| Wersja |
Data zmiany |
Autor |
Opis |
Akcje |
| 26 |
2024-06-27 14:31:46 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1745545/666" style="height: 1080px; width: 800px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1745545/666" style="height: 800px; width: 700px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
  
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
|
Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2024-06-27 14:30:29 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1745545/666" style="height: 990px; width: 700px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1745545/666" style="height: 1080px; width: 800px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
|
Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2024-06-27 14:29:09 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img src="/fobjects/thumbnail/1745545/666" alt="image" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1745545/666" style="height: 990px; width: 700px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
|
Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2024-06-27 14:27:06 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="" 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qdh4rvLm5gjLyRSs2GA6n71AHshNeZ6T4X8XWvxKn1O41EtpJ6KWzvHHy4/z0qP4MvqmqeH5Nc1DVproXTlFhkyRGVOMjnvmofDurahc/HHXtPmvJntYbYNHCWOxfudB070AX/Hvh3xdqviLS7jRL9o7GNl86NWCkYOSeevFWvipqKaX8PrqKaTfPcJ5CKPvMzDAIFYPxc1nUdL1/wAMxWd5NbpNeKsixsRvGRwcda7jXPBlh4g1rTtRvGc/YW3JFn5WPHUfhQBwYT/hDfgUtnfti8nhKogPLMzZA/Kup+FujXOieBrOG8XbPJ+9ZP7ue1aOv+C7PxHqWnXV67eVZNuW3H3GPbNdGE28DpQBIOlFA6UUAFcz468UP4R8NSassHnlZFTZnHXvXTV4r8b9I1ptJn1A6qP7LDov2XZjnnnOeaAPVfD+rf25odrqIiaLz03bCeRWnmvLPh34f8SR6ZpF6+v77ALua2MWcrzxnNR+GfEGpWnxd13QdQunkgnbfaK7ZwBycD0wKAPVt3OAeRS5JrnfG2snQPCOo6hG4SZIiITjo5Bx+tc58LzrM/gObUtWvZZprvfJGJM5jAyMfpmgD0MEkcNx29aXJznPHp3r5/8Ah74x8X65bX2h6ePOuDMXe+uJC3koeMAHr0PetLxNa+MPht5OvprsurWe8JcRTAjGegAycd+e1AHt4PNOrP0XUo9X0i1v4/uzRhsehxyK0KAG80ZNVNU1CLStMub+4J8m3jaRgByQBmvJNIufF/xNlnvYdRfSNFVyIHjX5pMceo460Aeyhs89j0o3ZzXjF9rfiz4ba9ZQarejU9IupBH57rhgf1xXpniG8f8A4Q7UL2zl2P8AZHkicdjtyDQBt5OKOc8nivBvAPijxf4s0V9DsW2PG5FxqcrliASeFB78jvVrVpvFvwu1PTrifV31bS7yURy+cPmQ9+pPSgD3DPHWjNc34l8VW/h/wnLrrYeHYDEp43Ejj864bS9B8ceM9OGq6jr76WJPnt4LdP4e27BFAHr2eKTnPWvKfB/i7XbHxtN4P8Ryxzy4JtplGC4HPP5Gr/xm1jUdD8HC8065aCX7RGpZTgkZoA9HBPrzRmvFlh8d/EDSbTVbK6OlQRxqscQlKmXHVmPGOQa7bxUfF6W2mWfh0QiWRttxPLyFXHX60AdmT3zQTxwa8h1nwh4z0XTbrWbbxVPdTwoZWtnQhSMZIHzV1Hwy8Xv4x8MC4uABewN5VwoGADzj9KAO1DZJ9uDS5ryvxf4z1y+8WR+EPDARLps+fcP/AAccgfgOtRXui/EDwrYLe6frB1UoQZYJI8nHfHJoA7fxvba3d+FruLQJmi1Er+7ZWCn8zVbwVaeIbbwkIddneTUip+d3DEHHHIqLxnq1/ZfDLUNUiJt72O0EuP7rccUnw81a91b4eWWoXcu+4aEsWx35oAzPAVh4ytde1aTxFcyyWjP/AKMHkDDqegHTtXoi15d8LfEura94j8T2+oXIljtJlWJdv3clv8K9SA/KgBaKKKAEPTioLi6jtrd7iaRY4Y1LMzelTmvK/jlrM+m+FLewtpCj6hN5JKjnA5/CgChffFDxB4k1h9M8EaYJkQkNczD5WHqDkYqyB8WrPbcD7FdEDmBjj/2aus+HPh+18P8AgzT4YIwsksKyynuWIyea3P7d0rzGj+32xkQ4I3jIoAxvBPiq68TWE5vdPmsby2k8qVHHDEAHI9ua6rJxzVSyubK6V5LOWKVd3zNGQeff3rzzxr481VfE0XhTwrHHJqbqGkkYZVAf8KAPTufWgE+teVXukfEXRtLk1G31yG7uIxvktnhGPcA5rovh143XxporzyosV7bv5c6Z7juPbmgDsgxJPpRkkda8s8aeMNeuPHUHhDw08UU7RCWaaQZAX0Hv1q1Zaf8AELSPEGnpNqFvf6ZLIFuSYwGQd8dfzoA9Jz6mlJPavMvjD4r1PwnaaJc6dKE867KyrtyWULnFRJceOfGsKajYNHo+nld0CP8AM8h7E9MA8UAepc55NGT+FeYfD/x3quoa9d+GfEaxjUrcFg6DG5QcdPxFa3xF8ejwfa20NrGs+p3b7IYs9M9CR6UAduS2TzTgSfavKrfSvihPZPqD6raxXUg3LamMFR7Z7flV34dePr7X7+70LXbdYdVtcltowHUHGcflQB6RmiuG+JHjl/B+lwJaIsmo3b+XAhGQp9TWJbW/xNtbKDWJbq1upcB5rDYFBXqQD2P4UAZPgvUbyf46avayXUzQrbOQjNxnK17Vn1/SvAPhjqR1b41aneG1a1d7OTdExyVYMoPP1r03xrqvii0ms7Hwzp6yy3LYe4cZSLjvx7UAdkWx60mc9D+teR6zbfEvQtJm1WPVrW4aFWklh8oYAxk4rsfh94qHi/wtBqBVUnGUmRexBx+uM0AdZk5x0pDjPvXjXiH4k6toHxJn0zaLmBl2QQKvIbtk1t+FrL4hJ4mS91uW3/s6ZWZ4lkyUJ6DFAGTY3d1/w0PfWpuH+zi0DeXnjolewZ6jnHrXjliu79pPUmA6WKk/klaPi/xzqtz4mg8LeEgr3qvi5mZdwjHWgD1PJ654oycVg6rd6tpHhbzYYf7Q1KOMKdi7d7+uBnvXGW+nfEvVbX7Zdala2MhGUt0iB49D05oA9QDZPenjpXlfw+8c63eeJtQ8MeJViN/a9JIlwO3GO/HOa9UHTmgBCcCm5P0HfNObp1xXlev+MdX0D4tabpN1dRDSL1dxBQDaOQOfqKAPUuqjkigE4681jeK9WOieGdQvlcLLFCxjJ5+fBx+tcX8HfG+o+L9K1AarJG1xbygIVXbkEEmgD07J6d6ASPevN/ij4w1LQJ9G0/RJk+33lyFdCm4+X64/Ctfxn4zHgnQLeW4Aur+f93EijHmPx2/EUAdjnNL+P515XZQ/FDVLL+0Df2Vq8i74rcxA7QeQCan8CfEHUtT1u48OeI7dINVgOAyjAk+goA9LJOetGTnB/OuR+IPjSHwVoJumUPdSnZBH/eb1/DIrltOm+Js2nw6481lKrASfYggXMZ56+uMdqAKWi6pqD/HnWbFr2U2qv8sJPygbR/WvZd3vXgngXVX1/wCMl9fSWZtJtn72Jjkg9K7b4seLdS8Jadp13p0saI84EoZA25cjp6d6APRMnr1pc815dFrnjjxhZRXfh+GDT7PYP3lyMvI3rtI4HWpPh9451XUddv8Aw14jWManaNjfGMK3T/GgD03PHWkyT0Nch4+8bReDNLhdYTPeXT+XbwgfePH+IrnLNfirqFiL/wC12FuzjfHbGIEhewJ+lAHqQz6808dK848A/EC813Vb3Qddt1tdWtPvDoH6dB6816NnigAJwKx/E2tHQNAu78QyzPGnyJGpYljwOlazt8px1x0ryfXfGfibW/G114X8KxW6GzwbmacBhjj1+ooA0/hjoepCKfxNrcsv9oal84ibpGvUcdupr0UcE/z9a4DQZvH1l4ngstd+y3WmSo58+CMLtIHGcdKd4+8ezeHbqz0bSLdbrWL44hjzwv1/MUAd8Dk81znje51q28L3Uugru1BSNg9s8/jiuLurr4q6Rp66lN9hvET55rWKIb9voK6PXvFF/D8NR4htIhbXUkKSiOVd2wnqCDQBc+H93rl34Tt5fEKFNQLPvye2eP0rqM+lcx4D1q98QeD7TUr4obiTduZFwOD6VyV/4/1/xD4gudE8FW0EhtW2zXk3KfhxjvQB6pms3X5pYfD9/LE5SRIWKsp5BrzC78Y+NfA15ayeK4bW60+6kWMywYHlcjJOB716PrU0d14SvJ4Tujlti6EdwRkUAcP8D9W1LWND1eTU7yW6aO+KIZDnau0cCvUuc9sV5B8BWW38L65LKQqLfMxJ7AIK0dI8ca54u8by22gpENAteJbh0B3nn7poA9O5oyeM9a4zx747j8G2kEcNu13qV0cQW4PLep/l+dc6Lj4szWzX6LpscZG9bZgC2PTOOtAHqueOtAJrhPh94/bxU11p1/bi11WzOJos/wCfQ1n6n401jSPi9Y6DclF0i+QLB+7G5n+Xv6ZJoA9KJb6j2pc+9Y3irWP7A8L6hqYPNtHuHGcHIA4/GuX+FHjW98Y6BLNqZj+2RSEEIoUbeMcfnQB6DnHegkg/1rzr4h+MdU0HXdE0jR9jXOoORtdN2eQPw61seLvEmq6DYWC6dpD6je3bCMquQEO0nJ4PcUAdbk5oznpXlN7e/FXT7CXUZ00xoYlMskS4JCgZ44rp/APjEeOPDJvowsN2hKSx9dp5wfxxQBxmr6hqGp/HPTLOxupTbWmTdKp+VBg9fzFO8S6hf6j8bNO0vTbqRo4IVedEb5VxnOfQ8V1Xg/wNN4dbVb66uRc6pqDszTEcgY4X9Aad4K8Dv4euL7U9QmW51a+kLSzY6DsB+ZoA7Rc55p1IBiloAKQ9KWkPSgDybVfidriePr3w1pOlJdPbsFGSBn5QepPvVu6+IHirRIxc6x4Um+zd/s8qsw9+M8VzehDP7RmvEn7rL/6Ate3OiOrKyqwYYYEdRQBheF/GOleLbH7Rp84Ljh4m4ZD3GD6Vv8+teCXUH/CBfHaz+wxiLT9T2pszx82N5x9a9f8AFPiiy8K6JLqV2cqB8kY6uewFAG6SeucUbvevJbHxD8TPEkC6npenWFpZSgNHHcON2PXkVp+E/iJd3viaTwx4ishY6qi5UhvlkHtwOvagDtPEWsxaB4evtVmP7u2iLn+Q/U14/wCELfxz8QdPl15fFM1hC85RbdQcLjB49ua6D4y3PiFPDN9FaWsDaS0H+kSs3zj5hwBj6Vznwx1Dxnb+ErCHS9MtpNPacfvnkwdnGeMdcd6AOr8U+IfFeieIfD+l6bbm6gkRUuZzGTuYbQSSOnfrXpEbO0KM3DlQSPevP/GPjTUtC8b+GdGtVj8nUX2zbhkjlRwfxrV+IXiK88MeGH1KyCGVcDLDIA+lAHXZ5wDQDXl1r468SeK9Htj4S05WnKgzXV0uyMN3C5BBp3g/4ianL4pk8LeKrZLbUwMoycK/pjjvnigD08njOTSZOa5vxn4muPDOmwz2mnS311PJ5UUMeeuM84HtXHXGr/FNYX1JdNsUtQhf7OXBkUAZ9M5oA9WznPNGfeuM+HnjpfGulTySW5t721fy7iI8gHn/AANZPj74iy+DvGGjWUoUafcxmS4YJlgMkcfjigD0nOelGcd68vvvFvjfVLaTU/D2jxx6ZGC6m5OJZlHOQpHFb/gDxzH4102dvJaC8tGEdzERwrHP+BoA7HPoaM8V5942+IVxoes2ug6LYfbtUuRwoPCfXg1TtvEfj/SdQtF1zR4Li2uJAhe1bPlZPVsD3oA9NJx1oJ9653xf4usfCGjtfXoZ3JCxQpyXY9vpXHWviT4i6tCb+00G2itHG5IppcPj/vmgD1MGgk1wPgn4jr4l1O60bULP+z9XtvvQMeW9ccCk8X+NdQ8M+NNC07yYzp2ovseQnleQCf1oA7/t15oBqvdXSQWE1yWG1Iy+T06VwHww+Ik/jhr6K5hSKWAhgFP8JOB/KgD0fNGTnr+FcP8AEnxpc+EdNt/sMKS3ly4SNGNXPEXi2bw54bsr6Swku7262pHbxDq5XOOPxoA6wHtnNLz+FeW3Hij4hxWUmp/8I7bR2qLv8gzZkA+m3NdH4B8cweN9KluFhMFzAwSeEnO08/4GgDrs4OPWjPOM815344+I7eDfF+jafPEDp90hkncDLAZI4H5VT1Pxv4vubeTVNE0AHSkyytMcSyKOc7ccUAeoE8e1eZeNPHHiXQvGWn6bpultcWkuN7CJjnn1HA/Gug8BeN7XxtpDzxxmG6gIWeE/wn/INZ3i3xteaD470HQ4baOWPUASzMeRyfb2oA71WJUE9cZxS5rL17XLTw/o8+pXz7YYlyfc9hXnlt458ba7anUdH8ORrYL9zznw0o9QNtAHrGfzpa4TwT8Qk8U3V1p13aNYaraj95bvyccc9vWu7HSgBDwKbu7c049K4Xx74/8A+EUltLCzs2vtUvP9TAvp696AO4zkZB/OqerarbaLpk+oXsmy3hQs7BScAfSvPB4w8dabPayap4cSW1uJVQtC+TECQMkbfej4vavrNt4fu7O10cz2EsDeZdCQ/Jx6Y/rQB6BoutWXiDS4dS06UyWsvKPtIz26H3rQB/OvDfhr4r8TWHhbSdMs/C73VkGKi78wgEFiSfu16H4x8at4XW1ht9Plvr66OIoIwefxFAHX55zg0E46nivKb7xv480ezfVL3wzE9mBuMaTHcg9T8vau38IeKLXxdoMWqWylN3EkZOdp9KAN/J9aM4HWvNvEnxPXwz8QINEvoNti8PmGVeWJ5wAPcgVS1f4geL7KCbV4PDbNpCfMu8lZCv8AeIxxxQB6sD+XajJxxWB4S8UWfi7Q4tSssgMMOh6o3cVkeNviHa+E54LCG2e91OcAx2ydwe9AHbbvejPPvXlN1498baRa/wBpX/hQfYsbmRJCWjHqfl7V2/hbxXZeLdEGpaec4GHjPVG9DQBv57jJoz71wng/x3c+IfFGsaHeWi209hjgPyefpVz4g+M28FeHjqMdulxM0iosZfb16mgDrwTnrQTjnOR7Vi+FNeTxP4atNXSPYLhSdvoQcH+Vc2PH88/xOPhaysRLDGpE8277jAE88fSgCl4g8fa7pfxLtNAt9OMunSmMNKIWJG7qd3TivS9xIyeK8z8Q/EaTR/ifYeGxp0cqy+UpnLfMN/4V6Zt6/wBaADJ9c/SmSTJDGXlkVFHVmOAPxp+3gCub8ZeF5/FWlLp6ahJaQGRTL5Y5ZR1Gc0Act4l+NOi6JqUVlZwyag5fZJJEcKh9Mnr+FelxvviR/wC8AcV8/fGPRdM8O2egaZp9pHCfMVjKqjc2Djk179bA/Zou3yD+VAGR4o8V6b4S0w32oykKeERRlnPoK4ofFTVjbnUF8J3x09eS24btvrjrWH41WfxR8bdJ8PuQbOzRbhkPIYcFgR+Fe0C3jFv9nVQIwu3bjtQBieFPGOmeMNL+2afIQVOJIm+8h96r+MPHem+D7eP7SHnu5jiG2i++/wDhXmPgeYeGfjfrehxKY7a6YpEvQYHzZFWNFgj8V/HPULq8/fQ6aDGiHlQy5AP14oA37j4sX2n28d5f+FL+CzYjMm8HaPU4Fd7ouuWPiHS4tQ06dZIJBkH09iOxqbUrGHUNLuLSeJXhkjKspGRivIfgtM1lP4h0APkwM0iDPrwKAOq1H4j3Emu3WjeHtJl1K4tP9fIHCqp7jnvxW34N8ZWvi6xmeOJ7e6tpPLuIH6o39a4b4PmFPEXi2OTcL77YTLuPX5mxiofBbiL4peKtWhlC6PCmyRgcJ5mFP0zwaAO68eeME8JaL50QWW/mYJbQHne2a2PDtzqF5odpc6nGkd3LGGdEGAuR0rzHwzYT/EPxhL4q1MH+ybRtlhCy4Bx/F79etevrkGgB9NJOfanVFKzJE7Iu5gCQM9T6UAPJoJriPBXjuXxTrGsabc2S2k+ny+XtEm7dyR6D0qb4g+OP+EG0qC8FmLppZRHsMm3Gc89PagDsd3H1pMk9D9ao6RqK6to9tqEYws8YcD0rmLPx3JfeNb/QILDctpEW83f95hnjGPagDtgc/wBM0hPHP5iuP8C+OE8ZpqANr9mmsbgwuhbOevNani7xFH4V8N3WrvH5ghAwm7GSTj+tAG7k0Z4rmvDnih9W8Ipr2o24sUaMyMu7d8oGc9q4xfixq+qXNyfDvhia/soDt88MRuPsMGgC18SPGuseG/Eei2entGIrqRVkDKTnJwe9emjdxzXz1438U2nijxT4cMMcsN5FOontpVwYzmvb/EfiGy8L6LLql+W+zxkD5Bk5PQUAa/40A5ry4fErxPdRm5sPBdzLZ43I7sylh6gba3vAfxBtvGkdxGYGtb62P7yAnOB0oA6HXNe0/wAO6e1/qVx5FurBSxBPJ6dKt2t3FeWsVzA++KVQyN6g14j8bvEWpXGjXOjy6HNFZrMjLfHOw4PTpj9a6DwT431qeHRdLfwpdxWrqkZuyG2qMfe6dKAJ/GPjbV9G+Jmj6JatGLO5hDyAg5JJI9favTs9+a8S+I+P+FzeG8D5vJBzn3avQ/HHjWz8GaWs8q+ddSnbBbg8yGgDqiTng81Xvr6LT7Ka8uJFSGJCzFjjpVDw5qd5qmhQX2oWX2KWVd5i3ZwPyFcHr3xJh1e8uNC0DQ21wods/H7sfjg0AWfAGt+IfF/iC91yWZ4dAVmitoD/AMtOvOPbivSicc15RpfxJHh28s9H1zw62jW8vyxPGMpn8h7ZrsPGfiebw14ZfWbO3W6AwxG/A2kdaAOnyfxpMnjJ59qy/DesL4g8O2WqoqqLmPftDZA59a5RfiUh+Jf/AAijWyrFsP78vzuHbGKAPQAT35+lJn649az9e1aLQtDvdUmXdHaxGQj1xWF8P/Ft14x0R9SuNPNmnmFYxuyHX16CgDrucev0oyfrSYz0qvf3DWdhNcIgdokLBc4zQBZzRznrXlWi/GSHVtLlMelyyat5pjis4MvuA7k44HXtUlh8WLm38RQaX4m0OTShcHEUhYsCT06gUAepZpMnPB/OqGraxaaLo1zqt0x+zQR+YxUZJHt6157/AMLN13UM3GjeEbq7sMblncsm8ew2mgD1IHmlrhvA/wARbbxddXFhNaPY6lb/AOst36j/ADiu5oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWkNAFW3H+kS1aFVbf/j4lq0KAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooADXmvxxMg+G14qjKtJHuPphhXpJOBWJ4n0KDxJ4futKuVBjmQgFugYdCfocUAec+HfD3jyfwrpr2HiqKK3e3QonlqdilRgfd7U6b4Y+KtU17T9S1rXobs2jZB27Tj8FFVPD2ueLfh5ZnRtV0SfU7eEkQy25GSvb14xXS6Z4l8Y6/rtk0Ghmw0lX/0g3DguwwenP07U7gRfGzj4ZXnX78f/AKEK6fwKAPA+j46fZY//AEEVh/F7TrzVfANzaWMDTTO6EKvXhhXQ+Draa08IaVBPGY5Y7aNWU9iFFIDy/wCK2f8AhbPhHaOfJOG9PnNWvj2Jn0zw6kL+WGuyC56A4XGfxqX4kaJqN/8AE/wve2lpJNBFGVdwOFO4nn0rr/iF4Sfxf4Za0glWK7iIkgcjgMMcfpQBzdp4a+Ij6dbNbeLIVjMalVMS4Ax0+7VXSPhl4kXx7Y+Jdb1a3upYH3NsGCwxjHQU3S/HXijwxZQaRrnhi7u5oVEaTWxBDKOBnrXT+F/EHirXdcklu9HGnaOI/l81gZC2R6H0z2oA5z48EHR9FTG7N50/75r0rRABoGngAAC3j4H+6K86+NumXupWOhCytZJ2jvCW8tc7RxXpGko8Wi2SP8rrAgYHscCgDyT4sz3Nn8R/C15pcTXOrRofItf74yc1f1/xj4p1vRX0rTvC19b3848mZ5VXbGDwccnsTWZ8UWnvviToEfh+UvrdspG0DIjySct6da352+KVlC08S6XcuoyY9hBb8d1AHT+AfC58IeEbXSjJ5jpmRyegZuSB+NcF4Pw37QPiUg5AtBz/AN8V13w/8cv4uhvYLq1+z6hYP5dwgPAPPT8jXMeDtL1C2+NviG9ntZUt5LfasjLweV6GgCl8bP8AkZvCf/X8n/oQr2yvHfi7pl9qHiXww1taTSpFdozsikgDI617FQAUUHpTSffigB1FeTWfivWb342T6Na3jPpkUOXjPKqR1+hr1gHJNAC15n8dc/8ACtJv+vqL+temVxvxO0O58ReCLuxs0Ek+RIqnvjNAFzwHgeCNLx08oV538W7C40TxboXiyydlcTLbzbQOFz1/HdirXw/8fX8UWleGbjw5frOGMT3DKRGoBPJyK7fx7oMfiPwhfWjtsZUMqP3DL8wx+VAHC/F3UJddi0Dw3ZH5NWmR5GB5QAjH/oVenQWMem+Hlso8KsNvt49l5P514l8HLHUPEfiaTVtYleb+yolt4lkOQDjHH0217zef