnym trybie obradowania, z głosowaniem korespondencyjnym,</p>
<p align="center">zwołanej na wniosek Wójta Gminy Platerówka,</p>
<p align="center"> z następującym porządkiem obrad:</p>
<p align="center"> </p>
<ol><li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol><p>1) w sprawie wyrażenia zgody na ustanowienie zastawu rejestrowanego na udziałach Gminy Platerówka w Międzygminnej Spółce Wodno-Kanalizacyjnej ”Suplaz” Sp. z o.o. na rzecz Wojewódzkiego Funduszu Ochrony Środowiska i Gospodarki Wodnej we Wrocławiu jako zabezpieczenie udzielonej przez Fundusz pożyczki dla Spółki ”Suplaz” Sp. z o. o.</p>
<p align="center"> </p>
<p>W związku z bezpieczeństwem radnych, gości zaproszonych oraz mieszkańców gminy Platerówka transmisja obrad sesji odbędzie się w obecności Przewodniczącego Rady Gminy w Platerówce oraz pracowników Urzędu Gminy w Platerówce.</p>
<p>Transmisja obrad XVII sesji Rady Gminy w Platerówce na żywo będzie dostępna na stronie internetowej Gminy Platerówka oraz w Biuletynie Informacji Publicznej Gminy Platerówka.</p>
<p> </p>
<p style="text-align: right;"> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p style="text-align: right;"><strong><em> (-) Michał Mazur </em></strong></p>
2021-05-19 11:38:52
2021-05-19 11:42:33
70
2021-05-19 11:38:52
0
2021-05-19 11:38:52
Monika Sikorska
Monika Jocz
1
22
18288
Obwieszczenie Wojewody Dolnośląskiego o wszczęciu postępowania administracyjnego w sprawie inwestycji "Budowa linii 400 kV Mikułowa - Świebodzice"
2021-05-19 07:38:45
2021-05-19 07:45:14
72
2021-05-19 07:38:46
0
2021-05-19 07:38:45
Joanna Mazurek
Joanna Mazurek
1
22
18285
Informacja o realizacji inwestycji w ramach EFPROW na lata 2014-2020
<p style="text-align: justify;"> </p>
<p style="text-align: justify;">Gmina Platerówka w miesiącu listopadzie 2020 roku, zakończyła długo oczekiwaną realizację inwestycji mającej na celu <strong>utworzenie kompleksu infrastruktury turystyczno-rekreacyjnej w dwóch lokalizacjach w gminie Platerówka</strong>, składającego się z budowy trasy pieszej o charakterze przyrodniczo – edukacyjnym na górę Czubatka w miejscowości Włosień oraz budowę altany rekreacyjnej i siłowni zewnętrznej w miejscowości Zalipie.</p>
<p style="text-align: justify;"><strong>Na realizację tego projektu Gmina Platerówka podpisała w roku 2019 umowę z Zarządem Województwa Dolnośląskiego o dofinansowanie w kwocie 113 481,00 zł z dotacji budżetu Województwa Dolnośląskiego w ramach poddziałania „wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność” w ramach działania „wsparcie dla rozwoju lokalnego w ramach inicjatywy LEADER” objętego Programem w zakresie Rozwój ogólnodostępnej i niekomercyjnej infrastruktury turystycznej lub rekreacyjnej lub kulturalnej. oraz Ze środków Rządowego Funduszu Inwestycji Lokalnych (z puli przyznanej zgodnie z § 2 ust.1 pkt 1) Uchwały Nr 102 Rady Ministrów z dnia 23 lipca 2020r. w sprawie wsparcia na realizację zadań inwestycyjnych przez jednostki samorządu terytorialnego), dofinansowano inwestycję w kwocie 30 000,00 zł. </strong></p>
<p style="text-align: justify;">Budowa trasy na górę Czubatka ma na celu ochronę lokalnych zasobów poprzez oznakowanie dziedzictwa przyrodniczego, służąc lokalnej społeczności czy turystom oraz w sposób znaczący przyczyni się do promowania walorów przyrodniczych gminy.</p>
<p style="text-align: justify;">Wejście na ścieżkę prowadzi bezpośrednio z istniejącej drogi polnej mającej połączenie z drogą lokalną. W ramach projektu wykonano prace ziemne polegające na wyrównaniu istniejącego szlaku, nawierzchnię szutrową ciągu pieszego łączącego istniejącą drogę polną z polaną bezpośrednio pod wejściem na szczyt góry Czubatka. Końcowa trasa wyposażona została w schody drewniane, umożliwiające bezpieczne pokonanie stromego wejścia na szczyt. Na polanie wybudowano altanę z bali drewna sosnowego, wyposażoną w stół i ławki. Powstało również fantastyczne miejsce na bezpieczne ognisko. Dla celów edukacyjnych na trasie ścieżki ustawiono tablice informacyjne dotyczące historii regionu. Polanę pod szczytem góry zagospodarowano w ławki i stoły oraz odnowiono krzyż milenijny.</p>
<p style="text-align: justify;">Kompleks rekreacyjny uzupełniła wybudowana w Zalipiu biesiadna altana oraz siłownia zewnętrzna, wyposażona w cztery podwójne urządzenia do ćwiczeń, dzięki czemu mieszkańcy tego sołectwa również mogą rekreacyjnie spędzić czas na wolnym powietrzu blisko miejsca zamieszkania.</p>
<p align="center"><strong><img 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" alt="" width="983" height="139"></img></strong></p>
<p align="center"><strong>DOFINANSOWANIE DLA GMINY PLATERÓWKA</strong></p>
<p align="center"><strong>W RAMACH WSPARCIA ROZWOJU OBSZARÓW WIEJSKICH PRZEZ EUROPEJSKI FUNDUSZ ROLNY NA RZECZ ROZWOJU OBSZARÓW WIEJSKICH (EFPROW) NA LATA </strong><strong>2014-2020</strong></p>
2021-05-05 10:51:26
2021-05-05 11:11:48
72
2021-05-05 10:59:31
0
2021-05-05 10:51:26
Joanna Mazurek
Joanna Mazurek
2
22
18280
Obwieszczenie Wójta Gminy Platerówka o wydaniu decyzji o lokalizacji inwestycji celu publicznego
<p style="text-align: right;"><strong>Platerówka, dnia 28 kwietnia 2021 r. </strong></p>
<p><strong>GMK.6733.1.2021</strong></p>
<p align="center"><strong>Obwieszczenie o wydaniu decyzji </strong></p>
<p align="center"><strong>o ustaleniu lokalizacji inwestycji celu publicznego</strong></p>
<p align="center"><strong> </strong></p>
<p>Na podstawie art. 53 ust. 1 ustawy z 27 marca 2003r. <em>o planowaniu i zagospodarowaniu przestrzennym</em> (tekst jednolity Dz.U. z 2020r., poz. 293) oraz art. 49 i art. 61 § 4 ustawy z dnia 14 czerwca 1960r. <em>Kodeks postępowania administracyjnego</em> (tekst jednolity Dz.U. z 2020r., poz. 256),</p>
<p align="center"><strong>Zawiadamiam</strong></p>
<p>że w dniu 28 kwietnia 2021r. została wydana decyzja o ustaleniu lokalizacji inwestycji celu publicznego dla inwestycji polegającej na <strong>budowie 2-torowej linii kablowej SN wraz z dodatkową rurą i zasobnikami zaciągowo-zapasowymi dla kabla światłowodowego w ramach zadania „L-755/757 – odtworzenie 2-torowej linii napowietrznej 20 kV w przęsłach pomiędzy słupami JGL378322 a JGL377656 linii L-755 oraz JGL377811 linii L-757 pomiędzy miejscowościami Zaręba i Włosień” lokalizowanej w granicach działek nr 93, 94/1, 99, 465, 466 i 468, obręb Włosień, gmina Platerówka na rzecz TAURON Dystrybucja S.A.</strong>. ul. Podgórska 25A, 31-035 Kraków, w imieniu której działa Pełnomocnik Włodzimierz Niziołek, ARKOS sp. z o.o. ul. 1 Maja 27, 58-500 Jelenia Góra.</p>
<p>Z treścią decyzji można zapoznać się w Urzędzie Gminy w Platerówce, 59-816 Platerówka nr 20, pokój 6, w godzinach pracy Urzędu, tj. w poniedziałek w godzinach 8:00-16:00, od wtorku do piątku w godzinach 7:00 – 15:00, nr tel. (075) 722 16 90.</p>
<p>Niniejsze obwieszczenie podano do publicznej wiadomości w dniu 28 kwietnia 2021r. poprzez umieszczenie na tablicy ogłoszeń w Urzędzie Gminy w Platerówce, na gminnych tablicach ogłoszeń w miejscowości Włosień oraz na stronie biuletynu informacji publicznej tut. urzędu <a href="http://www.bip.ugplaterowka.nv.pl/">www.bip.ugplaterowka.nv.pl</a><span style="text-decoration: underline;">.</span></p>
<p>Zgodnie z art. 49 Kodeksu postępowania administracyjnego obwieszczenie niniejsze uważa się za dokonane po upływie czternastu dni od dnia publicznego ogłoszenia.</p>
2021-04-28 15:56:05
2021-04-28 16:00:53
72
2021-04-28 15:56:06
0
2021-04-28 15:56:05
Joanna Mazurek
Joanna Mazurek
1
22
18278
Komunikat XVI sesja nadzwyczajna Rady Gminy w Platerówce
2021-04-22 10:28:32
2021-04-22 10:29:23
70
2021-04-22 10:28:33
0
2021-04-22 10:28:32
Monika Sikorska
Monika Jocz
1
22
18277
Obwieszczenie o zakończeniu postępowania dowodowego znak GMK.6733.1.2021 dla wydania decyzji o lokalizacji inwestycji celu publicznego na rzecz TAURON Dystrybucja S.A. ul. Podgórska 25A, 31-035 Kraków
<h1 align="right"> </h1>
<p class="Standard" align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"><strong> Obwieszczenie</strong></span></p>
<p class="Standard" align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"><strong>o zakończeniu postępowania dowodowego</strong></span></p>
<p class="Standard" align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"><strong> </strong></span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">Na podstawie art. 10 § 1 ustawy z dnia 14 czerwca 1960r. Kodeksu postępowania administracyjnego (t.j. Dz.U. 2020 poz. 256 ze zm.) Wójt Gminy Platerówka zawiadamia, iż postępowanie dowodowe wszczęte na wniosek</span></p>
<p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"><strong>TAURON Dystrybucja S.A. ul. Podgórska 25A, 31-035 Kraków, </strong></span></p>
<p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"><strong>w imieniu której działa Pełnomocnik Włodzimierz Niziołek, ARKOS sp. z o.o. </strong></span></p>
<p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"><strong>ul. 1 Maja 27, 58-500 Jelenia Góra.</strong></span></p>
<p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">zostało zakończone.</span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">W myśli wyrażonej w art. 10 Kodeksu postepowania administracyjnego, w każdym stadium postępowania stronie przysługuje prawo wypowiedzenia się co do zebranych w sprawie dowodów oraz zgłoszonych żądań. Z dokumentacją zgromadzoną w sprawie można zapoznać się osobiście lub przez ustanowionego pełnomocnika w terminie 7 dni od dnia doręczenia niniejszego pisma, w siedzibie Urzędu Gminy w Platerówce, w pokoju nr 6, w godzinach pracy Urzędu, tj.: w poniedziałek 8 <sup>00 </sup>-16 <sup>00</sup>, wtorek – piątek 7 <sup>00</sup> – 15 <sup>00</sup>.</span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">Zgodnie z art. 73 ust. 1 Kpa, strona ma prawo wglądu w akta sprawy, sporządzenia z nich notatek, kopii lub odpisów. Prawo to przysługuje również po zakończeniu postępowania.</span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">Po wyznaczonym na zapoznanie się z dowodami terminie, zostanie wydana decyzja w oparciu o posiadane dotychczas przez organ dowody.</span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">Zgodnie z art. 41 oraz 40 § 4 i § 5 Kpa, w toku postępowania strony oraz ich przedstawiciele i pełnomocnicy mają obowiązek zawiadomić organ administracji publicznej o każdej zmianie swojego adresu. Zaniedbanie powyższego obowiązku spowoduje, iż doręczenie pisma pod dotychczasowy adres wywoła skutek prawny. W razie nie wskazania pełnomocnika do doręczeń przeznaczone dla tej strony pisma postanawia się w aktach sprawy ze skutkiem doręczenia.</span></p>
<p class="Standard"><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;">Niniejsze obwieszczenie podano do publicznej wiadomości w dniu 21 kwietnia 2021r. poprzez umieszczenie na tablicy ogłoszeń w Urzędzie Gminy w Platerówce, na gminnych tablicach ogłoszeń w miejscowości Włosień oraz na stronie biuletynu informacji publicznej tut. urzędu www.bip.ugplaterowka.nv.pl.</span></p>
<p><span style="font-family: arial, helvetica, sans-serif; font-size: 0.92em;"> </span></p>
<p> </p>
<p> </p>
2021-04-21 13:12:36
2021-04-21 13:25:29
72
2021-04-21 13:18:25
0
2021-04-21 13:12:36
Joanna Mazurek
Administrator techniczny Administrator techniczny
2
22
18240
Obwieszczenie Wojewody Dolnosląskiego w sprawie wydania decyzji o zezwoleniu na realizację inwestycji drogowej polegajacej na rozbudowie przebudowie drogi wojewódzkiej 358wraz z obiektem mostowym w miejscowości Platerówka, w ramach zadania ,,Przebudowa mostu w km 4+379 drogi wojewódzkiej nr 358 w miejscowości Platerówka
2021-03-26 09:02:36
2021-03-26 09:06:06
70
2021-03-26 09:02:37
0
2021-03-26 09:02:36
Monika Sikorska
Monika Jocz
1
22
18225
KOMUNIKAT XV sesja Rady Gminy w Platerówce
2021-03-18 08:11:01
2021-03-18 08:12:34
70
2021-03-18 08:11:02
0
2021-03-18 08:11:01
Monika Sikorska
Monika Jocz
1
22
18217
Obwieszczenie o wszczęciu postępowania w dniu 22 lutego 2021 r.
<p align="center"><strong>Obwieszczenie </strong></p>
<p align="center"><strong>o wszczęciu postępowania</strong></p>
<p style="text-align: justify;">Na podstawie art. 53 ust. 1 ustawy z 27 marca 2003r. <em>o planowaniu i zagospodarowaniu przestrzennym</em> (tekst jednolity, Dz. U. z 2020r. poz. 293) oraz art. 49 i art. 61 § 4 ustawy z dnia 14 czerwca 1960r. <em>Kodeks postępowania administracyjnego</em> (tekst jednolity Dz. U. z 2020r. poz. 256), <strong>zawiadamiam </strong><strong>że w dniu 22 lutego 2021r. zostało wszczęte </strong><strong>na wniosek </strong><strong>TAURON Dystrybucja S.A. ul. Podgórska 25A, 31-035 Kraków, </strong><strong>w imieniu której działa </strong><strong>Pełnomocnik Włodzimierz Niziołek, ARKOS sp. z o.o. ul. 1 Maja 27, 58-500 Jelenia Góra</strong><strong> - </strong><strong>postępowanie administracyjne w sprawie ustalenia lokalizacji inwestycji celu publicznego, polegającej na </strong><strong>budowie 2-torowej linii kablowej SN wraz z dodatkową rurą i zasobnikami zaciągowo-zapasowymi dla kabla światłowodowego w ramach zadania „L-755/757 – odtworzenie 2-torowej linii napowietrznej 20 kV w przęsłach pomiędzy słupami JGL378322 a JGL377656 linii L-755oraz JGL377811 linii L-757 pomiędzy miejscowościami Zaręba i Włosień” </strong><strong>lokalizowanej w granicach działek nr 93, 94/1, 99, 465, 466 i 468,</strong><strong>obręb Włosień, gmina Platerówka </strong><strong>na rzecz TAURON Dystrybucja S.A.</strong></p>
<p style="text-align: justify;">W związku z powyższym na podstawie art. 10 § 1 Kodeksu postępowania administracyjnego informuję, że w terminie 7 dni od daty ukazania się niniejszego obwieszczenia strony mają możliwość zapoznania się z aktami sprawy, uzyskania wyjaśnień w sprawie, złożenia pisemnych wniosków i zastrzeżeń.</p>
<p style="text-align: justify;">Z aktami sprawy można zapoznać się w Urzędzie Gminy w Platerówce, 59-816 Platerówka nr 20, pokój 6, w godzinach pracy urzędu, tj. w poniedziałek w godzinach 8:00-16:00, od wtorku do piątku w godzinach 7:00 – 15:00, nr tel. (075) 722 16 90.</p>
2021-03-04 10:22:46
2021-03-04 10:33:09
72
2021-03-04 10:22:47
0
2021-03-04 10:22:46
Joanna Mazurek
Joanna Mazurek
1
22
18216
Obwieszczenie - zawiadomienie Wójta Gminy Platerówka o wydaniu decyzji o środowiskowych uwarunkowaniach
2021-03-04 09:39:35
2021-03-04 09:41:01
70
2021-03-04 09:39:36
0
2021-03-04 09:39:35
Monika Sikorska
Wioleta Strażnik
1
22
18165
SPOTKANIE ONLINE DLA SENIORÓW
<p>DATA SPOTKANIA: 01.03.2021 r. godzina 09:00</p>
<p>LINK DO SPOTKANIA: </p>
<p><a href="http://www.luban.policja.gov.pl/dlb/aktualnosci/bieza/33288,SENIOR-ONLINE-SPOTKANIE-DLA-SENIOROW-JUZ-W-NAJBLIZSZY-PONIEDZIALEK-01-MARZEC-202.html" target="_blank">http://www.luban.policja.gov.pl/dlb/aktualnosci/bieza/33288,SENIOR-ONLINE-SPOTKANIE-DLA-SENIOROW-JUZ-W-NAJBLIZSZY-PONIEDZIALEK-01-MARZEC-202.html</a></p>
2021-02-24 10:40:59
2021-02-24 10:42:20
70
2021-02-24 10:41:00
0
2021-02-24 10:40:59
Monika Sikorska
Monika Jocz
1
22
18161
Inwentaryzacja źródeł niskiej emisji na terenie Gminy Platerówka
<p align="CENTER"><span style="color: #0070c0;"><span style="font-family: Times New Roman, serif;"><span style="font-size: x-large;"><strong>INWENTARYZACJA</strong></span></span></span></p>
<p align="CENTER"><span style="color: #0070c0;"><span style="font-family: Times New Roman, serif;"><span style="font-size: x-large;"><strong>ŹRÓDEŁ NISKIEJ EMISJI</strong></span></span></span></p>
<p align="CENTER"><span style="color: #0070c0;"><span style="font-family: Times New Roman, serif;"><span style="font-size: x-large;"><strong>NA TERENIE GMINY PLATERÓWKA</strong></span></span></span></p>
<p align="CENTER"><span style="color: #0070c0;"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong>(nieruchomości mieszkalne, usługowe, użyteczności publicznej)</strong></span></span></span></p>
<p align="CENTER"> </p>
<p align="JUSTIFY"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"> Nowy Program Ochrony Powietrza, przyjęty Uchwałą Nr XXI/505/20 Sejmiku Województwa Dolnośląskiego z dnia 16 lipca 2020 r. nałożył na gminę obowiązek wykonania do 30 czerwca 2021 roku inwentaryzacji wszystkich źródeł niskiej emisji.</span></span></p>
<p align="JUSTIFY"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"> W związku z powyższym prosimy o wypełnienie załączonej deklaracji oraz jej zwrot do Urzędu Gminy w Platerówce, Platerówka 20, 59-816 Platerówka w terminie do dnia </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><span style="text-decoration: underline;">26 marca 2021 roku</span></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">.</span></span></p>
<p align="CENTER"><span style="color: #0070c0;"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong>DLACZEGO ZBIERAMY TAKIE DANE: </strong></span></span></span></p>
<p align="JUSTIFY"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong> Wypełniamy obowiązek nałożony uchwalonym Programem Ochrony Powietrza. Ponadto dzięki inwentaryzacji ocenimy sposoby ogrzewania oraz poznamy potrzeby Mieszkańców Naszej Gminy. Inwentaryzacja umożliwi lepsze przygotowanie się do ewentualnych programów pomocowych. </strong></span></span></p>
<p align="JUSTIFY"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"> Wypełnioną deklarację należy dostarczyć do siedziby Urzędu Gminy w Platerówce lub wysłać na adres e-mail: sekretariat@gminaplaterowka.pl . </span></span></p>
<p align="JUSTIFY"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"> Formularz elektroniczny deklaracji do pobrania na stronie Biuletynu Informacji Publicznej Urzędu Gminy w Platerówce pod adresem </span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">http://bip.ugplaterowka.nv.pl, w zakładce „Obwieszczenia, ogłoszenia, zawiadomienia”.</span></span></p>
<p align="JUSTIFY"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;">W razie pytań i wątpliwości w zakresie wypełnienia deklaracji można kontaktować się z Panią Wioletą Strażnik, tel. 75 722 16 90.</span></span></p>
<p align="JUSTIFY"> </p>
<p align="JUSTIFY"><span style="font-size: medium;"><span style="font-family: Times New Roman, serif;"><span style="font-size: large;"><strong>URZĄD GMINY W PLATERÓWCE</strong></span></span></span></p>
2021-02-22 12:07:30
2021-02-22 12:12:36
70
2021-02-22 12:07:31
0
2021-02-22 12:07:30
Monika Sikorska
Monika Jocz
1
22
18150
Konkurs Europejskie Drzewo Roku 2021
<p>Ruszyło głosowanie na Europejskie Drzewo Roku 2021. Polskę reprezentuje Lipa św. Jana Nepomucena z Dulczy Wielkiej.<br></br><br></br>Lipa została laureatką jubileuszowego X konkursu na polskie Drzewo Roku organizowanego przez Klub Gaja, zdobywając rekordową liczbę 15346 głosów. Na potrzeby kolejnego – europejskiego już – etapu konkursu, lipa nazwana została Wiejską Dobrodziejką.<br></br><br></br>- Dawnym polskim zwyczajem, gdy na świat przyszła córka, sadzono lipę. Tak 170 lat temu było z naszą lipą, a może to zasługa ptaków? Rośnie na skraju wsi, w sąsiedztwie pól. Nic jej nie przeszkadzało, by szeroko rozłożyć konary (25 m). Stała się dobrodziejką, dając pracującym w polu cień, wędrującym wypoczynek, a pszczołom pożytek. Stojąca obok kapliczka św. Jana Nepomucena nadała miejscu magii. Nietypowa dla lipy uroda zaskakuje, jej piękno wyzwala podziw dla potęgi natury. Nie ma takiej drugiej! – czytamy w konkursowym opisie drzewa.<br></br><br></br>Głosowanie na Europejskie Drzewo Roku potrwa do 28 lutego br. <br></br><br></br>Swój głos będzie można oddać na oficjalnej stronie konkursu Tree of The Year: https://www.treeoftheyear.org/results</p>
<p> </p>
2021-02-15 14:33:54
2021-02-15 14:38:17
70
2021-02-15 14:33:55
0
2021-02-15 14:33:54
Monika Sikorska
Monika Jocz
1
22
18126
Ogłoszenie Wójta w sprawie ewidencji zbiorników bezodpływowych 03.02.2021
2021-02-03 11:38:39
2021-02-03 11:40:09
72
2021-02-03 11:38:40
0
2021-02-03 11:38:39
Joanna Mazurek
Joanna Mazurek
1
22
18125
Obwieszczenie - zawiadomienie o zakończeniu postępowania
2021-02-01 14:44:51
2021-02-01 14:47:21
70
2021-02-01 14:44:52
0
2021-02-01 14:44:51
Monika Sikorska
Wioleta Strażnik
1
22
18119
Obwieszczenie Wójta Gminy w Platerówce nr SO.6220.8.8.2020 z dnia 21 stycznia 2021 r
2021-01-21 11:10:22
2021-01-21 11:11:05
70
2021-01-21 11:10:23
0
2021-01-21 11:10:22
Monika Sikorska
Monika Jocz
1
22
18086
Obwieszczenie – zawiadomienie nr SO.6220.8.7.2020 z dnia 15.01.2021 r. w sprawie przedłużenia terminu załatwienia sprawy dla przedsięwzięcia polegającego na ,,Budowa Elektrowni Słonecznej wraz z infrastruktura towarzyszącą na działce nr Ew. 81/1, 82/2 (obręb 0005) w miejscowości Zalipie, Gmina Platerówka”.
2021-01-15 13:03:51
2021-01-15 13:04:40
70
2021-01-15 13:03:52
0
2021-01-15 13:03:51
Monika Sikorska
Monika Jocz
1
22
18082
INFORMACJA O TRANSPORCIE DO PUNKTU SZCZEPIEŃ
<p align="center"><strong>SZANOWNI MIESZKAŃCY</strong></p>
<p align="center"><strong> </strong></p>
<p>Informuję, iż Gmina Platerówka będzie organizować transport do punktu szczepień przeciwko wirusowi SARS-CoV-2 dla:</p>
<ul><li>osób posiadających aktualne orzeczenie o niepełnosprawności w stopniu znacznym o kodzie R lub N lub odpowiednio I grupę z w/w schorzeniami,</li>
<li>osób mających trudności z dostępem do punktu szczepień (np. osoby starsze niemające możliwości samodzielnego dojazdu do punktu szczepień).</li>
</ul><p>Dowóz do punktów szczepień świadczony będzie w miarę potrzeb, przy pomocy OSP Platerówka oraz OSP Włosień.</p>
<p> </p>
<p align="center">W celu zgłoszenia potrzeby transportu do punktu szczepień</p>
<p align="center">należy dzwonić na numer telefonu: <strong>503 105 307</strong>,</p>
<p align="center"><strong>w dniach od poniedziałku do piątku</strong></p>
<p align="center"><strong>w godzinach od 08:00 do 15:00.</strong></p>
<p align="center"> </p>
<p> Wójt Gminy Platerówka</p>
<p> /-/ Krzysztof Halicki</p>
2021-01-13 13:01:26
2021-01-14 20:09:12
70
2021-01-14 20:09:00
0
2021-01-13 13:01:26
Monika Sikorska
Renata Stalmach
4
22
18075
Ankieta "Organizacje wobec pandemii":
<p>Szanowni Państwo,</p>
<p>Badania Klon/Jawor we współpracy z portalem ngo.pl sprawdzają, jak organizacje społeczne radzą sobie działając w warunkach pandemii. W jej wyniku wiele NGO musiało przeformułować swoje działania, zmienić charakter pracy, zawiesić pewne działania lub podjąć nowe. Wiemy, że jej skutki odczuwają wszyscy, także Państwo.</p>
<p>Jak wygląda sytuacja Państwa organizacji?</p>
<p>Bardzo zachęcamy do włączenia się w ważny projekt badawczy i wypełnienia krótkiej ankiety. Im więcej organizacji weźmie w nim udział, tym rzetelniejsza będzie uzyskana diagnoza sytuacji sektora społecznego.</p>
<p><strong>Wypełnij ankietę "Organizacje wobec pandemii": https://panel.ngo.pl/index.php/755819?lang=pl</strong></p>
<ul><li>Wypełnienie ankiety zajmie ok. 20 min.</li>
<li>Wypełniania ankiety nie należy przerywać - po zamknięciu nie będą mogli Państwo wrócić do swoich wyników.</li>
<li>Na Państwa odpowiedzi czekamy do 17 stycznia 2021.</li>
</ul><p>Raport z badania będzie dostępny bezpłatnie na stronie fakty.ngo.pl w I kwartale 2021 r. Prowadzone badanie do druga odsłona badania sytuacji NGO w pandemii, pierwsza była prowadzona w maju, a raport z niej jest dostępny tutaj: https://fakty.ngo.pl/raporty/organizacje-pozarzadowe-wobec-pandemii-2020</p>
<p>Tak jak poprzednio, wyniki tego badania będą nagłośnione, a także przekazane kluczowym darczyńcom i decydentom, którzy mogą podjąć działania służące wsparciu organizacji w Polsce.</p>
<p>Jeszcze raz prosimy o włączenie się w ten ważny projekt i wypełnienie ankiety.</p>
<p>W razie pytań w sprawie badania prosimy o kontakt: badania@klon.org.pl</p>
2021-01-11 11:41:35
2021-01-11 11:43:46
70
2021-01-11 11:41:37
0
2021-01-11 11:41:35
Monika Sikorska
Monika Jocz
1
22
18070
Petycja nr 1/2020-petycja wielokrotna w sprawie podjęcia uchwały w sprawie uzyskania przez Rząd RP pisemnych gwarancji ze strony producentów szczepionek, że w przypadku jakichkolwiek powikłań gotowi są oni przyjąć i ponieść wszelkie koszta prawne i finansowe wystąpienia niepożądanych odczynów poszczepiennych
<p align="center"><strong>Ogłoszenie</strong></p>
<p> </p>
<p> </p>
<p> W dniach 11 grudnia 2020 r. - 14 grudnia 2020 r. do Rady Gminy w Platerówce wpłynęły dwie jednobrzmiące petycje indywidualne. Z uwagi na tożsamość zagadnienia podnoszonego w ww. petycjach, zostały one zakwalifikowane jako petycja wielokrotna w rozumieniu art. 11 ust. 1 ustawy z dnia 11 lipca 2014 r. o petycjach (Dz. U. z 2018 r. poz. 870) oraz zarządzono łączne ich rozpoznanie. Ogłasza się okres oczekiwania na dalsze petycje, stosownie do art. 11 ust. 2 ustawy z dnia 11 lipca 2014 r. o petycjach (Dz. U. z 2018 r. poz. 870) <strong>do dnia 10 lutego 2021 r. </strong></p>
<p>Sposób załatwienia petycji zostanie ogłoszony na niniejszej stronie, co zastąpi zawiadomienia indywidualne, zgodnie z treścią art. 11 ust. 4 ustawy z dnia 11 lipca 2014 r. o petycjach (Dz. U. z 2018 r. poz. 870). </p>
<p> </p>
<p align="right">Przewodniczący Rady Gminy w Platerówce</p>
<p align="right">Michał Mazur</p>
2021-01-05 10:32:11
2021-01-05 10:32:52
70
2021-01-05 10:32:12
0
2021-01-05 10:32:11
Monika Sikorska
Monika Jocz
1
22
18061
Ogłoszenie nabór wniosków o dofinansowanie w ramach poddziałania 19.2 „Wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność”
2020-12-30 14:25:25
2020-12-30 14:26:49
70
2020-12-30 14:25:26
0
2020-12-30 14:25:25
Monika Sikorska
Monika Jocz
1
22
18037
Obwieszczenie SO.6220.8.6.2020 z dnia 23.12.2020
2020-12-23 12:45:37
2020-12-23 12:47:58
70
2020-12-23 12:47:39
0
2020-12-23 12:45:37
Monika Sikorska
Monika Jocz
2
22
18032
Życzenia
<p><img title="życzenia" src="Download/get/id,17763.json" alt="życzenia" width="960" height="540"></img></p>
2020-12-21 15:56:18
2020-12-21 15:57:13
70
2020-12-21 15:56:18
0
2020-12-21 15:56:18
Monika Sikorska
Renata Stalmach
1
22
18031
Godziny pracy Urzędu Gminy w Platerówce w dniach 24.12.2020 r. oraz 31.12.2020 r.