8eM/HPlt/KgDx79n9I/sGrSAKJDcMD644rr/AIubD8O9Q8wgdMZ9ecV5J8Kz4k0pNR13S7dLuyWVkuLfIDHHORz710XijWtb+KCWvh/S9Gu7C1eRXnmuVIAA/L3oA9C+FfmH4c6V5ud+xuv+8a7Ks/RNNj0fR7XT4vuwRhc+p7mtCgDhfi3I6fDzUfLYjIAOPTBqX4WRQw/DvSltwPL2MRz33HP610Ov6RFr2h3mmTD5LiMx59MjGa8h8La7r/wzSTQdY0e6vLBGY2slupbAz7Z9aANv47bf+ERtsY8w3A2Z9eK6G53/APCnJN+fM/sjn6+XXDX8Wv8AxY1+xVtNl03Q7KUSE3HDOR7enTtXpviuOK18CatGg2xxWUgUDsApoA84/Z2Vf+Ef1ls5Jul/D5a2Pjpt/wCEIXp5olHl+ucivPfhTf8AiLw9o13q2n2Qv9KebNxBGR5gPqOf6VveILzWfitrOm6dZaVdWGm2kolnluRjPqOcZ6UwF+Jc0q/A/Q0k+8yWxbPqAOtbOnaP8TH0qyNtrmnxwGBCgI5C4GP4a6rxx4RTxD4Ik0W2wHiUGDPqo4FcVovxE1rwrpsek6/4c1Ce5txsEsClg6jp0B7YpAT2HgDxfJ4/sPEmsX9jO1qpU+XkEqQRjoPWrHx9Yf8ACBon966j/nWx4b8a634n11Fj0Gax0tVzJJc8Pn26e3asj472V1feDoY7S3lncXCHbGhY9fagD0LQUWLw5p6oiqPs0fAH+yK5D4h/EM+EZrbTrC2W71O7PyRMTgA8A/nXZaNmPQtPVgQVtowQRyDtFeWfFnw3qy+JtM8WaXbtcm0VY3iUZIAJOcd+tAFrULf4mT6HcXdzd2EETQFntzncoxyPu9aofs+bjpHiDfjf9tG7Hc7TV+48b674y0u40rR/Dl3bXM8Rjea5+VEBGDjOKi+BGmXulaXr1vf28kUovAPnUqHwDkjNAFfwBsuPjZ4xkuMebGQYwe3IHFexkDHPSvGvE2k6x4L+Icvi/TLCS+sbv5rqOP72enT8qval8UNY1m1Wy8NeHr6O/nIUS3EZVI/XqBQB0/xUO34Y69/17EfqKq/C9cfCvT/+vY/1p3xF84fCLVhdEfaPsI8z/f4z+tJ8Mwx+FWnbec2p4796AOS+CZz4q8ZH/pun83r2oV418F7K7tfEXiyS5tpoVkmQoZEK7uW6Z617H0Hc0AOopufevNNa8Y6tb/Fuz8PWjq1o8SvIgBJGepNAHpteNftA2sjaPo96oYx292Wkx2GK0tW8b6xF8YdO8OWex7I4+0KFJIBAOf1rufEugW3ibQrnS7vGyVcAjqG6g0AM8JXsOoeE9LuIHDI1umSOxwOK5PWvhdoCWWoX+2c3TBpN/nMMMefWuO0aXxj8J3exn02TU9FDll8nlvqPStPVvi/Jqulz2Gn+F9TM86FQzIcKffigC38ASx8Janud3K6gygscnG1ayfh1DDcfGXxVcTtm4hnkWLJ52ktkCun+Dfh/U9B8KXKalbm3kubszopOTtKgfh0rm/E+h6p4G+I//CX6RYPd2FwD9oiiGW3H7xx75oA9plCmJwwyNprw/wCDSxQfEXxXDaNutlQbOePvit/UPi59psHt9I0O/kvpV2qGhYKhPrxWh8J/BU3hXRp7vUIwupXjbpAOSqnnaT9aAKPj/wACaxN4kg8V+GpgupRqFkiP8ajoB+tO8OfFOZtaj0DxRpradqDHap/hc/nUrfE680fxFfadrmj3KW6SsILmGFmUpnjOAc1yerXFz8SviNok+naXcw2FiSJbiVCm4ZzkZAoA1vj2BJZeGQfunUfzG2vVtLjVNLtVRAqiJQFHbjtXkvx/jkOk+G4oOZvt21Oe+3itXTfiFe+GtOj0zxNo92t9bwjY8Cl1lGOMEA4NAHJ3s81t+0vGtqMCR4klAH8JQZq94mUX/wC0DocF2AYBGQuenAYj9at/DTSNQ1zxnqHjXU7aSBZQY4UlGDjIwcH6VZ+LPhfVJNV03xZoiSPd2OFkRDzsBJ4+ucUAetEe+BXgd5LPbftKxraZVZGjWQIOChUZz+NddB8ZLFtKWSbSdQF/j5rYQNkt9cYqn8N/Duqaj4sv/GmtwGGS4Bjghk+8F4wT6EYFAGb8RbeK/wDjX4ZtLk5gMIYqx4yCxB/SvbDjA4ryT4xeFr66udN8T6XFLLd2DASonUxg54H1NXbf4stqenRQ6dod5JrMqhRA8ZVUb1JIxgH3oA5nwEqJ8etbCAKotZCR/wACWu98ffEKHwcLa1htzd6pdHEVuP0J9q8++GWk63pvxh1L+2rdluHtHd5AMqCzK20Hp3rS+K2n6np/jbRfFVpZNd21qvlyRqpY5yc8D2NAF/WNS+IV54Q1K4vNK062t3tX8yJnfzFXac+3So/2fh/xR10Rnmfj9am1nx/ceK9BudM8OaPeTXVzAyyGVCixgjkZYDJ+lHwKintPCd5a3NvLFLBcFW3oRk5PT1oAyWt4rj9oTLxq4jUnJHfBr2zpjvXjUVvOPj+8pgm8og4k2Hb0PevZcnA/WgDwq4XU5Pjxrq6RJGl3/Z3DSdhhP1rT+Ck+nr/alpcjbryTkz+b99hxyPam6PHcL+0PqVyYJRC9nt3lDt/g7074jeG9R8O+I4PG3h+Il0YG7ijXJcdM4HXrQB6b4h1218OaLcanenEUQzgfxHsPrXn+i+MvHXiu2N/pWiWdvYlyInndgXHrxmrfjWKf4hfCd306CVJZCkxikUqw28kYNZHhD4kJpPhiDS7nRL8ahbDyxAsLDf75xgUAYvhB9Sk+N922rRRR3hGHEZOM4r30dK8G8K2+u/8AC6J7/WbCS3a6HmKoG5VXGByOO1e8jpQAh6V5N8cNJEuk6brMahZrC4V3k/2M9PzNeskgDmsPxZpEeu+FtQ06YbllhPA9RyP1AoA87+JGuHWfCXhnTlZsa7PFukTsMrn+dU9HsofAPxkttMQbLDUrVYoVH8UgCgn881z3w0t9c13xbpen61BMbLRYmEe9CAjAfLjP0rtPjNZ3dmukeJ9OhaW8sJwqBULEZyecduKYFQxt4n+PbMQGi0KPDA++f/iqr/Ewfa/il4btZjmFJUdQemcjNbvwdsbqaw1HxDqkbDUtSm3O7oVJXA45+lQ/F7wrqN9/Z3iDR4/NvNOlEjRjqwBBH5YNID1IHC4AwOgx2rxPxIkdp+0JoMlsd0kqs0gHrtYYNb+nfGPTm0oPf6dfxagi4eAQMdzD0IHeszwToOp+JfHlx401eza1gXmzhk+8OMZ/ImgCv8ZnNx4u8JWUqZh+2r16EFlyK9nREjjSOPCqihQAO3avMvjN4b1DVtHsdV0pC93ps3nKijk8g5H0xTdL+LcVzo0MCaVfyaxsWPyDGRucDBJbGAM+tAHP+G1x+0J4hCAKvmA8DttFWv2iCf8AhHtLHQGZs/8AjtUfAVlrVr8XNQudbt3F1eJvYqMqPx/CtD9oOG4n0XSUhikkzK+7Yhb+76UAepeG1VPDOlBQAPscRwBj+AV5Xaoq/tB3JQbS45x34616t4eGzw3pYYEMtnCCCOfuCvK7aOT/AIaAnk8qTZj72046etADPiCovfi/oFpMS0MZSRVPQHP/ANavaAuOleT/ABe8N6jLcaZ4k0WMyXdjKGeJRksoII/rV60+MujnS0e8tbyLUQuGthbuSWHXBx60Ac3e5t/2ibAWwwJ8+f8AXaf8BXa+J9b8bWOvfZ9E0GC8sfLDCdmI+bnI/lXN+A9I1XX/ABtf+MtVtHtLdxi0icYcdOSPzr18DuetAHE+FNY8YX+rSxa/o0VnahMq6MTlvTmuU8TeEfEfhnxrN4u8LR/bBcnN1aHqeP5cD8a9gfhSQM15lp/xatreS4tfEWn3VjcQuVB8lmVx2IwKANHwf8TLLxNftpV3bSWGqIuTBIMBsddv0rlIIFvf2lbj7QAwhshJGD2ICdKo6aJfG/xmj1uxsJ7XTreEKZpIyu8jPPQda0PiBpuo+GPiHY+OLCCa6t8CO7hiHzbRgYH1xQB7Hjdx1UjvXHfFJQnw81BVAACjAA4rJvvi/pR03OmWl5d6gwwLUQOCGPqcYqbxpPf3vwgefUIdl9JAjTRop4buAKAI/A08lr8HEmiJEiQyFSPXNee/C3U/FWm6fqzaHoUF9HNdF2ldiCGwOOK9Q+GtoLn4Z2drcRELIrKysMcE1wPhbU7v4T+INV0zWrSZtLuZzNHcxISoJAGeM+mKAJvGp+IHjPw4+lXHhSKJWdXEsTEsCDnHJr0dLW4svhv9lvBtnjsQjj0IUDFYl/8AGHQRbZ0mK71G43ACKOBx175IxXT61O914Ku7homRpbPf5fdSVzj60AeCafNrlv8ACjUjZxiOwa9/0l4yd4j45/Ovb/h4mjr4M09tGVPIMQyR1zjv71xfwUtV1DwbrNpdxOYJLtkKSDttFZvh+a6+FnjubQ7tZZNDv2X7LIoJCMScD69KAI/EO/Uv2jtMtJ5MQ2YikiU8gkhSR+de5jGMdq8b+KOiXuneLdI8caVZvcG2ZTcxoMs2MbeOuMCuhT4w+G307zt9x9tCf8e32d92706UAcjpcEdl+0pcRwMfLnhlmkC9NxVv5Vp/HGzaztdK8TQjM1jMEU9/m5/9lpvww8O3uo+LNS8b6ravbPdM5tonGGTdndn8CK77xxo6674M1Sw8vdJJA3l/72OCPegDifivqb3HhDQrG3PmDVZ443VT95duT+oqr4Ys7fwP8ZLjw9ZArYX9msyhz91hvOB+lcx8ODqvijxZpFpfxv8AZvD8TH51IDfMwyc9T81dV8ZI7rRb3SvFWnx7p4GMcnyk8cbf1JoAis4f+Er+PEt5Jue00qL93n+GQbf8DXd+NPGen+DtPiurxTJLK22CIAZZvSuc+DOnXMegX+u324XWqXLSurD7oBbGPzrA+OGkX7a1ouvRW7z2VoAkqKpb+InOB9aANR/G3jnUtLndfBqraSQPh3Y527TnjNZ/7PbFrfxKWTY32tCV/unDZH4Vu33xO0zV9BmttCtrm71C4hZFt1jZfLJGMkkY4zWH+z7DPBB4kS5jZJ/tUfmKwwQ2GzQB7TRRRQAUVyvxD8UXPhHwpJqlpbG4mEixhcZAyDyfbipvBPiC48T+FrTU7mDyJZlJZccdSOPyoA6Sg0g6c9aDnHHWgDxHw+uf2ivEZ9Cv/oK17YxxzXgMOuWfh348+Ir3UDKlu7KodY2bnap7Cu51D4vaOkDjS7S9vbgjCIlu457ZyKAOQ+Jkq6p8ZPDWmW+fNgcByO28qQaX46Xc39qeG9JLYgLrIzepyVxWx8P/AAjq+oeKZ/G3iOPy7qVSsFueqr2/EACrXxm8LXOs6TZ6rYQGS50+YSMAPmZB2H4mgD0yGKK2gjiiQKiABVHQCvHPiePsXxX8HXlsn+kSSHfjq21lABrodB+L2hXWkI2qySWV8i/vYXibOfbiubsEuviT8VbPXUtpoNG0oBoWkUrvYY9eoOKAO4+KTFvhZrhPDfZlJ/76WqHwVXb8NrInJyxIH4CtH4q5Pww175ePs44/4GtZ3wWBHw3sS277xxn0wKAOc+JfPxe8FD/pt/7Mtb/xqO34ezr6kCuf+JWT8XvBfHSbkgdPmWt341n/AIoKTrgMOg60wN74b26QfDjQkQBc2iFsDqfWvOfHkaR/HbwtIg2tJNGHx1IBXFemfDsk/DvQCQc/Y0rzLx2wb48eGAqklZo8nHHVaQHq3ivxLpnhXSDqOpkEKcRpgFmb0HviuLj+IvibVbX7TpPg65ns5FJV5MAlfXrVP48WF3c6TpN1BDJNDbXQeZUGcAA81rxfFfw62iQnTFlmvJI9sVnFExYNjoeO1AHMfAx5J9a8UzTxmGRrrLxdkJLZH4VW+MsMdz8TfCsEybo2iww9fnNW/gi0za74mkuozHPLdeYUYYxksTUHxcJHxV8JMOgjP57mpge2xRIkKxqiqgXbtHTFeI/CGVo/iJ4pgVtsZu5TtHThmxXuOMqMccDrXh3wkGPiX4o4IAupic/75pAavxC8K69ZeLbPxh4eia6kh/1luBz/APqxW54X+Kel67dx6dqELafqJ4MMwwGb2qeb4o6Np/iO+0bV45rCSBwqSSKWSUEA5BA96878e6tpni/xroUXhyBrm4trqNri4jjIG0MOCfbmgDV+KbG/+KPhHTJwTbPMAV7NkrXs0cSxRIiDCoAoA9K8o+MOl30F7ofiixgeZ9Mly6RjLHJBH8q3rD4seF7jSFubi/8AKlVP3kTIdyt6YxQBxnitRpfx90y5tMRyTQLvC98lgSfrXQfG/SpZ/CK6rbAtc2EocYH3V6k/oKwfDdvdeP8A4rSeKZLV4tKs49kBkUgyDnGPzr1vxBpg1rQL/TCQBcwtFk+4xQB5/wCLfFKXXwet7q0ky2oRJArg4IPQ/wAjXMeGNF/4V38QdHjWV/s2pWu24Df38EgfmRXM+Hrq68T6jofgeeHFjp18zM4GDgbv6mvTfjPZz2mkaZ4itFHm6XcK7DuykgYpgZnjAS+J/jXomixqpi0xBcyZ6Mp2kivSfEuu6T4Z0n7dqhQRIf3akZLNjovvivPfg+bjxHq+r+LruII1wwjh+gyCPw4pnx5sbybTdKvIkeS2t7kGVVBIHB5P8qANWL4lalq1o0+meEdQuLJ1O12CjIx/vdKwvgVM02peKpGi8gtdhjD/AHMluPwrp0+J/huPQIn09nluJIsQ2sUZLZx0IA4rmfgZLLPqviqWeJoZZrlZGjYYI3FjigBPilax3nxd8HW9woeF42DD1+Zq9kEKC28oIoj27SoHGPSvIfiNz8afBXQ/Iwwfq1ex/wAPXHFIDxD4PuYPH/iq1jG2L7VIcdjhmxVv4kf8lo8Fj/Zb+bVS+EpB+JXinAz/AKVKQc/7TVb+IrA/GnwbyAQpB/NqYD/j7cyR6doMChnjlvP3kYP+s+78tbVh421Sy0+1t7XwVqSwxxqoAVcYA7fNUfxo0G91Xw7Y6jYKWuNMnE4jAyX5H8sVf8MfE7w/qekQC8vUt71Iws0cqlcPjnr70gOP0C01vUPi+NeOgXNhbT/61nwOAAOcH2r3AdK5PR/Hmi654gfStNd53jTe8qqQg5xjOPeusHSgANeSfFHwvrb+ItK8V6JCLifT+sPc9efpXrbdK4zUPiRo+k+J5dF1TzLVlA8uZwSknA9uOtAGV4c+K2k6xcQ6dqkL6fqDYBjmHysfatf4msD8OtXIPBgbp9DXl/xev9J8SarotpoBWfU/tA8ySBSSFOMcj0OTXpni7Tbr/hVV7ZMzTXEVhhiBlmYJz+NAEPwdGPhbo2Ofkfn/AIG1afi/xVonhO1ivdVCM5YiFAoMjHvtrifhZ460DS/Aun6Ze3ZhuoGMTRlSTuLE9PxrM+L6i28aaFqt7BJJpsZTe2Mqpz1P6UAa2r/Ee/1Lw5eND4VvzZzQMBK6jGMdTzTvgO5bwvf7lKk3PT8K1PE/xC0L/hGriDSna9uZ4CIoLeMseR14HGKyfgK5fwzqJIw/2rLL3Bx0NAGd4isoNQ/aH0m3uYlkT7Ju2N0JG4ivV9fijfw7qEbqPLMDAjHbFeVaoyD9o/TM8/6Ke/s9esa8dugX59IX/lQB5Z8ApW/sjxArElUv8IB2G2qvguFPEXxt8RaheYkOnjNurchASRirfwA+bTfEmed2oD/0Gsq4uJfhr8Yr3UbqNhpGq/M0iIcKOcDPrmgD3G4hiu4JIJkDRuNrqf4hXhfwR1KaHxj4h0ZBi3LyThR0BD7QPyNeka98SfD2k6LJeRX0c8rpmGKI7mYkccDpXMfBbwzPZ2+o+IL63MVxfzFodwwwjJyQfxoAzNdtx4T+OtjqcRZbfUU/fc/edsj/AAq58SLU+NfHumeDYpzEIoGuJ2x1HBH9avfG7SnbQLHXoVHm6ZcpKwA5YbgAKy/hdfy+NfHOp+K7iMRywwpAoA4OQRgfTFAGh8G79oNC1jSZSQdLuGRFfg7eTmq/wgtzquu+IfFLgsLuYxKSOeCDn9a5Hx3f3vgbx/rL2akLrFvsiAPCn5QW/Q17F8PNFGh+B9NtXQLMYg0xHdz3oA8l8dnP7Q2kgdpLXP519DDvXz1452j9ojSywON9qOvftX0Hk9P5UAPopoJ6Vl674h03w5Yi81S4MMBYLu2k8np0oA8f/aCx9s0Ifxbxj/vqvcLfP2WL/cX+VfO3xo8T6Pr97osmnXizLEdzkA/KM17Ho3j7w5q13a6bY6gJbuRBsj2kZwOf5UAef2JaL9paTzj96yfbn3HFe1fT8a8U+Jlpd+GviLpfjOBHktjthudo+4gxn8xmu+l+InhpNE/tP+1IvLCbtgOXz6betAHnCSrcftKxeWA3lB0fH8J2t1q38LSqfE/xdG7Yka6dgD6bmqX4U6bdax4s1zxnd27RR3rYgDjDZ7n6YqhqNzN8PPjC+q3kLtpOoKd8yKcKT3P0zQB7hL/qX9NprxT4PxlviL4snVSUZQA3bO6u68S/ETQ9K8PSXsV7FcySptghicMzkjgYHSsT4M+Hr3TdBuNV1GNo7jUHMgVvvbO2fSgDU1n4YafqWsyara311p1xKD532Y8SH15ritQsIJtTj+HvhlnELP5uqXgOXx7/AJiu/wDiH4uPhnQW+zAvqV1+6tol+9uPGR9Miq3w38IP4f0N7q8+bVL8+bcSHrk9v5UAYia7qkviCbwb4Nt7eFNJjAnmmyAD6DGa2PA/jK/1HWr3w9rcUaalaH/WRE7ZBzzz9K5vwNqFvonxQ8VWWpyLbyyNvjllYKHGR0J+lS+FJ11r40arqlmoazgh8kyKOC3I60AevU0jn096dTTQB4kHHhD4+7ZMpZ6nHw3ZpG7fmaf8R9Ml8dfEO28OxymOKztmllwfcYP61o/Gm2ayj0XxOignTLoEj+9kjH8qi+FDv4r17XPGF3H5c8+23jUHjZtGf/QaAL/wu8Qyx/Dy6ivNqTaOHhAJ5YKMgn6k1Q+CtrLqL634ruF/5CVyxQf3ME5H61xPibVLrwX4j8SaBHbErqzKbUk8jLAZP5GvcfAujDQvB2n2ZQpIIg8i+jkDNAHmWlRf8IT8cpbJRts9XGIgScFjgk/nmtH4zXUmp3+ieF4GINzOsky/3o8//Wqx8Z9JkistO8UWYIvNMl+8BwIzkn9cVleA7uT4hfEaXxPcRGKDTrcRW465POc/99UAbXxdT+wPhKbGwLRRxtFAuP7nQj8RXUfDvRodE8E6bbRAfNEJCccktzz+dZ3xd0S5134e3sFqAZoSs54ySF5IFUPhp470688GwR6lfQQXlmvlyrI23gdMA+2KAOX+Kthb23xG8PXcUKJJI6q20Yz8x5r2PV5dPtdOlm1Qwi0jG5jKMqMd68D8ceKI/EvxC0W4tIJhp8UqIk7xlRKd3Vcj3rvfjpBdzfD6T7OHZUmQyKvORnqaABPjFo8rNDpulajdwodnmQRrtH056VzPwqvY9Q+LHie7hga2jliDCFxgpz0IrsfCPinwjp3gO0nt7m3hiihG+P8Aj3/xfL1POa4/4XX41T4t+J75Y3iE8QZVkUqcbvSmB0nx4A/4VrN0yLiLA/Gu18J4/wCEU0vaP+XaP/0EVx3xzt5Z/htP5Ss5E8RIVc4Gev0rV8C+L9Gv/DOkQx3cazuiwrEWG7cBjp+FIDiviK+z4zeH2+zvORbZEcf3iQXpng6KLx38SdV1HX1Pnae4S2tHPC4J5x+Ao+IbtF8bvDzjP/HsoGP95qsfEnRrzwl4mtvHOio4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xOKAPQc80uecVFNNHbwtNLIqRoMs7cAD3rzm6+LkVxeTW/h/RrzVfIbbI8SHaPoQDQB6USfWuB1b4kf2X8RrXwr/AGfLIJiimYHjLgHP4Zq74T+INn4lvptNltprHU4Bue3nXBA9s9ehqhrnizRLH4l6XotxpMcuoXBVUuyg3Rk4xg4/zigDU8d+NV8FaNBfNZy3Zmk8tVjOMHGefyrc0DVl13QLHVUieJbuFZRG/Vc9jWJ4+1vTtA0NbvU7BL2HzAqxOuRmt3QruC+0KyuraEQwSxBkjAwFB7UAaFFFNZ1VSzHAAyTQAtJk/WvOdQ+LNqNYn03RNLu9Vnt2xL5KEge4IzkVteFfHVr4lvJ7A2dxZ30A3PDMhGB+NAHW8+tHPY1xWv8AxI0vRNVOkRQXV7qYGfIgiLfnisq3+L1nb3sNrrulXulPOwWMyxnBJ+uKAPSCT26etLmovOje3EqsGjZdwI/iB9K4LTPi5oF5YX088nky2sxhFv1klP8Asr1NAHoRJ7dar3t2LKxmumVnESFiq9TivPYfi9axarBaatpV5psNwdsU06FQT+NeiNJFJa+bkPEy7sjkMKAOR8B/EGLxs+oJHZyWxtJNhLkEN0/xrqbjU7O0uY4J7qKOWThEZwCa5HwB4i0PWrfVptJ0pLIW1wyTCOMDeQM54HJryjx94ws9U8e6ReQ212qW0iZWSIqzYPYd6APpDJpc1ynhvxtbeJNQltobG7g2LkGeIoP1qhq/xP0qy1CbTbC3utSvoTh47aIsF+pFAHc8+9Ga890z4s6bPqsGmapZXWm3U5ARZ4yoJPQZOK7nULxLDT57twWWFC5A6kCgCzn0zRnnrXni/FzRT4dk1MczeYY47ZTl3P0rW8L+OrbxH4eu9VNtJb/ZQ5libqNoyaAOtyaC2OO9cFZfFjw9d6Auph282WRo47RBumcg4Hy9eah0r4taZc6wmmala3GmTSn939pUqD9c9KAPRM0fQ/nTSwC5JGO5rhNV+Kmj2moyadYQ3Oo3URw6W0RcDHXkelAHe1k+ItbTw9olxqksTSpCuSinBNYnhz4kaN4h1BtNXzrXUF/5YXEewn2GetbXiS7sLHQrq41KETWiKTIhTdkfSgCn4K8Ww+M/D8erQW8lujuyeW5BOVOO1dJXMeA9U0jWPC8N7odotrZM7qsaxhOQcE4rp6ACkPSjNcp4r+IGi+FHjt7qR5buX7kEK7mP1HagDT8U6xJoHhm/1SOMSPbRbwp6HkD+tY/w38Xz+NfC51O5iWKVZmiZUHHABz+tc9rHj3RfEfhPVtOvC+m3LQHEV4PLLjI6Z61H8AQf+Fey5/5/ZP5LQBq6R8QLjUfibc+FmtlWGKFpBL3JGK9A/GvD/DADftE6g3921kA/SvTvE3jbRfCflDU52Es3McUa7nb6CgDoTSg5rzlvjDottIpv7LUbWCRtqTSWxANd7p9/banZx3dnKssEgyrqc5oAtU057