<p align="center"><strong>GODZINY PRACY </strong></p>
<p align="center"><strong>URZĘDU GMINY W PLATERÓWCE</strong></p>
<p align="center"><strong> </strong></p>
<table border="1" cellspacing="0" cellpadding="0"><tbody><tr><td valign="top" width="340">
<p align="center">DATA</p>
</td>
<td valign="top" width="340">
<p align="center">OD GODZINY</p>
</td>
<td valign="top" width="340">
<p align="center">DO GODZINY</p>
</td>
</tr><tr><td valign="top" width="340">
<p align="center">24 grudnia 2020 r.</p>
</td>
<td valign="top" width="340">
<p align="center"><strong>07:00</strong></p>
</td>
<td valign="top" width="340">
<p align="center"><strong>11:00</strong></p>
</td>
</tr><tr><td colspan="3" valign="top" width="1021">
<p align="center"><strong>Kasa w tym dniu będzie nieczynna</strong></p>
</td>
</tr><tr><td valign="top" width="340">
<p align="center">31 grudnia 2020 r.</p>
</td>
<td valign="top" width="340">
<p align="center"><strong>07:00</strong></p>
</td>
<td valign="top" width="340">
<p align="center"><strong>12:00</strong></p>
</td>
</tr></tbody></table>
2020-12-21 15:43:41
2020-12-21 15:44:44
70
2020-12-21 15:43:42
0
2020-12-21 15:43:41
Monika Sikorska
Renata Stalmach
1
22
18029
Oobwieszczenie WOOŚ.420.33.2020.MS.1 w sprawie wydania decyzji o srodowiskowych uwarunkowaniach dla przedsięwzięcia polegajacego na budowie linii 400kV Mikułowa -Świebodzice
2020-12-18 09:12:31
2020-12-18 09:16:24
70
2020-12-18 09:16:04
0
2020-12-18 09:12:31
Monika Sikorska
Monika Jocz
2
22
18026
Budynki gminne z nowym monitoringiem
<p><img title="logo" src="Download/get/id,17743.json" alt="logo" width="932" height="143"></img></p>
<p class="Default"><strong>Gmina Platerówka została laureatem programu grantowego „WzMOCnij swoje otoczenie” organizowanego przez Polskie Sieci Elektroenergetyczne. Dzięki pozyskanemu grantowi zakupiono i zamontowano system monitoringu na budynkach gminnych świetlic i Urzędu Gminy.</strong></p>
<p class="Default"><strong> </strong></p>
<p class="Default">Monitoringiem i całodobowym nadzorem objęte zostały świetlice wiejskie w Platerówce <br></br> i Włosieniu oraz budynek Urzędu Gminy w Platerówce. Nowy system monitoringu przyczyni się do poprawy bezpieczeństwa osób korzystających z obiektów oraz infrastruktury znajdującej się w ich otoczeniu.</p>
<p class="Default"> </p>
<p>Program „WzMOCnij swoje otoczenie” to inicjatywa Polskich Sieci Elektroenergetycznych – krajowego operatora systemu przesyłowego. Jego celem było wyłonienie najlepszych projektów związanych z rozwojem lokalnej infrastruktury, zwiększeniem bezpieczeństwa mieszkańców w warunkach pandemii koronawirusa oraz pomoc w dostosowaniu sposobu działania i narzędzi pracy do obowiązujących obostrzeń sanitarnych w gminach, na terenie których jest zlokalizowana lub budowana infrastruktura przesyłowa. Na terenie gminy Platerówka PSE realizują projekt budowy linii 400 kV relacji Mikułowa-Świebodzice, która jest niezbędna dla zapewnienia bezpieczeństwa dostaw energii elektrycznej do odbiorców w południowo-zachodniej Polsce.</p>
<p> </p>
<p>Szczegółowe informacje o programie „WzMOCnij swoje otoczenie” można znaleźć na stronie internetowej programu, pod adresem: <a href="http://www.wzmocnijotoczenie.pl/">www.wzmocnijotoczenie.pl</a>.</p>
<p> </p>
<p class="Default"> </p>
2020-12-17 16:38:17
2020-12-17 16:54:28
70
2020-12-17 16:51:45
0
2020-12-17 16:38:17
Monika Sikorska
Renata Stalmach
3
22
18015
Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce czynny od 11 grudnia 2020 r.
<p>Informuję, że od dnia 11 grudnia 2020 r. zostanie ponownie otwarty Punkt Selektywnej Zbiórki Odpadów Komunalnych (PSZOK) w Platerówce.<br></br>Zasady przyjęcia odpadów w PSZOK:<br></br>• przed dostarczeniem odpadów, należy je uprzednio posegregować,<br></br>• po spisaniu danych przez pracownika PSZOK należy dokonać samodzielnego rozładunku odpadów i pozostawić je we wskazanym miejscu,<br></br>• podczas dostarczania do PSZOK odpadów należy zachować odległość od pracownika PSZOK i innych osób – minimum 2 metry,<br></br>• w PSZOK – u może przebywać pracownik i jedna osoba,<br></br>• podczas dostarczenia odpadów prosimy o posiadanie własnych rękawiczek oraz zakrywania ust i nosa.<br></br><br></br> Wójt Gminy Platerówka<br></br> Krzysztof Halicki</p>
2020-12-09 13:39:58
2020-12-09 13:42:36
70
2020-12-09 13:39:58
0
2020-12-09 13:39:58
Monika Sikorska
Renata Stalmach
1
22
18014
Ogłoszenie w sprawie Zebrania Wiejskiego Sołectwa Platerówka
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Platerówka,</p>
<p align="center">że w <strong>dniu 15 grudnia 2020 roku</strong></p>
<p align="center"><strong>w świetlicy wiejskiej w Platerówce </strong></p>
<p align="center"><strong>o godzinie 17:00</strong> odbędzie się</p>
<p align="center"> </p>
<p align="center"> <strong>ZEBRANIE WIEJSKIE SOŁECTWA PLATERÓWKA</strong></p>
<p><em><strong><span style="text-decoration: underline;"> </span></strong></em></p>
<p><em><strong>Temat Zebrania:</strong></em></p>
<ol><li> Zmiany w rozdysponowaniu środków finansowych sołectwa.</li>
</ol><p> </p>
<p align="right"><em>Sołtys Sołectwa Platerówka</em></p>
<p align="right"><em>(-)Tadeusz Mazur</em></p>
2020-12-09 11:28:43
2020-12-09 11:31:24
70
2020-12-09 11:28:44
0
2020-12-09 11:28:43
Monika Sikorska
Monika Jocz
1
22
18000
Obwieszczenie nr SO. 6220.8.2.2020
2020-12-04 13:00:40
2020-12-04 13:02:19
70
2020-12-04 13:00:42
0
2020-12-04 13:00:40
Monika Sikorska
Monika Jocz
1
22
17999
Biblioteki wznowiły działalność
<p>Informujemy, iż Biblioteka w Platerówce oraz Biblioteka we Włosieniu wznowiły działalność. <br></br>Przypominamy o obowiązku zasłaniania nosa i ust, dezynfekcji rąk oraz o zachowaniu odległości 1,5 m od innych osób przebywających w bibliotece.</p>
2020-12-03 09:31:58
2020-12-03 09:32:44
70
2020-12-03 09:31:59
0
2020-12-03 09:31:58
Monika Sikorska
Monika Jocz
1
22
17998
Ogłoszenie Zebranie Wiejskie Sołectwa Zalipie
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Zalipie,</p>
<p align="center">że w <strong>dniu 14 grudnia 2020 roku</strong> <strong>w świetlicy wiejskiej w Platerówce o godzinie 17:00</strong> odbędzie się</p>
<p align="center"> </p>
<p align="center"> <strong>ZEBRANIE WIEJSKIE SOŁECTWA ZALIPIE</strong></p>
<p><strong><em><span style="text-decoration: underline;">Temat Zebrania:</span></em></strong></p>
<ol><li>Zmiany w rozdysponowaniu środków finansowych sołectwa.</li>
</ol><p> </p>
<p align="right">Sołtys Sołectwa Zalipie</p>
<p align="right">Kamila Kamińska</p>
<p> </p>
2020-12-03 08:24:00
2020-12-03 08:24:34
70
2020-12-03 08:24:01
0
2020-12-03 08:24:00
Monika Sikorska
Monika Jocz
1
22
17993
Budynki gminne z nowym monitoringiem
<p><img 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" alt=""></img> <img src="data:image/png;base64,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" alt=""></img></p>
<p> </p>
<p class="Default"><span>Gmina Platerówka została laureatem programu grantowego „WzMOCnij swoje otoczenie” organizowanego przez Polskie Sieci Elektroenergetyczne. Dzięki pozyskanym środkom jeszcze w tym roku na wybranych budynkach użyteczności publicznej zostanie zamontowany system monitoringu. </span></p>
<p class="Default"><span>Gmina planuje zakup i montaż systemu monitoringu zewnętrznego na budynku świetlicy wiejskiej w Platerówce, świetlicy wiejskiej we Włosieniu oraz Urzędu Gminy w Platerówce. Monitoring i całodobowy nadzór nad tymi miejscami przyczyni się do poprawy bezpieczeństwa osób korzystających z obiektów oraz infrastruktury znajdującej się w pobliskim otoczeniu. </span></p>
<p class="Default"><span>System monitoringu zostanie zainstalowany do 20 grudnia 2020 roku. </span></p>
<p class="Default"><span>Celem programu „WzMOCnij swoje otoczenie” jest wyłonienie najlepszych projektów związanych z rozwojem lokalnej infrastruktury, aktywizacją życia społecznego i kulturalnego oraz finansowe wsparcie w ich wdrożeniu, w gminach, w których zlokalizowana jest lub budowana infrastruktura przesyłowa. </span></p>
<p class="Default"><span>Więcej informacji o działalności organizatora programu można znaleźć na stronie raport.pse.pl oraz </span><a href="http://www.wzmocnijotoczenie.pl/"><span>www.wzmocnijotoczenie.pl</span></a><span>. </span></p>
<p class="Default"><span> </span></p>
2020-11-27 09:34:13
2020-11-27 09:35:44
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2020-11-27 09:34:13
Monika Sikorska
Renata Stalmach
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INFORMACJA O OPÓŹNIENIU W ODBIORZE BIOODPADÓW
<p style="text-align: center;">W dniu 26 listopada 2020 roku nastąpiła awaria samochodu odbierającego bioodpady. <br></br>W związku z powyższym bioodpady zostaną odebrane przez Zakład Gospodarki i Usług Komunalnych Sp. z o.o. w dniu 30 listopada 2020 roku.<br></br>Za utrudnienia przepraszamy.</p>
<p style="text-align: center;"> </p>
2020-11-26 13:56:31
2020-11-26 13:58:16
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2020-12-03 00:00:01
2020-11-26 13:58:07
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2020-11-26 13:56:31
Monika Sikorska
Renata Stalmach
2
22
17990
Odpowiedź na wniosek o udzielenie informacji publicznej
<p>ODPOWIEDZI NA WNIOSEK O UDZIELENIE INFORMACJI PUBLICZNEJ<br></br>§1) Jaką kwotę w ciągu ostatnich 8 miesięcy wydatkowała gmina na zakup rękawic ochronnych, maseczek i przyłbic, płynów do dezynfekcji rąk i powierzchni, etc. Wnioskodawca ma na myśli w tym przypadku - zakupione przez Urząd środki ochrony, o których mowa w wyżej wzmiankowanym Rozporządzeniu Rady Ministrów z dnia 16 października 2020 r. zmieniające rozporządzenie w sprawie ustanowienia określonych ograniczeń, nakazów i zakazów w związku z wystąpieniem stanu epidemii (Dz.U. 2020 poz. 1829) <br></br>3 844,27 zł<br></br>§1a) Wnosimy o wyszczególnienie rodzajów zakupionych maseczek, typu: jednorazowe, wielorazowe, zgodnie z PN-EN 149 półmaski o trzech klasach: FFP1 (najniższy poziom ochrony), FFP2 (średnia skuteczność) i FFP3 (duża skuteczność), jednowarstwowe, wielowarstwowe, rodzaje rękawic i płynów do dezynfekcji. <br></br>Urząd Gminy w Platerówce nie posiada takiego zestawienie. Zakupiono maseczki jednorazowe i wielorazowe. Rękawice nitrylowe w rozmiarze M i L oraz rękawice foliowe w rozmiarze M i L</p>
<p>§2) W trybie wyżej podanych podstaw prawnych wnosimy o udzielnie informacji publicznej kto jest ostatecznym użytkownikiem, rzeczonych zakupionych przez Urząd środków ochrony, o których mowa w powyższym §. Wnioskodawca ma na myśli w tym przypadku inter alia: Urzędników, Interesantów, Uczniów w szkołach (czasami szkoły realizują tego typu zakupy samoistnie z pominięciem Urzędu Gminy), Osoby odwiedzające jednostki kultury, Pensjonariusze gminnych domów pomocy społecznej, Innych odbiorców - jakich? etc <br></br>Użytkownikiem zakupionych środków ochrony osobistej są pracownicy Urzędu Gminy w Platerówce oraz interesanci, Biblioteki W Platerówce oraz czytelnicy, Biblioteki we Włosieniu oraz czytelnicy, członkowie OSP Platerówka, członkowie OSP Włosień, pracownicy GOPS w Platerówce oraz ich interesanci. <br></br>§3) Czy wszystkie zakupywane środki ochrony, o których mowa w wyżej wzmiankowanym §1 spełniają odnośne normy?, jeśli nie wnosimy o wyszczególnienie zakupionych przez Urząd środków, które nie posiadają stosownych certyfikatów i nie spełniają stosownych norm. BRAK DANYCH<br></br>§4) Czy urząd dba o komfort Osób/Dzieci stosujących zakrycia ust i nosa - poprzez dostarczanie oprócz maseczek, innych środków zapewniających szerszą ochronę, etc <br></br>Zwracana jest uwaga by płyny zawierały glicerynę. Zakupiono przyłbice.<br></br>§5) W kontekście wyżej powołanego pytania - jeżeli odbiorcami wzmiankowanych środków ochrony są również pracownicy Gminnych ZOZ’ów, nauczyciele i kadra w szkołach właściwych miejscowo dla terenu gminy - czy Zamawiający (Gmina) stosuje jakieś inne dodatkowe kryteria doboru tego typu środków ochrony - tak aby zapobiegać niepożądanym skutkom permanentnego stosowania maseczek u odbiorców szczególnie wrażliwych ? NIE DOTYCZY</p>
<p>§7) Aby zachować pełną jawność i transparentność naszych działań fakultatywnie (obowiązek istnieje w przypadku petycji - w przypadku wniosków nie ma takiego obowiązku - jednakże zdaniem wnioskodawcy jawność i transparentność jest zawsze uzasadniona z punktu widzenia interesu społecznego - pro publico bono) - wnosimy o publikację naszego wniosku oraz odnośnej odpowiedzi udzielonej przez Gminę (Jednostkę Organizacyjną Gminy) w Biuletynie Informacji Publicznej Gminy lub w Oficjalnej Stronie Internetowej Gminy.</p>
2020-11-24 14:16:47
2020-11-24 14:17:19
70
2020-11-24 14:16:47
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2020-11-24 14:16:47
Monika Sikorska
Monika Jocz
1
22
17969
Ogłoszeenie III przetarg ustny nieograniczony na sprzedaż nieruchomość rolna obręb Zalipie działka nr 348
2020-11-20 10:55:28
2020-11-20 10:59:33
70
2020-11-20 10:58:58
0
2020-11-20 10:55:28
Monika Sikorska
Monika Jocz
2
22
17965
PSZOK nieczynny
<p>Szanowni Państwo,</p>
<p style="text-align: center;"> w związku z działaniami podejmowanymi na terenie kraju celem przeciwdziałania rozprzestrzenianiu się wirusa COVID-19 zawiadamiamy, iż</p>
<p style="text-align: center;"> od dnia 09 listopada 2020 roku do odwołania</p>
<p style="text-align: center;">zamknięty zostaje</p>
<p style="text-align: center;">Punkt Selektywnej Zbiórki Odpadów Komunalnych</p>
<p style="text-align: center;">w Platerówce.</p>
2020-11-06 14:26:21
2020-11-17 10:47:48
70
2020-11-17 10:47:33
0
2020-11-06 14:26:21
Monika Sikorska
Monika Jocz
2
22
17967
KOMUNIKAT XIII SESJA RADY GMINY W PLATERÓWCE
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center">Podaję mieszkańcom gminy Platerówka do wiadomości,</p>
<p align="center">że <strong>w dniu 16 listopada 2020 roku o godzinie 12:00</strong> w<strong> świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędą się</p>
<p align="center"><strong>obrady XIII sesji Rady Gminy w Platerówce</strong></p>
<p align="center">w zdalnym trybie obradowania,</p>
<p align="center">z następującym porządkiem obrad:</p>
<ol type="1" start="1"><li>Wręczenie zaświadczenia o wyborze oraz złożenie ślubowania.</li>
<li>Rozpatrzenie projektów i podjęcie uchwał:</li>
</ol><p>1) w sprawie uchwalenia Statutu Sołectwa Platerówka;</p>
<p>2) w sprawie uchwalenia Statutu Sołectwa Zalipie;</p>
<p>3) w sprawie uchwalenia Statutu Sołectwa Przylasek;</p>
<p>4) w sprawie uchwalenia Statutu Sołectwa Włosień;</p>
<p>5) w sprawie uchwalenia rocznego programu współpracy Gminy Platerówka z organizacjami pozarządowymi oraz podmiotami, o których mowa w art. 3 ust. 3 ustawy o działalności pożytku publicznego i wolontariacie na 2021 rok;</p>
<p>6) w sprawie ustalenia maksymalnej liczby zezwoleń na sprzedaż napojów alkoholowych na terenie Gminy Platerówka;</p>
<p>7) w sprawie zwolnienia z obowiązku zbycia nieruchomości w drodze przetargu;</p>
<p>8) w sprawie zwolnienia z obowiązku zbycia nieruchomości w drodze przetargu;</p>
<p>9) w sprawie obniżenia średniej ceny skupu żyta przyjmowanej jako podstawa obliczenia podatku rolnego na obszarze Gminy Platerówka na 2021 rok;</p>
<p>10) w sprawie określenia stawek podatku od nieruchomości;</p>
<p>11) w sprawie Regulaminu utrzymania czystości i porządku na terenie Gminy Platerówka;</p>
<p>12) w sprawie określenia sposobu i zakresu świadczenia usług dotyczących odbierania odpadów komunalnych od właścicieli nieruchomości i zagospodarowania tych odpadów;</p>
<p>13) w sprawie wyboru metody ustalenia opłaty za gospodarowanie odpadami komunalnymi oraz stawki tej opłaty;</p>
<p>14) w sprawie określenia wzoru deklaracji o wysokości opłaty za gospodarowanie odpadami komunalnymi składanej przez właścicieli nieruchomości na terenie Gminy Platerówka;</p>
<p>15) w sprawie zawarcia porozumienia dotyczącego współdziałania Gmin wchodzących w skład Aglomeracji Sulików przy realizacji zadania polegającego na aktualizacji obszaru i granic aglomeracji Sulików;</p>
<p>16) w sprawie utworzenia Gminnej Biblioteki Publicznej w Platerówce oraz nadania jej statutu;</p>
<p>17) w sprawie wprowadzenia Regulaminu korzystania z placów zabaw, siłowni zewnętrznych, otwartych stref aktywności (OSA) i boisk wielofunkcyjnych, zlokalizowanych na terenie Gminy Platerówka.</p>
<ol type="1" start="3"><li>Informacja o oświadczeniach majątkowych.</li>
<li>Wniosek Rady Gminy w Platerówce z obrad XII sesji zwyczajnej Rady Gminy Platerówce z dnia 28 września 2020 roku.</li>
</ol><p>W związku z bezpieczeństwem radnych, gości zaproszonych oraz mieszkańców gminy Platerówka transmisja obrad sesji odbędzie się w obecności Przewodniczącego Rady Gminy w Platerówce oraz pracowników Urzędu Gminy w Platerówce.</p>
<p>Transmisja obrad XIII sesji Rady Gminy w Platerówce na żywo będzie dostępna na stronie internetowej Gminy Platerówka oraz w Biuletynie Informacji Publicznej Gminy Platerówka.</p>
<p> </p>
<p> <strong><em>Przewodniczący Rady Gminy w Platerówce</em></strong></p>
<p><strong><em> (-) Michał Mazur </em></strong></p>
2020-11-09 15:54:01
2020-11-09 15:56:18
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2020-11-09 15:56:05
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2020-11-09 15:54:01
Monika Sikorska
Monika Sikorska
2
22
17964
Konsultacje Zarysu Planu Działań Zintegrowanych Inwestycji Terytorialnych Zachodniego Obszaru Integracji
<p>Szanowni Państwo,</p>
<p>Zapraszamy do zgłaszania uwag i opinii do Zarysu Planu Działań Zintegrowanych Inwestycji Terytorialnych Zachodniego Obszaru Integracji.</p>
<p>Zachodni Obszar Integracji (ZOI, Obszar) tworzy 17 gmin, a mianowicie: Gmina Bogatynia, Gmina Bolesławiec, Gmina Miejska Bolesławiec, Gmina Gromadka, Gmina Lubań, Gmina Miejska Lubań, Gmina Nowogrodziec, Gmina Osiecznica, Gmina Pieńsk, Gmina Platerówka, Gmina Siekierczyn, Gmina Sulików, Gmina Warta Bolesławiecka, Gmina Węgliniec, Gmina Zawidów, Gmina Zgorzelec i Gmina Miejska Zgorzelec i trzy Powiaty tj.: Bolesławiecki, Lubański i Zgorzelecki.</p>
<p>Jest to dokument programowy, który został opracowany na wniosek Marszałka Województwa Dolnośląskiego oraz w związku z przygotowaniami jednostek samorządu terytorialnego do uruchomienia nowego okresu programowania Unii Europejskiej 2021 – 2027.</p>
<p>Uwagi i opinie można zgłaszać za pośrednictwem formularza internetowego, który znajduje się <a href="https://zitzoi.webankieta.pl/"><span style="color: #0563c1;">https://zitzoi.webankieta.pl/</span></a>.</p>
<p> </p>
2020-11-02 16:00:59
2020-11-02 16:04:53
70
2020-11-02 16:01:01
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2020-11-02 16:00:59
Monika Sikorska
Monika Sikorska
1
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17915
KOMUNIKAT
<p><strong>Szanowni Państwo,</strong></p>
<p align="center"> celem przeciwdziałania rozprzestrzeniania się wirusa COVID-19 zawiadamiamy, iż</p>
<p align="center">od dnia <strong>05 października 2020 roku</strong> do odwołania</p>
<p align="center">ograniczona zostaje dostępności</p>
<p align="center"> Urzędu Gminy w Platerówce oraz Gminnego Ośrodka Pomocy Społecznej w Platerówce dla klientów.</p>
<p align="center">Apelujemy, aby kontakty z pracownikami Urzędu oraz GOPS odbywały się tylko i wyłącznie poprzez korespondencję tradycyjną, drogą elektroniczną lub telefonicznie.</p>
<p align="center">W wyjątkowych, ściśle określonych i ograniczonych do niezbędnego minimum sytuacjach, kontakt osobisty z pracownikami Urzędu oraz GOPS będzie możliwy po uprzednim telefonicznym umówieniu wizyty/spotkania pod numerem telefonu: <strong>75 722 16 90.</strong></p>
<p align="center"> </p>
<p align="center"><strong>Za utrudnienia przepraszamy i </strong></p>
<p align="center"><strong>prosimy o wyrozumiałość. </strong></p>
2020-10-05 12:13:09
2020-10-06 12:23:43
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2020-10-05 12:13:09
Monika Sikorska
Monika Sikorska
2
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17897
Konsultacje społecznych Rocznego Programu Współpracy Gminy Platerówka z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3 ust. 3 ustawy o działalności pożytku publicznego i o wolontariacie na 2021 rok.
<p class="Standard" align="center"><strong> </strong></p>
<p class="Standard" align="center"><strong>Zarządzenie nr OR 0050/138/20</strong></p>
<p class="Standard" align="center"><strong>Wójta Gminy Platerówka</strong></p>
<p class="Standard" align="center"><strong>z dnia 29 września 2020 r.</strong></p>
<p class="Standard"><strong>w sprawie</strong> <strong>zarządzenia konsultacji Rocznego Programu Współpracy Gminy Platerówka z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3 ust. 3 ustawy o działalności pożytku publicznego i o wolontariacie na 2021 rok</strong></p>
<p class="Standard"> </p>
<p class="Standard">Na podstawie art. 30 ust. 1, art. 30 ust. 2 pkt 2 ustawy z dnia 8 marca 1990 r. o samorządzie gminnym (Dz. U. z 2020 r. poz. 713), art. 5a ust.1 ustawy z dnia 24 kwietnia 2003 r. o działalności pożytku publicznego i o wolontariacie (Dz. U. z 2020 r. poz. 1057 ze zm.), Uchwały Rady Gminy w Platerówce Nr V/22/11 z dnia 30 marca 2011 r. w sprawie określenia sposobu konsultacji z organizacjami pozarządowymi i podmiotami wymienionymi w art. 3. ust. 3 ustawy o działalności pożytku publicznego i o wolontariacie, projektów aktów prawa miejscowego w dziedzinach dotyczących działalności statutowej tych organizacji, zarządzam, co następuje:</p>
<p class="Standard" align="center"><strong>§ 1.</strong></p>
<p class="Standard">Ogłasza się rozpoczęcie konsultacji społecznych Rocznego Programu Współpracy Gminy Platerówka z organizacjami pozarządowymi i podmiotami wymienionymi w art.3 ust.3 ustawy o działalności pożytku publicznego i o wolontariacie na 2021 rok.</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>§ 2.</strong></p>
<p class="Standard">Uczestnicy konsultacji: organizacje pozarządowe i podmioty wymienione w art.3 ust.3 ustawy o działalności pożytku publicznego i o wolontariacie.</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>§ 3.</strong></p>
<p class="Standard">Sposób konsultacji: konsultacje przeprowadza się poprzez publikację projektu Programu w Biuletynie Informacji Publicznej oraz pisemne zapytanie o uwagi i opinie organizacji posiadających siedzibę na terenie gminy.</p>
<p class="Standard" align="center"> </p>
<p class="Standard" align="center"><strong>§ 4.</strong></p>
<p class="Standard">Termin konsultacji: wszelkie uwagi i wnioski w formie pisemnej należy składać na adres: Urząd Gminy w Platerówce, Platerówka nr 20; 59-816 Platerówka lub za pomocą poczty elektronicznej na adres: promocja@gminaplaterowka.pl w terminie do dnia 29 października 2020 r.</p>
<p class="Standard" align="center"><strong>§ 5.</strong></p>
<p class="Standard">Zarządzenie wchodzi w życie z dniem podpisania.</p>
<p class="Standard"> </p>
<p class="Standard"> Wójt Gminy</p>
<p class="Standard"> Krzysztof Halicki</p>
2020-09-29 11:52:15
2020-09-29 11:53:53
70
2020-09-29 11:52:15
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2020-09-29 11:52:15
Monika Sikorska
Renata Stalmach
1
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17886
Wniosek o udzielenie informacji publicznej
2020-09-23 11:54:51
2020-09-23 11:55:37
70
2020-09-23 11:54:52
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2020-09-23 11:54:51
Monika Sikorska
Renata Stalmach
1
22
17885
Ogłoszenie Zebranie Wiejskie Sołectwa Włosień
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Włosień,</p>
<p align="center">że <strong>w dniu 29 września 2020 roku o godzinie 17:00 </strong></p>
<p align="center"><strong>w świetlicy wiejskiej we Włosieniu </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ</strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong>Porządek Zebrania Wiejskiego:</strong></p>
<p> </p>
<ol type="1" start="1"><li>Konsultacje społeczne dotyczące projektów uchwał w sprawie uchwalenia Statutu Sołectwa Włosień.</li>
<li> Konsultacje społeczne dotyczące projektu uchwały w sprawie ustalenia maksymalnej liczby zezwoleń na sprzedaż napojów alkoholowych na terenie gminy Platerówka</li>
<li>Rozdysponowanie środków sołectwa Włosień.</li>
</ol><p> </p>
<p>Prosi się mieszkańców o uczestnictwo w zebraniu.</p>
<p><strong><em>Wójt Gminy Platerówka</em></strong></p>
<p><strong><em>(-) Krzysztof Halicki</em></strong></p>
<p> </p>
<p>Zgodnie z § 11 Uchwały nr XX/115/05 Rady Gminy w Platerówce z dnia 30 czerwca 2005 r. w sprawie zasad i trybu przeprowadzania konsultacji z mieszkańcami Gminy Platerówka w przypadku braku quorum zebranie wiejskie odbędzie się w tym samym terminie, po upływie 30 minut.</p>
<p><strong><em> </em></strong></p>
2020-09-23 11:18:41
2020-09-23 11:19:21
70
2020-09-23 11:18:42
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2020-09-23 11:18:41
Monika Sikorska
Monika Jocz
1
22
17884
Ogłoszenie Zebrane Wiejskie Sołectwa Platerówka, Sołectwa Zalipie, Sołectwa Przylasek
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Platerówka,</p>
<p align="center">Mieszkańców Sołectwa Zalipie i Mieszkańców Sołectwa Przylasek,</p>
<p align="center">że <strong>w dniu 28 września 2020 roku o godzinie 17<sup>00</sup></strong></p>
<p align="center"><strong>w świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong>ZEBRANIE WIEJSKIE </strong></p>
<p align="center"><strong>SOŁECTWA PLATERÓWKA</strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE </strong></p>
<p align="center"><strong>SOŁECTWA ZALIPIE</strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE </strong></p>
<p align="center"><strong>SOŁECTWA PRZYLASEK</strong></p>
<p><strong> </strong></p>
<p><strong><span style="text-decoration: underline;">Porządek Zebrania Wiejskiego:</span></strong></p>
<p> </p>
<ol><li>Konsultacje społeczne dotyczące projektów uchwał w sprawie uchwalenia Statutu Sołectwa Platerówka/ Statutu Sołectwa Zalipie/ Statutu Sołectwa Przylasek.</li>
<li>Konsultacje społeczne dotyczące projektu uchwały w sprawie ustalenia maksymalnej liczby zezwoleń na sprzedaż napojów alkoholowych na terenie gminy Platerówka</li>
<li>Rozdysponowanie środków sołectw.</li>
</ol><p> </p>
<p>Prosi się mieszkańców o uczestnictwo w zebraniu.</p>
<p> </p>
<p><strong><em>Wójt Gminy Platerówka</em></strong></p>
<p><strong><em>(-) Krzysztof Halicki</em></strong></p>
<p><strong><em> </em></strong></p>
<p>Zgodnie z § 11 Uchwały nr XX/115/05 Rady Gminy w Platerówce z dnia 30 czerwca 2005 r. w sprawie zasad i trybu przeprowadzania konsultacji z mieszkańcami Gminy Platerówka w przypadku braku quorum zebranie wiejskie odbędzie się w tym samym terminie, po upływie 30 minut.</p>
2020-09-23 11:17:35
2020-09-23 11:18:36
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2020-09-23 11:17:37
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2020-09-23 11:17:35
Monika Sikorska
Monika Jocz
1
22
17882
Komunikat XII sesja zwyczajna Rady Gminy w Platerówce
<h2 align="center"><span style="font-size: 0.92em;">KOMUNIKAT</span></h2>
<p><strong> </strong></p>
<p align="center"><strong>Podaję do wiadomości mieszkańców gminy, </strong></p>
<p align="center"><strong>że w dniu 28 września 2020 r. o godz. 10<sup>00</sup></strong></p>
<p align="center"><strong>w </strong><strong>świetlicy wiejskiej w Platerówce </strong></p>
<p align="center"><strong>odbędzie się</strong></p>
<p align="center"><strong>XII SESJA ZWYCZAJNA</strong></p>
<p class="WW-Tekstpodstawowy2" style="text-align: center;"><strong>RADY GMINY W PLATERÓWCE</strong></p>
<p align="center"><strong>z następującym porządkiem obrad:</strong></p>
<p align="center"><strong> </strong></p>
<ol><li>Informacja Wójta z działalności w okresie miedzy sesjami.</li>
<li>Protokół z obrad X i XI sesji Rady Gminy w Platerówce.</li>
<li>Informacja o przebiegu wykonania budżetu Gminy Platerówka za I półrocze 2020 roku.</li>
</ol><p> 4. Rozpatrzenie projektów i podjęcie uchwał:</p>
<p> 1) w sprawie zmian w budżecie gminy Platerówka na 2020 rok;</p>
<p> 2) w sprawie przystąpienia Gminy Platerówka do współpracy z jednostkami samorządu terytorialnego tworzącymi Zachodni Obszar Integracji Województwa Dolnośląskiego (ZOI) w związku z utworzeniem i realizacją instrumentu Zintegrowanych Inwestycji Terytorialnych (ZIT) w okresie 2021-2027;</p>
<p> 3) w sprawie zwolnienia z obowiązku zbycia nieruchomości w drodze przetargu;</p>
<p> 4) w sprawie wyrażenia zgody na wydzierżawienie na okres do trzech lat, gruntu działek oznaczonych w ewidencji nr 529 dla której Sąd Rejonowy w Lubaniu V Wydział Ksiąg Wieczystych prowadzi księgę wieczystą nr KW JG1L/00031067/3 obręb Platerówka oraz nr 530/3 dla której Sąd Rejonowy w Lubaniu V Wydział Ksiąg Wieczystych prowadzi księgę wieczystą nr KW JG1L/00031067/3 obręb Platerówka;</p>
<p> 5. Rozpatrzenie skargi na działalność Dyrektora Szkoły Podstawowej im. Emilii Plater w Platerówce.</p>
<p> 6. Protokół z kontroli Komisji Rewizyjnej.</p>
<p> 7. Składanie interpelacji, zapytań, wniosków</p>
<p> </p>
<p> </p>
<p style="text-align: right;"><span style="font-size: 0.92em;"><strong>Przewodniczący Rady Gminy</strong></span></p>
<h1 style="text-align: right;"><span style="font-size: 0.92em;"><em> <span style="font-size: 0.76em;"> </span><span style="font-size: 0.6em;"> <span style="font-family: times new roman, times;">(-) <strong>Michał Mazur</strong></span></span></em></span></h1>
<p style="text-align: right;"><span style="font-size: 0.6em;"> </span></p>
2020-09-21 12:49:12
2020-09-21 12:54:56
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2020-09-21 12:52:04
0
2020-09-21 12:49:12
Monika Sikorska
Monika Jocz
2
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17853
KWESTIONARIUSZ ANKIETY INTERNETOWEJ DLA MIESZKAŃCÓW GMINY PLATERÓWKA
<p>ANKIETA W RAMACH OPRACOWANIA DIAGNOZY PROBLEMÓW SPOŁECZNYCH W GMINIE PLATERÓWKA</p>
<p><em>Szanowni Państwo!</em></p>
<p><em>Poniższa ankieta dotyczy problemów, z jakimi możecie się Państwo spotkać na terenie gminy. Udzielając odpowiedzi na poniższe pytania, proszę myśleć o swojej najbliższej okolicy tj. sołectwo/dzielnica/miejscowość.Informacje uzyskane dzięki Państwa odpowiedziom posłużą do opracowania diagnozy lokalnych zagrożeń i zaplanowania działań profilaktycznych. Nie ma tutaj dobrych ani złych odpowiedzi, ważne, aby były szczere. Ankieta jest anonimowa. Wszystkie informacje będą analizowane wyłącznie statystycznie.Proszę zakreślić właściwą zdaniem Państwa odpowiedź (jedną lub kilka, zgodnie z instrukcją) do każdego z pytań</em></p>
<p><a class="gwp43aa54fe_moz-txt-link-freetext" href="https://www.survio.com/survey/d/W7A8I8H5F9G3K9V3J" rel="noopener noreferrer">https://www.survio.com/survey/d/W7A8I8H5F9G3K9V3J</a></p>
2020-09-10 09:20:08
2020-09-10 09:21:25
70
2020-09-10 09:20:08
0
2020-09-10 09:20:08
Monika Sikorska
Monika Sikorska
1
22
17826
KOMUNIKAT-XI sesja Rady Gminy w Platerówce
2020-08-25 08:26:31
2020-08-25 08:27:34
70
2020-08-25 08:27:19
0
2020-08-25 08:26:31
Monika Sikorska
Monika Sikorska
2
22
17824
OBWIESZCZENIE SO.6220.6.6.2020 z dnia 21.08.2020 r. wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia pn.: ,, Rozbiórka i budowa wiaduktu w ciągu drogi wojewódzkiej 357 w km 11+547 w pobliżu m. Włosień"
2020-08-21 12:24:55
2020-08-21 12:27:47
70
2020-08-21 12:27:26
0
2020-08-21 12:24:55
Monika Sikorska
Monika Sikorska
2
22
17805
Wniosek o udzielenie informacji publicznej
2020-08-06 09:37:04
2020-08-06 09:39:44
70
2020-08-06 09:37:06
0
2020-08-06 09:37:04
Monika Sikorska
Monika Jocz
1
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17800
PSZOK nieczynny w dniu: 07.08.2020 roku oraz 17.08.2020 roku
<p align="center"><strong>INFORMACJA</strong></p>
<p> </p>
<p align="center">W dniu: 07.08.2020 r. oraz 17 sierpnia 2020 rok Punkt Selektywnej Zbiórki Odpadów Komunalnych w Platerówce</p>
<p align="center">będzie nieczynny.</p>
<p> </p>
<p align="right"> Urząd Gminy w Platerówce</p>
2020-08-03 15:43:15
2020-08-03 15:44:37
70
2020-08-03 15:43:15
0
2020-08-03 15:43:15
Monika Sikorska
Renata Stalmach
1
22
17798
OBWIESZCZENIE
2020-08-03 10:11:10
2020-08-03 10:11:42
70
2020-08-03 10:11:11
0
2020-08-03 10:11:10
Monika Sikorska
Wioleta Strażnik
1
22
17793
LISTA PLACÓWEK NIEODPŁATNEGO PORADNICTWA DOSTĘPNYCH DLA MIESZKAŃCÓW POWIATU LUBAŃSKIEGO
2020-07-23 14:50:09
2020-07-23 14:50:41
70
2020-07-23 14:50:10
0
2020-07-23 14:50:09
Monika Sikorska
Monika Jocz
1
22
17783
Obwieszczenie-Zawiadomienie o wydaniu decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na: ,,Budowie farmy fotowoltaicznej o mocy do 1MW wraz z infarstrukturą techniczną na części działki o nr ewid. 153, 155/1 w miejscowości Włosień"
2020-07-22 11:13:08
2020-07-22 11:16:20
70
2020-07-22 11:13:08
0
2020-07-22 11:13:08
Monika Sikorska
Monika Sikorska
1
22
17780
Zawiadomienie o zakończeniu postępowania w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia ,,Budowa farmy fotowoltaicznej o mocy do 1 MW wraz z infrastruktura techniczną na części działki nr ewid. 153, 155/1 w miejscowości Włosień"
2020-07-14 12:33:48
2020-07-14 12:37:11
70
2020-07-14 12:36:54
0
2020-07-14 12:33:48
Monika Sikorska
Monika Sikorska
2
22
17769
KOMUNIKAT X sesja Rady Gminy w Platerówce
<p><em><span style="font-size:medium;"><span style="font-family:'Times New Roman';"><strong> </strong></span></span></em></p>
2020-07-08 09:08:24
2020-07-08 09:13:10
70
2020-07-08 09:12:26
0
2020-07-08 09:08:24
Monika Sikorska
Monika Sikorska
3
22
17755
GMK.6733.1.2020 OBWIESZCZENIE w sprawie wydania decyzji lokalizacji celu publicznego dla inwestycji polegajacej na przebudowie mostu w ciągu DW 358 4+379 w miejscowości Platerówka, w granicach nieruchomości oznaczonych numerami ewidencyjnymi 306, 333, 349, 350, 359, 366 obręb 0001 Platerówka
2020-06-17 14:49:46
2020-06-17 14:53:53
70
2020-06-17 14:49:47
0
2020-06-17 14:49:46
Monika Sikorska
Monika Sikorska
1
22
17751
SO.6220.2.8.2020 OBWIESCZENIE w sprawie przedłużenia terminu załatwienia sprawy w toku postepowania polegającego na ,,Budowie farmy fotowoltaicznej o mocy do 1 MW każda wraz z infrastrukturą techniczną na części działek o nr. ewid. 153,155/1 w miejscowości Włosień"
2020-06-16 11:26:39
2020-06-16 11:37:22
70
2020-06-16 11:26:40
0
2020-06-16 11:26:39
Monika Sikorska
Monika Sikorska
1
22
17744
OBWIESZCZENIE Inwentaryzacja wyrobów zawierających azbest
2020-06-10 12:20:33
2020-06-10 12:21:20
70
2020-06-10 12:20:35
0
2020-06-10 12:20:33
Monika Sikorska
Monika Sikorska
1
22
17742
Zdalna szkoła + w Gminie Platerówka
<p><img title="Logo" src="Download/get/id,17236.json" alt="Logo" width="1032" height="113" /></p>
<p>Gmina Platerówkaw ramach Programu Operacyjnego Polska Cyfrowa na lata 2014-2020Osi Priorytetowej nr I „Powszechny dostęp do szybkiego Internetu”działania 1. 1: „Wyeliminowanie terytorialnych różnic w możliwości dostępu doszerokopasmowego internetu o wysokich przepustowościach”dotycząca realizacji projektu grantowego pn<em>.</em>zdalna Szkoła+ w ramach Ogólnopolskiej Sieci Edukacyjnej, pozyskała 35 000,00 zł na zakup sprzętu komputerowego dla uczniów Szkoły Podstawowej im. Emilii Plater w Platerówce. Całość grantu została przeznaczona na zakup 14 laptopów.</p>
<p>Środki pochodzą z Programu Operacyjnego Polska Cyfrowa na lata 2014-2020, Oś I Powszechny dostęp do szybkiego internetu, Działanie 1.1 Wyeliminowanie terytorialnych różnic w możliwości dostępu do szerokopasmowego internetu o wysokich przepustowościach.</p>
<p>Celem projektu jest zapewnienie dostępu do sprzętu umożliwiającego realizację podstawy programowej dla nauczycieli i uczniów, w tym uczniów z rodzin wielodzietnych (3+) z Gminy Platerówka.</p>
<p>Efektem realizacji projektu będzie umożliwienie zdalnej edukacji uczniom i aktywne włączenie się w codzienne zajęcia szkolne. Projekt jest odpowiedzią na obecną sytuację szkolnictwa, związaną z wprowadzeniem na obszarze Rzeczypospolitej Polskiej stanu epidemii. Zamknięcie placówek oświatowych na wiele tygodni wymusiło nowe standardy prowadzenia zajęć edukacyjnych. Uczniowie zamiast w szkolnych ławach zasiadają przed monitorami komputerów. Niestety wielu z nich nie posiada sprzętu, na którym może realizować podstawy programowe.</p>
<p>Grant „Zdalna Szkoła + w Gminie Platerówka” jest finansowany ze środków Europejskiego Funduszu Rozwoju Regionalnego w ramach Programu Operacyjnego Polska Cyfrowa na lata 2014 – 2020.</p>
<p><strong>W dniu 01 czerwca 2020 roku Wójt Gminy Platerówka Krzysztof Halicki przekazał dla Dyrektora Szkoły Podstawowej im. Emilii Plater w Platerówce 14 nowych laptopów.</strong></p>
<p> </p>
<p><strong><img title="zdjęcie" src="Download/get/id,17237.json" alt="zdjęcie" width="1200" height="1200" /></strong></p>
<p> </p>
<p><img title="Plakat" src="Download/get/id,17238.json" alt="Plakat" width="1200" height="1200" /></p>
2020-06-09 14:51:06
2020-06-09 14:53:53
70
2020-06-09 14:51:07
0
2020-06-09 14:51:06
Monika Sikorska
Monika Jocz
1
22
17734
Informacja
<p><strong>INFORMACJA</strong></p>
<p> </p>
<p>W dniu <strong>12 czerwca 2020 roku (piątek)</strong></p>
<p>Urząd Gminy w Platerówce</p>
<p>będzie <strong>nieczynny</strong>.</p>
2020-06-09 08:12:15
2020-06-09 08:14:12
70
2020-06-13 00:00:01
2020-06-09 08:14:06
0
2020-06-09 08:12:15
Monika Sikorska
Monika Jocz
2
22
17735
Informacja o PSZOK w Platerówce
<p><strong>INFORMACJA</strong></p>
<p> </p>
<p>W dniu <strong>12 czerwca 2020 roku (piątek)</strong></p>
<p>Punkt Selektywnej Zbiórki Odpadów w Platerówce</p>
<p>będzie <strong>nieczynny</strong>.</p>
2020-06-09 08:12:41
2020-06-09 08:13:42
70
2020-06-13 00:00:01
2020-06-09 08:12:42
0
2020-06-09 08:12:41
Monika Sikorska
Monika Jocz
1
22
17726
Zawiadomienie o zakończeniu postępowania dowodowego w sprawie ustalenia inwestycji lokalizacji celu publicznego, polegającej na przebudowie mostu w ciągu DW 4+379 w miejscowości Platerówka, w granicach nieruchomości oznaczonych numerami ewidencyjnymi 350, 349, 366, 359, 333, 306 obręb 0001 Platerówka
2020-06-03 10:18:28
2020-06-03 10:22:56
70
2020-06-03 10:21:44
0
2020-06-03 10:18:28
Monika Sikorska
Monika Sikorska
2
22
17721
Informacja o wynikach naboru na stanowisko pracownika socjalnego w Gminnym Ośrodku Pomocy Społecznej w Platerówce
2020-06-01 10:41:19
2020-06-01 10:42:56
70
2020-06-01 10:41:20
0
2020-06-01 10:41:19
Monika Sikorska
Monika Sikorska
1
22
17710
Obwieszczenie SO.6220.6.2020
2020-05-15 11:17:04
2020-05-15 11:17:49
70
2020-05-15 11:17:04
0
2020-05-15 11:17:04
Monika Sikorska
Wioleta Strażnik
1
22
17709
Obwieszczenie SO.6220.2.7.2020
2020-05-15 11:15:34
2020-05-15 11:16:56
70
2020-05-15 11:15:36
0
2020-05-15 11:15:34
Monika Sikorska
Wioleta Strażnik
1
22
17689
OGŁOSZENIE w sprawie dokonywania wpłat w Urzędzie Gminy w Platerówce
<p align="center"><span style="font-size: 1.38em;"><strong><span style="text-decoration: underline;">O G Ł O S Z E N I E</span></strong></span></p>
<p align="center"><strong><span style="text-decoration: underline;"> </span></strong></p>
<p align="center"><strong><span style="text-decoration: underline;">Szanowni Mieszkańcy Gminy Platerówka</span></strong></p>
<p align="center"> </p>
<p align="center">Uprzejmie informuję, iż wpłaty na rzecz Urzędu Gminy w Platerówce z tytułu: podatków, opłaty za gospodarowanie odpadami komunalnymi, itp.<br /> można dokonywać przelewem lub w Kasie Urzędu Gminy w Platerówce.</p>
<p align="center"> </p>
<p align="center"> </p>
<p align="center"> Wójt Gminy Platerówka</p>
2020-05-06 12:53:00
2020-05-06 12:54:51
70
2020-05-06 12:54:42
0
2020-05-06 12:53:00
Monika Sikorska
Monika Sikorska
2
22
17685
OBWIESZCZENIE SO.6220.2.6.2020 z dnia 29.04.2020 r. w sprawie wyznaczenia nowego terminu rozpatrywania sprawy ,,Budowa farmy fotowoltaicznej o mocy do 1 MW każda wraz z infrastrukturą techniczną na części działek o nr ewid. 153, 155/1 w miejscowości Włosień”.
2020-04-30 10:39:20
2020-04-30 10:41:10
70
2020-04-30 10:39:22
0
2020-04-30 10:39:20
Monika Sikorska
Monika Sikorska
1
22
17669
KOMUNIKAT
2020-04-27 08:45:45
2020-04-27 08:47:43
70
2020-04-27 08:45:46
0
2020-04-27 08:45:45
Monika Sikorska
Monika Sikorska
1
22
17668
Podziękowanie
<p><span style="font-size: 0.76em;"><img title="podziękowanie" src="Download/get/id,17126.json" alt="podziękowanie" width="600" height="849" /></span></p>
2020-04-24 11:27:42
2020-04-24 11:37:49
70
2020-04-24 11:37:18
0
2020-04-24 11:27:42
Monika Sikorska
Krzysztof Halicki
3
22
17666
Sprawozdanie z badania wody nr 55/N z 13 marca 2020 roku
2020-04-22 11:42:54
2020-04-22 11:44:04
70
2020-04-22 11:42:55
0
2020-04-22 11:42:54
Monika Sikorska
Monika Sikorska
1
22
17661
Nabór wniosków - Powiatowy Urząd Pracy w Lubaniu
<p><img title="Nabór wniosków" src="Download/get/id,17117.json" alt="Nabór wniosków" width="677" height="960" /></p>
2020-04-16 12:44:23
2020-04-16 12:46:39
70
2020-04-16 12:46:32
0
2020-04-16 12:44:23
Monika Sikorska
Monika Jocz
3
22
17660
OBWIESZCZENIE O WSZCZĘCOU POSTĘPOWANIA NR GMK.6733.1.2020 w sprawie ustalenia lokalizacji inwestycji celu publicznego, polegającego na przebudowie mostu w ciągu DW 358 w km 4+379 w miejscowości Platerówka
2020-04-15 10:26:24
2020-04-15 10:27:53
70
2020-04-15 10:26:25
0
2020-04-15 10:26:24
Monika Sikorska
Monika Sikorska
1
22
17659
Maseczki dla samotnych i starszych mieszkańców gminy Platerówka
<p><img title="Maseczki" src="Download/get/id,17115.json" alt="Maseczki" width="1257" height="890" /></p>
2020-04-14 14:44:15
2020-04-14 14:47:10
70
2020-04-14 14:44:16
0
2020-04-14 14:44:15
Monika Sikorska
Renata Stalmach
1
22
17653
Obwieszczenie o odstąpieniuod przeprowadzeniastrategicznej oceny oddziaływaniana środowisko POP
2020-04-09 11:18:02
2020-04-09 11:21:45
70
2020-04-09 11:18:04
0
2020-04-09 11:18:02
Monika Sikorska
Monika Sikorska
1
22
17652
Zamiana harmonogramu wywozu odpadów komunalnych
<p><img title="Zmiana harmonogramu" src="Download/get/id,17108.json" alt="Zmiana harmonogramu" width="1245" height="885" /></p>
2020-04-08 14:10:33
2020-04-08 14:11:57
70
2020-04-08 14:10:34
0
2020-04-08 14:10:33
Monika Sikorska
Renata Stalmach
1
22
17651
Wytyczne Ministra Klimatu i Głównego Inspektora Sanitarnego w sprawie postępowania z odpadami wytwarzanymi w czasie występowania zakażeń koronawirusem SARS-CoV-2 i zachorowań na wywoływaną przez niego chorobę COVID-19 (w czasie trwania pandemii/epidemii)
2020-04-06 10:37:56
2020-04-06 10:38:48
70
2020-04-06 10:37:57
0
2020-04-06 10:37:56
Monika Sikorska
Monika Jocz
1
22
17650
Zakupy dla seniora
<p><img title="Zakupy dla seniora" src="Download/get/id,17105.json" alt="Zakupy dla seniora" width="365" height="507" /></p>
2020-04-02 11:00:42
2020-04-02 11:02:49
70
2020-04-02 11:00:43
0
2020-04-02 11:00:42
Monika Sikorska
Krzysztof Halicki
1
22
17648
SO.6220.2.5.2020 OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na ,,Budowie farmy fotowoltaicznej o mocy do 1MW każda wraz z infrastrukturą techniczną na części działek o nr. ewid. 153, 155/1 w miejscowości Włosień
2020-03-30 10:56:18
2020-03-30 11:04:21
70
2020-03-30 10:59:31
0
2020-03-30 10:56:18
Monika Sikorska
Monika Sikorska
3
22
17646
Zamknięty PSZOK w Platerówce
<p><strong>Szanowni Państwo,</strong></p>
<p align="center">w związku z działaniami podejmowanymi na terenie kraju celem przeciwdziałania rozprzestrzenianiu się wirusa COVID-19 zawiadamiamy, iż</p>
<p align="center">od dnia <strong>16 marca 2020 roku</strong> do odwołania</p>
<p align="center">zamknięty zostaje</p>
<p align="center">Punkt Selektywnej Zbiórki Odpadów Komunalnych</p>
<p align="center">w Platerówce.</p>
2020-03-16 09:38:12
2020-03-16 09:40:16
70
2020-03-16 09:38:13
0
2020-03-16 09:38:12
Monika Sikorska
Krzysztof Halicki
1
22
17645
OBWIESZCZENIE SO.6220.2.1.2020 z dnia 12 marca 2020 roku w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegajacego na ,, Budowie farmy fotowoltaicznych o mocy do 1MW wraz z infarstrukturą techniczną na części działki o nr ewid. 153, 155/1 w miejscowości Włosień""
2020-03-13 10:24:23
2020-03-13 10:26:50
70
2020-03-13 10:24:23
0
2020-03-13 10:24:23
Monika Sikorska
Monika Sikorska
1
22
17644
OBWIESZCZENIE SO.6220.1.5.2020 z dnia 12 marca 2020 roku w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegajacego na ,, Budowie osmiu farm fotowoltaicznych o mocy do 1MW każda wraz z infarstruktura techniczną na części działki o nr ewid. 608,627 w miejscowości Zalipie"
2020-03-13 10:18:52
2020-03-13 10:24:04
70
2020-03-13 10:18:53
0
2020-03-13 10:18:52
Monika Sikorska
Monika Sikorska
1
22
17643
Informacja
<p><strong>Szanowni Państwo,</strong></p>
<p align="center">w związku z działaniami podejmowanymi na terenie kraju celem przeciwdziałania rozprzestrzenianiu się wirusa COVID-19 zawiadamiamy, iż</p>
<p align="center">od dnia <strong>13 marca 2020 roku</strong> do odwołania</p>
<p align="center">zamknięta zostaje</p>
<p align="center">Biblioteka w Platerówce</p>
<p align="center"> oraz</p>
<p align="center"> Biblioteka we Włosieniu.</p>
<p align="center"> </p>
2020-03-13 09:09:34
2020-03-13 09:10:23
70
2020-03-13 09:09:35
0
2020-03-13 09:09:34
Monika Sikorska
Krzysztof Halicki
1
22
17642
INFORMACJA
<p><strong>Szanowni Państwo,</strong></p>
<p align="center">w związku z działaniami podejmowanymi na terenie kraju celem przeciwdziałania rozprzestrzenianiu się wirusa COVID-19 zawiadamiamy, iż</p>
<p align="center">od dnia <strong>13 marca 2020 roku</strong> do odwołania</p>
<p align="center">ograniczona zostaje dostępności</p>
<p align="center"> Urzędu Gminy w Platerówce oraz Gminnego Ośrodka Pomocy Społecznej w Platerówce dla klientów.</p>
<p align="center">Apelujemy, aby kontakty z pracownikami Urzędu oraz GOPS odbywały się tylko i wyłącznie poprzez korespondencję tradycyjną, drogą elektroniczną lub telefonicznie.</p>
<p align="center">W wyjątkowych, ściśle określonych i ograniczonych do niezbędnego minimum sytuacjach kontakt osobisty z pracownikami Urzędu oraz GOPS będzie możliwy po uprzednim telefonicznym umówieniu wizyty/spotkania pod numerem telefonu: <strong>75 722 16 90.</strong></p>
<p align="center"> </p>
<p align="center"><strong>Za utrudnienia przepraszamy i </strong></p>
<p align="center"><strong>prosimy o wyrozumiałość. </strong></p>
2020-03-13 07:47:59
2020-03-13 07:48:39
70
2020-03-13 07:48:00
0
2020-03-13 07:47:59
Monika Sikorska
Krzysztof Halicki
1
22
17641
OBWIESZCZENIE-ZAWIADOMIENIE Wójta Gminy Platerówka o wydaniu decyzji o środowiskowych uwarunkowaniach
2020-03-12 14:06:23
2020-03-12 14:07:35
70
2020-03-12 14:06:24
0
2020-03-12 14:06:23
Monika Sikorska
Monika Sikorska
1
22
17629
OGŁOSZENIE w sprawie odwołania Zebrań Wiejskich zaplanowanych w dniach 16-17 marca 2020 roku
<p style="text-align: center;"><strong>OGŁOSZENIE</strong></p>
<p style="text-align: center;">Zebranie Wiejskie Sołectw Platerówka, Zalipie i Przylasek</p>
<p style="text-align: center;">oraz</p>
<p style="text-align: center;">Zebranie Wiejskie Sołectwa Włosień</p>
<p style="text-align: center;">zaplanowane w dniach</p>
<p style="text-align: center;">16-17 marca 2020 r.</p>
<p style="text-align: center;">zostają odwołane z powodu licznych zachorowań COVID-19 wywołaną wirusem SARS-CoV-2.</p>
<p style="text-align: center;"> </p>
<p style="text-align: justify;"> Wójt Gminy Platerówka</p>
<p style="text-align: justify;"> (-) Krzysztof Halicki</p>
2020-03-12 11:34:06
2020-03-12 11:38:51
70
2020-03-12 11:34:08
0
2020-03-12 11:34:06
Monika Sikorska
Monika Sikorska
1
22
17624
ZEBRANIE WIEJSKIE SOŁECTW PLATERÓWKA, ZALIPIE I PRZYLASEK
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Platerówka,</p>
<p align="center">Mieszkańców Sołectwa Zalipie i Mieszkańców Sołectwa Przylasek,</p>
<p align="center">że <strong>w dniu 16 marca 2020 roku o godzinie 17<sup>00</sup></strong></p>
<p align="center"><strong>w świetlicy wiejskiej w Platerówce</strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE </strong></p>
<p align="center"><strong>SOŁECTWA PLATERÓWKA</strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE </strong></p>
<p align="center"><strong>SOŁECTWA ZALIPIE</strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE </strong></p>
<p align="center"><strong>SOŁECTWA PRZYLASEK</strong></p>
<p><strong> </strong></p>
<p><strong><span style="text-decoration: underline;">Porządek Zebrania Wiejskiego:</span></strong></p>
<p> </p>
<ol>
<li>Konsultacja projektów Statutu Sołectw.</li>
<li>Rozdysponowanie środków sołectw.</li>
</ol>
<p>Prosi się mieszkańców o uczestnictwo w zebraniu.</p>
<p> </p>
<p><strong><em> Wójt Gminy Platerówka</em></strong></p>
<p><strong><em> (-) Krzysztof Halicki</em></strong></p>
2020-03-09 08:42:02
2020-03-09 08:45:27
70
2020-03-09 08:42:04
0
2020-03-09 08:42:02
Monika Sikorska
Monika Jocz
1
22
17623
ZEBRANI WIEJSKIE SOŁECTWA WŁOSIEŃ
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Zawiadamia się Mieszkańców Sołectwa Włosień,</p>
<p align="center">że <strong>w dniu 17 marca 2020 roku o godzinie 17:00 </strong></p>
<p align="center"><strong>w świetlicy wiejskiej we Włosieniu </strong></p>
<p align="center">odbędzie się</p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ</strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong>Porządek Zebrania Wiejskiego:</strong></p>
<p> </p>
<ol>
<li>Konsultacja projektu Statutu Sołectwa Włosień;</li>
<li>Rozdysponowanie środków sołectwa Włosień.</li>
</ol>
<p> </p>
<p>Prosi się mieszkańców o uczestnictwo w zebraniu.</p>
<p><em> </em></p>
<p><em> </em></p>
<p><em> </em></p>
<p><em> Wójt Gminy Platerówka</em></p>
<p><em> (-) Krzysztof Halicki</em></p>
2020-03-09 08:38:54
2020-03-09 08:41:58
70
2020-03-09 08:38:55
0
2020-03-09 08:38:54
Monika Sikorska
Monika Jocz
1
22
17621
Nabór do projektu "E-aktywni mieszkańcy gminy Platerówka"
<p><img title="Plakat" src="Download/get/id,17074.json" alt="Plakat" width="1652" height="2337" /></p>
<p> </p>
<p><img title="Plakat" src="Download/get/id,17075.json" alt="Plakat" width="2337" height="3307" /></p>
2020-03-03 09:00:51
2020-03-03 09:03:33
70
2020-03-03 09:00:53
0
2020-03-03 09:00:51
Monika Sikorska
Renata Stalmach
1
22
17617
Spotkanie informacyjne w Jeleniej Górze pt. „Pieniądze z Funduszy Europejskich dla przedsiębiorców”.
2020-02-24 15:08:24
2020-02-24 15:09:08
70
2020-02-24 15:08:25
0
2020-02-24 15:08:24
Monika Sikorska
Monika Jocz
1
22
17607
Premiera filmu "Platerówki"
<p><img title="Plakat" src="Download/get/id,17051.json" alt="Plakat" width="626" height="902" /></p>
2020-02-13 12:20:12
2020-02-13 12:21:38
70
2020-02-13 12:20:14
0
2020-02-13 12:20:12
Monika Sikorska
Renata Stalmach
1
22
17599
Obwieszczenie o zakończeniu postępowania dowodowego w sprawie wydania decyzji o środowiskowych uwarunkowanich dla przedsięwzięcia
2020-02-07 14:26:50
2020-02-07 14:28:52
70
2020-02-07 14:28:45
0
2020-02-07 14:26:50
Monika Sikorska
Monika Sikorska
2
22
17586
GMK. 6733.1.2019 Obwieszczenie o wydaniu decyzji lokalizacji celu publicznego
2020-02-03 13:02:31
2020-02-03 13:05:06
70
2020-02-03 13:04:45
0
2020-02-03 13:02:31
Monika Sikorska
Monika Sikorska
2
22
17583
OBWIESZCZENIE SO. 6220.1.6.2019 z dnia 27 stycznia 2020 roku
2020-01-27 15:49:41
2020-01-27 15:51:27
70
2020-01-27 15:49:43
0
2020-01-27 15:49:41
Monika Sikorska
Monika Sikorska
1
22
17582
LISTA PLACÓWEK NIEODPŁATNEGO PORADNICTWA DOSTĘPNYCH DLA MIESZKAŃCÓW POWIATU LUBAŃSKIEGO
2020-01-27 10:11:06
2020-01-27 10:11:34
70
2020-01-27 10:11:08
0
2020-01-27 10:11:06
Monika Sikorska
Monika Sikorska
1
22
17574
GMK.6733.1.2019 ZAWIADOMIENIE o zakończeniu postępowania dowodowego w sprawie ustalenia lokalizacji inwestycji celu publicznego, polegającej na budowie elektroenergetycznej lini kablowej 110 kV S-301 w relacji Mikułowa - Zgorzelec w ramach zadania inwestycyjnego ,, Opracowanie dokumentacji projektowej i wykonanie robót budowlano-montażowych: S-301-kablowanie linii napowietrznej 110 kV między słupami 4-9 w miejscowości Włosień
2020-01-20 11:42:16
2020-01-20 12:01:23
70
2020-01-20 12:00:26
0
2020-01-20 11:42:16
Monika Sikorska
Monika Sikorska
2
22
17575
ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ - 28 stycznia 2020 roku o godzinie 17:00 w świetlicy wiejskiej we Włosieniu w sprawie wyborów Sołtysa Sołectwa Włosień
2020-01-20 11:55:53
2020-01-20 11:59:45
70
2020-01-20 11:55:54
0
2020-01-20 11:55:53
Monika Sikorska
Monika Sikorska
1
22
17572
OBWIESZCZENIE SO.6220.1.5.2019 w sprawie braku możliwości rozpatrywania sprawy w ustawowym terminie z uwagi na analizę zebranego materiału
2020-01-16 14:50:20
2020-01-16 14:52:14
70
2020-01-16 14:50:20
0
2020-01-16 14:50:20
Monika Sikorska
Monika Sikorska
1
22
17571
OBWIESZCZENIE SO.6220.2.5.2019 w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na:,,Budowie trzech odrębnych farmy fotowoltaicznych o mocy 1MW każda wraz z infrastrukturą techniczną działki o nr. ewid. 605 w miejscowości Zalipie"
2020-01-16 14:47:44
2020-01-16 14:49:45
70
2020-01-16 14:47:44
0
2020-01-16 14:47:44
Monika Sikorska
Monika Sikorska
1
22
17570
OBWIESZCZENIE SO.6220.3.5.2019 w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na:,,Budowie farmy fotowoltaicznej o mocy 1MW każda wraz z infrastrukturą techniczną działki o nr. ewid. 469/1 w miejscowości Zalipie"
2020-01-16 14:47:21
2020-01-16 14:47:41
70
2020-01-16 14:47:22
0
2020-01-16 14:47:21
Monika Sikorska
Monika Sikorska
1
22
17557
I N F O R M AC J A O NOWYCH STAWKACH OPŁAT ZA GOSPODAROWANIE ODPADAMI KOMUNALNYMI
<p>W związku z podjęciem uchwały nr VIII/60/19 Rady Gminy w Platerówce z dnia 12 grudnia 2019 roku w sprawie wyboru metody ustalenia opłaty za gospodarowania odpadami komunalnymi oraz stawki tej opłaty Wójt Gminy Platerówka informuje, że od dnia 01 stycznia 2020 r. ulega zmianie dotychczasowy wzór składanej przez Państwa deklaracji oraz zaczną obowiązywać nowe stawki.</p>
<p>Informuję, że od dnia 07 stycznia 2020 r. na terenie Gminy Platerówka roznoszone będą nowe <strong>deklaracje dotyczące wysokości opłat za gospodarowanie odpadami komunalnymi</strong> przez upoważnioną przez Urząd Gminy w Platerówce osobę.</p>
<p>Ponadto pierwszą opłatę za gospodarowanie odpadami komunalnymi, ustaloną w nowej wysokości, należy wnieść w terminie do 15 dnia lutego 2020 r. na podstawie dowodów wpłat, które zostaną dostarczone do Państwa nieruchomości do dnia 10 lutego 2020 r. Opłatę należy wnosić na nowy rachunek bankowy:</p>
<p align="center"><strong>40 8392 0004 5505 4090 2000 0250.</strong></p>
<p>Od dnia 01 stycznia 2020 r. miesięczna stawka opłaty za gospodarowanie odpadami komunalnymi dla właścicieli nieruchomości zamieszkałych wyniesie:</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="198">
<p align="center"><strong>Liczba osób zamieszkująca nieruchomość</strong></p>
</td>
<td width="251">
<p align="center"><strong>Stawka opłaty za gospodarowanie odpadami komunalnymi zebranymi w sposób selektywny</strong></p>
</td>
<td width="250">
<p align="center"><strong>Stawka opłaty za gospodarowanie odpadami komunalnymi zebranymi w sposób selektywny dla nieruchomości wyposażonych w przydomowy kompostownik</strong></p>
</td>
</tr>
<tr>
<td width="198">
<p align="center">1 osoba</p>
</td>
<td width="251">
<p align="center">18,50 zł</p>
</td>
<td width="250">
<p align="center">17,50 zł</p>
</td>
</tr>
<tr>
<td width="198">
<p align="center">2 osoby</p>
</td>
<td width="251">
<p align="center">37,00 zł</p>
</td>
<td width="250">
<p align="center">35,00 zł</p>
</td>
</tr>
<tr>
<td width="198">
<p align="center">3 osoby</p>
</td>
<td width="251">
<p align="center">55,50 zł</p>
</td>
<td width="250">
<p align="center">52,50 zł</p>
</td>
</tr>
<tr>
<td width="198">
<p align="center">4 osoby</p>
</td>
<td width="251">
<p align="center">74,00 zł</p>
</td>
<td width="250">
<p align="center">70,00 zł</p>
</td>
</tr>
<tr>
<td width="198">
<p align="center">5 osób i więcej</p>
</td>
<td width="251">
<p align="center">92,50 zł</p>
</td>
<td width="250">
<p align="center">87,50 zł</p>
</td>
</tr>
</tbody>
</table>
<p>*Tabela opracowana na podstawie uchwały nr VIII/60/19 Rady Gminy w Platerówce z dnia 12 grudnia 2019 roku w sprawie wyboru metody ustalenia opłaty za gospodarowania odpadami komunalnymi oraz stawki tej opłaty</p>
<p>Uchwała nr VIII/60/19 Rady Gminy w Platerówce z dnia 12 grudnia 2019 roku w sprawie wyboru metody ustalenia opłaty za gospodarowania odpadami komunalnymi oraz stawki tej opłaty uwzględnia również zapisy nowelizujące ustawę o utrzymaniu porządku i czystości w gminie, które wprowadzają obowiązek zbierania odpadów komunalnych <strong>w sposób selektywny. </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p><strong> </strong></p>
<p align="right"><strong>URZĄD GMINY W PLATERÓWCE</strong></p>
2019-12-30 14:13:08
2019-12-30 14:36:52
70
2019-12-30 14:36:29
0
2019-12-30 14:13:08
Monika Sikorska
Renata Stalmach
2
22
17521
INFORMACJA
<p align="center"><span style="font-size: 1.08em;"><strong><span style="color: #ff0000;">INFORMACJA</span> </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>W dniu <span style="color: #ff0000;">24.12.2019 r.</span> Urząd Gminy w Platerówce</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong> czynny jest w godzinach <span style="color: #ff0000;">7:00 – 10:00.</span></strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>W dniu <span style="color: #ff0000;">27.12.2019 r.</span> Urząd Gminy w Platerówce </strong></span></p>
<p align="center"><span style="font-size: 1.08em; color: #ff0000;"><strong>jest nieczynny.</strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>W dniu<span style="color: #ff0000;"> 31.12.2019 r.</span> Urząd Gminy w Platerówce </strong></span></p>
<p align="center"><span style="font-size: 1.08em;"><strong>czynny jest w godzinach <span style="color: #ff0000;">7:00-11:00.</span></strong></span></p>
2019-12-20 10:35:28
2019-12-20 10:36:47
70
2019-12-20 10:35:29
0
2019-12-20 10:35:28
Monika Sikorska
Monika Sikorska
1
22
17513
OBWIESZCZENIE Zawiadomienie o wszczęciu postępowania w sprawie wydania decyzji o środowiskowych uwarukowaniach dla przedsięwzięcia polegającego na ,, Przebudowie mostu w ciągu DW 358 w km 4+379 w miejscowośći Platerówka"
2019-12-19 11:50:27
2019-12-19 11:59:27
70
2019-12-19 11:50:27
0
2019-12-19 11:50:27
Monika Sikorska
Monika Sikorska
1
22
17508
OBWIESZCZENIE o wszczęciu postepowania w sprawie ustaleniu lokalizacji celu publicznego polegającej na budowie elektroenergetycznej linii kablowej 110 kV S- 301 Mikułowa-Zgorzelec
2019-12-18 13:22:57
2019-12-18 13:27:57
70
2019-12-18 13:22:58
0
2019-12-18 13:22:57
Monika Sikorska
Monika Sikorska
1
22
17504
Sprawozdanie z badania wody - 29.11.2019 r.