GnVHK4jjdyCQoJwOpoAf+NGa5nwv410zxXdX9vZCVZbGTy5VkTbzk9Pyqx4p8V6f4S01b7UTIImfYNi7jmgDeo71T0vU7fV9MttQtSTBcIHQkYODWIfHOl/8JmPC6+c995fmHZHlQPc0AdPz6ikJ461ynij4g6F4UuYrS+klkupRlYoU3t+IqronxO0LWtai0hEu7e8lUsiTwlAcc9/pQBN4u+IOn+Dr/T7S8glle9Y7ShwFAxkn866uGUTwxyKeHUMPoea43xxqfhbTr/S18QWX2ieWQi3Pkh8cjP9K7GDaYIzEMIVBUYxgdhQBMOlDZxxS1Q1vU49G0S81GUEpbRNIQOpwM0AQ6x4h0vQbU3Go3sUCAZwzcn6DrXJj4y+DS2DqMgGcbvJfH8q4PwR4bl+J2tXniXxHK01lHLi3twcL7cV68PB3h4RGEaLYbMf88F/woAu6Rrum65bifT7yKdGGflbkfUdRWlXIaF4C0zw54jn1XTWeCOddrWw+5n1Are1jXNO0Gwa91K5SCFe7HGT6D1NAGhznqKQnjrivOf+F0+GDmUR35twceaLY7fzrtdG1zTvEOnre6ZcLPA3GVPQ0Acj4/8AiUngnVNNsmsZLj7WN5cMBgZxj69676Nt8av03AGvBPj+oHiDQD32YHt89e33Oo2ml6YLq+nSGCNAWdzgdKAL2aK88k+MvhdHfZ9uljQ4MsdsWT866fw14v0fxbZvc6TceYqHDhhhlPuKANyiue8TeMdL8JiyOpNKovJhDEUTd83HX0HNZuvfE7w7oNx9nkuJLiUDc4tU8zYPfHSgDs81xHjjx+fCGo6Xa/Ymn+2zLHuDAbcnFbnhvxZpPiux+16VP5ig4ZGGGU+47V5Z8b8f8JD4XI5P22PP/fQoA9tU8c5zS1S1PVLTRtOmv76ZYoIVLMxNUvDfinT/ABRp732n+d5CtgNLHt3e49RQBtUCuL1X4peGdKu2tDcyXM6/eW1TzMflUnh34meG/El/9htLmSO67RTpsJ+maAOxopAc0tAEVxPHbW8k8rbY4wWY+gFccfit4QV2Q6qCwO0gRt1/Kui8Sf8AItal/wBe7/yryz4NeHtI1LQb+e9022uJPtJG6WMMR19aAPR9J8Z6BrQ/0HU4GPQK7bSfwNbytk5B4rznxl8LdH1LT3utJgTTtRgUvDJbjaMj1AxVD4N+L77VYL3Q9XdnvtPfYJGbLMOQfyxQB6vSVla74k0rw5Zm51O7SFOwJ5b6DvXIw/GnwhLKqme6jVyAryQbV/PNAHoZOBmuJ1b4hR6Z4807wx9ikke8YKJQwAWuus7+11G1S5s50mhf7rocg14v4sGf2gfDmTx5oI+uKAPcB05oNY3iLxNp3hexS71J3SJ3CDYu45Jx/WsrW/iR4d0GGF7m6Z3mUOscS7nA9SO1AHXUornPDHjbQ/FscraXclmi++jjaw/Cr2teItK8PWwn1O7jt0bO3cQC2PT1oA1aK88Pxp8HgjM12FP8X2c4/PNdxpup2erWEV7YzpPbyjKOhyDQBboooJxQAUlZet+I9K8O2hudTu0gTsGIyx9AO9cpafGPwjdXaQC6ni3nCvNFtX880Ad+TxUJnjEwi81BJj7m4Z/KoZ9Vs4dKfUmnU2ix+b5inIK4zkV4Fd/EPS5Pi7DrCX9yNLTCsMHGcDtn2oA+ih0orA8N+MdG8VQTS6XcF1hOHDrtI9/pWZq3xR8LaRdtay3rTzISGW2XzMEdQcHrQB2VFcp4e+I3hzxNetZ2F04uV/5ZzJsY/QVuaxq9tomlz6jdlxBCMvsXceuOlAF+iuTm+Ivh2Dw9DrUl2wtpjiNdv7xj7L+NR+H/AImeGvEl+bGyu3S542xzpsLH0AzzQB2FIelLSEZGKAIpp0giaSWRY0XqzHAH41yl78TvCen3Ztp9VQydPkUuPzHFafirw6fE+hy6W109tHLwzJ1I9KzNN+GvhbTdMNgmmQyArtaSVQzn3yeaAOj0vVrHV7YXNhdx3ERHVWzj6jtV6vDfh1bDw58XNU0Czkk+wlWZUZs9M17lQAUUZqOa4it4XmmcJGg3MzHAAoAkorhLr4veEra6ktxczzNH95oIt6j8Qa6DQPFmjeJoDLpd2s20ZZP4l+ooA26T8ayfEfiPT/C+lNqOpu626uqEou4gk4FY3iD4k+HvDiWhvp5N10gkjSJNzbSMjI7daAOworHl8UaPa6PBql3ex21rOMxtMwTd7c965ZvjR4OWRk+03J2nBYQ5H55oA9Boqjpmr2OsWEd9YXCT28gyrociuZvPip4VsNTuNPuL10uIG2uNnGfY5oA7SiuP0/4m+GNU1SDTrS8aS4mGUAXj8TmuvyKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkpaSgBkAxAtSVFb/AOoX/PepaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArz342f8AJLtSz/fi/wDQxXoJrzz41Zb4X6kvOS8fH/AxQBz3g0fEF/BNjHpx05ImjAiklZgyrjg4AxWv4W+GM1p4gPiTxJffb9WZsoB9xD6jp2rovhzg+A9JOORAo5+grqhQB5R8fDjwTHxz5vH6V23hmeK28BaRcXDqkMenxM5bpjYOa4r49hj4Ijx2l4wPpW1c2N1qXwZitLRT576UgVO7HyxxQBlJ8VLjVZ57fwp4dudQWEkM+AE/DBrj4NT1XVfjvpM+saWdLuBAy+UDyy4bDfjWn8MPHXh/wz4VXSNWEljfwMwkDRMTIcnngfhVAazLrnx20rU5bKe2tjC0UJkUjeAGwefrTA7/AOMeB8Ob3sC6j+daXw3t4oPAuliJVQGPLbR1OTWV8ZWK/Du7/wB9eB171t+ADjwNpRxj91/U0gPKPiVI0Hxx0SSJzG3kxDK98uQa1f2gdVni0vTdJjwIbuUu756FSMfzrJ+Jwb/hd+iFV3fuYen++a7f4zeGZfEHg15bSEyXdowkXAydo5OP0oA7XQbSK00CwhhRVRYEwF6cgGvIfjDZx2fjfwxqlu3l3Mt0kLspwSoYf4muj8KfFjQX0KCHVZzZXlvGEeKRGzwMelcxOG+KnxOtLi2juF0TTQsglKlQ7AkhgSO5xQB1vxo0VdV8BzXCoPPtHWUOOoUZJqhrPi5W+CdveJKI5r6JbaFv9oHH9DXpOrafHq2lXenTf6u4jMb/AEIr5r0m6vtV1PSfAFxB/oVpqLMj452jcefbmgDqfDGjn4d/ErS7NmYW2o2Y86Vuhk+Y4/lWt4tU+I/jdoujhNy6bGLph1B+6efyq78abF4tC0vWYR8+mXKyn35AxUPwi+0+ItQ1fxfqEa+fdMIoTj7qjII/lQB6B4j13S/DekvfaqyLAn3FIBJPoPeuLt/iZrOsRGfRvCN5cWjA4dwADx35qj8d9NvLvw/Y3NvHJNFDcAyRoM8YPNaul/E/wwnhe3+x7xceVhLJImLhwOnAoA534IzzXHiLxbNPB9nlkuFZoR/ActkU/wCMMaT+NfC8D4IY8gjgjJqP4IXL3XiHxZdTxNBPPcLIYnGCMliaPi3KP+FkeFIu+0np/tGmB7LHFGtosSxqse3G3GBjFeP/AAi/d+OPGcSACIXeAq9PvNivYlO2Af7uf0rx74SEf8J34yOeftZI/wC+mpAdh4r+IWk+GNRjsVhe71SYYWGFQWH1rzz4leKtd1jwNcwXfhW4s4GKlriQDEfzD370mpXcPhX46XGq69A32C4QCC4K5CHA+b9CKufFrx1p2s+DbjTtHEl2jsPOlSJgiYIPJximB6b4FJPgbRc/8+cQ/wDHRXRVzfgNlbwLopU5xaRZz/uiujBzSAWvB/C3H7R+of8AXvNXvFeCeFTv/aM1FgekMw6UAafxohjuPEnhuGVdyM+CPXk16/bxIltHGqAIFACqOAMV5F8YSD4t8MqTyX4/M17DGf3KY/ujmgDxD4XM0fxY8VRoSsZuJMr24Zqu+Obf/hHfi94f1+3+SG6O26IP3j0A/SqXwwP/ABdvxWMdbiT/ANCaur+M2jPe+DG1K3OyfTZBcAgckDjA/OmBjfEqBvGHjfRPCIZkh8trl3HbKnj9KufB25Wwt9c8Ou+U0m7YBj6Fjz+lZfwpvLnxh4u1LxNeRbRFEsMOOgIPP6GsL4i6ndeBPHeqTacoS31a02nHUSEHLfXJoA6H4Yq3iL4heI/E7r9xzajj0xg/+O1k+JNUuk+OEc0WmPqclrGUjhQZI4bnH416N8L9EOi+CLRXUfabjM0z93JJIJ/A1xPjQXXgz4o2fio28s+lTL5c5QZKnnr7DINAGvq3jDxHq2k3difBN8VniaP5gMHIx/ep/wAFdL1rS/Duo2ur2k1rH9ozbRydlIOcfjW//wALO8JGwN4uqIYx/CEO78sZrT0HxLb6/oDatawSrD821HGC2CRx+VIDym6tNc+GXjzUtehsGvtI1FsyGMZaNewPvmvSfCvjnQ/F+fscmy7QZaGQYdAazdH+KnhrVreQXUv2OeMnzIJxyP0rgdC+ya78dH1Dw5E8enLFmWVEIRmH3vzpgaPx7ciPRl7ecOPxNex2ozaRe6L/ACryT4+WUraJp99GpKQ3Ch8DOBycn2rtvD3jvQNcNnaWN55lxNGMRhTxgd/ypAee3cS+CvjpFPEPLsNXAQgk4aVup/M1o/GadtSutD8KwuRJfTiTAPJAyPyrV+MeiNd+HYNatUP2/SphNE3ouct/IVy3w8vZ/iF43XxFqMQ8vTIBFbr/AHX45/nTA6b4pMNC+FE1laZiUIkS7ONuCM1ufDPS7fSvAOkiBQBPAk7n1ZgCaPiToc/iLwNqFjaKDcFQ6Z9iCf0Fcv8ADL4gadF4attG1m5FpqFmPJ8uUFflXgdaQHqH2S3NyLkxIZwu0Sbfmx6ZryHxWc/tC+HQen2U/wDs9dto/j6x8QeKpdG02J5ooYi73QHyZyOP1riPFJz+0J4e4zi2P/s9AHpHinX9G8N6d/aOsGMoh/dqygsW/wBnPeuPPxVGqadO9h4Z1O4gKHDtGu3H51jfHKMrqPhu6uIZJdOhuCbgAZULlc5/WusvPiB4ZsvDoeykFw7whYraBCzHjGMAcfjQByX7Prk6Zq+QVX7Sx2Ht0r2odOK8T+AJBtdZySshuCSrdQOK9s7UMBGxjk4r56+NMf2n4o6DbuAUaOLIPf8AeGvoU9K+dvjc8kPxL0eaFGkdYI3CIMscOScflQgPoGG3itLdIIo1SNAFVFHAFeNeEII9I+PWt6fbZ+ztbFyvYMdpJ/U131h8RfD93pBvp7xbZ41/ewS/K6nuMHk1wnwqguNe8d634tZJBbMGt4mcY3DIwR/3zQBl/FuGO6+L3h6CZN8TQplf+BtXu628Mdv5CRKItu3YBxj0xXiHxLI/4XV4cJ6eQv8A6E1e6HGfpQB4n8GB5PjDxLDDxAbhzt9Dur2+vDvg42fG/iXJy3nydP8AertfGPxNs/CHiGw0iaymnku9p3IwAUE470Ad5RSKdyg+tLQAUVWu7kWdjcXLqSIY2kKg8nAziuO8L/Em18TeGL/W1spreKzV3aN2BJCjPb6UAd1RXKeBfG8HjjTZ723tJLdIZNmHYHd154rq6AE714j8c7eS717w9bxO