2019-12-13 13:29:23
2019-12-13 13:32:00
70
2019-12-13 13:29:23
0
2019-12-13 13:29:23
Monika Sikorska
Monika Sikorska
1
22
17463
Nowy plac zabaw w Platerówce
<p class="Default" style="text-align: center;"><span style="font-size: 1.84em;"><strong>NOWY PLAC ZABAW W PLATERÓWCE</strong></span></p>
<p class="Default" style="text-align: center;"> </p>
<p class="Default"><strong>Od początku grudnia mieszkańcy Platerówki mogą korzystać z nowego placu zabaw. Jego budowa była możliwa dzięki otrzymaniu grantu przyznanego w ramach konkursu „WzMOCnij swoje otoczenie”,</strong><strong>organizowanego przez Polskie Sieci Elektroenergetyczne.</strong></p>
<p class="Default">Plac powstał przy świetlicy wiejskiej w sąsiedztwie siłowni zewnętrznej i altany rekreacyjnej. Miejsce zabaw dla najmłodszych mieszkańców Platerówki jest wyposażone m.in. w różne rodzaje huśtawek, tablicę kredową i bujany skuter.</p>
<p class="Default">– <em>Nowopowstały plac zabaw, siłowania zewnętrzna oraz altana rekreacyjna są doskonałym miejscem do integracji osób w każdym wieku. Jestem przekonany, że będą służyły naszym mieszkańcom przez lata</em> – podkreśla wójt gminy Platerówka Krzysztof Halicki.</p>
<p class="Default">Konkurs „WzMOCnij swoje otoczenie” został zorganizowany przez Polskie Sieci Elektroenergetyczne. Jego celem było wyłonienie najlepszych projektów związanych z rozwojem lokalnej infrastruktury, aktywizacją życia społecznego i kulturalnego oraz finansowe wsparcie w ich wdrożeniu w gminach, na terenie których jest zlokalizowana lub budowana infrastruktura przesyłowa. W gminie Platerówka PSE realizują projekt budowy linii 400 kV relacji Mikułowa-Świebodzice, która jest niezbędna dla zapewnienia bezpieczeństwa dostaw energii elektrycznej do odbiorców w południowo-zachodniej Polsce.</p>
<p> </p>
<p> </p>
<p> </p>
<p><img title="Plac zabaw w Plateówce" src="Download/get/id,16776.json" alt="Plac zabaw w Platerówce" width="1547" height="580" /></p>
<p style="text-align: center;"><img title="konkurs" src="Download/get/id,16777.json" alt="Konkurs" width="932" height="144" /></p>
2019-12-02 13:29:10
2019-12-11 10:55:42
70
2019-12-11 10:54:38
0
2019-12-02 13:29:10
Monika Sikorska
Renata Stalmach
2
22
17468
KOMUNIKA VIII SESJA RADY GMINY W PLATERÓWCE
2019-12-05 14:50:41
2019-12-05 14:51:28
70
2019-12-05 14:50:41
0
2019-12-05 14:50:41
Monika Sikorska
Monika Sikorska
1
22
17449
KOMUNIKAT OBRADY VII SESJI RADY GMINY W PLATERÓWCE
2019-11-21 11:07:46
2019-11-21 11:08:40
70
2019-11-21 11:07:47
0
2019-11-21 11:07:46
Monika Sikorska
Monika Sikorska
1
22
17419
Spotkanie informacyjno-konsultacyjne
2019-10-17 09:36:28
2019-10-17 09:37:13
70
2019-10-17 09:36:29
0
2019-10-17 09:36:28
Monika Sikorska
Monika Sikorska
1
22
17418
Projekt „Plac zabaw w Platerówce” zwycięzcą konkursu „WzMOCnij swoje otoczenie” w gminie Platerówka!
2019-10-17 08:58:41
2019-10-17 09:01:55
70
2019-10-17 08:58:42
0
2019-10-17 08:58:41
Monika Sikorska
Renata Stalmach
1
22
17411
Sprawozdanie z badania wody z dnia 20 września 2019 roku
2019-10-08 13:21:38
2019-10-08 13:22:54
70
2019-10-08 13:21:39
0
2019-10-08 13:21:38
Monika Sikorska
Monika Sikorska
1
22
17369
KOMUNIKAT
2019-09-18 13:16:37
2019-09-18 13:17:13
70
2019-09-18 13:16:37
0
2019-09-18 13:16:37
Monika Sikorska
Monika Sikorska
1
22
17368
Spotkanie z adwokatem Dolnośląskiej Izby Rolniczej
<p align="center">Prezes Dolnośląskiej Izby Rolniczej</p>
<p align="center">Pan Leszek Grala</p>
<p align="center">oraz</p>
<p align="center">Wójt Gminy Platerówka</p>
<p align="center">zapraszają</p>
<p align="center">Mieszkańców Gminy</p>
<p align="center">na spotkanie</p>
<p align="center"><strong>z adwokatem Dolnośląskiej Izby Rolniczej</strong></p>
<p align="center">w sprawie umów</p>
<p align="center">na dzierżawę gruntów pod panele fotowoltaiczne w zakresie korzyści i zabezpieczenia „interesu rolników”.</p>
<p align="center"> </p>
<p align="center"> </p>
<p align="center"><strong>Spotkanie odbędzie się 24 września 2019 roku </strong></p>
<p align="center"><strong>o godzinie 17:00 </strong></p>
<p align="center"><strong>w świetlicy wiejskiej we Włosieniu.</strong></p>
2019-09-17 08:58:36
2019-09-17 08:59:15
70
2019-09-17 08:58:37
0
2019-09-17 08:58:36
Monika Sikorska
Monika SIkorska
1
22
17359
ZEBRANIE WIEJSKIE SOŁECTWA ZALIPIE
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center">Zawiadamia się mieszkańców sołectwa Zalipie, że <strong>w dniu 27 sierpnia 2019 roku o godzinie 18<sup>00 </sup></strong>w <strong>świetlicy wiejskiej w Platerówce </strong>odbędzie się</p>
<p align="center"> </p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA ZALIPIE</strong></p>
<p align="center"> </p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<ol>
<li>Rozdysponowanie środków finansowych sołectwa.</li>
</ol>
<p> </p>
<p> </p>
<p align="right">Sołtys sołectwa Zalipie</p>
<p align="right">(-) Kamila Kamińska</p>
2019-08-21 14:04:51
2019-08-21 14:06:03
70
2020-09-15 12:50:30
2019-08-21 14:04:52
0
2019-08-21 14:04:51
Monika Sikorska
Monika Sikorska
1
22
17347
OGŁOSZENIE ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ
2019-08-13 08:32:53
2019-08-13 08:36:54
70
2021-01-12 13:09:26
2019-08-13 08:32:53
0
2019-08-13 08:32:53
Monika Sikorska
Monika Sikorska
1
22
17323
Wybory do Izb Rolniczych - Obwieszczenie Okregowej Komisji Wyborczej nr 71w Platerówce
2019-07-08 15:26:21
2019-07-22 12:48:58
70
2019-07-22 12:48:48
0
2019-07-08 15:26:21
Monika Sikorska
Monika Sikorska
2
22
17333
KOMUNIKAT TRENING „ SIERPIEŃ 2019”
2019-07-22 12:47:50
2019-07-22 12:48:38
70
2019-07-22 12:47:50
0
2019-07-22 12:47:50
Monika Sikorska
Monika Sikorska
1
22
17327
Wakacje 2019
2019-07-12 14:15:47
2019-07-12 14:16:43
70
2019-07-12 14:15:47
0
2019-07-12 14:15:47
Monika Sikorska
Anna Rybowicz
1
22
17322
OGŁOSZENIE - ZEBRANIE WIEJSKIE SOŁECTWA PLATERÓWKA
2019-07-04 13:18:15
2019-07-04 13:25:35
70
2019-07-04 13:25:00
0
2019-07-04 13:18:15
Monika Sikorska
Monika Sikorska
3
22
17298
"Stowarzyszenia Lokalna Grupa Działania – Partnerstwo Izerskie ogłasza nabór wniosków o dofinansowanie
2019-06-24 09:14:45
2019-06-24 09:15:24
70
2019-06-24 09:14:47
0
2019-06-24 09:14:45
Monika Sikorska
Monika Sikorska
1
22
17297
OGŁOSZENIE-ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ
<p><span> </span></p>
2019-06-19 08:47:19
2019-06-19 08:49:38
70
2019-06-19 08:49:15
0
2019-06-19 08:47:19
Monika Sikorska
Monika Sikorska
2
22
17275
INFORMACJA dotycząca lasów na terenie Powiat Lubańskiego
2019-06-07 10:00:22
2019-06-07 10:02:34
70
2019-06-07 10:00:22
0
2019-06-07 10:00:22
Monika Sikorska
Monika Sikorska
1
22
17221
Trening-SWO- MAJ - 2019 KOMUNIKAT
2019-05-24 10:20:08
2019-05-24 10:20:54
70
2019-05-24 10:20:08
0
2019-05-24 10:20:08
Monika Sikorska
Monika Sikorska
1
22
17219
Zgłoszenia do Powiatowego Konkursu na Najładniejszą Zagrodę Powiatu Lubańskiego
<p align="center"><span style="color: #ff0000;"><strong>WÓJT GMINY PLATERÓWKA</strong></span></p>
<p align="center">przyjmuje zgłoszenia do</p>
<p align="center"><span style="color: #ff0000;"><strong> POWIATOWEGO KONKURSU NA</strong></span></p>
<p align="center"><span style="color: #ff0000;"><strong> NAJŁADNIEJSZĄ ZAGRODĘ POWIATU LUBAŃSKIEGO</strong></span></p>
<p align="center">organizowanego przez Starostwo Powiatowe w Lubaniu oraz Powiatowy Zespół Doradców w Lubaniu Dolnośląskiego Ośrodka Doradztwa Rolniczego we Wrocławiu.</p>
<p align="center"> </p>
<p align="center">Konkurs odbywa się w <strong><span style="text-decoration: underline;">dwóch kategoriach</span></strong>:</p>
<p align="center">Najładniejsza Zagroda oraz Najładniejsze Gospodarstwo Rolne.</p>
<p align="center"> </p>
<p align="center">Oceniając zagrody komisja bierze pod uwagę m.in. ogólny wygląd posesji, stan techniczny i estetykę budynku, źródło zaopatrzenia w wodę, obiekty sanitarne, racjonalne zagospodarowanie części ogrodniczej.</p>
<p align="center"> </p>
<p align="center">Zgłoszenia należy składać w Urzędzie Gminy w Platerówce lub</p>
<p align="center">e-mail na adres: <a href="mailto:promocja@gminaplaterowka.pl">promocja@gminaplaterowka.pl</a></p>
<p align="center">do dnia 28 maja 2019 roku.</p>
<p align="center"> </p>
<p align="center"> Wójt Gminy Platerówka</p>
<p align="center"> /-/ Krzysztof Halicki</p>
<p align="center"> </p>
<p>*W konkursie nie mogą brać udziału osoby, które w ostatnich trzech latach były uczestnikami konkursu.</p>
2019-05-20 12:38:28
2019-05-20 12:39:54
70
2020-09-15 12:48:24
2019-05-20 12:38:30
0
2019-05-20 12:38:28
Monika Sikorska
Renata Stalmach
1
22
17152
ZEBRANIE WIEJSKIE SOŁECTWA PRZYLASEK
2019-03-22 13:42:22
2019-03-22 13:44:30
70
2020-09-15 12:44:59
2019-03-22 13:44:15
0
2019-03-22 13:42:22
Monika Sikorska
Sikorska Monika
2
22
17154
ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ
2019-03-22 13:43:44
2019-03-22 13:44:09
70
2020-09-15 12:48:17
2019-03-22 13:43:45
0
2019-03-22 13:43:44
Monika Sikorska
Sikorska Monika
1
22
17153
ZEBRANIE WIEJSKIE SOŁECTWA ZALIPIE
2019-03-22 13:42:53
2019-03-22 13:43:42
70
2020-09-15 12:48:11
2019-03-22 13:42:53
0
2019-03-22 13:42:53
Monika Sikorska
Sikorska Monika
1
22
17151
ZEBRANIE WIEJSKIE SOŁECTWA PLATERÓWKA
2019-03-22 13:41:12
2019-03-22 13:42:18
70
2020-09-15 12:45:06
2019-03-22 13:41:13
0
2019-03-22 13:41:12
Monika Sikorska
Sikorska Monika
1
22
17137
KOMUNIKAT
2019-03-14 08:15:13
2019-03-14 08:15:47
70
2020-09-15 12:45:05
2019-03-14 08:15:13
0
2019-03-14 08:15:13
Monika Sikorska
Sikorska Monika
1
22
17136
Rekrutacja na funkcjonariuszy Policji
2019-03-11 11:58:00
2019-03-11 12:00:01
70
2020-09-15 12:45:06
2019-03-11 11:58:01
0
2019-03-11 11:58:00
Monika Sikorska
Sikorska Monika
1
22
17134
Finansowanie posiłków
2019-03-05 13:47:50
2019-03-05 13:48:36
70
2020-09-15 12:45:06
2019-03-05 13:47:50
0
2019-03-05 13:47:50
Monika Sikorska
Sikorska Monika
1
22
17133
Prelekcja z nowych wzorów ofert w otwartych konkursach ofert oraz w trybie pozakonkursowym
<p> </p>
<p><strong>Wrocław 13 marca br. – prelekcja z nowych wzorów ofert w otwartych konkursach ofert oraz w trybie pozakonkursowym (art. 19a) oraz spotkanie organizacji pozarządowych z przedstawicielami Fundacji KGHM Polska Miedź</strong></p>
<p><strong> </strong></p>
<p>Wydział Rozwoju Społeczeństwa Obywatelskiego UMWD zaprasza przedstawicieli organizacji pozarządowych z Dolnego Śląska, na spotkanie, w czasie którego, w jego pierwszej części, omówione zostaną nowe wzory ofert w otwartych konkursach ofert oraz w trybie pozakonkursowym (art. 19a). Prelekcję poprowadzi Pan Andrzej Stachowiak doradca w Regionalnym Punkcie Doradczym.</p>
<p> </p>
<p>W drugiej części spotkania pani Lidia Marcinkowska-Bartkowiak Członek Zarządu Fundacji KGHM Polska Miedź oraz pani Magdalena Gałka Dyrektor Biura Fundacji KGHM Polska Miedź przybliżą działalność Fundacji KGHM Polska Miedź oraz pomoc w aplikowaniu o jej środki.</p>
<p>Spotkanie odbędzie się w dniu 13 marca br. (środa) w godz. 10:00-13:30 w sali nr 510, V p. w budynku przy ulicy Dobrzyńskiej 21/23 (Wojewódzki Zespół Specjalistycznej Opieki Zdrowotnej).</p>
<p><strong> </strong></p>
<p><strong>Prosimy o przesyłanie zgłoszeń do dnia 12 marca br. do godz. 12.00 na adres e-mail: slawomir.wojcik@umwd.p</strong></p>
2019-03-05 13:45:09
2019-03-05 13:45:54
70
2020-09-15 12:45:06
2019-03-05 13:45:10
0
2019-03-05 13:45:09
Monika Sikorska
Sikorska Monika
1
22
17132
Informacja w sprawie dowodów osobistych
<p align="center"><strong>INFORMACJA</strong></p>
<p>W związku z wdrożeniem dowodów osobistych z warstwą elektroniczną od dnia 4 marca 2019 r. i niedostępnością Rejestru Dowodów Osobistych informuję, że:</p>
<ul type="disc">
<li><strong>w piątek 1 marca 2019 r. od godz. 11.30 nie będzie możliwości załatwienia spraw dotyczących dowodów osobistych, w tym złożenia wniosków o dowód osobisty oraz wydania dowodu osobistego, ponieważ nastąpi przerwa techniczna w działaniu Rejestru Dowodów Osobistych.</strong></li>
<li><strong>w piątek 1 marca 2019 r. od godz. 11.30 nie będzie możliwości załatwienia spraw dotyczących Bazy Urzędu Stanu Cywilnego, w tym wydawanie odpisów aktów, tworzenia nowych aktów oraz spraw dotyczących zameldowania.</strong></li>
</ul>
<div> Wójt Gminy</div>
<div> Krzysztof Halicki</div>
2019-03-01 10:20:42
2019-03-01 10:29:39
70
2020-09-15 12:45:06
2019-03-01 10:20:43
0
2019-03-01 10:20:42
Monika Sikorska
Sikorska Monika
1
22
17124
XVII Oólnokrajowy konkurs Bezpieczne Gospodarstwo Rolne
2019-02-26 13:51:19
2019-02-26 13:52:48
70
2020-09-15 12:45:06
2019-02-26 13:51:20
0
2019-02-26 13:51:19
Monika Sikorska
Sikorska Monika
1
22
17121
OGŁOSZENIE Wójta Gminy Platerówka o wyłożeniu do publicznego wglądu projektu miejscowego planu zagospodarowania przestrzennego obszarów położonych w obrębie Włosień, w gminie Platerówka
2019-02-21 10:28:03
2019-02-21 10:28:42
70
2020-09-15 12:45:05
2019-02-21 10:28:04
0
2019-02-21 10:28:03
Monika Sikorska
Sikorska Monika
1
22
17097
„Szkoła Trenerów Procesu Wspomagania”
2019-01-28 12:36:55
2019-01-28 12:39:10
70
2020-09-15 12:45:06
2019-01-28 12:36:55
0
2019-01-28 12:36:55
Monika Sikorska
Sikorska Monika
1
22
17096
W marcu 2. Kongres Firm Rodzinnych
<p><strong>Pod hasłem „Ciągłość i zmiana” w dniach 6-7 marca we Wrocławiu odbędzie się 2. Kongres Firm Rodzinnych. Jest to największe w regionie wydarzenie adresowane do właścicieli przedsiębiorstw rodzinnych, ich następców, którym zależy na rozwoju własnych rodzinnych biznesów.</strong></p>
<p>Kongres stanowi okazję do poszerzenia wiedzy związanej z prowadzeniem biznesu rodzinnego, a także czerpania inspiracji do dalszego rozwoju. Celem kongresu jest stworzenie platformy dla przedsiębiorców rodzinnych z województwa dolnośląskiego, opolskiego i lubuskiego, dzięki której mogą dzielić się swoimi doświadczeniami i unikalnym know how. Kongres to także miejsce gdzie przedsiębiorcy mogą nawiązać nowe kontakty oraz skorzystać z wiedzy specjalistów reprezentujących instytucje dostarczające rozwiązania dla biznesu rodzinnego.</p>
<p>Poruszane w ramach Kongresu zagadnienia w dużej mierze będą dotyczyć mechanizmów wsparcia profesjonalizacji firm rodzinnych. Na pierwszy dzień zaplanowane zostały cztery panele dyskusyjne poświęcone budowaniu marki, inspiracjom, wychodzeniu na zewnętrzne rynki oraz innowacyjności. Prowadzącymi i uczestnikami paneli będą eksperci oraz przedstawiciele firm rodzinnych, którzy odnieśli sukcesy rynkowe. Drugiego dnia Kongresu odbędzie się śniadanie biznesowe połączone z networkingiem oraz warsztaty tematyczne z zakresu: sukcesji, czyli przygotowania firmy i rodziny do objęcia sterów przez młodsze pokolenie, a także mediacji, marketingu i finansowania. Uczestnictwo w Kongresie jest bezpłatne.</p>
<p><strong>Ciągłość i zmiana</strong></p>
<p>Tematyką tegorocznej edycji jest „Ciągłość i zmiana” a zamierzeniem organizatorów wsparcie rodzimych przedsiębiorców w wydobyciu potencjału wynikającego z połączenia dwóch elementów - wartości niesionych przez firmy rodzinne oraz wdrożenia zmian i innowacji, które będą stymulować wzrost biznesu.</p>
<p><em>- Na Kongres zapraszamy wszystkich przedsiębiorców, zarówno tych prowadzących małe firmy jak i duże przedsiębiorstwa. Chcemy pokazać, że rodzinny charakter biznesu, nawet bardzo prostego, rzemieślniczego lub każdego innego założonego niedawno bądź 20-30 lat temu, to kapitał na którym można budować przyszłość firmy. Oparciem w rozwoju mogą być własne dzieci i instytucje otoczenia biznesu</em> <strong>– mówi dr hab. Krzysztof Safin, prof. WSB we Wrocławiu, inicjator Kongresu Firm Rodzinnych.</strong></p>
<p>Organizatorami Kongresu Firm Rodzinnych „Ciągłość i zmiana” są Centrum Biznesu Rodzinnego Wyższej Szkoły Bankowej we Wrocławiu, Urząd Marszałkowski Województwa Dolnośląskiego, Zachodnia Izba Gospodarcza – Pracodawcy i Przedsiębiorcy, Dolnośląska Izba Gospodarcza, Regionalna Polsko-Niemiecka Izba Przemysłowo-Handlowa, Związek Pracodawców Polska Miedź, Dolnośląski Fundusz Rozwoju.</p>
<p>Wydarzenie objęte jest patronatem honorowym Marszałka Województwa Dolnośląskiego, Marszałka Województwa Opolskiego oraz Marszałka Województwa Lubuskiego, a także Komitetu Przedsiębiorstw Rodzinnych Krajowej Izby Gospodarczej.</p>
<p><strong>Program wydarzenia i zapisy</strong></p>
<p>Z uwagi na ograniczoną ilość miejsc obowiązują zapisy na uczestnictwo w Kongresie. Program Kongresu oraz formularz rejestracyjny na: <a href="http://www.wsb.pl/wroclaw/kongres-firm-rodzinnych">www.wsb.pl/wroclaw/kongres-firm-rodzinnych</a></p>
2019-01-23 08:25:34
2019-01-23 08:27:00
70
2020-09-15 12:45:05
2019-01-23 08:25:34
0
2019-01-23 08:25:34
Monika Sikorska
Sikorska Monika
1
22
17095
Spotkanie informacyjne w Jeleniej Górze na zakładanie działalności gospodarczej dla osób fizycznych
2019-01-21 08:36:50
2019-01-21 08:37:22
70
2020-09-15 12:45:06
2019-01-21 08:36:51
0
2019-01-21 08:36:50
Monika Sikorska
Sikorska Monika
1
22
17092
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na:,, Budowie i eksploatacji pozyskującej energię ze źródeł odnawialnych tj. instalacji fotowoltaicznej o mocy 1 MW"
2019-01-18 14:42:45
2019-01-18 14:54:10
70
2020-09-15 12:45:06
2019-01-18 14:54:03
0
2019-01-18 14:42:45
Monika Sikorska
Sikorska Monika
2
22
17093
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia polegającego na:,, Budowie i eksploatacji pozyskującej energię ze źródeł odnawialnych tj. instalacji fotowoltaicznej o mocy 1 MW"
2019-01-18 14:51:15
2019-01-18 14:53:11
70
2020-09-15 12:45:05
2019-01-18 14:51:15
0
2019-01-18 14:51:15
Monika Sikorska
Sikorska Monika
1
22
17091
Trwa nabór wniosków w Ogólnopolskim Konkursie Grantowym Programu Równać Szanse 2019!
<p><strong>Trwa nabór wniosków w Ogólnopolskim Konkursie Grantowym Programu Równać Szanse 2019!</strong></p>
<p><strong>Polska Fundacja Dzieci i Młodzieży ogłosiła Ogólnopolski Konkurs Grantowy w ramach Programu "Równać Szanse 2019" Polsko-Amerykańskiej Fundacji Wolności. </strong></p>
<p><strong>Program skierowany jest do fundacji i stowarzyszeń z miejscowości do 20 000 mieszkańców oraz domów kultury i bibliotek, które otrzymały co najmniej jedną dotację w Regionalnym Konkursie Grantowym Programu Równać Szanse od 2007 roku.</strong></p>
<p>Celem konkursu jest wsparcie projektów, których celem ma być rozwój umiejętności społecznych młodych ludzi przydatnych zarówno w ich obecnym, jak i dorosłym życiu.</p>
<p><strong>W konkursie można uzyskać dotację do 40 000 zł na działania trwające 15 miesięcy realizowane pomiędzy 1 lipca 2019 r. a 30 listopada 2020 r.</strong> (prowadzone ze stałą, minimum 20-osobową grupą młodzieży w wieku 13-19 lat z miejscowości do 20 000 mieszkańców).</p>
<p><strong>O dotację mogą ubiegać się:</strong><br /> - stowarzyszenia zarejestrowane w KRS lub w ewidencji prowadzonej przez Starostów i fundacje - mające siedzibę i działające na terenie miejscowości do 20 000 mieszkańców,<br /> - domy kultury i biblioteki, które otrzymały co najmniej jedną dotację w Regionalnym Konkursie Grantowym Programu Równać Szanse od 2007 roku.</p>
<p><strong>Ogólnopolski Konkurs Grantowy składa się z</strong> <strong>dwóch etapów</strong>:<br /> <strong>1 etap</strong> - wnioskujący przygotowują diagnozę środowiska lokalnego, <br /> <strong>2 etap</strong> - laureaci pierwszego etapu przygotowują projekt.</p>
<p>Termin nadsyłania wniosków w pierwszym etapie <strong>mija 14 marca 2019 roku, o godzinie 12:00. </strong>Wyniki pierwszego etapu zostaną opublikowane na stronie internetowej programu <strong>25 marca 2019 roku.</strong></p>
<p>Wnioski można składać elektronicznie za pomocą Panelu Wnioskodawcy na stronie internetowej <a href="http://www.rownacszanse.pl/">www.rownacszanse.pl</a>.</p>
<p>Dla osób zainteresowanych udziałem w konkursie zaplanowano 5 bezpłatnych szkoleń: <br /> Lublin – 9 lutego,<br /> Wrocław – 9 lutego,<br /> Kraków – 16 lutego,<br /> Poznań – 16 lutego,<br /> Warszawa – 23 lutego.</p>
<p>Zapisy na szkolenia odbywają się za pomocą elektronicznego formularza znajdującego się na stronie internetowej programu. Uczestnictwo w szkoleniach jest bezpłatne. Udział w szkoleniu <strong>nie jest warunkiem</strong> dopuszczenia wnioskodawcy do pierwszego etapu konkursu.</p>
<p><strong>Program Równać Szanse</strong> realizowany jest od 2001 roku. <br /> Celem Programu jest wyrównanie szans młodych ludzi na dobry start w dorosłe życie. Chodzi o sytuację, w której młody człowiek z małej miejscowości potrafi samodzielnie i świadomie osiągać wyznaczone przez siebie cele myśląc perspektywicznie o własnej przyszłości.</p>
<p>W ciągu 18 lat w ramach programu zostało zrealizowane ponad 2900 projektów na łączną kwotę ponad 33 milionów złotych, w których udział wzięło ponad 140 tysięcy młodych osób.</p>
<p>Więcej informacji o programie jest dostępne na stronie internetowej <a href="http://www.rownacszanse.pl/">www.rownacszanse.pl</a>.</p>
2019-01-18 11:25:21
2019-01-18 11:27:07
70
2020-09-15 12:45:05
2019-01-18 11:25:21
0
2019-01-18 11:25:21
Monika Sikorska
Sikorska Monika
1
22
17090
Badanie Aktywności Ekonomicznej
2019-01-18 11:24:12
2019-01-18 11:25:17
70
2020-09-15 12:45:05
2019-01-18 11:24:12
0
2019-01-18 11:24:12
Monika Sikorska
Sikorska Monika
1
22
17088
PRACA DLA DORADCY W REGIONALNYM PUNKCIE DORADCZYM DLA ORGANIZACJI POZARZĄDOWYCH (WROCŁAW) – WYDŁUŻENIE OKRESU SKŁADANIA OFERT
2019-01-16 09:06:15
2019-01-16 09:08:18
70
2020-09-15 12:45:05
2019-01-16 09:06:15
0
2019-01-16 09:06:15
Monika Sikorska
Sikorska Monika
1
22
17087
II nabór ofert w ramach otwartego konkursu ofert na realizację zadań publicznych dotyczących utworzenia i prowadzenia Marszałkowskich Regionalnych Punktów Doradztwa Pozarządowego w 2019 r.
<p>Uprzejmie informujemy, że Wydział Współpracy z Organizacjami Pozarządowymi UMWD rozpoczął II nabór ofert w ramach otwartego konkursu ofert na realizację zadań publicznych dotyczących utworzenia i prowadzenia Marszałkowskich Regionalnych Punktów Doradztwa Pozarządowego w 2019 r.</p>
<p> </p>
<p>Oferty w II naborze można składać do dnia 25 stycznia br. osobiście lub za pośrednictwem poczty na adres:</p>
<p>Urząd Marszałkowski Województwa Dolnośląskiego</p>
<p>Wydział Współpracy z Organizacjami Pozarządowymi</p>
<p>Kancelaria Ogólna</p>
<p>ul. Walońska 3–5, parter</p>
<p>50-413 Wrocław</p>
<p> </p>
<p>Link do ogłoszenia konkursowego: http://www.umwd.dolnyslask.pl/organizacje-pozarzadowe/konkursy-dla-organzacji-pozarzadowych/konkursy-oglaszane-przez-wydzial-wspolpracy-z-organizacjami-pozarzadowymi/artykul/informacja-o-ii-naborze-ofert-konkursowych-3/</p>
2019-01-16 09:01:53
2019-01-16 09:05:19
70
2020-09-15 12:45:06
2019-01-16 09:01:53
0
2019-01-16 09:01:53
Monika Sikorska
Sikorska Monika
1
22
17075
Konkursy dla NGO
2019-01-08 11:10:09
2019-01-08 11:11:35
70
2020-09-15 12:45:05
2019-01-08 11:10:10
0
2019-01-08 11:10:09
Monika Sikorska
Sikorska Monika
1
22
17074
ZAPROSZENIE NA SPOTKANIE
2019-01-08 10:16:02
2019-01-08 10:17:12
70
2019-01-31 12:21:26
2019-01-08 10:16:04
0
2019-01-08 10:16:02
Monika Sikorska
Sikorska Monika
1
22
17070
UCHWAŁA NR III/16/18 RADY GMINY W PLATERÓWCE z dnia 17 grudnia 2018 r. w sprawie przyjęcia Strategii rozwoju społeczno-gospodarczego południowej i zachodniej części Dolnego Śląska, zwanej „Strategia Rozwoju Sudety 2030”
2019-01-03 10:46:22
2019-01-03 10:47:34
70
2020-09-15 12:45:06
2019-01-03 10:46:22
0
2019-01-03 10:46:22
Monika Sikorska
Sikorska Monika
1
22
17069
OBWIESZCZENIE o wydaniu decyzji lokalizacji celu publicznegodla inwestycji polegajacej na przebudowie mostu w ciągu DW 358 w km 4+702 w miejscowosci Platerówka działki nr 235/2,259/6,260/1,262/3,350,355,356/1,357,359,744,764/8,764/9 Obręb Platerówka
2018-12-31 10:18:13
2018-12-31 10:20:11
70
2020-09-15 12:45:05
2018-12-31 10:18:13
0
2018-12-31 10:18:13
Monika Sikorska
Sikorska Monika
1
22
17068
OBWIESZCZENIE o wydaniu decyzji lokalizacji celu publicznegodla inwestycji polegajacej na przebudowie mostu w ciągu DW 358 w km 3+716 w miejscowosci Platerówka działki nr 248/2,278,279,280/2,281,282/4,283/4,309,314/7,315/1,315/2 obręb Platerówka i działka nr 172 obręb Włosień
2018-12-31 10:13:26
2018-12-31 10:17:51
70
2020-09-15 12:45:06
2018-12-31 10:13:26
0
2018-12-31 10:13:26
Monika Sikorska
Sikorska Monika
1
22
17067
Spotkanie konsultacyjne projektu Krajowej Strategii Rozwoju Regionalnego 2030
2018-12-31 09:48:16
2018-12-31 09:49:45
70
2020-09-15 12:45:06
2018-12-31 09:48:17
0
2018-12-31 09:48:16
Monika Sikorska
Sikorska Monika
1
22
17041
Dane kontaktowe dzielnicowe Komisariatu Policji w Leśnej rejonu Gminy Platerówka
2018-12-19 09:07:09
2018-12-27 14:01:59
70
2020-09-15 12:45:05
2018-12-27 14:01:49
0
2018-12-19 09:07:09
Monika Sikorska
Sikorska Monika
2
22
17042
Zakładanie i rejestracja kół gospodyń wiejskich
2018-12-19 09:08:18
2018-12-19 09:11:52
70
2020-09-15 12:45:05
2018-12-19 09:08:18
0
2018-12-19 09:08:18
Monika Sikorska
Sikorska Monika
1
22
17030
KOMUNIKAT
2018-12-11 08:10:10
2018-12-11 08:12:18
70
2019-01-31 12:20:57
2018-12-11 08:10:11
0
2018-12-11 08:10:10
Monika Sikorska
Sikorska Monika
1
22
17022
„Łatwiej wejść niż zejść” – upadki z ciągników, przyczep i maszyn rolniczych
2018-12-07 08:45:33
2018-12-07 08:46:36
70
2020-09-15 12:45:05
2018-12-07 08:45:35
0
2018-12-07 08:45:33
Monika Sikorska
Sikorska Monika
1
22
17008
Plan polowań zbiorowych w sezonie 2018/2019 na obwodzie nr 204
2018-11-29 10:19:44
2018-11-29 10:21:37
70
2020-09-15 12:45:06
2018-11-29 10:21:31
0
2018-11-29 10:19:44
Monika Sikorska
Sikorska Monika
2
22
16985
KOMUNIKAT
2018-11-22 12:30:42
2018-11-22 12:31:42
70
2019-01-31 12:21:34
2018-11-22 12:30:42
0
2018-11-22 12:30:42
Monika Sikorska
Sikorska Monika
1
22
16972
KOMUNIKAT
2018-11-16 12:48:35
2018-11-16 12:50:24
70
2019-01-31 12:21:55
2018-11-16 12:48:36
0
2018-11-16 12:48:35
Monika Sikorska
Sikorska Monika
1
22
16970
Informacja o zmianie terminu odbioru odpadów komunalnych
<p align="center"><strong><a href="http://gminaplaterowka.pl/art,162,informacja-o-zmianie-terminu-odbioru-odpadow-komunalnych">INFORMACJA O ZMIANIE TERMINU ODBIORU ODPADÓW KOMUNALNYCH</a></strong></p>
<p> </p>
<p>Informujemy, iż odpady zmieszane z terenu Włosienia oraz Platerówki nr 1, 2, 3A, 3B, 10, 11, 12, 13, 14, 15, 16, 17, 19, 20, 21, 23, 24, 206, 208, 209, 211, 212, 213, 214, 215, 216, 219, 221, 222, 223, 224, 226, 227, 228, 229, 232, 233 zostaną odebrane w dniu <strong>13 listopada 2018 roku</strong> (stary termin odbioru 12 listopada 2018 roku).</p>
<p>Odpady zmieszane z Platerówki (pozostała część), Zalipia oraz Przylasku zostaną odebrane w dniu <strong>14 listopada 2018 roku</strong> (stary termin odbioru: 13 listopada 2018 roku). </p>
2018-11-08 14:40:32
2018-11-08 14:41:58
70
2020-09-15 12:45:06
2018-11-08 14:40:33
0
2018-11-08 14:40:32
Monika Sikorska
Sikorska Monika
1
22
16968
Informacja
<p><span style="font-size: 1.84em;"><strong>Szanowni Mieszkańcy,</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 1.84em;">w związku z decyzją Zarządu Łużyckiego Banku Spółdzielczego w Lubaniu o zamknięciu z dniem 23 listopada 2018 roku Punktu Obsługi Klienta w Platerówce uprzejmie informujemy, iż wpłaty z tytułu podatku, opłaty za gospodarowanie odpadami komunalnymi, opłaty skarbowe oraz innych należności gminy Platerówka będzie można dokonywać w Punkcie Kasowym w księgowości Urzędu Gminy w Platerówce gotówką lub kartą płatniczą. </span></p>
<p><strong> </strong></p>
<p align="right"><span style="font-size: 1.84em;">Urząd Gminy w Platerówce</span></p>
2018-11-07 09:21:16
2018-11-07 09:23:17
70
2020-09-15 12:45:05
2018-11-07 09:21:16
0
2018-11-07 09:21:16
Monika Sikorska
Sikorska Monika
1
22
16966
PROGRAM Jak sfinansować projekt z obszaru technologii informacyjnych i komunikacyjnych – ICT w programie Horyzont 2020
2018-11-07 08:43:05
2018-11-07 08:43:57
70
2020-09-15 12:45:05
2018-11-07 08:43:06
0
2018-11-07 08:43:05
Monika Sikorska
Sikorska Monika
1
22
16957
INFORMACJA - PSZOK
<p align="center"><strong>INFORMACJA</strong></p>
<p align="center">Urząd Gminy w Platerówce informuje, że</p>
<p align="center">w dniu 02 listopada 2018 roku (piątek)</p>
<p align="center"><strong><span style="text-decoration: underline;">PSZOK będzie nieczynny</span></strong>.</p>
<p align="center"> </p>
<p align="center"> </p>
2018-10-19 07:16:40
2018-10-25 13:00:48
70
2019-01-31 12:22:13
2018-10-25 13:00:35
0
2018-10-19 07:16:40
Monika Sikorska
Monika Sikorska
2
22
16954
Komunikat o XXX sesji Rady Gminy
2018-10-12 09:11:18
2018-10-12 09:12:51
70
2019-01-31 12:30:21
2018-10-12 09:11:19
0
2018-10-12 09:11:18
Monika Sikorska
Sikorska Monika
1
22
16951
II Biała sobota
2018-10-04 14:51:40
2018-10-04 14:53:31
70
2019-01-31 12:20:12
2018-10-04 14:51:40
0
2018-10-04 14:51:40
Monika Sikorska
Sikorska Monika
1
22
16934
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 08:57:58
2018-10-02 09:12:24
70
2020-09-15 12:45:06
2018-10-02 09:12:17
0
2018-10-02 08:57:58
Monika Sikorska
Sikorska Monika
2
22
16935
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 08:59:56
2018-10-02 09:08:46
70
2020-09-15 12:45:06
2018-10-02 09:08:18
0
2018-10-02 08:59:56
Monika Sikorska
Sikorska Monika
2
22
16936
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 09:01:30
2018-10-02 09:08:12
70
2020-09-15 12:45:06
2018-10-02 09:08:06
0
2018-10-02 09:01:31
Monika Sikorska
Sikorska Monika
2
22
16937
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 09:02:50
2018-10-02 09:07:59
70
2020-09-15 12:45:06
2018-10-02 09:07:54
0
2018-10-02 09:02:50
Monika Sikorska
Sikorska Monika
2
22
16938
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 09:04:24
2018-10-02 09:07:48
70
2020-09-15 12:45:06
2018-10-02 09:07:39
0
2018-10-02 09:04:24
Monika Sikorska
Sikorska Monika
2
22
16940
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 09:07:10
2018-10-02 09:07:34
70
2020-09-15 12:45:05
2018-10-02 09:07:10
0
2018-10-02 09:07:10
Monika Sikorska
Sikorska Monika
1
22
16939
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 09:06:32
2018-10-02 09:07:07
70
2020-09-15 12:45:05
2018-10-02 09:06:32
0
2018-10-02 09:06:32
Monika Sikorska
Sikorska Monika
1
22
16933
OBWIESZCZENIE w sprawie wydania decyzji środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 08:56:12
2018-10-02 08:56:40
70
2020-09-15 12:45:06
2018-10-02 08:56:12
0
2018-10-02 08:56:12
Monika Sikorska
Sikorska Monika
1
22
16932
OBWIESZCZENIE w sprawie wydania decyzji środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-10-02 08:55:31
2018-10-02 08:55:58
70
2020-09-15 12:45:06
2018-10-02 08:55:32
0
2018-10-02 08:55:32
Monika Sikorska
Sikorska Monika
1
22
16927
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesiewzięcia polegajacego na:,, Budowie i esploatacji instalacji pozyskującej energię ze źródeł odnawialnych tj. instalacji fotowoltaicznejo mocy około 1 MW"
2018-09-27 11:09:22
2018-09-27 11:09:50
70
2020-09-15 12:45:06
2018-09-27 11:09:22
0
2018-09-27 11:09:22
Monika Sikorska
Sikorska Monika
1
22
16926
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesiewzięcia polegajacego na:,, Budowie i esploatacji instalacji pozyskującej energię ze źródeł odnawialnych tj. instalacji fotowoltaicznejo mocy około 1 MW"
2018-09-27 11:08:55
2018-09-27 11:09:18
70
2020-09-15 12:44:30
2018-09-27 11:08:55
0
2018-09-27 11:08:55
Monika Sikorska
Sikorska Monika
1
22
16925
OBWIESZCZENIE w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przesiewzięcia polegajacego na:,, Budowie i esploatacji instalacji pozyskującej energię ze źródeł odnawialnych tj. instalacji fotowoltaicznejo mocy około 1 MW"
2018-09-27 11:06:40
2018-09-27 11:08:52
70
2020-09-15 12:44:30
2018-09-27 11:06:40
0
2018-09-27 11:06:40
Monika Sikorska
Sikorska Monika
1
22
16922
OBWIESZCZENIE w sprawie wydania decyzji środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-09-26 09:51:52
2018-09-26 09:59:15
70
2020-09-15 12:44:30
2018-09-26 09:59:06
0
2018-09-26 09:51:53
Monika Sikorska
Sikorska Monika
2
22
16924
OBWIESZCZENIE w sprawie wydania decyzji środowiskowych uwarunkowaniach dla przesięwzięcia polegajacego na ,, Budowie i eksloatacji instalacji pozyskującej energię ze źródeł odnawialnych tj.instalacji fotowoltaicznej o mocy około 1 MW"
2018-09-26 09:54:01
2018-09-26 09:58:44
70
2020-09-15 12:44:30
2018-09-26 09:54:02
0
2018-09-26 09:54:02
Monika Sikorska
Sikorska Monika
1
22
16914
Biała sobota
<p style="text-align: center;"><img src="Download/get/id,15803.json" alt="" width="624" height="882" /></p>
2018-09-19 09:27:46
2018-09-19 09:28:27
70
2020-09-15 12:44:30
2018-09-19 09:27:46
0
2018-09-19 09:27:46
Monika Sikorska
Sikorska Monika
1
22
16912
KOMUNIKAT
2018-09-18 09:43:31
2018-09-18 09:44:23
70
2019-01-31 12:22:24
2018-09-18 09:43:32
0
2018-09-18 09:43:32
Monika Sikorska
Sikorska Monika
1
22
16893
Zebranie wiejskie sołectwa Włosień
<p align="CENTER"><span style="font-size: 300%;"><span style="text-decoration: underline;"><strong>OGŁOSZENIE</strong></span></span></p>
<p> </p>
<p align="JUSTIFY"><span style="font-size: xx-large;"> Zawiadamia się mieszkańców sołectwa Włosień, że w dniu </span><span style="font-size: xx-large;"><strong>11 września 2018 roku</strong></span><span style="font-size: xx-large;"> o godzinie </span><span style="font-size: xx-large;"><strong>16</strong></span><sup><span style="font-size: xx-large;"><strong>00</strong></span></sup><span style="font-size: xx-large;"> w </span><span style="font-size: xx-large;"><strong>świetlicy wiejskiej we Włosieniu </strong></span><span style="font-size: xx-large;">odbędzie się</span></p>
<p align="JUSTIFY"> </p>
<p align="CENTER"><span style="font-size: 300%;"><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ</strong></span></p>
<p> </p>
<p><span style="font-size: xx-large;"><span style="text-decoration: underline;">Temat zebrania:</span></span></p>
<p><span style="font-size: xx-large;">1. Rozdysponowanie funduszu sołeckiego.</span></p>
<p><span style="font-size: xx-large;">2. Sprawy różne.</span></p>
<p> </p>
<p><span style="font-size: xx-large;"> </span></p>
<p><span style="font-size: xx-large;"> Sołtys wsi Włosień</span></p>
<p><span style="font-size: xx-large;"> /-/ Monika Kowalewska</span></p>
2018-09-05 11:06:52
2018-09-05 11:12:23
70
2019-01-31 12:29:29
2018-09-05 11:06:53
0
2018-09-05 11:06:53
Monika Sikorska
Sikorska Monika
1
22
16886
Dożynki Gminne 2018
<p style="text-align: center;"><img src="Download/get/id,15769.json" alt="" width="675" height="913" /></p>
2018-08-30 10:33:35
2018-08-30 10:34:24
70
2020-09-15 12:44:30
2018-08-30 10:33:36
0
2018-08-30 10:33:36
Monika Sikorska
Sikorska Monika
1
22
16869
KOMINIKAT w dniu 20.08.2018 r. o godz. 1600 w Świetlicy Wiejskiej we Włosieniu odbędzie się XXVIII SESJA NADZWYCZAJNA RADY GMINY PLATERÓWKA
2018-08-14 09:57:47
2018-08-14 10:22:28
70
2019-01-31 12:28:53
2018-08-14 09:57:47
0
2018-08-14 09:57:47
Monika Sikorska
Sikorska Monika
1
22
16864
Uchwały antysmogowe
<p>Szczegóły dotczące poszczególnych uchwał antysmogowych znajdziecie Państwo w siedzibie Instytutu Rozwoju Terytorialnego, tel. 071/374 95 41, na stronie: <span style="text-decoration: underline;">https;//irt.wroc.pl/strona-134-polityka antysmogowa.html</span> oraz w załączeniu.</p>
2018-08-01 09:25:52
2018-08-10 08:50:36
70
2020-09-15 12:44:30
2018-08-10 08:49:58
0
2018-08-01 09:25:53
Monika Sikorska
Sikorska Monika
2
22
16867
O B W I E S Z C Z E N I E
<p class="NoSpacing" style="text-align: left;"><strong>WÓJT GMINY PLATERÓWKA </strong> Platerówka, dnia 06 sierpnia 2018 r.</p>
<p class="NoSpacing" align="right"> </p>
<p class="NoSpacing">SO.6220.8.5.2018</p>
<p class="NoSpacing" align="center"><strong> </strong></p>
<p class="NoSpacing" align="center"><strong>O B W I E S Z C Z E N I E</strong></p>
<p class="NoSpacing"> </p>
<p class="NoSpacing"> </p>
<p class="NoSpacing">Na podstawie art. 10 ust. 1 ustawy z dnia 14 czerwca 1960 r. – Kodeks postępowania administracyjnego (Dz. U. z 2017 r. poz. 1257 ze zm.) oraz art. 33 ust 1 i art. 79 ust. 1 ustawy z dnia 3 października 2008 r. o udostępnieniu informacji o środowisku i jego ochronie, udziale społeczeństwa w ochronie środowiska oraz o ocenach oddziaływania na środowisko (Dz. U. <br /> z 2017 r. poz. 1405) <strong>z a w i a d a m i a m</strong>, co następuje:</p>
<ol>
<li>Wójt Gminy Platerówka na wniosek Pana Pawła Wątroby PBW INŻYNIERIA Sp. z o.o. z siedzibą we Wrocławiu działającego w imieniu Dolnośląskiej Służby Dróg <br /> i Kolei ul. Krakowska 28, 50 – 424 Wrocław, zostało wszczęte postępowanie w sprawie wydania decyzji o środowiskowych uwarunkowaniach dla przedsięwzięcia pn.: „ Przebudowa mostu w ciągu DW 358 km 4+702 w miejscowości Platerówka”.</li>
<li>Zgodnie z art. 75 ust. 1 pkt 4 ww. ustawy organem właściwym do wydania decyzji <br /> o środowiskowych uwarunkowaniach zgody na realizację przedsięwzięcia jest Wójt Gminy Platerówka.</li>
<li>Organami właściwymi do wydania opinii co do potrzeby przeprowadzenia oceny oddziaływania na środowisko są Regionalny Dyrektor Ochrony Środowiska we Wrocławiu, Państwowy Powiatowy Inspektor Sanitarny w Lubaniu i Państwowe Gospodarstwo Wodne Wody Polskie w Zgorzelcu.</li>
<li>Strony mogą brać czynny udział na każdym etapie postępowania w tym mogą zapoznać się z aktami zgromadzonymi w przedmiotowej sprawie w siedzibie urzędu Gminy Platerówka w pokoju nr 7, w godzinach pracy urzędu oraz składać uwagi i wnioski do postępowania. Uwagi i wnioski mogą być wnoszone w formie pisemnej, ustnej do protokołu pod ww. adresem bądź w formie elektronicznej na adres <a href="mailto:urzadgminywplaterowce@xl.wp.pl">urzadgminywplaterowce@xl.wp.pl</a> w terminie 30 dni od daty ogłoszenia niniejszego obwieszczenia, tj. od 06 sierpnia 2018 r. do 07 września 2018 r.</li>
<li>Informacja o przedmiotowym postępowaniu zostaje podana stroną do wiadomości również przez zamieszczenie na stronie Biuletynu Informacji Publicznej w Urzędzie Gminy Platerówka oraz na tablicach ogłoszeń Gminy Platerówka.</li>
</ol>
<p class="NoSpacing"> </p>
<p class="NoSpacing"> </p>
<p class="NoSpacing" style="text-align: right;"> <strong>Wójt </strong></p>
<p class="NoSpacing" style="text-align: right;"><strong> <em> mgr Krzysztof Halicki</em></strong></p>
<p class="NoSpacing" style="text-align: right;"><strong><em> </em></strong></p>
<p class="NoSpacing" style="text-align: right;"><strong> </strong></p>
2018-08-06 13:03:02
2018-08-08 08:12:24
70
2020-09-15 12:44:30
2018-08-08 08:11:29
0
2018-08-06 13:03:02
Monika Sikorska
Sikorska Monika
7
22
16866
Zmiana czasu pracy Urzędu Gminy w Platerówce oraz Gminnego Ośrodka Pomocy Społecznej w Platerówce
<p align="center"><strong>INFORMACJA</strong></p>
<p align="center"><strong> </strong></p>
<p align="center">Na podstawie Zarządzenia nr 120/16/18 Wójta Gminy Platerówka z dnia 1 sierpnia 2018 roku</p>
<p align="center"><strong>w dniach</strong> <strong>od</strong> <strong>1 sierpnia 2018 roku</strong><strong> do 14 sierpnia 2018 roku </strong></p>
<p align="center">Urząd Gminy w Platerówce oraz Gminny Ośrodek Pomocy Społecznej w Platerówce</p>
<p align="center"><strong>czynny będzie w godzinach:</strong></p>
<p> </p>
<p align="center">Poniedziałek 8:00-14:00</p>
<p align="center">Wtorek 7.00-14.00</p>
<p align="center">Środa 7.00-14.00</p>
<p align="center">Czwartek 7.00-14.00</p>
<p align="center">Piątek 7.00-14.00</p>
<p align="center"> </p>
2018-08-01 10:33:02
2018-08-01 12:06:46
70
2020-09-15 12:44:30
2018-08-01 12:06:33
0
2018-08-01 10:33:02
Monika Sikorska
Sikorska Monika
2
22
16852
Spotkanie informacyjne w Jeleniej Górze pt. „Wsparcie z Funduszy Europejskich dla organizacji pozarządowych w kontekście konkursów na rok 2018”.
2018-07-11 11:46:25
2018-07-11 11:46:59
70
2020-09-15 12:44:30
2018-07-11 11:46:26
0
2018-07-11 11:46:26
Monika Sikorska
Sikorska Monika
1
22
16832
Kolonie
2018-07-02 10:20:05
2018-07-02 10:20:22
70
2020-09-15 12:44:30
2018-07-02 10:20:05
0
2018-07-02 10:20:05
Monika Sikorska
Sikorska Monika
1
22
16831
Konkursy dla NGO
2018-07-02 10:18:00
2018-07-02 10:18:36
70
2020-09-15 12:44:30
2018-07-02 10:18:00
0
2018-07-02 10:18:00
Monika Sikorska
Sikorska Monika
1
22
16830
Festiwal Rolniczy - Dolnośląska Wieś
2018-06-28 13:14:46
2018-06-28 13:22:25
70
2020-09-15 12:44:30
2018-06-28 13:14:46
0
2018-06-28 13:14:46
Monika Sikorska
Sikorska Monika
1
22
16828
OBWIESZCZENIE
2018-06-22 12:29:45
2018-06-22 12:31:51
70
2020-09-15 12:44:30
2018-06-22 12:29:45
0
2018-06-22 12:29:45
Monika Sikorska
Sikorska Monika
1
22
16825
Projekt Strategii rozwoju społeczno-gospodarczego południowej i zachodniej części województwa dolnośląskiego na lata 2020–2030, obejmująca swoim zasięgiem subregiony Wałbrzyski i Jeleniogórski (NUTS 3) - Strategia Rozwoju Sudety 2030
2018-06-15 09:55:00
2018-06-15 13:24:04
70
2020-09-15 12:44:30
2018-06-15 13:23:32
0
2018-06-15 09:55:00
Monika Sikorska
Sikorska Monika
3
22
16819
KOMUNIKAT 18.06.2018 r. o godz. 16:00 w Świetlicy Wiejskiej w Platerówce odbędzie się XXVII SESJA ZWYCZAJNA RADY GMINY PLATERÓWKA
2018-06-08 08:18:04
2018-06-08 08:20:21
70
2020-09-15 12:44:30
2018-06-08 08:18:04
0
2018-06-08 08:18:04
Monika Sikorska
Sikorska Monika
1
22
16795
Spotkanie informacyjne w Jeleniej Górze pt. „Wsparcie z Funduszy Europejskich na rozwój działalności - dotacje i instrumenty zwrotne na finansowanie inwestycji”
2018-06-04 11:31:30
2018-06-04 11:31:56
70
2020-09-15 12:44:30
2018-06-04 11:31:32
0
2018-06-04 11:31:32
Monika Sikorska
Sikorska Monika
1
22
16780
Informacja
<p align="CENTER"><span style="color: #ff3333;"><span style="font-family: Constantia, serif;"><span style="font-size: 300%;"><strong>INFORMACJA</strong></span></span></span></p>
<p align="CENTER"><span style="font-family: Constantia, serif;"><span style="font-size: xx-large;">W dniu <span style="color: #ff3333;">01 czerwca 2018 roku</span> (piątek)</span></span></p>
<p align="CENTER"><span style="font-family: Constantia, serif;"><span style="font-size: xx-large;">Urząd Gminy w Platerówce</span></span></p>
<p align="CENTER"><span style="font-family: Constantia, serif;"><span style="font-size: xx-large;">będzie nieczynny. </span></span></p>
2018-05-25 09:56:14
2018-05-25 11:29:53
70
2020-09-15 12:44:30
2018-05-25 11:29:44
0
2018-05-25 09:56:14
Monika Sikorska
Sikorska Monika
2
22
16779
Konsultacje z mieszkańcami gminy Platerówka
<p align="CENTER"><span style="font-family: 'Times New Roman', serif;"><strong>Zarządzenie OR 0050/149/18</strong></span></p>
<p align="CENTER"><span style="font-family: 'Times New Roman', serif;"><strong>Wójta Gminy Platerówka</strong></span></p>
<p align="CENTER"><span style="font-family: 'Times New Roman', serif;"><strong>z dnia 18 maja 2018 roku</strong></span></p>
<p align="CENTER"><span style="font-family: 'Times New Roman', serif;"><strong>w sprawie ogłoszenia konsultacji z mieszkańcami Gminy Platerówka </strong></span></p>
<p> </p>
<p align="JUSTIFY"><span style="font-family: 'Times New Roman', serif;"> Na podstawie art. 12 ust. 5 ustawy z dnia 26 października 1982 roku o wychowaniu w trzeźwości i przeciwdziałaniu alkoholizmowi (t.j. Dz. U. z 2016 roku, poz. 487 z zm.) oraz uchwały nr XX/115/05 Rady Gminy w Platerówce z dnia 30 czerwca 2005 roku w sprawie zasad i trybu przeprowadzania konsultacji z mieszkańcami Gminy Platerówka </span></p>
<p align="CENTER"><span style="font-family: 'Times New Roman', serif;"><strong>zarządzam, co następuje:</strong></span></p>
<p align="CENTER"><span style="font-family: 'Times New Roman', serif;"><strong>§1.</strong></span></p>
<p><span style="font-family: 'Times New Roman', serif;">Ogłaszam konsultacje z mieszkańcami gminy Platerówka w celu:</span></p>
<ol>
<li>
<p><span style="color: #111111;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Zaopiniowania projektu uchwały w sprawie ustalenia maksymalnej liczby zezwoleń na sprzedaż napojów alkoholowych na terenie gminy Platerówka.</span></span></span></p>
</li>
<li>
<p><span style="color: #111111;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Zaopiniowania projektu uchwały w sprawie zasad usytuowania na terenie gminy Platerówka miejsc sprzedaży napojów alkoholowych oraz zakazie sprzedaży, podawania i spożywania napojów alkoholowych w niektórych miejscach ze względu na ich charakter.</span></span></span></p>
</li>
<li>
<p><span style="color: #111111;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Zaopiniowania projektu uchwały w sprawie wyznaczenia na terenie gminy Platerówka miejsc publicznych, w których można sprzedawać napoje alkoholowe do spożycia w miejscu sprzedaży oraz w trakcie imprez na otwartym powietrzu.</span></span></span></p>
</li>
</ol>
<p align="CENTER"><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;"><strong>§2. </strong></span></span></span></p>
<p><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">W ramach konsultacji z mieszkańcami gminy Platerówka przeprowadzone zostaną zebrania wiejskie według poniższego harmonogramu:</span></span></span></p>
<ol>
<li>
<p><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Zebranie wiejskie sołectw Platerówka, Zalipie oraz Przylasek odbędzie się 29 maja 2018 roku o godzinie 15:30 w świetlicy wiejskiej w Platerówce.</span></span></span></p>
</li>
<li>
<p><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Zebranie wiejskie sołectwa Włosień odbędzie się 29 maja 2018 roku o godzinie 17:30 w świetlicy wiejskiej we Włosieniu. </span></span></span></p>
</li>
</ol>
<p> </p>
<p align="CENTER"><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;"><strong>§3. </strong></span></span></span></p>
<p><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Wykonanie zarządzenia powierza się Sekretarzowi Gminy.</span></span></span></p>
<p> </p>
<p align="CENTER"><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;"><strong>§4. </strong></span></span></span></p>
<p><span style="color: #565560;"><span style="font-family: 'Times New Roman', serif;"><span style="font-size: medium;">Zarządzenie wchodzi w życie z dniem podpisania. </span></span></span></p>
<p> </p>
<p> Wójt Gminy Platerówka</p>
<p> Krzysztof Halicki</p>
<p> </p>
<p>_________________________________________________________________________________________________________________________________</p>
<p align="CENTER"><span><span><strong>OGŁOSZENIE</strong></span></span></p>
<p><span> </span></p>
<p align="JUSTIFY"><span>Zawiadamia się mieszkańców sołectwa Platerówka, Zalipie i Przylasek, że w dniu <strong>29 maja 2018</strong><strong>roku</strong> o godzinie <strong>15</strong><sup><strong>3</strong></sup><sup><strong>0</strong></sup> w <strong>świetlicy wiejskiej w Platerówce </strong>odbędzie się</span></p>
<p align="CENTER"><span><strong>ZEBRANIE WIEJSKIE SOŁECTW PLATERÓWKA, ZALIPIE I PRZYLASEK</strong></span></p>
<p><span><span>Temat zebrania:</span></span></p>
<ol>
<li>
<p align="JUSTIFY"><span>Zaopiniowanie projektu uchwały w sprawie ustalenia maksymalnej liczby zezwoleń na sprzedaż napojów alkoholowych na terenie gminy Platerówka.</span></p>
</li>
<li>
<p align="JUSTIFY"><span>Zaopiniowanie projektu uchwały w sprawie zasad usytuowania na terenie gminy Platerówka miejsc sprzedaży napojów alkoholowych oraz zakazie sprzedaży, podawania i spożywania napojów alkoholowych w niektórych miejscach ze względu na ich charakter.</span></p>
</li>
<li>
<p align="JUSTIFY"><span>Zaopiniowanie projektu uchwały w sprawie wyznaczenia na terenie gminy Platerówka miejsc publicznych, w których można sprzedawać napoje alkoholowe do spożycia w miejscu sprzedaży oraz w trakcie imprez na otwartym powietrzu.</span></p>
</li>
</ol>
<p><span> </span></p>
<p><span> Wójt Gminy Platerówka</span></p>
<p><span> /-/ Krzysztof Halicki</span></p>
<p><span>_____________________________________________________________________________________________________________________________________</span></p>
<p align="CENTER"><span><span><strong>OGŁOSZENIE</strong></span></span></p>
<p><span> </span></p>
<p align="JUSTIFY"><span>Zawiadamia się mieszkańców sołectwa Włosień, że w dniu <strong>29 maja 2018</strong><strong>roku</strong> o godzinie <strong>17</strong><sup><strong>3</strong></sup><sup><strong>0</strong></sup> w <strong>świetlicy wiejskiej we Włosieniu </strong>odbędzie się</span></p>
<p align="CENTER"><span><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ</strong></span></p>
<p><span><span>Temat zebrania:</span></span></p>
<ol>
<li>
<p align="JUSTIFY"><span>Zaopiniowanie projektu uchwały w sprawie ustalenia maksymalnej liczby zezwoleń na sprzedaż napojów alkoholowych na terenie gminy Platerówka.</span></p>
</li>
<li>
<p align="JUSTIFY"><span>Zaopiniowanie projektu uchwały w sprawie zasad usytuowania na terenie gminy Platerówka miejsc sprzedaży napojów alkoholowych oraz zakazie sprzedaży, podawania i spożywania napojów alkoholowych w niektórych miejscach ze względu na ich charakter.</span></p>
</li>
<li>
<p align="JUSTIFY"><span>Zaopiniowanie projektu uchwały w sprawie wyznaczenia na terenie gminy Platerówka miejsc publicznych, w których można sprzedawać napoje alkoholowe do spożycia w miejscu sprzedaży oraz w trakcie imprez na otwartym powietrzu.</span></p>
</li>
</ol>
<p><span> </span></p>
<p><span> Wójt Gminy Platerówka</span></p>
<p><span> /-/ Krzysztof Halicki</span></p>
2018-05-25 09:48:37
2018-05-25 09:53:18
70
2020-09-15 12:44:30
2018-05-25 09:48:37
0
2018-05-25 09:48:37
Monika Sikorska
Sikorska Monika
1
22
16778
Konkurs literacki „40 Pokoleń”
2018-05-25 09:10:18
2018-05-25 09:16:10
70
2020-09-15 12:44:30
2018-05-25 09:10:20
0
2018-05-25 09:10:20
Monika Sikorska
Sikorska Monika
1
22
16776
INFORMACJA o wyniku przetargu odbytym w dniu 24.05.2018r.