0byZAZeo+avbSec14d8bbpLbxh4Yllk2xIGZj2HzUAbl98LdXvtJMC+Lb51eMYRlVQfbI5xWX8MPEjeHdcm8CalaRxSwMfLuV/5a/X644rvW+IXhi105J31WHYqDheTnHpXmPhOCbxv8YrnxLHbSx6ZbphZWUqH67SM9c0wNT44rvuNDHXMvX8a9itf+PSD/AK5r/KvI/jrZXQ0vTtUgiMiWso3bRnHU5rr7P4heH38LwaoL5CojH7oHMhbpjb1/SkB5t4bbP7Sd76iOcfoatfEGdNX+NfhnSLhSYI2Cuh6Nuwaxfh9eS6j8eri+lt5bfz0nkWOUYYKQcZre+KsLaB8QvDvivyma3gbMzAZwQeP0pgew3NpDJp0ts8SvD5ZTYwyMYrx74MW8dl408YW0IxHHIiIPYM1d/qPj7Q7bQ1vIr2O4aaMiKKL53ZsdNo5FedfA+6ku/Fniy4uYTDPMyM0bDBU5bIoAkeIeJf2hXhuD5ttp8IliRuikBc8fU17TJDHJC8TopjYbSuOorxPxVJP4H+MsHiSZMaZexiN3VSQi4AOffIr0y/8AHXh6w0VtSbUoGj2blVHDMT2GBzSA8r+G9ydJ+NGvaLbKFtZpJcIOihMkfzrS+KVuuheP/D3imIbUjkCTkcbj2z+ApfhJpD6n4n1vxlPbtEt3M32YOpBGSd34ciur+LWhjXPAF7gnzbT/AEiMDjcy54/WmBj/ABh1CS60XSdDtiTLqs6oyr12Yzn9Kz/hlbN4O8d6x4QuXPzoJ7T3T5jn8hWJ4K1abx/8QtGvZYmX+xrPEgzwzZYZ/UVrfE3UG8E/EHTfFyQeaZoHtyvrgf8A16AJNFjHif46X+oyDfa6dFsjz/DINv8Aga73xV4j0DwzHHqGrCIz4xDhQZD7D9a534OaYYfD95rUoPnarcvOVP8ACNxwPyNcj8RWhtfjHoV1rybtJCdXBKdWwPzwaANjxL8UdP1jwrqEK6DqZhlhZUlkiXaCQcHrWv8AA0k/DW0yc/vJPw+c1L4+8Y6JY+FL62tZorqe4gaNI7cb8BgRk46YqH4Flf8AhW9sB1Esmf8Avo0Ael0wgZ6574p9RvgZJ6DvSA8K1pNW+HXxLm8Syac17pl0hRnjGTGDgn8eK9O8M+M/D/i7D2NxG11GNxhdR5iUzSfHnh3XmuoDdRRSW0rRSR3BC8gkZ569K8tuY9Lm+Oek/wDCKlRGM/a2hHy78N/TFMDW+PX/AB9eEwec3jfzSrXxrv5Lb4a2METsnmvEGwfvLtPFV/jsN174RH/T63f3Stb4vaJcav8ADONrRC72nlzMAMnaqnOPWkBR0L4paHo2jWdlaaBqaRxxAHZEvX35rmotYOr/ABmsta0nTrq0ikQRS+ZGFz1yTj1zXpvg7xpoOueHrSdri2t7hVCSwzMFZWA6c+1acHizw9c+IY9GtbqKa+dS4ES5GAM9RxTA89+NE/2vXvDeguSYruQuw7HBx/WvW7K1htrCG3iiVI1jChVGB0ryj43adcwzaP4kt4pJf7PbY2zqMnOf0rvdI8Z6FqOhw38ep26oI9zCSQKwwOeDzSA1YtOtNNs7oWkCwiTdIwUYGSOa8t+BHNx4uP8A1Ev6vXfaF4ps/FmiXd7YK4t1Z4kkb+PA6/rXA/AgYm8Wg9RqPH5vQB7HTTTqa2Sfb1oA8I8QXC2v7RKTi0e6eOCMhI/vA7V5FXvh5bR+PvFup+J9ZIaezuDFb2bciEADnH4mqWo3LW37TEeGA8xIo8DuCq8Vc8W2V38OfHMPivTUc6Zevsvo16D6+3Q0wPYL4Wpspftwj+zBSX8wfLgDvXAyfFnwtYSiz0+3muY0+XNpGNg/lU/xF1BtY+F1ze6LJ5qyqjh05yn8X6VS+FuoeGbDwBbyJcWkTjcZt7ANuzzweaQHI+CdXt9V+Neo3tjDJbQ3Ay8cg2noOMD6VoftEsDpOiJyN00nH4LVHwlq1vrXxxv720UrA/MZIxuGMZxV39oYbrTw6CQQblxx/wABpgen+EdOtdN8KaalrBHErW0TnaOWYqCc/jXl+nQx2H7QV4tupjSc5ZV4B+X0/CvXtDXGgaaB0+yxD/xwV5NF/wAnCSj9P+A0gPS/Eeo6Do8KajrjQII8iN5lBOfQe9efeJfit4e1Xw9f2EdjeSrLEUV/KBX69az/AIvGM+OtAGqb/wCyxImcj5CcjOf0rs/GPiHw9pfgy7SGa2cyW+y3ihw7HI4GB0oAyfgW2/wdPtY7FuTtHoMdKy9W/wCTlrLj/mHL/J60vgU4fwfdMD966Jx6cd6zNRYH9pW15x/xLx/JqYEn7Qhz4YtF45mH9a9X05FfSLRXAYeQnykZHQV5F+0M2NBshjJL16Pqmu2/hzwSdUuHwkNqhXB5J2gD9TSA4b4ra3Ld3Np4L0VE+2Xjr9oZRzHGT/8ArzXoXhjQLfw1oFtpluoAiQbyB95u5/PNeXfCmPT557zxlrd/aDU75ztSWZcxj1AzxnNeo3OqRX+jXsmmXcc0scZAMLhsHt0oA5q/8deDfCd5LYW5j+1A5kjtkBYN1wfevLfG/i3T/EnjXw5eaZaz28q3kKyvKgUkF14/nW18EzoscmszalJAmrLdHm5IVtnHTPvVT4o63p2qeP8Aw5Z2DJIbe+i3yIPlzvXgHoelMDv/AI0axNpHw3vHgOGuXW2JHUBgc/yq/wDC/RodJ8CaYPKjW4ki3TSDqxJP9MVW+L2hTa/8Pr2G3y0kDC4VAMlyoPA/Oqvwt8X6fqXg2ztLm9ijvrRfKnSRwhzknjPtikB2g0PTU1ptXS1QXzoEMo6kDP8Aia8X8YNu/aK0BQDlZoc/kK9Wt/Gmk3viptAtJvPukj8xnj+ZVHPBI47V5N4tYf8ADSGjhQQ3m2+70PAoA7D44f8AImw/9fArs/B3/InaT/17J/KuN+OGP+ENhyf+XgV2Xg7/AJE7Sf8Ar2T+VAG23A6ZqvdxNNZXESfeeNlGfcVYPSqGq6nb6Rps+oXbFbe3XdIQCSBnHT8aAPC/AOtJ8MtcvtF8SWskRdsrelcgjPUn0r27SrrSNWjGo6Y9vMWGPOiHJ+vesw6h4T8XaMtxPLZXNnIu796wBGfUHkV5h8JyLb4k6xa6RK76KvmZGflDA8Ae3XFAHpGua74S8Kai93qEtvFqFxzgrmRvp+VeWfFXx1oHinwn5FpbT/bllVopGjxtAIJ59xVrTI9Puvjvrg8Ruu2PH2MTHCh8L0z7ZrR+OOuaSvhAaTavBLczSowEODsCkHkimB6b4Y3f8IjpJ+8TZRHn/cFeQ/BPQLG+1TXtTuYElmgvGjjEgyB3zXrnhgY8HaVk5/0KL/0AV5v8BQDB4lIP/MRb+QoA1fjpZQP8OZ7sxL58E0XlsByMuAcV0vgi7ku/AenSzH5/s6rz6AACsH448fC2+4/5bQ/+hitj4fYPw9sMHI8nqfpSA474Df8AHh4mJ6f2m3H/AAEVT+JsUcfxK8ObIYwDKgbCjnmr3wFYNYeJeck6o3/oIqh8WZFtPiF4cupl2w+ci7z0zuH8qAPaUghiJZI0UnqVUCuP1DX/AAb4Qv7hpZbWG+nO941GZHNdVBf2l0wS3u4ZWxnEcgb+VeF/CqPTNQ8a69ea/Kj6oszeWt0cYUEDIz37fSgCt8UvFmi+I73w3LpSkXMV8C7lMHGVxXtmrOW8G3Lk5f7Jk/8AfNeQfGzUdJu9Q8OafYywvPFdhpPKIICkqByOOxr1rUxs8ETAfw2WM/8AAaYHl3wP8M2VyNS1i5jWaRLkxxxuMqnfP1r1jWraC38L6uIIY4w1pMTsULk7DzxXB/Ak/wDFNal/1+H+VeheIv8AkWNW/wCvOb/0A0gPIfgDoFjLpV1rFxCs1yJNkbOM7ACc4H4Cr/x6tLaPR9HvkiRbhb1QHAwSMHirHwAAHgiXJ5M7dPqaPj4QvhnSVPQ34HXp8poA3fFGt3Nh8KJNSEhWd7dVL/73H9a4n4a+MPCfhzwsi3JY37uzzO0eWJJz1rsPEOky6z8HvskQ3P8AZVk47hef6Vn/AAj1HQNT8GQWkqW6XduzJJFKQG4OM8/SmBw3xD8TaVqHi3Qda8Nu4vYHCPsjwCCTyfU84r2H4iHPgHUSf+eVWbybwxY3FrFO1ks0km2JBgtuwewqv8RuPAepf9c6QGN8El2/DSzA/wCe0p/8er0WvPfgt/yTay/66yf+hV6FQA1zjnPA614d4Btl8S/FjXtWvUEv2KV4EDjIGGIHH4V7g4yCOxzXh3w5vk8N/FDxDo+oOsDXczzoZDgEbiRz+NAHZ/FbQdPvfAmpXD2sQuLaPfDIBgqcgf1rL+ALZ+Hkme14/wDJa0fiz4h0628B6lZLcxyXV1HsjSNtxzkHJx0HFZ3wE4+Hz7T/AMvj5PvhaAMXwqQf2gdSwP8Al3k/pXpPiGHwxZXkGt699mjmgGyOWc5AHXgV5r4WY/8ADQGprxj7PJ+PSo/H/kar8YtD07WnCaYvAVuFfqeaYGz4z8ceC9X8MX1kk8MzmMmIrH1PbBxWn8DZpJ/hnaNIxYi4mA9gG4FO8fr4a0HwJeQpDaIGj2xxJjOexA61D8B/+SY23Of9Jm/9CpAemU09Tz+FOppHJ9aAPENJZfB/x5ubBzstNTQyKezSPyB+Zq38YYrzxNrukeE7J0AYG5kkJ+4Rkc1Y+MlmdOvdB8Uoo/0C5Ac+uSCM/lUXgO9Txr8QtU8RBN1jBCsERI5DkKT/AFpgbPwi1hz4HeyvSqSaSWhb1CKAcn9axfhXF/bvjfxF4lbLRrMYbdz0ZCTnH5Cuc1TXz8P/ABL4v0ueLamoxlrNRzkPlT+leo/C3Rv7E8BafCU2tKvnHPX5uaAPONeux4S+NFxrGv2LS6bdbRBKy7lQYAJ/MGvXNNfw9r7W+qad9kuGjyUliUAjIpq3nhvxhZyW7Pa3sasUeN+uQcHjrXkVxZW/hD4yWNl4auSsFygM1ujblXk5HHTFAGz8bMnW/C/GQJmyfxWvX7P/AI8bf/rkv8q8i+NbD+2fDCHqZmIx9Vr1yz/48bc/9M1/lSAs1518brie3+Gt0bcsC8yI+3+6c5r0WsbxZow8QeGL/TON88TKhPZiODQBzXwcijT4ZaWyKA7By+O53Go9b1Tx7B4juIdL0i3n04KDHI7EZ59u9cX8J/Fy+F5rnwlr5a1aOUi3kkGFx6fj1zXs/wDaunLF5hvrUJjO/wA5cfzoA898A/EDWPEvifUNJ1Szgga0LKQjEnIz/hWB41RvFnxh0rQLok2FtzJGGOH78/nTPhbLDcfFPxJJA4eNp5CGHQ/MelL4ouF8MfG+w1W+DR2V7gGbsoAx/MUwPXzoelmwNn/Z9t5DLsKCMcivIPhm3/CPfFXWfDUDsLObfLHGTwgUnAH517NJqNlHZG8N1CIAu/zN4xj61438N428QfFXWfEsCN9jhMkKSHo2Sen5UgKX7QA/4qLw/wD7v/s9ey6vpGn63of2LVIw9oVVnBYqOMHqPpXi/wAf2z4l8PqDz5ecf8DrsPjNqN9YfDwCzLKspVZZB1Ucfz6UAan/AAlXw+0tPsAvNNRIhs2eXnGPw5rgPhVPZ/8AC2tfTSpM6e8BeNV+6eV5xXZ+CPC3hS28GWF89tZtJJAsk08rD7xGSCc+tcf8NJ7C4+M+vy6YEW0+zlYwowOCuce2c0wND9oGMyab4ejX5S96yg+mQBXfeE/CelaP4ftrdLWOWR41aWSVd7MxHPJrhfj1k23hfGP+Qjzn8K9Y04Aaba98RL/KkB414NtovD/x013S7MFLRogfLycAttOcfjUvxqVf+Eg8NNIQqLdISR7EGn6Pj/hozXMn/lkn/oKVH8aXMXifww4xn7XGAP8AgQpgM1y8k+KnjlPD1tOYdGswWnYEhpT3GPTg17Bp+l2ml6dHYW0QS3jQIABjjFeS/EjSL7wZ4lg8caErCMfJdxL0Ofb35zXpek69ba/4ZTVdPkEgeAnA6hscj86QGKU8CeC5ZUuJLK2mmbe5ly7frmvMvHGq+Hr34ieF7/w5cwPObgCc24K5AK7cjA96t/CLRtL8T3uqatroS81ISsPKmOSo/vYqH4jLoVt8RfC9ppMUEc8VwPtHk+5XaCfzpge+RtmJWPUqCalHSooceRH/ALoqUdKQGV4m48Mamf8Ap2f+VcB8C/8AkWL8nvdH+td/4mOPDGp5/wCfZ/5V558DpUj8M3weVAftJ43D3oA9VYA/lXhHgRFj+O+sLAf3JM5fHTdk16n4q8Y6X4b0a4upbyFplQiONXBYt24HPWuC+DHh+/e61LxVqcRjlv5C8S4x1JLHHocjFAFSaGPxx8cLiwvz5lhpcQlSMng/dyCPqa9S1TwvpOqaTPYyWFsFkjKgrEAVOOMYryzS54/Dfx81P7ayxRX0IjidjgEnaep+lew6jqFvpunT3lzNGkccZbcWABwM0AeS/BW+udP1jXvDE87SxWc7LBu7YJ3fyFV/FZz+0F4bHpKP5VP8GLSXUvEHiHxMYylvdXDGEn+LJOf6VB4oz/w0D4ewM/vVB9uKYG/8dio8BuSfmEgKn05Fanw58K6XY+ENPujAtzcXVuksktwN55GcDOeBWR8edp8Cp6+aMfmK7TwSM+B9Ex/z5Rf+gikB5Za2EPh/49+RYL5Vvcgbo1PAyATx9a9R8SeHdE1d7a71pEZLNvMXexC/jXnGpAt+0JZ+gC/yFHxouZbnXNE0Wa4aDT55FMpBwGycYz+FAG/4k8RfD690C/sft2mb3hZECR4IbHGCBVT4EzmTwndwhy0UNwVjGeMc9K1NY8I+DdB8I3cn2CyWNLdsSOeXIHXOeTWP8B/LPhnUGjGENzlR7c4oA9aHSkbgUtITgZxmkB8/6xq2j658ZZ4/EV8kelWCjyVkJ2s+Bxx3611vifW/h1q/hq9sk1LTlcREp5ceG3AZABx6iuQsNF0zTfjnf2euW8c9tdJmAz9N7YP6civWG8B+DghkbRbEIBksRx/OqA5z4K6g2sfD1IbtRJ5UrxbX5G0cAVy93pVinx8hthaRC3KqTHsG3oO1ev6Fp2i6dYsmiQ28dsXOfs5BUnv0rynU5Fg/aFtDIyorhQpY9eBSA9eh0qxtYZYre1ihWYEP5ahc5GO1cnFbeBPBLSRSyWUEkjl3M/ztk/XNdXq07Q6PfTQt+8jgcrg9CFNeK/CHw5pHiu2vta15U1DUHmKmOZs7cHrigCv4i1LQpPjD4YvfDVxBJ5j4uPIyBnsD+FeqfEQZ8Aapu5zEDn8RXlvjO00Ow+LPhS30SG3h2Sfv1i6Bs8Z/CvUviGQfh/qef+eQ/mKYHEfBbwhYv4aj1m+H2qeSRhGkh3Ig9geKq/GnRk0STR/E+l7bS5huBD+7QKMnJz+lbXwR12yu/Bqacs6rewyMWhJ+bHr7jis346X4vk0bw1ap515cXKyqqsMjGRg/nQB67ptyt5pltcKSRJGGye/FWqq6bbi1022gAwEjAx+FWT04pALWL4m1628NaJdancsNsSfKvq3YfnVnV9XtdE0ufUb6YRQQruYn/PNeMacbn4veIf7T1SdbPw7ZSYitmcAyMOefz60Abnwh0m71K/1HxnqaBJ76RvJj/uLz+nNeuVm211pVpHHbW11aooAWONZV/AAZq+CcDn86AFPWvJvjfqdyLLR9Ct3kT+0p9rtGcHAI4/WvWc5rx343xS2l34b1sf8AHvY3RaVsZxyuP5UAegeHvCmj6LoltZwafb4EQLmRAzMxHOSfevK9csU8B/GPTLjSgYbTUFzNCD8pY5GP5GvaNK1C31LSbe8glSWOSNW3IcjpXjnjOdPFPxj0jTtOcTLaKPPdBkIwJOCfyoA6b46nHwzuPT7RF+W6m/DrwHZW/hOC41aIXt3dIHLSEttX+ELnpxik+O5z8NJxnrcRH/x6u18KAf8ACJ6UfS1j/wDQRQBW1zwtoWpWtkmpQp9lsW3ojMQo4rA1zWfALaRe6e9xpqt5DKAsYDZwehA61zfxrvrqfUtE0T7UbezuZR5xBwCPf8q6a88B+C9F8MTyNp9oVjgYi4lPLnHXOeTQBg/AS4Z9C1iFW3W0N0BD/unNd5q2m+H9LtrzWLuxtcqDJJJJGDk4/wD1V558AGVtO8ReVjyvti7PYYNJ8QtVuPGPjC08EaVORCrBr516YHO0+3ApgR/DHQT4i8V3nje4tBbWzMyWcAUAY55wPqK9p9M1Q0uwstH02GwstqQQoEVQew/rV7tweKQDx0ooHSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooADSUtNbgGgBlv8A6hfx/nUtR2/+oWpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBDVa9sLbUbZra8t454G5ZJAGB/A1aooAgt7WK1gWC3iSKJBhUQYA9sVNilooAqXumWepQ+Te20VxHnO2VQw/Wpo4EhiWOJFSNAFVFGAAOgFS0UAY9z4Y0W7uhdXGlWcs4Od7RKTn64q7LplnPPDPLaxPLDnynZQSmeOPSrdFAFW8sLbULc297bxXELdUkUEfkakgtYbWBIbeJIokGFRFwBU1FAGfPounXV9He3Fhby3UYwkzxgsv0NXtvHWnUUAYl14R8P3kzTXGi2Msh6s8Kkn9K0bOwttPgW3tLeOCFeAkagAVaooAaQcY/WqEOhaXBem8i0+2S6PWZYgG/OtGigCre2FtqNs1teW8U8LH5o5FBB/A0lnp1pp0AgsbaK3hGSEiUKv5CrdFAEUsKTwtFNGrowwysMgisqz8LaLp9613aaTZxTnkSJEoI/StqigCjBpNja3c13b2kMdxNjzJFQAtj1NMvNE07ULqG5u7KCeeD/AFckiAsn0NaNFADdvGMcelULPRNO064nns7KCCSdt0rRoFLn3x1rRooAz9S0TTdXjVNQsYLlV+6JUDY/OoYfDekW+nyafFptslpIcvCIxtY+pFa1FAFe0s4LG2jt7aJYoYxtVFGABU4FLRQAVnQ6HplvqTajDYW8d24IaZYwGOeuTWjRQBn32i6dqU0M15ZQTyQ8xtIgJX6E1eVdowBgelOooAz7XQ9Nsrya8tbKCG5mOZJEQBmPuatXFtFdW7288aSxOMMjjIYe4qaigChpuj2GkQtDp9nBbRsdxWJAoJ9eKj1Dw/pOqyrJqGnWt069DNEGI/OtOigBiRJFGscahEUYVVGABUNzZw3sDQ3UMc0TdUdQQas0UAc8vgbwysnmDQ7EN/1xX/CtqC1htoFhghSKJRgIgwB+FT0UAc/d+CvDl7IZZ9Fsmkbq3krk/pWhp+jafpMIi0+zhtk7iJAufritCigCteWNvf27213BHPA4wySKCCPpWZpfhPRdGujcWGm20Mp/jSMAj6VuUUAcP8VNaj0XwFqLuQWuENuozz8wIzVb4PaAuieA7UmMLcXJMspx15OP0rp/EHhnSPE0McGrW3nxxtuUbiAD+BrTtoI7aGOGJAkcahFA9BQBIVP/ANY1h3/gvw9qd19pu9JtZJj95zEMn68Vv0UAYaW3h/whYtKsdnptuThnwqAn3NeUJqEXiz492F3p0iXFpZRMryocjGGwfzNew65o1hr2mSWGpQia2k+8pOP5VX0Twzo/h+MpplhHb56lRkn8TzQBfvdPtdStmt723juIG6xyKGB/A1k6X4J0DRbprmx02COY/wAW0ZH09K6AdBS0AZun6Fp+lTTzWVpDDJcHdIyIBuNaVFFACN0rwf4nzva/Gnw7KvaBBkj1dhXvBrntW8GaJrWsWuq39p5t5bgCNyxGMcjgGgBmp+BPDmr3v2y80uB5iQS+0Zb68Vt2Vhb6dapbWkMcMKfdSNQAPwqyOnNLQBj3/hrStT1W31K7s45bqAYSRgCQK1ipPenUUAZGl+GtK0a7uLmws44ZZ2LSMoA3E9abqvhfSNZvbe8vrGKee3wY3YAkVs0UAA4FIxwOuKWkbkUAcN8UPEEui+GDbWh/03UD9ng4zyeufwzXI31gfh/8LINBtozNrGq/utmMklwAw/DNewS2sE5UzQRylTld6hsH2zRLbwzyI0sMbshypdQSv09KAOd+H3hiPwp4TtbAD96V3ynvuPOPwziuqpqjB5606gBpBzxWTq/hjSNdlil1KxhuHiGEMig4H41sUUAc1/wgPhfeG/sOyyDn/Ur/AIVu21nBZwLDbQxwxLwERQAPwqxRQBXubSC9tZLe5hSWGQYaNxkEe9c1p3w38MaXqH2220yLz85BcBgD7DtXW0UAZC+G9NXxC2ui3UagYvK8wdl/yat6hpdnqlm9rfW8VxA3VJFBH61cooA5XR/h54b0K+N5Y6dGs/ZnAbb9PStTT/Dmm6XqN5qFpbhLm8bdO4/iOSf61rUUAUNT0iy1e2NvfW0VxCedsiBhn15rmrf4W+E7a6W4j0xC6nID4ZfyxXaUUAQwW0VtEsUESxxqNqqgwAPYUXFtHc27wSorxuNrKwyCKmooAw9D8JaP4elml02zjgkmGHZQMkZzjPpU2ueHNL8RW6Q6papOiHK7gMj6VrUUAVLHT4NNs0tbWNY4kGFVRgCquteHtM8QWwg1OziuEByu9QSp9R6Vq0UAcxpXgHw7osM8dpp0WJ8hy4DEg9Rn09q1NE0Kw8PWP2LToRFBuL7fcnJ/nWnRQAU3b7U6igDkdV+G/hrWZ/OutNjEpYszwgISffHWtHRfCOi+H8tp2nwwyHgyBRu/Ot2igDE13wrpfiSS1bU7fzTaSeZCQcYPH+ArWMCeSISgMeNu0jjFS0UAcVqPwr8KapcvPPpwjd+SYDs5/CtTQvBWg+HGD6bYRpKBgSkAvj69a6GigCC4tIbu3eC4iSWKQbWRxkEehriz8IvCBujcfYG3Ft23f8v5V3dFAFGy0my06xFlZW0Vvb4I8uNQB+lU9A8LaX4aN2dNgMf2qTzZctnLc/41tUUAFIRmlooA56XwZo0/ihPEclvnUkACvngYxg4/CtPVNKtdY06awvohLbyrtZT3q9RQBkaP4c0/Q9FGk2cX+hgEeXId3BGDnPWsD/hVXhQakb8acDITkxZ/dH/gPSu2ooA5+38G6La62ur29msN2i7B5ZwuPpTvEPhHSfFK2q6pbmQWr+ZFtbGDx+nAreooAiihWCFIYxtjRQqgdgBisVfCGlJ4kOvrE/28jBbdx+Vb9FAGTrvhzTfElibTVLZZ4uoz1X6HtWJovwy8M6HJJJBY+a7jGbhvM2j0GeldjRQBieHfC2m+F7Wa30yN0jmlMrBmz81QzeDdJm8VJ4jeKQ6isflht/y457