2018-05-24 13:23:47
2018-05-24 13:24:37
70
2020-09-15 12:44:30
2018-05-24 13:23:47
0
2018-05-24 13:23:47
Monika Sikorska
Sikorska Monika
1
22
16774
Szacowanie szkód łowieckich
2018-05-23 12:00:47
2018-05-23 12:01:35
70
2020-09-15 12:44:30
2018-05-23 12:00:48
0
2018-05-23 12:00:48
Monika Sikorska
Sikorska Monika
1
22
16746
O G Ł O S Z E N I E nr 1/2/2018 II przetarg ustny nieograniczony na sprzedaż lokalu
2018-04-25 10:34:23
2018-04-25 10:36:16
66
2020-09-15 12:44:30
2018-04-25 10:34:23
0
2018-04-25 10:34:23
Teresa Tońska
Tońska Teresa
1
22
16743
Informacja
<p align="CENTER"><span style="color: #ff3333;"><span style="font-size: 300%;"><strong>INFORMACJA</strong></span></span></p>
<p align="CENTER"> </p>
<p align="CENTER"><span style="font-size: xx-large;">W dniu <span style="color: #ff3333;"><strong>30 kwietnia 2018 roku</strong></span> (poniedziałek)</span></p>
<p align="CENTER"><span style="font-size: xx-large;">Urząd Gminy w Platerówce</span></p>
<p align="CENTER"><span style="font-size: xx-large;">będzie <span style="color: #ff3333;"><strong>nieczynny.</strong></span> </span></p>
2018-04-23 09:17:44
2018-04-23 09:18:01
66
2020-09-15 12:44:29
2018-04-23 09:17:45
0
2018-04-23 09:17:45
Teresa Tońska
Tońska Teresa
1
22
16742
Zebranie wiejskie sołectw Platerówka, Zalipie i Przylasku
<p align="CENTER"><span style="font-size: 300%;"><span style="text-decoration: underline;"><strong>OGŁOSZENIE</strong></span></span></p>
<p> </p>
<p align="JUSTIFY"><span style="font-size: xx-large;"> Zawiadamia się mieszkańców sołectw Platerówka, Zalipia i Przylasku, że w dniu </span><span style="font-size: xx-large;"><strong>24 kwietnia 2018 roku</strong></span><span style="font-size: xx-large;"> o godzinie </span><span style="font-size: xx-large;"><strong>18</strong></span><sup><span style="font-size: xx-large;"><strong>00</strong></span></sup><span style="font-size: xx-large;"> w </span><span style="font-size: xx-large;"><strong>świetlicy wiejskiej w Platerówce </strong></span><span style="font-size: xx-large;">odbędzie się</span></p>
<p align="JUSTIFY"> </p>
<p align="CENTER"><span style="font-size: 300%;"><strong>ZEBRANIE WIEJSKIE SOŁECTW PLATERÓWKA, PRZYLASEK I ZALIPIE</strong></span></p>
<p> </p>
<p><span style="font-size: x-large;"><span style="text-decoration: underline;">Temat zebrania:</span></span></p>
<ol>
<li>
<p><span style="font-size: x-large;">Zamknięcie filii „SANITAS” (ośrodka zdrowia) w Platerówce.</span></p>
</li>
<li>
<p><span style="font-size: x-large;">Zezwolenia na sprzedaż alkoholu na terenie gminy Platerówka.</span></p>
</li>
<li>
<p><span style="font-size: x-large;">Rozdysponowanie środków finansowych sołectw.</span></p>
</li>
</ol>
<p> </p>
<p><span style="font-size: x-large;"> Wójt Gminy Platerówka</span></p>
<p><span style="font-size: x-large;"> /-/ Krzysztof Halicki</span></p>
2018-04-19 08:50:25
2018-04-19 08:51:11
66
2020-09-15 12:44:30
2018-04-19 08:50:26
0
2018-04-19 08:50:26
Teresa Tońska
Tońska Teresa
1
22
16741
Zebranie wiejskie sołectwa Włosień
<p align="CENTER"><span style="font-size: 300%;"><span style="text-decoration: underline;"><strong>OGŁOSZENIE</strong></span></span></p>
<p> </p>
<p align="JUSTIFY"><span style="font-size: xx-large;"> Zawiadamia się mieszkańców sołectwa Włosień, że w dniu </span><span style="font-size: xx-large;"><strong>25 kwietnia 2018 roku</strong></span><span style="font-size: xx-large;"> o godzinie </span><span style="font-size: xx-large;"><strong>18</strong></span><sup><span style="font-size: xx-large;"><strong>00</strong></span></sup><span style="font-size: xx-large;"> w </span><span style="font-size: xx-large;"><strong>świetlicy wiejskiej we Włosieniu </strong></span><span style="font-size: xx-large;">odbędzie się</span></p>
<p align="JUSTIFY"> </p>
<p align="CENTER"><span style="font-size: 300%;"><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ</strong></span></p>
<p> </p>
<p><span style="font-size: x-large;"><span style="text-decoration: underline;">Temat zebrania:</span></span></p>
<ol>
<li>
<p><span style="font-size: x-large;">Zamknięcie filii „SANITAS” (ośrodka zdrowia) w Platerówce.</span></p>
</li>
<li>
<p><span style="font-size: x-large;">Zezwolenia na sprzedaż alkoholu na terenie gminy Platerówka.</span></p>
</li>
</ol>
<p> </p>
<p><span style="font-size: x-large;"> Wójt Gminy Platerówka</span></p>
<p><span style="font-size: x-large;"> /-/ Krzysztof Halicki</span></p>
2018-04-19 08:42:07
2018-04-19 08:50:19
66
2020-09-15 12:44:30
2018-04-19 08:42:08
0
2018-04-19 08:42:08
Teresa Tońska
Tońska Teresa
1
22
16740
"Stowarzyszenia Lokalna Grupa Działania – Partnerstwo Izerskie ogłasza nabór wniosków o dofinansowanie w ramach poddziałania 19.2 „Wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014-2020
2018-04-09 10:27:21
2018-04-09 10:33:31
66
2020-09-15 12:44:30
2018-04-09 10:33:20
0
2018-04-09 10:27:22
Teresa Tońska
Tońska Teresa
2
22
16732
Informacja o godzinach urzędowania w dniu 30 marca 2018 roku
<p style="text-align: center;"><span style="font-size: 2.77em; color: #ff0000;">Informacja</span></p>
<p style="text-align: center;"><span style="font-size: 1.84em;">W dniu 30 marca 2018 roku (piątek)</span></p>
<p style="text-align: center;"><span style="font-size: 1.84em;">Urząd Gminy w Platerówce</span></p>
<p style="text-align: center;"><span style="font-size: 1.84em;">czynny będzie od godziny 7:00 do godziny 11:00.</span></p>
2018-03-27 09:35:39
2018-03-27 09:37:21
66
2020-09-15 12:44:30
2018-03-27 09:35:39
0
2018-03-27 09:35:39
Teresa Tońska
Tońska Teresa
1
22
16719
Protokół z publicznego przetargu ustnego na sprzedaż nieruchomości
2018-03-22 12:07:29
2018-03-22 12:11:19
66
2020-09-15 12:44:30
2018-03-22 12:10:30
0
2018-03-22 12:07:30
Teresa Tońska
Tońska Teresa
2
22
16718
Spotkanie informacyjne pt.” Wsparcie na zakładanie działalności gospodarczej dla osób powyżej 30 roku życia”. Tematyka spotkania dotyczyć będzie możliwości wsparcia z Funduszy Europejskich na lata 2014-2020 osób fizycznych chcących założyć własną działalność gospodarczą.
2018-03-19 13:06:33
2018-03-19 13:09:07
66
2020-09-15 12:44:30
2018-03-19 13:06:34
0
2018-03-19 13:06:34
Teresa Tońska
Tońska Teresa
1
22
16717
Dodatkowy konkurs na dotacje dla przedsiębiorców
<p><strong>Dodatkowy konkurs na dotacje dla przedsiębiorców</strong></p>
<p> </p>
<p>Jeszcze w tym roku będzie ogłoszony nowy konkurs na wsparcie innowacyjności produktowej i procesowej w MŚP. W środę, 14 marca Dolnośląska Instytucja Pośrednicząca ogłosiła zmiany w harmonogramach swoich konkursów.</p>
<p><strong>Nowy konkurs dla MŚP</strong></p>
<p>Jedną z najważniejszych zmian jest wprowadzenie nowego konkursu dla MŚP. W konkursie można otrzymać dotacje na wprowadzenie na rynek nowych lub ulepszonych produktów lub usług, czy też dokonanie zasadniczych zmian procesu produkcyjnego lub sposobu świadczenia usług. Konkurs będzie ogłoszony 25 czerwca, a nabór wniosków rozpocznie miesiąc później tj. 25 lipca br. Na dofinansowanie projektów w tym konkursie zostało przeznaczonych 20,8 mln zł. Dotacje przekazane będą w dużej mierze na wzmacnianie konkurencyjności małych i średnich przedsiębiorstw poprzez zwiększenie zastosowania innowacyjności. Dofinansowanie może uzyskać jedynie projekt, który przyczyni się do powstania innowacji produktowej lub procesowej. Innowacja to nie zawsze wprowadzenie, „wynalezienie” czegoś nowego. Dofinansowanie można otrzymać również na ulepszenie już istniejącego produktu, usługi, procesu.</p>
<p><strong>Zmiana terminu konkursu na wdrożenie wyników B+R</strong></p>
<p>Drugi konkurs dla MŚP to wsparcie na wdrożenie wyników prac B+R. Chodzi o wdrożenie wyników prac badawczo-rozwojowych, które już przedsiębiorstwo posiada. Dofinansowanie można przeznaczyć na uruchomienie masowej produkcji efektów B+R wcześniej zrealizowanego projektu badawczego. Wsparcie unijne ma pomóc w przygotowaniu i uruchomieniu bazy infrastrukturalnej Dofinasowane będą m.in. zakupy maszyn, sprzętu, oprogramowanie, dodatkowe licencje czy know-how), tak aby można było wyniki prac B+R wdrożyć do produkcji czy sprzedaży. Ten konkurs będzie ogłoszony 1 czerwca, nabór wniosków rozpocznie się 2 lipca. Na dofinansowanie projektów w tym konkursie przeznaczono ponad 54,1 mln zł.</p>
<p>Z nowym harmonogram konkursów na rok 2018 można zapoznać się na stronie <a href="http://www.dip.dolnyslask.pl/">www.dip.dolnyslask.pl</a></p>
2018-03-16 08:59:57
2018-03-16 09:00:29
66
2020-09-15 12:44:30
2018-03-16 08:59:58
0
2018-03-16 08:59:58
Teresa Tońska
Tońska Teresa
1
22
16716
nabór wniosków o dofinansowanie w ramach poddziałania 19.2 „Wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014-2020
<p>"Stowarzyszenia Lokalna Grupa Działania – Partnerstwo Izerskie ogłasza nabór wniosków o dofinansowanie w ramach poddziałania 19.2 „Wsparcie na wdrażanie operacji w ramach strategii rozwoju lokalnego kierowanego przez społeczność” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014-2020 na działanie:</p>
<p> </p>
<p> </p>
<p>Nr ogłoszenia o naborze: 1/2018/G – Grantu II : Aktywizacja i integracja społeczności lokalnej: rozwój oferty na funkcjonowanie i wykorzystanie potencjału społeczności lokalnej i miejsc integracji społecznej oraz podjęcie działań w kierunku poprawy współpracy sektorów (animacja czasu wolnego, współpraca międzysektorowa, oferta na funkcjonowanie i wykorzystanie potencjału miejsc integracji społecznej itp.)</p>
<p> </p>
<p> </p>
<p>Termin naboru wniosków: 04.04.2018 – 18.04.2018 r.</p>
<p> </p>
<p>Szczegółowe informacje znajdują się na stronie <a href="http://www.lgdpartnerstwoizerskie.pl/">www.lgdpartnerstwoizerskie.pl</a> lub w biurze Stowarzyszenia LGD Partnerstwo Izerskie, Ubocze 300, 59-620 Gryfów Śląski, tel. 757813163, e-mail:biuro@lgdpartnerstwoizerskie.pl</p>
<p> </p>
<p> </p>
<p>Link do ogłoszeń :</p>
<p> <a href="http://lgdpartnerstwoizerskie.pl/ogloszenie-nr-12018g,d104.html">http://lgdpartnerstwoizerskie.pl/ogloszenie-nr-12018g,d104.html</a></p>
2018-03-16 08:54:10
2018-03-16 08:59:53
66
2020-09-15 12:44:30
2018-03-16 08:54:10
0
2018-03-16 08:54:10
Teresa Tońska
Tońska Teresa
1
22
16712
W Y K A Z nr 3/2018 nieruchomości przeznaczonej do sprzedaży
2018-03-14 08:30:04
2018-03-14 08:33:15
66
2020-09-15 12:44:30
2018-03-14 08:30:05
0
2018-03-14 08:30:05
Teresa Tońska
Tońska Teresa
1
22
16711
XXVI SESJA ZWYCZAJNA RADY GMINY PLATERÓWKA
2018-03-13 10:15:26
2018-03-13 10:16:10
66
2020-09-15 12:44:30
2018-03-13 10:15:26
0
2018-03-13 10:15:26
Teresa Tońska
Tońska Teresa
1
22
16699
Spotkanie informacyjne na temat wsparcia dla osób z niepełnosprawnościami - dostęp do wysokiej jakości usług asystenckich i opiekuńczych
2018-03-05 09:26:35
2018-03-05 09:27:50
66
2020-09-15 12:44:30
2018-03-05 09:26:35
0
2018-03-05 09:26:35
Teresa Tońska
Tońska Teresa
1
22
16690
Bezpłatne wsparcie dla organizacji pozarządowych z Powiatu lLbańskiego
2018-02-21 10:16:21
2018-02-21 10:17:26
66
2020-09-15 12:44:30
2018-02-21 10:16:22
0
2018-02-21 10:16:22
Teresa Tońska
Tońska Teresa
1
22
16689
Szkolenie 'Ochrona danych osobowych w organizacjach pozarządowych"
2018-02-21 10:15:06
2018-02-21 10:16:17
66
2020-09-15 12:44:30
2018-02-21 10:15:06
0
2018-02-21 10:15:06
Teresa Tońska
Tońska Teresa
1
22
16687
Rozpoczynają się konsultacje społeczne projektu Strategii Rozwoju Województwa Dolnośląskiego 2030
<div class="premium image">
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<div class="news-set1-img1"><a class="jqfancybox" href="http://www.umwd.dolnyslask.pl/uploads/pics/Dolny_Slask_logotyp_02.JPG" rel="fancybox"><img title="" src="http://www.umwd.dolnyslask.pl/typo3temp/pics/c95e458c34.jpg" alt="" width="300" height="114" border="0" /></a>
<div class="caption"> </div>
</div>
</div>
</div>
<p class="spacer"> </p>
<h2><span style="font-size: 0.92em;">Zarząd Województwa Dolnośląskiego rozpoczyna cykl konsultacji społecznych projektu Strategii Rozwoju Województwa Dolnośląskiego 2030, które potrwają do 26 marca 2018 r.</span></h2>
<div class="text">
<p>W ramach konsultacji społecznych można zapoznać się oraz wyrazić swoja opinię i uwagi do projektu Strategii Rozwoju Województwa Dolnośląskiego 2030.<br />Na stronie Urzędu Marszałkowskiego Województwa Dolnośląskiego <span style="font-size: 1.08em;">www.umwd.dolnyslask.pl</span> w zakładce Rozwój Regionalny zamieszczony został projekt Strategii wraz z formularzem zgłaszania uwag.<br />Wypełnione i podpisane formularze prosimy przesyłać pocztą na adres:<br />Urząd Marszałkowski Województwa Dolnośląskiego, ul. Walońska 3-5, 50–411 Wrocław<br />lub zeskanowane wraz z wersją edytowalną na adres poczty elektronicznej srwd2030@dolnyslask.pl.<br /> W tytule listu/maila należy wpisać „Konsultacje społeczne SRWD 2030 – Departament Rozwoju Regionalnego UMWD”.<br />Uwagi będzie można również zgłaszać w czasie trwania subregionalnych spotkań konsultacyjnych. <br />Podczas konsultacji przewidziane są spotkania m.in. z jednostkami samorządu terytorialnego, partnerami społecznymi i gospodarczymi wg harmonogramu:<br />• 9 marca 2018 r. Legnica<br />• 15 marca 2018 r. Jelenia Góra<br />• 21 marca 2018 r. Wałbrzych<br />• 22 marca 2018 Wrocław<br />Zarząd Województwa Dolnośląskiego zaprasza do aktywnego udziału w konsultacjach społecznych mieszkańców województwa oraz instytucje i firmy, którym zależy na mądrym i zrównoważonym rozwoju Dolnego Śląska.</p>
<p> </p>
<p style="text-align: center;"><strong><span style="font-size: 1.08em;">Projekt Strategii wraz z formularzem zgłaszania uwag, zamieszczony został na stronie Urzędu Marszałkowskiego Województwa Dolnośląskiego <a href="http://www.umwd.dolnyslask.pl/">www.umwd.dolnyslask.pl</a> w zakładce Rozwój Regionalny.</span></strong></p>
</div>
<p style="text-align: center;"><strong>Marszałka Województwa Dolnośląskiego pana Cezarego Przybylskiego zaprasza do udziału w konsultacjach społecznych projektu Strategii Rozwoju Województwa Dolnośląskiego 2030. Spotkanie konsultacyjne odbędzie się 15 marca 2018 r. o godzinie 11:00 w Hotelu Mercure w Jeleniej Górze przy ul. Sudeckiej 63.</strong></p>
2018-02-21 10:04:20
2018-02-21 10:14:32
66
2020-09-15 12:44:30
2018-02-21 10:09:56
0
2018-02-21 10:04:21
Teresa Tońska
Tońska Teresa
2
22
16682
Przedsiębiorco, załóż Profil Zaufany już dziś!
2018-01-29 15:26:37
2018-01-29 15:27:29
66
2020-09-15 12:44:30
2018-01-29 15:26:37
0
2018-01-29 15:26:37
Teresa Tońska
Tońska Teresa
1
22
16681
Ogłoszenie o spotkaniu z przedstawicielami DSDiK
<p align="center"><strong><span style="text-decoration: underline;">OGŁOSZENIE</span></strong></p>
<p> </p>
<p align="center">Zapraszam mieszkańców gminy Platerówka na spotkanie z</p>
<p align="center"><strong>Kierownictwem Dolnośląskiej Służby</strong></p>
<p align="center"><strong>Dróg i Kolei we Wrocławiu</strong></p>
<p align="center">w sprawie ograniczeń tonażowych</p>
<p align="center">na mostach na drogach</p>
<p align="center">wojewódzkich 357 oraz 358,</p>
<p align="center">które odbędzie się</p>
<p align="center">w dniu <strong>30 stycznia 2018 roku</strong></p>
<p align="center">o godzinie <strong>10:30</strong></p>
<p align="center">w <strong>świetlicy wiejskiej we Włosieniu.</strong></p>
<p> </p>
<p> Wójt Gminy Platerówka</p>
<p> Krzysztof Halicki</p>
2018-01-25 13:11:22
2018-01-25 13:12:19
66
2020-09-15 12:44:30
2018-01-25 13:11:23
0
2018-01-25 13:11:23
Teresa Tońska
Tońska Teresa
1
22
16664
INFORMACJA W DNIU 29.12.2017 ROKU (PIĄTEK) URZĄD GMINY W PLATERÓWCE CZYNNY DO GODZINY 12:00
2017-12-28 12:03:21
2017-12-28 12:08:51
66
2020-09-15 12:44:13
2017-12-28 12:08:36
0
2017-12-28 12:03:21
Teresa Tońska
Tońska Teresa
2
22
16636
Ogłoszenie o naborze wniosków - Nr ogłoszenia o naborze: 1/2017/G - Grantu : Aktywizacja i integracja społeczności lokalnej: podnoszenie aktywności społecznej podmiotów życia społecznego (doposażenie działalności zespołów folklorystycznych, lokalnych
2017-11-27 12:37:55
2017-11-27 12:43:01
66
2020-09-15 12:44:13
2017-11-27 12:41:36
0
2017-11-27 12:37:56
Teresa Tońska
Tońska Teresa
2
22
16621
KOMUNIKAT W SPRAWIE WODY
<p align="right">Platerówka, dnia 10 listopada 2017 roku</p>
<p> </p>
<p> </p>
<p align="center"><strong>KOMUNIKAT</strong></p>
<p align="center"><strong> </strong></p>
<p> </p>
<p>Państwowy Powiatowy Inspektor Sanitarny w Lubaniu stwierdził, że woda pochodząca z wodociągu sieciowego w Zalipiu nadaje się do <strong>celów sanitarnych</strong> (spłukiwania toalet, mycia, prania).</p>
<p> </p>
<p align="center">Wobec powyższego <strong><span style="text-decoration: underline;">zakazuje się spożywania wody surowej.</span></strong></p>
<p align="center"> </p>
<p align="center"><strong>Do <span style="text-decoration: underline;">celów spożywczych wodę</span> </strong></p>
<p align="center"><strong>należy używać <span style="text-decoration: underline;">wyłącznie po jej przegotowaniu.</span></strong></p>
<p> </p>
<p align="right">Urząd Gminy w Platerówce</p>
2017-11-10 14:05:18
2017-11-10 14:05:46
66
2020-09-15 12:44:13
2017-11-10 14:05:18
0
2017-11-10 14:05:18
Teresa Tońska
Tońska Teresa
1
22
16620
KOMUNIKAT - XXIII SESJA NADZWYCZAJNA RADY GMINY PLATERÓWKA
2017-11-03 09:51:14
2017-11-03 09:52:00
66
2020-09-15 12:44:13
2017-11-03 09:51:14
0
2017-11-03 09:51:14
Teresa Tońska
Tońska Teresa
1
22
16605
Obwieszczenie o wydaniu decyzji lokalizacji celu publicznego
2017-09-26 08:09:36
2017-09-26 08:11:45
66
2020-09-15 12:44:13
2017-09-26 08:09:37
0
2017-09-26 08:09:37
Teresa Tońska
Tońska Teresa
1
22
16570
Urząd Gminy nieczynny 14.08.2017
<p align="center"><strong>U W A G A ! ! !</strong></p>
<p align="center"> </p>
<p align="center"><strong>Dnia 14.08.2017 r. (poniedziałek)</strong></p>
<p align="center"><strong>Urząd Gminy nieczynny. </strong></p>
2017-08-09 07:11:15
2017-08-09 07:11:53
66
2017-08-15 00:00:01
2017-08-09 07:11:15
0
2017-08-09 07:11:15
Teresa Tońska
Tońska Teresa
1
22
16569
PUNKT INFORMACYJNY FUNDUSZY EUROPEJSKICH
<p align="center"><strong>PUNKT INFORMACYJNY FUNDUSZY EUROPEJSKICH</strong><strong>ZAPRASZA</strong></p>
<p align="center"><strong>na indywidualne konsultacje</strong></p>
<p align="center"><strong>nt. MOŻLIWOŚCI POZYSKANIA ŚRODKÓW </strong></p>
<p align="center"><strong>Z UNII EUROPEJSKIEJ </strong></p>
<p align="center"><strong>w ramach</strong></p>
<p align="center"><strong>MOBILNEGO PUNKTU INFORMACYJNEGO</strong></p>
<p align="center"><strong>W LEŚNEJ</strong></p>
<p align="center"><strong> </strong></p>
<p><strong> 10 SIERPNIA 2017 r. </strong></p>
<p align="center"><strong>(CZWARTEK) </strong></p>
<p align="center"><strong>W GODZ. 10:30 – 13.30</strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>Konsultacje w ramach </strong></p>
<p align="center"><strong>odbędą się w :</strong></p>
<p align="center"><strong>siedzibie URZĘDZIE MIASTA w LEŚNEJ</strong></p>
<p align="center"><strong>SALA NARAD; II PIĘTRO</strong></p>
<p align="center"><strong>KONSULTACJE SĄ BEZPŁATNE </strong></p>
<p align="center"><strong> </strong></p>
<p align="center"><strong>ZAPRASZAMY !!!</strong></p>
<p align="center"><strong><a href="http://WWW.RPO.DOLNYSLASK.PL">WWW.RPO.DOLNYSLASK.PL</a></strong></p>
2017-08-08 07:56:43
2017-08-08 07:58:18
66
2017-08-12 00:00:01
2017-08-08 07:56:44
0
2017-08-08 07:56:44
Teresa Tońska
Tońska Teresa
1
22
16568
Obwieszczenie o wszczęciu postępowania - budowa stacji bazowej telefonii komórkowej P4 Sp. z o.o.
<img src="Download/get/id,15182.json" alt="" width="1700" height="2338" />
2017-08-03 08:52:13
2017-08-03 08:54:44
66
2020-09-15 12:44:13
2017-08-03 08:52:13
0
2017-08-03 08:52:13
Teresa Tońska
Bartosz Torba
1
22
16567
KURS KOMPUTEROWY
<p><img src="Download/get/id,15181.json" alt="" width="908" height="681" /></p>
2017-08-02 13:14:11
2017-08-02 13:16:01
66
2020-09-15 12:44:13
2017-08-02 13:15:51
0
2017-08-02 13:14:11
Teresa Tońska
Tońska Teresa
2
22
16566
KURS JĘZYKOWY
<h3> </h3>
<h3> </h3>
<p><img src="Download/get/id,15180.json" alt="" width="960" height="720" /></p>
<h3> </h3>
<h3> </h3>
<h3>Bezpłatne szkolenia:</h3>
<ul>
<li>język angielski 120h</li>
<li>język niemiecki 120h</li>
</ul>
<p><strong> </strong></p>
<h3>Jakie wsparcie oferowane jest w projekcie?</h3>
<ul>
<li>bezpłatne szkolenia z zakresu języka angielskiego</li>
<li>każda osoba może uczestniczyć w kursie, trwającym 120 godzin lekcyjnych i kończącym się międzynarodowym certyfikatem TOEIC dla angielskiego</li>
<li>kursy na różnych poziomach zaawansowania, dopasowane do potrzeb uczestników.</li>
<li>szkolenia odbywać się będą według wymagań uczestników( przeważnie organizujemy spotkania 1 raz w tygodniu po 4 godziny lekcyjne)</li>
<li>każdy z uczestników otrzymuje bezpłatne materiały szkoleniowe.</li>
</ul>
<h3>Kto może uczestniczyć w projekcie?</h3>
<p>Projekt skierowany jest do osób dorosłych w wieku aktywności zawodowej o niskich kwalifikacjach (maksymalnie wykształcenie średnie; osoby z wykształceniem policealnym czy wyższym nie mogą brać udziału w projekcie) zamieszkujących województwo dolnośląskie) Szczególnie zachęcamy do udziału w projekcie osoby po 50 roku życia oraz osoby z niepełnosprawnościami. W projekcie mogą uczestniczyć zarówno osoby pracujące, jak i niepracujące.</p>
<p>W związku z przepisami dotyczącymi pomocy publicznej osoby samozatrudnione nie mogą być objęte wsparciem szkoleniowym w ramach niniejszego projektu.</p>
2017-08-02 13:13:17
2017-08-02 13:15:57
66
2020-09-15 12:44:13
2017-08-02 13:15:45
0
2017-08-02 13:13:18
Teresa Tońska
Tońska Teresa
2
22
16548
XXI sesja Rady Gminy Platerówka
2017-06-13 09:16:21
2017-06-20 11:28:01
66
2017-06-21 00:00:01
2017-06-20 11:27:50
0
2017-06-13 09:16:21
Teresa Tońska
Tońska Teresa
2
22
16495
Posiedzenia Rady Gminy m-c luty 2017r.
2017-02-16 14:39:56
2017-02-16 14:40:33
66
2017-06-13 09:16:16
2017-02-16 14:39:57
0
2017-02-16 14:39:57
Teresa Tońska
Tońska Teresa
1
22
16483
Komunikat XVIII sesja nadzwyczajna Rady Gminy w Platerówce
2017-02-06 13:56:08
2017-02-06 13:58:51
66
2017-02-16 14:39:52
2017-02-06 13:56:08
0
2017-02-06 13:56:08
Teresa Tońska
Tońska Teresa
1
22
16482
Wniosek o udzielenie informacji publicznej
2017-02-06 13:49:15
2017-02-06 13:50:36
66
2017-02-10 00:00:00
2017-02-06 13:50:25
0
2017-02-06 13:49:16
Teresa Tońska
Tońska Teresa
2
22
16440
Komunikat - XVII sesja Rady Gminy w Platerówce
2016-12-14 12:48:32
2016-12-14 12:49:20
66
2017-02-16 14:39:47
2016-12-14 12:49:20
0
2016-12-14 12:48:32
Teresa Tońska
Tońska Teresa
1
22
16410
Komunikat nadzwyczajna sesja Rady Gminy
2016-11-09 13:49:03
2016-11-09 13:49:46
66
2016-11-23 12:11:46
2016-11-09 13:49:46
0
2016-11-09 13:49:03
Teresa Tońska
Tońska Teresa
1
22
16391
Grafik posiedzeń na m-c wrzesień 2016 r.
2016-09-19 09:54:23
2016-09-19 09:56:16
66
2016-11-23 12:11:53
2016-09-19 09:56:16
0
2016-09-19 09:54:24
Teresa Tońska
Tońska Teresa
1
22
16370
Komunikat Powiatowego Inspektora Weterynarii w Lubaniu
2016-08-10 08:39:07
2016-08-10 08:41:03
66
2020-09-15 12:44:13
2016-08-10 08:41:03
0
2016-08-10 08:39:08
Teresa Tońska
Tońska Teresa
1
22
16358
Komunikat w spr. przeprowadzenia w dniu 01.08.2016r. wojew.systemu wczesnego ostrzegania
2016-07-27 11:04:23
2016-07-27 11:06:09
66
2016-11-23 12:12:02
2016-07-27 11:06:09
0
2016-07-27 11:04:23
Teresa Tońska
Tońska Teresa
1
22
16348
Ogłoszenie o zebraniu wiejskim we Włosieniu
<p align="center"><strong><span style="text-decoration: underline;">OGŁOSZENIE</span></strong></p>
<p> </p>
<p> Zawiadamia się mieszkańców sołectwa Włosień, że w dniu <strong>28 lipca 2016 roku</strong> o godzinie <strong>18<sup>00</sup></strong> w <strong>świetlicy wiejskiej we Włosieniu </strong>odbędzie się</p>
<p> </p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ.</strong></p>
<p> </p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<ol>
<li>Sprawy bieżące sołectwa.</li>
</ol>
<p> </p>
<p> </p>
<p> Sołtys wsi Włosień</p>
<p> /-/ Janina Ancygier</p>
<p> </p>
<p> </p>
2016-07-25 09:49:43
2016-07-25 09:51:00
66
2016-11-23 12:11:07
2016-07-25 09:51:00
0
2016-07-25 09:49:43
Teresa Tońska
Tońska Teresa
1
22
16347
Zarządzenie Wojewody Dolnośląskiego w sprawie przeprowadzenia treningu systemu wczesnego ostrzegania na terenie województwa dolnośląskiego
2016-07-21 09:06:50
2016-07-21 09:08:58
66
2016-11-23 12:12:08
2016-07-21 09:08:58
0
2016-07-21 09:06:50
Teresa Tońska
Marek Jurczenko
1
22
16346
BADANIE WZROKU I POMIAR CIŚNIENIA ŚRÓDGAŁKOWEGO
<p><span style="font-size: 1.38em;">BADANIE WZROKU</span></p>
<p><span style="font-size: 1.38em;">I POMIAR CIŚNIENIA ŚRÓDGAŁKOWEGO</span></p>
<p><span style="text-decoration: underline; font-size: 1.38em;">(PROFILAKTYKA JASKRY)</span></p>
<p><span style="font-size: 1.38em;"><strong> </strong></span></p>
<h1>W dniu: 01.08.2016r. w Ośrodku Zdrowia w Platerówce 51</h1>
<h1>w godzinach od 14:00 do 16:00 odbędą się komputerowe badania wzroku</h1>
<h1>oraz pomiar ciśnienia śródgałkowego dla Mieszkańców gminy</h1>
<p>Zapisy telefonicznie <strong>(75)722-16-28</strong></p>
<p><strong>Koszt badania ostrości wzroku - 5 zł</strong></p>
<p><strong>Koszt pomiaru ciśnienia śródgałkowego - 10 zł(DODATKOWE)</strong></p>
<p>Zapisy prowadzone będą do dnia <strong>01.08.2016r</strong>.</p>
<p>Podczas badania istnieje możliwość zapisania się na konsultację</p>
<p>okulistyczną oraz zamówienia okularów korekcyjnych.</p>
<p><strong><span style="text-decoration: underline;">Badanie przeznaczone jest dla osób dorosłych. (powyżej 16-go roku życia)</span></strong></p>
<h2> </h2>
<h2>Serdecznie zapraszamy</h2>
<p align="center"> <strong><span style="text-decoration: underline;">OKO-LUX </span></strong></p>
2016-07-20 09:19:18
2016-07-20 09:20:20
66
2016-11-23 12:11:16
2016-07-20 09:20:20
0
2016-07-20 09:19:18
Teresa Tońska
Tońska Teresa
1
22
16345
Ogłoszenie I Konkursu Fotograficznego Moja Gmina w obiektywie
<p> </p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 36.0pt; font-family: Constantia; letter-spacing: 10.0pt;">I KONKURS</span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 36.0pt; font-family: Constantia; letter-spacing: 10.0pt;">FOTOGRAFICZNY</span></strong></p>
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<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 28.0pt; font-family: Constantia; letter-spacing: 2.0pt;">MOJA GMINA W OBIEKTYWIE</span></strong></p>
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<td width="12"> </td>
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<td height="196"> </td>
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<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 18.0pt; font-family: Constantia; text-shadow: auto;">Serdecznie zapraszamy wszystkich </span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 18.0pt; font-family: Constantia; text-shadow: auto;">Mieszkańców Gminy Platerówka</span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 18.0pt; font-family: Constantia; text-shadow: auto;">do wzięcia udziału w konkursie </span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 18.0pt; font-family: Constantia; text-shadow: auto;">na najlepsze zdjęcie </span></strong></p>
<p class="MsoNormal" style="text-align: center;" align="center"><strong><span style="font-size: 18.0pt; font-family: Constantia; text-shadow: auto;">przedstawiające widoki, zabytki, przyrodę gminy Platerówka.</span></strong></p>
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<td height="220"> </td>
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<p class="MsoNormal" style="text-align: center;" align="center"><span style="font-size: 16.0pt; font-family: Constantia;">Regulamin konkursu i karta zgłoszenia dostępne na stronie internetowej <a href="http://www.gminaplaterowka.pl/">www.gminaplaterowka.pl</a> oraz w Urzędzie.</span></p>
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<p class="MsoNormal" style="text-align: center;" align="center"><span style="font-size: 16.0pt; font-family: Constantia;">Zgłoszenia przyjmowane są w sekretariacie Urzędu Gminy w Platerówce do dnia </span></p>
<p class="MsoNormal" style="text-align: center;" align="center"><span style="font-size: 16.0pt; font-family: Constantia;">31 sierpnia 2016 roku.</span></p>
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<p class="MsoNormal"><strong><span style="font-size: 22.0pt; font-family: Constantia; letter-spacing: 2.5pt;">NA ZWYCIĘZCÓW CZEKAJĄ<br /> NAGRODY </span></strong></p>
<p class="MsoNormal"><span style="font-size: 14.0pt; font-family: Constantia;"> </span></p>
<p class="MsoNormal"><span style="font-size: 14.0pt; font-family: Constantia;"> </span></p>
<p class="MsoNormal"><span style="font-size: 14.0pt; font-family: Constantia;"> </span></p>
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<p class="MsoNormal"><span style="font-size: 18.0pt; font-family: Constantia;"> <span style="text-decoration: underline;">Organizatorem konkursu jest:</span></span></p>
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<p class="MsoNormal"><strong><span style="font-size: 26.0pt; font-family: Constantia; color: #99cc00; letter-spacing: 3.8pt;">Wójt Gminy Platerówka</span></strong></p>
<p class="MsoNormal"><span style="font-size: 14.0pt; font-family: Constantia;"> </span></p>
<p class="MsoNormal" style="text-align: center;" align="center"><span style="font-family: Constantia;">Urząd Gminy w Platerówce, telefon: 75 722 16 90, fax: 75 724 11 85, </span></p>
<p class="MsoNormal" style="text-align: center;" align="center"><span style="font-family: Constantia; mso-ansi-language: EN-US;" lang="EN-US">e-mail: urzadgminywplaterowce@xl.wp.pl</span></p>
<p class="MsoNormal"><span style="font-size: 14.0pt; mso-ansi-language: EN-US;" lang="EN-US"> </span></p>
2016-07-20 09:16:35
2016-07-20 09:19:12
66
2016-11-23 12:11:28
2016-07-20 09:19:12
0
2016-07-20 09:16:36
Teresa Tońska
Renata Stalmach
1
22
16339
Statystyczne badania ankietowe gospodarstw domowych w 2016 roku
2016-07-11 08:15:56
2016-07-11 08:17:18
66
2017-06-20 11:28:18
2016-07-11 08:17:18
0
2016-07-11 08:15:57
Teresa Tońska
Tońska Teresa
1
22
16338
Powiatowy Urząd Pracy w Lubaniu rozpoczyna nabór wniosków na kształcenie ustawiczne pracodawców i pracowników w ramach Rezerwy Ministra Rodziny, Pracy i Polityki Społecznej
2016-07-08 10:27:19
2016-07-08 10:28:17
66
2016-11-23 12:12:26
2016-07-08 10:28:17
0
2016-07-08 10:27:19
Teresa Tońska
Tońska Teresa
1
22
16337
„Zakup prospołeczny”
2016-07-08 10:25:29
2016-07-08 10:26:36
66
2020-09-15 12:44:13
2016-07-08 10:26:36
0
2016-07-08 10:25:29
Teresa Tońska
Tońska Teresa
1
22
16336
Ogłoszenie Dyrektora PUP o przedłużeniu naboru wniosków w ramach programu BUDZIK 2
2016-07-04 11:08:00
2016-07-04 11:09:25
66
2016-11-23 12:12:32
2016-07-04 11:09:25
0
2016-07-04 11:08:00
Teresa Tońska
Tońska Teresa
1
22
16334
XIV nadzwyczajna sesja Rady Gminy w Platerówce
2016-07-01 11:34:42
2016-07-01 11:35:10
66
2016-11-23 12:11:37
2016-07-01 11:35:10
0
2016-07-01 11:34:42
Teresa Tońska
Tońska Teresa
1
22
16332
Informacja o powstaniu Regionalnego Ośrodka Edukacyjnego WSG w Zgorzelcu
<p>W dniu 30 maja br. Starostwo Powiatowe w Zgorzelcu podpisało porozumienie z Wyższą Szkołą Gospodarki w Bydgoszczy. W tym dniu Regionalny Ośrodek Edukacyjny WSG w Zgorzelcu rozpoczął oficjalną działalność w południowo-zachodniej Polsce.</p>
<p>ROE w Zgorzelcu mieści się w budynku ZSZiL przy ul. Powstańców Śląskich 1 w Zgorzelcu. Na czele jednostki stoją doc. dr Marcin Kęsy oraz mgr Lucyna Cieślak.</p>
<p>Nasza oferta edukacyjna skierowana jest do różnych grup zawodowych: nauczycieli, urzędników, pracowników i menedżerów z otoczenia biznesu oraz osób podnoszących kwalifikacje oraz kompetencje zawodowe, jak również absolwentów szkół ponadgimnazjalnych.</p>
<p>W ofercie znajdziecie Państwo studia podyplomowe, studia 2 stopnia dla osób pracujących, podnoszących kompetencje bądź przekwalifikujących się, jak również szkolenia i kursy branżowe.</p>
<p>Przyświeca nam wdrażanie nowoczesnych metod kształcenia opartych na praktyce, zajęciach warsztatowych oraz plenerowych. Chcemy poprzez nasze działania pokazać, że zasługujemy na Wasze zaufanie i jesteśmy częścią systemu edukacji w powiecie zgorzeleckim, lecz również lubańskim i bolesławieckim.</p>
<p>Zapraszamy do odwiedzenia strony internetowej ROE w Zgorzelcu (szczegóły na stronie <a href="http://www.zgorzelec.byd.pl/">www.zgorzelec.byd.pl</a>) oraz skontaktowania się z pracownikami Ośrodka.</p>
2016-06-23 11:13:27
2016-06-23 11:16:35
66
2020-09-15 12:44:13
2016-06-23 11:16:35
0
2016-06-23 11:13:28
Teresa Tońska
Tońska Teresa
1
22
16330
XIII sesja Rady Gminy w Platerówce
2016-06-17 11:20:46
2016-06-17 11:21:11
66
2016-07-01 11:34:38
2016-06-17 11:21:11
0
2016-06-17 11:20:46
Teresa Tońska
Tońska Teresa
1
22
16309
ZAWIADOMIENIE O ZMIANIE WYSOKOŚCI STAWKI OPŁATY ZA GOSPODAROWANIE ODPADAMI KOMUNALNYMI OBOWIĄZUJĄCEJ OD 1 LIPCA 2016 ROKU
<p align="center"><strong>ZAWIADOMIENIE</strong></p>
<p align="center"><strong>O ZMIANIE WYSOKOŚCI STAWKI OPŁATY ZA GOSPODAROWANIE ODPADAMI KOMUNALNYMI OBOWIĄZUJĄCEJ OD 1 LIPCA 2016 ROKU</strong></p>
<p align="center"><strong> </strong></p>
<p>Na podstawie art. 6m ust. 2a w związku z art. 6j i 6k ustawy z dnia 13 września 1996 r. o utrzymaniu czystości i porządku w gminach (Dz. U. z 2016 r., poz. 250 z zm.) zawiadamia się, że zmianie uległa stawka opłaty za gospodarowanie odpadami komunalnymi od 1 lipca 2016 roku.</p>
<p>Nowa stawka zostanie wyliczona na podstawie Uchwały nr XI/71/16 Rady Gminy w Platerówce z dnia 7 marca 2016 roku w sprawie wyboru metody ustalenia opłaty za gospodarowanie odpadami komunalnymi oraz stawki tej opłaty oraz danych zawartych w złożonych deklaracjach.</p>
<p> </p>
<p align="center"><strong>STAWKI OBOWIĄZUJĄCE OD DNIA 01 LIPCA 2016 ROKU</strong></p>
<p align="center"><strong> DLA NIERUCHOMOŚCI ZAMIESZKAŁYCH</strong></p>
<div align="center">
<table style="width: 692px;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="180">
<p align="center">Rodzaj gospodarstwa domowego</p>
</td>
<td width="175">
<p align="center">Stawka za gospodarowanie odpadami komunalnymi w sposób selektywny z kompostownikiem</p>
</td>
<td width="162">
<p align="center">Stawka za gospodarowanie odpadami komunalnymi</p>
<p align="center">w sposób selektywny</p>
<p align="center">(bez kompostownika)</p>
</td>
<td width="176">
<p align="center">Stawka za gospodarowanie odpadami komunalnymi</p>
<p align="center"> w sposób nieselektywny</p>
</td>
</tr>
<tr>
<td width="180">
<p align="center">Gospodarstwo</p>
<p align="center">1 – osobowe</p>
</td>
<td width="175">
<p align="center">11,00 zł</p>
</td>
<td width="162">
<p align="center">12,00 zł</p>
</td>
<td width="176">
<p align="center">19,00 zł</p>
</td>
</tr>
<tr>
<td width="180">
<p align="center">Gospodarstwo</p>
<p align="center">2 - osobowe</p>
</td>
<td width="175">
<p align="center">22,00 zł</p>
</td>
<td width="162">
<p align="center">24,00 zł</p>
</td>
<td width="176">
<p align="center">38,00 zł</p>
</td>
</tr>
<tr>
<td width="180">
<p align="center">Gospodarstwo</p>
<p align="center"> 3 - osobowe</p>
</td>
<td width="175">
<p align="center">33,00 zł</p>
</td>
<td width="162">
<p align="center">36,00 zł</p>
</td>
<td width="176">
<p align="center">57,00 zł</p>
</td>
</tr>
<tr>
<td width="180">
<p align="center">Gospodarstwo</p>
<p align="center">4 - osobowe</p>
</td>
<td width="175">
<p align="center">44,00 zł</p>
</td>
<td width="162">
<p align="center">48,00 zł</p>
</td>
<td width="176">
<p align="center">76,00 zł</p>
</td>
</tr>
<tr>
<td width="180">
<p align="center">Gospodarstwo</p>
<p align="center">5 – osobowe i większe</p>
</td>
<td width="175">
<p align="center">55,00 zł</p>
</td>
<td width="162">
<p align="center">60,00 zł</p>
</td>
<td width="176">
<p align="center">95,00 zł</p>
</td>
</tr>
</tbody>
</table>
</div>
<p> </p>
<p>Jednocześnie informuję, iż <strong>właściciel nieruchomości, który nie zmienia sposobu gromadzenia odpadów komunalnych i nie zmienia się liczba osób w gospodarstwie domowym nie jest zobowiązany do składania deklaracji. </strong></p>
<p>Właściciel nieruchomości <strong>może dokonać zmiany sposobu gromadzenia odpadów komunalnych poprzez złożenie korekty deklaracji w Urzędzie Gminy w Platerówce. </strong></p>
<p> </p>
<p> Wójt Gminy Platerówka</p>
<p> Krzysztof Halicki </p>
2016-06-03 10:32:07
2016-06-03 10:33:46
66
2020-09-15 12:44:13
2016-06-03 10:33:46
0
2016-06-03 10:32:07
Teresa Tońska
Renata Stalmach
1
22
16303
Ogłoszenie o zebraniu wiejskim w Platerówce
<p align="center"><strong><span style="text-decoration: underline;">OGŁOSZENIE</span></strong></p>
<p> </p>
<p> Zawiadamia się mieszkańców sołectwa Platerówka, że w dniu <strong>24 maja 2016 roku</strong> o godzinie <strong>16 <sup>30</sup></strong> w <strong>świetlicy wiejskiej w Platerówce </strong>odbędzie się</p>
<p> </p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA PLATERÓWKA</strong></p>
<p> </p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<ol>
<li> Rozdysponowanie funduszu sołeckiego na rok 2016.</li>
<li>Sprawy różne.</li>
</ol>
<p> </p>
<p> </p>
<p> Sołtys wsi Platerówka</p>
<p> /-/ Tadeusz Mazur</p>
2016-05-16 14:25:45
2016-05-16 14:26:49
66
2016-05-25 00:00:00
2016-05-16 14:26:49
0
2016-05-16 14:25:45
Teresa Tońska
Tońska Teresa
1
22
16301
Małe Wielkie Historie
<p>Muzeum Historii Polski rozpoczyna ogólnopolską akcję zbierania pamiątek historycznych - „Małe Wielkie Historie”. Zbiórka zainaugurowana zostanie w Noc Muzeów 14 maja br. w kilku miastach Polski. Akcja kontynuowana będzie w następnych miesiącach, a jej podsumowanie nastąpi w Święto Niepodległości.</p>
<p>Celem zbiórki jest pozyskanie muzealiów do kolekcji Muzeum Historii Polski. Czekamy na różne obiekty o wartościach historycznych, także związane z osobistymi losami darczyńców. Szczególne znaczenie mają dla nas przedmioty związane z polską drogą do Niepodległości – zarówno tej w 1918 roku, jak i w roku 1989. Muzeum zainteresowane jest również przedmiotami codziennego użytku, fotografiami, pocztówkami, dokumentami, listami i pamiętnikami, prasą – a także elementami ubioru, umundurowania, uzbrojenia i wyposażenia wojskowego, zabytkowymi urządzeniami oraz wyrobami rzemieślniczymi i artystycznymi świadczącymi o historii polskiej kultury, przemianach społecznych i gospodarczych.</p>
<p>Pamiątki wejdą w skład tworzącej się kolekcji Muzeum Historii Polski. Część ofiarowanych przedmiotów trafi na wystawę stałą Muzeum, a wszystkie inne dary zostaną należycie zabezpieczone z myślą o badaczach przeszłości i przyszłych wystawach czasowych. </p>
<p>Zbiórka „Małe Wielkie Historie” zostanie zainaugurowana w Krakowie (13/14 maja, Międzynarodowe Centrum Kultury), Warszawie (14/15 maja, Galeria Kordegarda), Wrocławiu (14/15 maja, Muzeum Pana Tadeusza), Katowicach (14/15 maja, Muzeum Śląskie), Łodzi (14/15 maja, Muzeum Miasta Łodzi), Gdańsku (21/22 maja, Narodowe Muzeum Morskie), Poznaniu (21/22 maja, Biblioteka Raczyńskich).</p>
<p> </p>
<p>Osoby zainteresowane przekazaniem do Muzeum pamiątek mogą zgłaszać się osobiście, telefonicznie, bądź mailowo.</p>
<p> </p>
<p>Prosimy kontaktować się z nami pod numerem telefonu: (22) 211 90 29, (22) 211 90 48 lub e-mailem: <a href="mailto:pamiatki@muzhp.pl">pamiatki@muzhp.pl</a>.</p>
<p> </p>
<p>Szczegóły oraz regulamin zbiórki „Małe Wielkie Historie” dostępne są na stronie Muzeum Historii Polski – <a class="moz-txt-link-abbreviated" href="http://www.muzhp.pl/">www.muzhp.pl</a>.</p>
<p> </p>
2016-05-13 09:18:24
2016-05-13 09:21:48
66
2020-09-15 12:44:13
2016-05-13 09:21:48
0
2016-05-13 09:18:25
Teresa Tońska
Tońska Teresa
1
22
16300
Ogłoszenie o zebraniu wiejskim w Zalipie
<p align="center"><strong><span style="text-decoration: underline;">OGŁOSZENIE</span></strong></p>
<p> </p>
<p> Zawiadamia się mieszkańców sołectwa Zalipie, że w dniu <strong>13 maja 2016 roku</strong> o godzinie <strong>18<sup>00</sup></strong> w <strong>świetlicy wiejskiej w Platerówce </strong>odbędzie się</p>
<p> </p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA ZALIPIE.</strong></p>
<p> </p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<ol>
<li>Rozdysponowanie funduszu sołeckiego na 2016 rok.</li>
</ol>
<p> </p>
<p> </p>
<p> Sołtys wsi Zalipie</p>
<p> /-/ Kamila Kamińska</p>
<p> </p>
2016-05-10 13:58:20
2016-05-10 13:59:37
66
2016-05-14 00:00:00
2016-05-10 13:59:37
0
2016-05-10 13:58:20
Teresa Tońska
Tońska Teresa
1
22
16298
Ogłoszenie o zebraniu wiejskim we Włosieniu
<p align="center"><strong><span style="text-decoration: underline;">OGŁOSZENIE</span></strong></p>
<p> </p>
<p> Zawiadamia się mieszkańców sołectwa Włosień, że w dniu <strong>09 maja 2016 roku</strong> o godzinie <strong>16<sup>00</sup></strong> w <strong>świetlicy wiejskiej we Włosieniu </strong>odbędzie się</p>
<p> </p>
<p align="center"><strong>ZEBRANIE WIEJSKIE SOŁECTWA WŁOSIEŃ.</strong></p>
<p> </p>
<p> </p>
<p><strong><span style="text-decoration: underline;">Temat zebrania:</span></strong></p>
<ol>
<li> Rozdysponowanie funduszu sołeckiego na 2016 rok.</li>
<li> Sprawy różne.</li>
</ol>
<p> </p>
<p> </p>
<p> Sołtys wsi Włosień</p>
<p> /-/ Janina Ancygier</p>
2016-05-05 10:28:21
2016-05-05 10:31:11
66
2016-05-10 00:00:00
2016-05-05 10:31:11
0
2016-05-05 10:28:21
Teresa Tońska
Tońska Teresa
2
22
16295
Sesja nadzwyczajna Rady Gminy w Platerówce
2016-04-27 07:46:46
2016-04-27 07:47:40
66
2016-06-17 11:21:42
2016-04-27 07:47:40
0
2016-04-27 07:46:46
Teresa Tońska
Tońska Teresa
1
22
16285
Rajd Pojazdów historycznych ŁUŻYCE 1945
<p style="text-align: center;"><span style="font-size: 1.38em;">Projekt ma na celu upamiętnienie Żołnierzy II Armii Wojska Polskiego oraz podkreślenie ich wysiłku zbrojnego w historii polskiego oręża.</span></p>
<p style="text-align: center;"><span style="font-size: 1.38em;">Wspólnie oddajmy część bohaterom, którzy przelali swą krew za wolność narodów Europy. </span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="font-size: 1.38em;">Więcej informacji o projekcie na <a href="http://euregiokom.webd.pl/luzyce/rajd-luzyce-1945">http://euregiokom.webd.pl/luzyce/rajd-luzyce-1945</a> , plakacie i ulotkach.</span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="color: #339966; font-size: 1.84em;"><strong>TRASA RAJDU</strong></span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="font-size: 1.38em;"><img style="float: left;" src="http://euregiokom.webd.pl/luzyce/images/maparajd2016.png" alt="maparajd2016" /></span></p>
2016-04-07 07:51:44
2016-04-07 08:05:12
66
2016-04-27 07:48:07
2016-04-07 08:05:12
0
2016-04-07 07:51:44
Teresa Tońska
Renata Stalmach
1
22
16283
Program Aktywny Dolny Śląsk
<p>Urząd Marszałkowski Województwa Dolnośląskiego informuje, iż zakończył konsultacje społeczne programu Aktywny Dolny Śląsk, który przewiduje przekazanie 600 tysięcy złotych pochodzących z budżetu Województwa Dolnośląskiego do dyspozycji mieszkańców na wydarzenia sportowe, turystyczne i sportowo - turystyczne.</p>
<p>Z dniem 4 marca bieżącego roku uruchomiony został portal www.aktywny.dolnyslask.pl, który zawiera wszystkie niezbędne informacje dotyczące programu Aktywny Dolny Śląsk wraz z aktualnym regulaminem, załącznikami i generatorem pozwalającym na zgłaszanie pomysłów na wydarzenia drogą internetową.</p>
<p> </p>
<p><span style="color: #0000ff; font-size: 1.38em;"><span style="color: #000000;">Więcej informacji:</span> www.aktywny.dolnyslask.pl</span></p>
2016-03-31 09:32:08
2016-03-31 09:42:46
66
2020-09-15 12:44:13
2016-03-31 09:42:46
0
2016-03-31 09:32:09
Teresa Tońska
Tońska Teresa
1
22
16241
Obwieszczenie Burmistrza Leśnej z dn.23.02.2016r. o zakończeniu postępowania w spr. lokalizacji celu publicznego polegającego na przebudowie i rozbudowie istniejącego budynku szkoły podstawowej zlokalizowanego na dz. nr 813 obręb Platerówka
2016-02-23 14:49:02
2016-03-10 12:58:44
66
2016-11-23 12:12:44
2016-03-10 12:58:44
0
2016-02-23 14:49:03
Teresa Tońska
Bartosz Torba
3
22
16260
XI sesja Rady Gminy
2016-03-01 08:37:27
2016-03-01 08:38:01
66
2016-03-10 12:57:48
2016-03-01 08:38:01
0
2016-03-01 08:37:27
Teresa Tońska
Tońska Teresa
1
22
16242
Grafik posiedzeń Komisji Rady w m-cu 03 .2016r.
2016-02-26 10:01:39
2016-02-26 10:03:11
66
2016-03-10 12:57:43
2016-02-26 10:03:11
0
2016-02-26 10:01:39
Teresa Tońska
Tońska Teresa
1
22
16240
Ogłoszenie o spotkaniu z Komendantem Komisariatu Policji w Leśnej
<p align="center"><strong>OGŁOSZENIE</strong></p>
<p align="center"> </p>
<p align="center">Komendant Komisariatu Policji w Leśnej serdecznie zaprasza wszystkich mieszkańców gminy Platerówka na spotkanie w sprawie „Bezpieczeństwa w gminie”, które odbędzie się</p>
<p align="center">dnia <strong>23 lutego 2016 roku</strong> (wtorek) o godzinie <strong>10:00</strong></p>
<p align="center">w świetlicy wiejskiej we Włosieniu.</p>
2016-02-18 11:28:34
2016-02-18 11:30:33
66
2016-04-27 07:47:59
2016-02-18 11:30:33
0
2016-02-18 11:28:34
Teresa Tońska
Tońska Teresa
1
22
15946
Informacje Urzędu Skarbowego
2015-01-27 10:17:33
2016-02-10 08:55:03
66
2016-02-10 00:00:00
2016-02-10 08:55:03
55
2015-01-27 10:17:33
Teresa Tońska
administrator
2
22
16239
Nowa organizacja pracy Urzędu Skarbowego w Lubaniu w okresie 18-01-2016 do 30-04-2016r.
2016-02-10 08:52:40
2016-02-10 08:54:04
66
2016-05-02 00:00:00
2016-02-10 08:54:04
0
2016-02-10 08:52:42
Teresa Tońska
Tońska Teresa
2
22
16236
Informacja Powiatowego Inspektora Nadzoru Budowlanego
2016-02-02 10:15:57
2016-02-02 10:16:37
66
2020-09-15 12:44:13
2016-02-02 10:16:37
0
2016-02-02 10:15:57
Teresa Tońska
Tońska Teresa
1
22
16231
Obwieszczenia GUS
2016-01-25 12:54:34
2016-01-25 14:26:05
66
2020-09-15 12:44:13
2016-01-25 14:26:05
0
2016-01-25 12:54:34
Teresa Tońska
Tońska Teresa
1
22
16202
Komunikat - Inkubator
2016-01-04 15:40:21
2016-01-04 15:41:17
66
2016-02-04 00:00:00
2016-01-04 15:41:17
0
2016-01-04 15:40:21
Teresa Tońska
Tońska Teresa
1
22
16198
Komunikat - X sesja Rady Gminy
2015-12-15 07:51:10
2015-12-15 07:51:42
66
2016-01-25 14:26:18
2015-12-15 07:51:42
0
2015-12-15 07:51:11
Teresa Tońska
Tońska Teresa
1
22
16190
Grafik posiedzeń Komisji Rady w m-cu XII.2015r.
2015-12-04 12:39:23
2015-12-15 07:50:51
66
2016-01-25 14:26:31
2015-12-15 07:50:51
0
2015-12-04 12:39:23
Teresa Tońska
Tońska Teresa
2
22
16196
OBWIESZCZENIE Wójta Gminy Platerówka o wyłożeniu do publicznego wglądu dokumentacji miejscowego planu zagospodarowania przestrzennego terenu górniczego „Bukowa Góra” w gminie Platerówka
2015-12-08 10:20:17
2015-12-08 10:21:07
66
2016-11-23 12:12:54
2015-12-08 10:21:07
0
2015-12-08 10:20:17
Teresa Tońska
Tońska Teresa
1
22
16164
Komunikat o IX sesja Rady Gminy w Platerówce
2015-11-16 10:58:03
2015-11-30 11:05:06
66
2016-01-25 14:26:35
2015-11-30 11:05:06
0
2015-11-16 10:58:03
Teresa Tońska
Tońska Teresa
1
22
16171
Obwieszczenie Zarządu Woj. Dolnośląskiego dot. uchwał podjętych przez Sejmik Woj. Dolnośląskiego i możliwości zapoznania się z ich treścią
2015-11-25 13:44:52
2015-11-25 13:47:14
66
2020-09-15 12:44:13
2015-11-25 13:47:14
0
2015-11-12 13:44:52
Teresa Tońska
Tońska Teresa
1
22
16163
Obwieszczenie o wszczęciu postępowania administracyjnego w sprawie przebudowy i rozbudowy budynku Szkoły Podstawowej w Platerówce
2015-11-16 09:39:47
2015-11-16 09:41:31
66
2016-11-23 12:13:03
2015-11-16 09:41:31
0
2015-11-12 09:39:47
Teresa Tońska
Tońska Teresa
1
22
16153
Grafik posiedzeń Rady w m-cu XI 2015r.
2015-10-28 08:25:03
2015-10-28 08:27:43
66
2015-11-30 00:00:00
2015-10-28 08:27:43
0
2015-10-28 08:25:07
Teresa Tońska
Tońska Teresa
3
22
16152
Informacja Urzędu Skarbowego - Narodowa Loteria Paragonowa
<p style="text-align: center;"><img src="ugplaterowka/Download/get/id,14403.json" alt="" width="468" height="60" /></p>
2015-10-23 13:33:44
2015-10-23 13:47:19
66
2020-09-15 12:44:13
2015-10-23 13:47:19
0
2015-10-23 13:33:46
Teresa Tońska
Tońska Teresa
6
22
16125
Komunikat o VIII sesji Rady Gminy w dniu 30.09.2015r.
2015-09-28 09:57:53
2015-09-28 09:58:42
66
2015-10-09 11:23:04
2015-09-28 09:58:42
0
2015-09-28 09:57:53
Teresa Tońska
Tońska Teresa
1
22
16122
Obwieszczenie dot . uchylenia zarządzenia w spr. ograniczenia poboru wody z gminnej sieci wodociągowej
2015-09-24 09:39:18
2015-09-24 09:40:44
66
2016-03-10 13:06:06
2015-09-24 09:40:44
0
2015-09-24 09:39:18
Teresa Tońska
Tońska Teresa
1
22
16107
Informacja o obowiązku o przyłączeniu nieruchomości do sieci kanalizacji sanitarnej
2015-09-01 11:43:07
2015-09-01 12:26:15
66
2020-09-15 12:44:13
2015-09-01 12:26:15
0
2015-09-01 11:43:07
Teresa Tońska
Tońska Teresa
2
22
16091
Komunikat o sesji Rady Gminy w dniu 26.08.2015r.
2015-08-19 07:44:46
2015-08-19 07:45:30
66
2015-10-09 11:22:57
2015-08-19 07:45:30
0
2015-08-19 07:44:47
Teresa Tońska
Tońska Teresa
1
22
16090
Grafik posiedzeń Rady Gminy w m-cu sierpniu 2015r.
2015-08-19 07:43:33
2015-08-19 07:44:42
66
2015-08-31 00:00:00
2015-08-19 07:44:42
0
2015-08-19 07:43:34
Teresa Tońska
Tońska Teresa
1
22
16089
Obwieszczenie Marszałka Woj. Dolnośl. z dn.23.07.2015r. o przystąpieniu do opracow.planu zagosp.przestrz.wojew.dolnośląskiego
2015-08-18 07:58:36
2015-08-18 08:00:53
66
2016-03-10 13:06:48
2015-08-18 08:00:53
0
2015-08-18 07:58:36
Teresa Tońska
Tońska Teresa
1
22
16079
Obwieszczenie Zarządu Województwa Dolnośląskiego o opracowaniu i możliwości zapoznania się z projektami
<p style="text-align: center;"><strong>Obwieszczenie</strong></p>
<p>Zarząd Województwa Dolnośląskiego zawiadamia o opracowaniu i możliwościn zapoznania się z niżej wymienionymi projektami:</p>
<p>- programu ochrony powietrza dla strefy dolnośląskiej z uwagi na przekroczenie poziomu docelowego arsenu w powietrzu;</p>
<p>- zmiany Uchwały nr XLVI/1514/14 Sejmiku Województwa Dolnośląskiego z dnia 12 lutego 2014 roku w sprawie uchwalenia Programu ochrony powietrza dla województwa dolnośląskiego;</p>
<p>- planu działań krótkoterminowych z uwagi na występowanie ryzyka wystąpienia przekroczenia poziomu substancji w powietrzu;</p>
<p>- programu ochrony powietrza dla strefy miasto Legnica z uwagi na przekroczenie poziomu docelowego arsenu i ozonu w powietrzu.</p>
2015-07-13 10:07:40
2015-07-14 07:57:41
66
2016-03-10 13:06:43
2015-07-14 07:57:41
0
2015-07-13 10:07:41
Teresa Tońska
Bartosz Torba
2
22
16069
Dni otwarte w ZGiUK Lubań
2015-06-26 12:18:48
2015-06-26 12:19:32
66
2016-01-25 14:26:53
2015-06-26 12:19:32
0
2015-06-26 12:18:49
Teresa Tońska
Tońska Teresa
2
22
16068
Konkurs otwarty Modernizacja Roku 2014
2015-06-26 12:16:23
2015-06-26 12:18:44
66
2016-01-25 14:27:10
2015-06-26 12:18:44
0
2015-06-26 12:16:24
Teresa Tońska
Tońska Teresa
1
22
16062
VI Sesja Rady Gminy w Platerówce
2015-06-10 09:33:13
2015-06-10 09:33:34
66
2015-10-09 11:23:19
2015-06-10 09:33:34
0
2015-06-10 09:33:13
Teresa Tońska
Tońska Teresa
1
22
16027
Posiedzenia Komisji Rady w m-cu maju 2015r.
2015-05-08 11:10:55
2015-05-08 11:11:49
66
2015-05-31 00:00:00
2015-05-08 11:10:55
17
2015-05-08 11:10:55
Teresa Tońska
1
22
16005
V SESJA RADY GMINY
2015-04-16 12:05:33
2015-05-08 11:10:44
66
2015-05-08 11:01:22
2015-04-16 12:05:33
19
2015-04-16 12:05:33
Teresa Tońska
1
22
15995
Posiedzenia Komisji Rady w m-cu 04.2015r.
2015-04-02 10:47:20
2015-05-08 11:10:50
66
2015-05-08 11:01:28
2015-04-02 10:47:20
26
2015-04-02 10:47:20
Teresa Tońska
1
22
15986
Informacja o nowych dowodach osobistych
2015-03-11 09:45:38
2015-03-11 09:48:12
66
2020-09-15 12:43:08
2015-03-11 09:45:38
49
2015-03-11 09:45:38
Teresa Tońska
1
22
15985
Ogłoszenie o zebraniu wiejskim sołectwa Zalipie
2015-03-11 09:44:57
2015-03-11 11:51:54
66
2015-03-23 00:00:00
2015-03-11 09:44:57
26
2015-03-11 09:44:57
Teresa Tońska
1
22
15984
Ogłoszenie o zebraniu wiejskim sołectwa Przylasek
2015-03-11 09:44:24
2015-03-11 11:52:10
66
2015-03-23 00:00:00
2015-03-11 09:44:24
23
2015-03-11 09:44:24
Teresa Tońska
1
22
15983
Ogłoszenie o zebraniu wiejskim sołectwa Włosień
2015-03-11 09:43:26
2015-03-11 11:52:26
66
2015-03-23 00:00:00
2015-03-11 09:43:26
27
2015-03-11 09:43:26
Teresa Tońska
1
22
15982
Ogłoszenie o zebraniu wiejskim sołectwa Platerówka
2015-03-11 09:42:10
2015-03-11 11:52:43
66
2015-03-23 00:00:00
2015-03-11 09:42:10
28
2015-03-11 09:42:10
Teresa Tońska
1
22
15951
Posiedzenia Komisji i Rady w m-cu lutym 2015 roku
2015-02-03 11:31:23
2015-02-03 11:32:26
66
2015-02-28 00:00:00
2015-02-03 11:31:23
26
2015-02-03 11:31:23
Teresa Tońska
1
22
15945
Komunikat - sesja Rady Gminy
2015-01-22 10:49:02
2015-01-22 10:50:00
66
2015-01-28 00:00:00
2015-01-22 10:49:02
21
2015-01-22 10:49:02
Teresa Tońska
1
22
15919
Komunikat o posiedzeniach Komisji Rady w m-cu 01.2015r.
2015-01-13 08:44:15
2015-01-22 10:51:09
66
2015-01-22 10:41:47
2015-01-13 08:44:15
18
2015-01-13 08:44:15
Teresa Tońska
1
22
15884
Godziny urzędowania Urzędu Gminy w okresie świątecznym
<p style="text-align:center;"><span style="font-size:small;"><span style="color:#99cc00;"><span style="text-decoration:underline;"><strong>Informacja</strong></span></span></span></p><p style="text-align:center;"><strong><span style="font-size:small;">W dniu 24.12.2014 r. Urząd Gminy czynny od godziny 7:00 do godziny 11:00</span></strong></p><p style="text-align:center;"><span style="font-size:small;">W dniu 29.12.2014 r. Urząd Gminy czynny od godziny 8:00 do godziny 16:00.</span></p><p style="text-align:center;"><span style="font-size:small;">W dniu 30.12.2014 r. Urząd Gminy czynny od godziny 07:00 do godziny 15:00.</span></p><p style="text-align:center;"><strong><span style="font-size:small;">W dniu 31.12.2014 r. Urząd Gminy czynny od godziny 07:00 do godziny 12:00.</span></strong></p><p style="text-align:center;"><span style="font-size:small;"><strong>W dniu 02.01.2015 r. Urząd Gminy będzie nieczynny.</strong> </span></p>
2014-12-22 13:07:49
2014-12-22 13:12:50
66
2015-01-05 00:00:00
2014-12-22 13:07:49
29
2014-12-22 13:07:49
Teresa Tońska
1
22
15883
Obwieszczenie Wójta Gminy o wyłożeniu do publicznego wglądu i publikacji na stronie internetowej Urzędu dokumentacji projektu zmiany studium uwarunkowań i kierunków zagospodarowania przestrzennego gminy Platerówka dla obszarów położonych w obrębie Włosień
2014-12-17 13:59:25
2014-12-17 14:03:25
66
2016-03-10 13:06:32
2014-12-17 13:59:25
73
2014-12-17 13:59:25
Teresa Tońska
1
22
15873
Sesja Rady Gminy
2014-11-07 13:06:14
2014-11-07 13:06:52
66
2014-11-12 00:00:00
2014-11-07 13:06:14
33
2014-11-07 13:06:14
Teresa Tońska
1
22
15871
Komunikat Agencji Rynku Rolnego
2014-10-30 10:46:42
2015-01-22 10:52:57
66
2015-01-22 10:43:35
2014-10-30 10:46:42
48
2014-10-30 10:46:42
Teresa Tońska
1
22
15849
Ogłoszenie - Spotkanie z przedst. Agencji Restrukturyzacji i Modernizacji Rolnictwa
2014-10-02 11:43:10
2014-10-29 12:45:42
66
2014-10-29 12:36:21
2014-10-02 11:43:10
36
2014-10-02 11:43:10
Teresa Tońska
1
22
15841
KOMUNIKAT POWIATOWEGO INSPEKTORA NADZORU BUDOWLANEGO W LUBANIU
2014-09-17 14:09:28
2014-09-17 14:13:59
66
2020-09-15 12:44:13
2014-09-17 14:09:28
94
2014-09-17 14:09:28
Teresa Tońska
1
22
15817
Ogłoszenie Wójta Gminy Platerówka o przystąpieniu do sporządzenia zmian studium uwarunkowań i kierunków zagospodarowania przestrzennego dla obszarów położonych w obrębie Włosień oraz miejscowegoplanu zagospodarowania przestrzennego obszrów położonych w obrębie Włosień, w gminie Platerówka
<p> </p>
2014-07-30 10:39:03
2014-07-30 10:45:08
66
2016-03-10 13:06:23
2014-07-30 10:39:03
84
2014-07-30 10:39:03
Teresa Tońska
Marek Jurczenko
1
22
15798
Sesja Rady Gminy
2014-06-17 10:20:31
2014-09-17 14:11:36
66
2014-09-17 14:02:16
2014-06-17 10:20:31
51
2014-06-17 10:20:31
Teresa Tońska
1
22
15789
Grafik posiedzeń Komisji Rady m-c 06.2014r.
2014-06-03 11:34:12
2014-06-17 10:21:24
66
2014-06-18 00:00:00
2014-06-03 11:34:12
35
2014-06-03 11:34:12
Teresa Tońska
1
22
15753
Komunikat dot. pracy Urzędu w Wielki Piątek
2014-04-16 08:49:35
2014-05-06 12:18:37
66
2014-05-06 12:09:25
2014-04-16 08:49:35
44
2014-04-16 08:49:35
Teresa Tońska
1
22
15743
Apel Starosty Lubańskiego
2014-03-20 09:05:02
2014-03-20 09:05:48
66
2020-09-15 12:44:13
2014-03-20 09:05:02
98
2014-03-20 09:05:02
Teresa Tońska
1
22
15740
Komunikat Agencji Nieruchomości Rolnych
2014-03-14 08:19:11
2014-03-14 08:20:25
66
2020-09-15 12:43:00
2014-03-14 08:19:11
89
2014-03-14 08:19:11
Teresa Tońska
1
22
15725
Komunikat GUS dot. badań rolnych w 2014 roku
2014-03-03 10:04:28
2015-01-22 10:51:39
66
2015-01-22 10:42:17
2014-03-03 10:04:28
58
2014-03-03 10:04:28
Teresa Tońska
1
22
15724
Nadzwyczajna sesja Rady Gminy Platerówka
2014-02-21 08:54:14
2014-02-24 12:16:48
66
2014-02-25 00:00:00
2014-02-21 08:54:14
65
2014-02-21 08:54:14
Teresa Tońska
1
22
15699
Sesja Rady Gminy
2014-01-27 10:24:38
2014-01-27 10:25:19
66
2014-01-29 00:00:00
2014-01-27 10:24:38
55
2014-01-27 10:24:38
Teresa Tońska
1
22
15689
Ogłoszenie Ministra Infrastruktury i Rozwoju z dnia 19 grudnia 2013r.
2014-01-02 07:44:41
2014-01-02 07:52:03
66
2014-02-05 00:00:00
2014-01-02 07:44:41
60
2014-01-02 07:44:41
Teresa Tońska
1
22
15685
Grafik posiedzeń Rady Gminy w m-cu grudniu 2013 r.
2013-12-12 10:48:36
2014-01-02 07:44:41
66
2014-01-02 07:35:36
2013-12-12 10:48:36
66
2013-12-12 10:48:36
Teresa Tońska
1
22
15662
Sesja Rady Gminy
2013-11-26 12:45:52
2013-12-12 10:48:19
66
2013-12-12 10:39:15
2013-11-26 12:45:52
72
2013-11-26 12:45:52
Teresa Tońska
1
22
15652
Grafik posiedzeń Rady - 26.11.-04.12.2013r.
2013-11-22 10:08:20
2013-11-22 10:09:31
66
2013-12-04 00:00:00
2013-11-22 10:08:20
65
2013-11-22 10:08:20
Teresa Tońska
1
22
15641
Sesja Rady Gminy
2013-11-12 13:54:09
2013-11-12 13:55:50
66
2013-11-18 00:00:00
2013-11-12 13:54:09
56
2013-11-12 13:54:09
Teresa Tońska
1
22
15640
Grafik posiedzeń Rady Gminy m-c XI.2013r.
2013-11-08 14:30:14
2013-11-12 13:56:07
66
2013-11-18 00:00:00
2013-11-08 14:30:14
48
2013-11-08 14:30:14
Teresa Tońska
1
22
15630
Komunikat o sesji Rady Gminy
2013-11-05 10:23:38
2013-11-05 10:24:26
66
2013-11-07 00:00:00
2013-11-05 10:23:38
43
2013-11-05 10:23:38
Teresa Tońska
1
22
15610
Ogłoszenie o wyłożeniu do publicznego wglądu projektu m.p.z.p. terenu górniczego "Liściasta Góra"
2013-09-25 07:55:40
2014-01-27 10:26:25
66
2014-01-28 00:00:00
2013-09-25 07:55:40
56
2013-09-25 07:55:40
Teresa Tońska
1
22
15608
Komunikat o sesji Rady Gminy
2013-09-18 11:59:46
2013-11-05 10:23:34
66
2013-11-05 10:14:33
2013-09-18 11:59:46
36
2013-09-18 11:59:46
Teresa Tońska
1
22
15607
Podanie do wiadomości publicznej decyzji o ustaleniu lokalizacji inwestycji - Odbudowa koryta cieku Włosienica
2013-09-13 14:31:09
2013-09-13 14:37:51
66
2016-03-10 13:05:31
2013-09-13 14:31:09
118
2013-09-13 14:31:09
Teresa Tońska
1
22
15605
O B W I E S Z C Z E N I E o wydaniu decyzji kończącej postępowanie administracyjne dla zadania odbudowa koryta cieku Włosienica
2013-09-13 12:46:19
2013-09-13 12:49:01
66
2016-03-10 13:04:14
2013-09-13 12:46:19
106
2013-09-13 12:46:19
Teresa Tońska
1
22
15602
Grafik posiedzeń Komisji Rady w m-cu wrześniu 2013r.
2013-09-12 11:20:18
2013-09-12 11:21:11
66
2013-09-30 00:00:00
2013-09-12 11:20:18
34
2013-09-12 11:20:18
Teresa Tońska
1
22
15596
Ogłoszenie o wyłożeniu do publicznego wglądu projektu m.p.z.p. terenu górniczego "Liściasta Góra"
2013-09-11 14:27:36
2013-09-25 07:55:37
66
2013-09-25 07:46:43
2013-09-11 14:27:36
124
2013-09-11 14:27:36
Teresa Tońska
1
22
15574
Komunikat o sesji nadzwyczajnej Rady Gminy
2013-08-27 07:34:34
2013-08-27 07:35:54
66
2013-08-29 00:00:00
2013-08-27 07:34:34
31
2013-08-27 07:34:34
Teresa Tońska
1
22
15572
Obwieszczenie o wszczęciu postępowania w sprawie ustalenia lokalizacji inwestycji celu publicznego polegającej na odbudowie koryta cieku Włosienica w km 7,80 ÷ 18,08, w granicach obrębów Włosień, Platerówka i Zalipie, w gminie Platerówka w granicach działek nr 226/1, 226/2, 226/3, 226/4, 560, 650/3, 660, 833, 19, 654, 83/2 – obręb Włosień, 309, 333, 359, 366, 428, 430, 515, 283, 350 – obręb Platerówka, 167, 169, 225, 246, 268, 215/8, 247, 272, 273, 172, 177, 184, 216 – obręb Zalipie.
2013-08-14 08:41:37
2013-08-14 08:50:41
66
2013-08-30 00:00:00
2013-08-14 08:41:37
39
2013-08-14 08:41:37
Teresa Tońska
1
22
15571
Bezpłatne badania mammograficzne w Platerówce
<p><strong><span style="font-size:small;"><span style="font-family:'times new roman', times;">MEDICA ZAPRASZA NA BEZPŁATNĄ MAMMOGRAFIĘ, KOBIETY W WIEKU 50-69 LAT, KTÓRE W CIĄGU OSTATNICH DWÓCH LAT NIE KORZYSTAŁY Z PROFILAKTYKI W TYM ZAKRESIE. </span></span></strong></p> <p><strong><span style="font-size:medium;"><span style="font-family:'times new roman', times;">Badania odbędą się w: </span></span></strong></p> <p><span style="font-size:medium;"><span style="font-family:'times new roman', times;"><strong>Platerówce, w dniu 30 sierpnia 2013 r. (piątek), przy </strong><strong>Urzędzie Gminy, ul. Platerówka 20, w godzinach od 9.00 do 13.00. </strong></span></span></p><p><span style="font-size:small;"><span style="font-family:'times new roman', times;"><strong><span style="font-size:medium;">ZAPISY 42 254 64 10 lub 517 544 004.</span></strong><strong> </strong></span></span></p> <p><strong><span style="font-size:small;"><span style="font-family:'times new roman', times;"> </span></span></strong></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;"><strong>Medica Nowoczesna Diagnostyka Obrazowa </strong>jest świadczeniodawcą z ramienia NFZ i zgodnie z wytycznymi Ministerstwa Zdrowia realizuje Narodowy Program Zwalczania Chorób Nowotworowych <br />w zakresie mammografii. Bezpłatne badania mammograficzne skierowane są do kobiet w wieku od 50 do 69 roku życia (w roku 2012 objęte są roczniki od 1943 do 1962), które w ciągu ostatnich 2 lat <br />nie korzystały z bezpłatnej profilaktyki. Programem nie mogą być objęte kobiety, u których wcześniej w piersiach zdiagnozowano zmiany nowotworowe o charakterze złośliwym.</span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;"><strong>Kobiety w wieku od 40 lat</strong>, mogą skorzystać z badania płatnego, przy czym w tym przypadku konieczne jest skierowanie od lekarza.</span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;">Badanie mammograficzne należy powtarzać co 2 lata, w przypadku braku wykazania zmian złośliwych.</span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;"><strong>Medica</strong> wykonuje badania w nowoczesnej technologii cyfrowej, której zaletą jest:</span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;">ü zmniejszenie dawki napromieniowania, wysoka jakość zdjęć, możliwość sprawdzenia przez technika poprawności wykonania zdjęć na monitorze w trakcie badania, w celu wyeliminowania powtórnych wezwań, archiwizacja badań w systemie informatycznym, pozwalająca na porównanie wyników badań i tym samym prowadzenie dokładnej dokumentacji każdej pacjentki w sposób ciągły.</span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;">Posiadamy Certyfikat <strong>ISO </strong>EN PN 9001-2009 oraz certyfikat jakości potwierdzający wymagany sprzęt i bezpieczeństwo badań <strong>„Pracownia ze sprawdzoną jakością”.</strong></span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;"> </span></span></p> <p><span style="font-size:small;"><span style="font-family:'times new roman', times;">Więcej informacji na stronie: <a href="http://www.salvemedica.pl/">www.salvemedica.pl</a>; <a href="http://www.salvemedica.pl/centrum-nowoczesnej-diagnostyki/mammografia.html">http://www.salvemedica.pl/centrum-nowoczesnej-diagnostyki/mammografia.html</a></span></span></p>
2013-08-12 13:31:57
2013-08-12 13:38:15
66
2013-08-31 00:00:00
2013-08-12 13:31:57
42
2013-08-12 13:31:57
Teresa Tońska
1
22
15570
Ogłoszenie o rozpoczęciu konsultacji społecznych projektu Strategii Zintegrowanych Inwestycji Terytorialnych dla Zachodniego Obszaru Integracji.
<p><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;"> Szanowni Państwo,</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">Informujemy, że w ramach porozumienia samorządów Zachodniego Obszaru</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">Integracji opracowano projekt Strategii Zintegrowanych Inwestycji</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">Terytorialnych dla Zachodniego Obszaru Integracji. W celu opracowania</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">ostatecznej wersji strategii dokument poddany zostaje konsultacjom</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">społecznym.</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">Uwagi i opinie dotyczące przedłożonego dokumentu można przesyłać do 10</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">września 2013 r. na adres: </span><a href="mailto:przenios%C5%82o@um.boleslawiec.pl" style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">przeniosło@um.boleslawiec.pl</a><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">. W przypadku</span><br style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;" /><span style="font-family:tahoma, arial, helvetica, sans-serif;font-size:12px;">pytań proszę o kontakt z p. Moniką Przeniosło - tel. 607-89-04-05.</span></p>
<br /><br />
2013-08-12 13:26:15
2013-08-12 13:31:46
66
2013-09-12 00:00:00
2013-08-12 13:26:15
39
2013-08-12 13:26:15
Teresa Tońska
1
22
15566
Obwieszczenie Wójta Gminy o wydaniu decyzji środowiskowej na realizację zadania p.n. "Włosienica - odbudowa koryta cieku gm.Platerówka"
2013-07-10 11:08:39
2013-07-10 11:29:48
66
2016-03-10 13:05:38
2013-07-10 11:08:39
197
2013-07-10 11:08:39
Teresa Tońska
1
22
15531
Sesja Rady Gminy
2013-06-14 10:43:13
2013-06-27 10:33:31
66
2013-06-27 10:25:46
2013-06-14 10:43:13
38
2013-06-14 10:43:13
Teresa Tońska
1
22
15493
Grafik posiedzeń Komisji Rady m-c 06.2013r.
2013-06-06 13:59:02
2013-06-27 10:33:34
66
2013-06-27 10:25:49
2013-06-06 13:59:02
44
2013-06-06 13:59:02
Teresa Tońska
1
22
15404
Sesja Rady Gminy
2013-01-24 12:27:53
2013-01-24 12:28:40
66
2013-01-25 00:00:00
2013-01-24 12:27:53
64
2013-01-24 12:27:53
Teresa Tońska
1
22
15403
Sesja Rady Gminy
2013-01-17 08:20:12
2014-06-17 10:24:13
66
2014-06-18 00:00:00
2013-01-17 08:20:12
19
2013-01-17 08:20:12
Teresa Tońska
1
22
15400
Grafik posiedzeń Komisji Rady w m-cu styczniu 2013r.
2013-01-15 11:22:01
2013-01-15 11:22:51
66
2013-01-31 00:00:00
2013-01-15 11:22:01
72
2013-01-15 11:22:01
Teresa Tońska
1
22
15386
Sesja zwyczajna Rady Gminy
2012-12-12 13:18:53
2012-12-12 13:19:34
66
2012-12-20 00:00:00
2012-12-12 13:18:53
51
2012-12-12 13:18:53
Teresa Tońska
1
22
15367
Sesja zwyczajna Rady Gminy
2012-11-09 11:10:34
2012-12-12 13:18:50
66
2012-12-12 00:00:00
2012-11-09 11:10:34
68
2012-11-09 11:10:34
Teresa Tońska
1
22
15355
Nadzwyczajna sesja Rady Gminy
2012-10-23 08:49:41
2012-10-23 08:50:28
66
2012-10-29 00:00:00
2012-10-23 08:49:41
53
2012-10-23 08:49:41
Teresa Tońska
1
22
15339
Komunikat o sesji Rady Gminy
2012-09-19 09:49:50
2012-09-25 10:45:30
66
2012-09-26 00:00:00
2012-09-19 09:49:50
55
2012-09-19 09:49:50
Teresa Tońska
1
22
15333
Grafik posiedzeń Rady w m-cu wrześniu 2012r.
2012-09-13 10:37:18
2012-09-13 10:38:09
66
2012-09-30 00:00:00
2012-09-13 10:37:18
53
2012-09-13 10:37:18
Teresa Tońska
1
22
15329
Dożynki gminne 2012 rok
2012-09-03 12:42:34
2012-09-13 10:36:51
66
2012-09-14 00:00:00
2012-09-03 12:42:34
79
2012-09-03 12:42:34
Teresa Tońska
1
22
15328
Sesja nadzwyczajna Rady Gminy w Platerówce
2012-08-30 08:37:34
2012-09-13 10:37:08
66
2012-09-14 00:00:00
2012-08-30 08:37:34
73
2012-08-30 08:37:34
Teresa Tońska
1
22
15318
Obwieszczenie dot. postępowania administracyjnego w spr. wydania decyzji środowiskowej dot. linii napowietrznej 110 kV S-307 relacji Luban- Mikułowa do pracy w tem. +80 st.C
2012-07-27 12:40:43
2012-07-27 12:45:10
66
2012-07-31 00:00:00
2012-07-27 12:40:43
56
2012-07-27 12:40:43
Teresa Tońska
1
22
15302
Zaproszenie na konsultacje społeczne dot. zadania pn. "Włosienica - odbudowa koryta cieku gm. Platerówka"
2012-07-23 11:11:37
2012-07-27 12:46:05
66
2012-08-01 00:00:00
2012-07-23 11:11:37
53
2012-07-23 11:11:37
Teresa Tońska
1
22
15300
Nadzwyczajna sesja Rady Gminy
2012-07-18 07:30:27
2012-07-18 07:31:06
66
2012-07-19 00:00:00
2012-07-18 07:30:27
53
2012-07-18 07:30:27
Teresa Tońska
1
22
15299
Nadzwyczajna sesja Rady Gminy
2012-07-13 08:42:50
2012-07-18 07:29:18
66
2012-07-19 00:00:00
2012-07-13 08:42:50
49
2012-07-13 08:42:50
Teresa Tońska
1
22
15295
Nadzwyczajna sesja Rady Gminy
2012-07-10 10:08:41
2012-07-18 07:30:20
66
2012-07-19 00:00:00
2012-07-10 10:08:41
47
2012-07-10 10:08:41
Teresa Tońska
1
22
15292
Ogłoszenie o składaniu wniosków na "Wyprawkę szkolną"
2012-07-05 11:17:19
2012-07-05 11:18:58
66
2012-09-15 00:00:00
2012-07-05 11:17:19
63
2012-07-05 11:17:19
Teresa Tońska
1
22
15280
Grafik posiedzeń Rady
2012-06-05 10:35:41
2012-06-13 09:00:55
66
2012-06-19 00:00:00
2012-06-05 10:35:41
57
2012-06-05 10:35:41
Teresa Tońska
1
22
15277
Zawiadomienie Wójta Gminy Siekierczyn o wszczęciu postępowania i wystąpieniu do organów współdziałających
2012-05-30 10:31:49
2012-05-30 10:33:42
66
2012-06-13 00:00:00
2012-05-30 10:31:49
50
2012-05-30 10:31:49
Teresa Tońska
1
22
15204
Komunikat o sesji Rady Gminy w Platerówce
2012-03-22 09:42:45
2012-04-27 09:05:21
66
2012-04-28 00:00:00
2012-03-22 09:42:45
85
2012-03-22 09:42:45
Teresa Tońska
1
22
14962
Ogłoszenie konkursu na składanie wniosków o przyznanie pomocy na operacje "Odnowa i rozwój wsi"
Ogłoszenie konkursu na składanie wniosków o przyznanie pomocy na operacje "Odnowa i rozwój wsi"
2010-02-04 12:24:24
2010-07-26 09:37:29
66
2010-03-19 12:24:49
2010-02-04 12:58:52
97
2010-02-04 12:24:24
Teresa Tońska
Partnerstwo Izerskie
1
22
14931
Ogłoszenie konkursu na składanie wniosków o przyznanie pomocy z "Odnowy i rozwój wsi"
Ogłoszenie konkursu na składanie wniosków o przyznanie pomocy z "Odnowy i rozwój wsi"
2009-12-04 09:46:58
2010-07-26 09:37:29
66
2010-01-26 09:49:30
2009-12-04 09:49:30
78
2009-12-04 09:46:58
Teresa Tońska
Partnerstwo Izerskie
1
22
14890
Informacja o wyniku przetargu nr 1/09
Informacja o wyniku przetargu nr 1/09
2009-06-09 13:44:25
2011-03-18 08:56:12
66
2011-03-17 00:00:00
2009-06-09 13:44:44
74
2009-06-09 13:44:25
Teresa Tońska
Wójt Gminy
1
22
14876
Ogłoszenie nr 1/09 o przetargu na sprzedaż nieruchomości niezabudowanej
Ogłoszenie nr 1/09 o przetargu na sprzedaż nieruchomości niezabudowanej
2009-05-04 11:58:51
2011-03-18 08:56:17
66
2011-03-17 00:00:00
2009-05-04 11:59:33
76
2009-05-04 11:58:51
Teresa Tońska
Wójt Gminy
1
22
14863
Wykaz nr 3/09 nieruchomości przeznaczonej do sprzedaży
Wykaz nr 3/09 nieruchomości przeznaczonej do sprzedaży
2009-03-11 12:36:08
2011-03-18 08:56:21
66
2011-03-17 00:00:00
2009-03-11 12:36:58
61
2009-03-11 12:36:08
Teresa Tońska
Wójt Gminy
1
22
14861
Wykaz nr 1/09 nieruchomości przeznaczonej do sprzedaży
Wykaz nr 1/09 nieruchomości przeznaczonej do sprzedaży
2009-03-11 12:31:23
2011-03-18 08:56:27
66
2011-03-17 00:00:00
2009-03-11 12:36:58
70
2009-03-11 12:31:23
Teresa Tońska
Wójt Gminy
1
22
14862
Wykaz nr 2/09 nieruchomości przeznaczonej do sprzedaży
Wykaz nr 2/09 nieruchomości przeznaczonej do sprzedaży
2009-03-11 12:35:19
2011-03-18 08:56:23
66
2011-03-17 00:00:00
2009-03-11 12:36:58
71
2009-03-11 12:35:19
Teresa Tońska
Wójt Gminy
1
22
14859
Komunikat o rozstrzygnięciu konkursu ofert na realizacje zadań z zakresu kultury fizycznej oraz porządku publicznego i bezpieczeństwa w 2009 roku
Komunikat o rozstrzygnięciu konkursu ofert na realizacje zadań z zakresu kultury fizycznej oraz porządku publicznego i bezpieczeństwa w 2009 roku
2009-02-24 10:51:39
2010-07-26 09:37:29
66
2009-03-24 10:51:10
2009-02-24 10:53:10
74
2009-02-24 10:51:10
Teresa Tońska
Wójt Gminy
1
22
14851
Obwieszczenie o wszczęciu postępowania o wydanie decyzji o ustaleniu lokalizacji inwestycji celu publicznego - budowy wieży p.poż.z punktem widokowym w obrebie Wielkiego Lasu Lubańskiego
Obwieszczenie o wszczęciu postępowania o wydanie decyzji o ustaleniu lokalizacji inwestycji celu publicznego - budowy wieży p.poż.z punktem widokowym w obrebie Wielkiego Lasu Lubańskiego
2009-01-22 11:57:12
2011-03-18 08:56:31
66
2011-03-17 00:00:00
2009-01-22 11:58:47
80
2009-01-21 11:56:46
Teresa Tońska
Wójt Gminy
1
22
14848
Ogłoszenie konkursu na realizacje zadań z zakresu kultury fizycznej i sportu
Ogłoszenie konkursu na realizacje zadań z zakresu kultury fizycznej i sportu
2009-01-20 08:18:22
2010-07-26 09:37:29
66
2009-02-20 08:05:39
2009-01-20 08:19:02
74
2009-01-20 08:17:59
Teresa Tońska
Wójt Gminy
1
22
14847
Ogloszenie konkursu na realiz. zadań z zakresu porządku publicznego i bezpieczeństwa obywateli
Ogloszenie konkursu na realiz. zadań z zakresu porządku publicznego i bezpieczeństwa obywateli
2009-01-20 08:17:28
2010-07-26 09:37:29
66
2009-02-20 08:05:39
2009-01-20 08:19:02
73
2009-01-20 08:16:59
Teresa Tońska
Wójt Gminy
1
22
14836
Zwiadomienie o wszczęciu postęp. w spr. wydania decyzji o środowiskowych uwarunkowaniach dla planowanej inwestycji
Zwiadomienie o wszczęciu postęp. w spr. wydania decyzji o środowiskowych uwarunkowaniach dla planowanej inwestycji
2009-01-06 13:29:29
2011-03-18 08:56:39
66
2011-03-17 00:00:00
2009-01-06 13:45:45
74
2009-01-06 13:29:29
Teresa Tońska
Wójt Gminy
1
22
14837
Obwiesczenie WG w spr. wyd.deczyji o środowiskowych uwarunkowaniach dla "Eksploatacji i przeróbki Kopaliny ze złoża bazaltu Liściasta Góra"
Obwiesczenie WG w spr. wyd.deczyji o środowiskowych uwarunkowaniach dla "Eksploatacji i przeróbki Kopaliny ze złoża bazaltu Liściasta Góra"
2009-01-06 13:30:55
2011-03-18 08:56:36
66
2011-03-17 00:00:00
2009-01-06 13:45:45
77
2009-01-06 13:30:55
Teresa Tońska
Wójt Gminy
1
22
14835
Zawiadomienie o wszczęciu postepowania w spr. wydania decyzji środowiskowych uwarunkowaniach dla planowanej inwestycji
2009-01-06 13:21:19
2014-06-17 10:23:51
66
2014-06-18 00:00:00
2009-01-06 13:21:19
11
2009-01-06 13:21:19
Teresa Tońska
1
22
14799
Obwieszczenie o przystąpieniu do sporądz. miejsc.planu zagosp.przestrzennego dla wsi Platerówka, Zalipie, Włosień i Przylasek.
Obwieszczenie o przystąpieniu do sporądz. miejsc.planu zagosp.przestrzennego dla wsi Platerówka, Zalipie, Włosień i Przylasek.
2008-07-09 14:31:37
2011-03-18 08:56:50
66
2011-03-17 00:00:00
2008-07-09 14:33:52
71
2008-07-09 14:31:37
Teresa Tońska
Wójt Gminy
1
22
14800
Obwieszczenie o przystąp. do sporządzenia miejsc.planu zagosp.przestrz.dla parku wiatrowego Włosień
Obwieszczenie o przystąp. do sporządzenia miejsc.planu zagosp.przestrz.dla parku wiatrowego Włosień
2008-07-09 14:33:35
2011-03-18 08:56:47
66
2011-03-17 00:00:00
2008-07-09 14:33:52
83
2008-07-09 14:33:35
Teresa Tońska
Wójt Gminy
1
22