fjXQ0UAYPiXwjpfiu1jt9UhaRI23LtbafzqbVvDOna5ow0q/iL2oUDapweOlbFFAHBH4PeDtoA09hjvv5rc8M+DNH8JRXMekwvGtwwZ977skZ/xroaKAOL1r4W+F9bv/ts9kYpifmMDbN31xU0/wANvDM8GnRfYBGNPlWWFoztYsCCCx79BXXUUAN25GCAa4fUvhJ4U1K9N29pLDKxy32eTywfyruqKAOa0bwvoHg2B5LOKO33YDzykbiOwLV5TqGzXv2jbOSwdJobVYpmdGyMKFz9a9h8R+H7bxLpUum3bOsTsr5RiCCDntWf4Y8B6F4Vla40+Am6cYaZ2JY/maANDxH4a0/xTp62WpK7Qq+8BWwc1o6fZQ6bp8FlbgiGFAiAnJwPep/pTqAEbOOOtV7qzhvbSS2uIxJFIu1lbkEVZooA89k+DXhR5GZI7uJH+9HFcFVP4Cum8PeFNK8MWht9MtViVvvN/Efqa3KKAOU8TfD3QPFU0c+oWrCePpLC2xj9SKrR/C3wumjPphsS8bnLSu2ZSf8Af612lFAFO006Gx02Kxg3CGKMRqC2TgDA5rK8MeDdL8JreDTFkUXUvmyB33fNXQ0UAY/iPw3YeKtIk0vU1ka1kZWZY32nIORzU2m6La6TpKaZaKwto12qC3OPrWlRQBz3hfwdpnhKO7TTFkUXUvmyb33fNT/FHhHSvF1ilpqkJdEbcjK2GU+x7dK3qKAOU8L+ANI8JXEs+nicySDBMshbA/Gq2vfC/wAOeINSGo3EEsN0fvSW8nl7vrjrXaUUAcVJ8LPCsumRWJsCFicSCYP+9JBB5fqeldRLpsU2ltpz5+zmLyjzyVxjrV2igDB8L+E9P8J2MtrpqyKkrmR977smtW8tEvrKe0lz5U8bRtg4OCMH+dWaKAOe8JeD9O8G6Y9jpgk8pnLnzG3HP+TR4r8H6b4wsoLXUxIY4ZRKmxtvzYxXQ0UAVLWwhs9PjsolzDGmwBuePSuO1T4TeHb/AFBr+COayuX6tbSGMfkK7yigDhtL+FXh/TdUh1JvtV1dwncr3Exk5+hqX4n3ttaeA9RE0yISoUAnuTiu0rzvVfhJpmteIbnU7/UbyaK4kMjWhc+WPYc0ATfByCS3+HNikq7WZ3YD1BOQa76qtjZQafaQ2lqgSGFAiIOwAwKtUAIVzXJeKfh1oniu4W6vInjvEGFnhba34kda66igDidG+GOhaVHN5sb3s0yFHluW8w49s9K1/CfhOw8H6Q2m6dv8kyGQ72ycnH+Fb9FAHK6f4E0rTvF03iOHzftsqMhzISuD14qTxT4G0bxcsZ1OFjLF/qpY22sv4101FAHC6b8LNEtI5hembUXkQoGu5DJsBGPlz0PvW94U8L2fhHRhpdgXNusjuu45I3HNblFABSY5zS0UAZPiLw9ZeJ9Gm0vUELwS8nBwQexFUvCPg3TfBlhLZ6YrhJX3uztuLHGK6OigDi/FXw00TxbrNvqeoLJ58IVRsfAIByAa66C3S2t44Il2xRqFUewqaigDz29+EeiyahNf6fc3mn3MzFpDbzFQc+gHStDw38NtE8N339oxLJc6gc7p533Ek9SM9K7KigDlvFPgaw8V32nXd5JIslixaPYcA5IPP5V0scXlRJGPuoABn0qSigAHApD0paKAOZ8S+A9B8VLnUbQGbtMnyv8AnXIL8D9J2+S+o3ptuP3XmnH869VooA5zw14J0XwlE66VbbGbqzncx/GpfEnhLS/FdgLXVIPMCnKuOGU+xreooA8xX4N2nkLaS63qL2Sni385guPTGa7nQ/D+n+HdOSx02BYYV9OpPqa1aKAOK8Y/DjT/ABlqVhe3s0iPafKoU9VznH510WraHZ63pEmmX8QltnUKQevFadFAHmll8HdPs5lj/tS+k00MWNkZW2N9RnBrc0f4faXoXimXW9PUQmSHyjCgwo6c/pXX0UAcr4z8EWvjKKwS6meM2c4mTb3PH+FdJBAIIY4lyVRQoyfSpqKAOQtPAdraeOrrxSLh2uLhQrIegxgf0pfFngKy8Wahp93cyuj2cgkAU9cHIrrqKAKl9p8GpWM1neRCW3lUqyHuDXPeDvA1t4OjvIbW5llhuJN4jcnCD0FdZRQB5vqnwisJtVk1HRtRutJmmOZ/IcgOPTgjFTzfCTRGWxeJnS6tZRKbhvmeRs5OT1Neg0UARxx+XGqZztUDNSUUUAVtQs11DT7i0ckLNGUJHuK86tPgzptiki2+p6hEXJY+VOyDP0Br06igDgdP+Efhq0u0vLiOe9uV53XMhcE/Q13MUCQRLFEipGqhVVRgAelS0UAcn4u8AaR4wiRr2Mx3UX+qnjOGU/1rmV+D8t0qQav4m1C+tFPMDOwU/qa9SooAoaTpFnomnR2NhAsMEYwqj+Z9657UPANrqHjix8TvcOJrQ5WMDgmuwooA5bxx4Lg8a6SlhPO0Ko+4Fa29I01dI0m006Ni0dtEsSsepAGKvUUAcjceBLafxzD4nNw3nRjAjxx/nirPi7wVpfjGyW31BGDxnMciHBU10tFAHnOmfCe3iwms6tearAuRHBM52IO3BJHFb/g3wbb+DrS6traVpEnlMgz/AA9cCunooAB0pCMjFLRQBynizwDpPi0RyXaPFdxf6qeJtrKfw61y8fwk1H/Vz+MNTltzw0e9gCPT71ep0UAYvhvw3Z+F9Fj0yx3eSjFssckk9a5/xp8NbLxde2+oLcyWWoQcJPGe3045ruqKAOU8JeEJ/DljcW97q1xqjTk5a4JPBGMYJNczefByKPVpr3QtbutIWdt0sUBIB+mCMV6jRQB53cfCPSGvNLu7eaWO5spBI8zne0x75NavxIxH8P8AVO+IgOfqK6+sbxPo3/CQaDd6X5xi89MBwM45zQB5Z4D8BWGveArK+tJ5dO1LLYu7dirHpwcYyK6zw18LbPRtXTV9Rvp9U1GM/u5pyTt/Ak81v+DPDv8AwivhyDSjN5pjyS31roaAADAxSHJHFLRQBzvjHwrF4v0U6ZcTNFGXDkr3x2/WuMg+COn2sBit9Wvo0P8ACsrAfzr1WigDzDT/AIMafY6paX39p3Uj20okAZic4OQOtem4p1FADcGs/WtEsfEGly6fqMAlt5Ryp7H1HvWlRQB5SnweubEPBpHinULGyOdsCM2Fz1/irq/CfgLSvCPmS2qvLdTD97PK25m/E11dFAHM+OPCKeM/D0mkyXBt1Z1feBnoc4xWzplj/Z2mWtkG3iCJYw3TIAx/SrtFAHNeL/BWmeMrBbe/QrJGcxyocMp+tc1pvwmWNlj1nXb3U7OP/V2zuQg+oyc16VRQByHgvwJb+C11OO1uDJDezCUJtx5fXgfnXPz/AAehfXbvVoNau7e5uWyXiYqQPTg816fRQB5zafC6e11C1uV8TamwhkDsjzMQ+DnHWvQyp7dulPooAQcCloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmv9w/SnU2T7hoAZbjEC5qWo4f9StSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRQTikzQAtFJkUuaACikzRnigBaKTIpaACiobi6htYJJ5nCRxqWZj0AFZ+g+JdL8S20txpdwJo4n8tz6GgDWopM0bhnHegBaKTIpc0AFFJkYzRuGM0ALRWPq/ifSdDubW3v7pYpblwkS9ya18j1oAWikyD3pc0AFFJuGeaXNABRSZFG4UALRSZpaACikyKNwoAWikyKM0ALRUVxdQWlu89xKscSDLOxwBTLW+tb2BZ7WeOaJujxtkGgCxRSZpaACiikyKAFopMiqv9p2P24WP2qL7URnyd43Y+lAFuik3CjIoAWiikyKAFopAc0ZoAXApAAO1GaCcUALRSZBo3AUALSYArMsvEWk6jqE1haX0Mt1DzJErAsv4VqUAFFJmlzQAUUmaM0ALRims6opZiFA5JPao4buC5TfDKsi5xlTmgCaijNGaACiikyKAFopM/WjIoAWijNJkUAGBS4pNw9aNwzjPNAC4FFJkUbhnGeaAFopM0ZoAWikyKZLPFAu6V1Rc4yxxQBJRSBgwBHQ0ZGcUALRSZFGaAFopM0ZzQAtFJuHfijPGaAFopM80E4GaAFopMijNAC0UZooAKKTIozQAtFJkUbh07+lAC0UZpMigBaKTcKNwoAWikDA9KM0ALRRmjNABRSAgjNNkmjhjaSRwqKMlicAUAPoqrZalZajEZbK5iuEU4LRsGANWcigBaKM0UAFFGaM0AFFFJmgBaKMiigAopM0ZFAC0UmaNwoAWik3Ck3Dj3oAdRSbvY0ZoAWikzRmgBaKTIoyKAFxRik3CjIoAWikzSbx60AOopM5ozQAtFGabJIkUZeRgqKMknoKAHUVBb3dvdR+ZbyrKn95DkVPQAUUmaXNABRRmjNABRRRmgAoozRQAUUmaXPGaACikyKCwFAC0Um4UbhnFAC0UZooAKTApajlnigXdLIqLkDLHHNAEmKKQMD0pc0AFFFFABRRRQAUUU3zFHf8AGgB1FV4b61uJJI4biOR4zh1VslfrSw3ltcSSRwzpI8Zw6q2Sv1oAnooooAKKKKACiiigAooppkRTtLDPpQA6ikyM9aWgAooooAKKKKACiiigAopM0bh70ALRUUVxFPu8p1facHB71JnigBaKTeu7bkZ9KNwPTmgBaKOtFABRRRQAUUE4FN3qOpxQA6ijrRQAUUUmRmgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopMjOKAFopM0tABRRRQAUmB6UtFABiig8Um4UALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSZo3CgBaKTcKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApkn+rNPpj/wCrb6UANt/9QtS1HB/qVqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ9KgnuIbVQ88ixrnALHGTU56V5f8cpDD4LSdWKyRzqy4PfIoA9DutUsbFUa5uYog/3dzYyKtBwyB1IIIyCOhrxrQfh1c+OdAttS8V390JHiX7NHE4ARMcHoeoxWr8S9fvPCPhzT9C0aZheXREKyMcuE6ZB/CgD0WXWNOhl8qS9hR/7pbmrMc0ci743V1/vA5rzbR/g9oyaap1eSW9v5V3TTM3G4/3fQVzmkzX/AMOfifb+HjfST6RfkLCjnO1mx/LNAHtss8UIDSSKgPQscZpn2u2Of9Iixj++K5/xf4LsfGVrbwX808aQvvHkNtJ4I/rXi/xF8GaNoM+n6Pol1eTapdyBCm/dtQ9zgfWgD3XxM6v4U1N4yrL9mc5HIPFeZfs/SLH4f193IRVvsksePu13ttpK6B8PTYTMW8mzIlJOcnbzXjfwo8Oah4mttXgbU57XRBckTQwNgyt2B/CgD6Ehv7S54huY3/3WBqwcKDkgAc5NeF+P/BcfgC0tvEnhy4uIDbyKJ1D/AClcj+ecV6kupf2z4AGoBtrXFkJDjsSuTQBvQ3EU+TDKjgHB2nODSTXMFugM0qxhjgbj1NeS/s/s76Pr+9yxW/wCTntVn465XRNJKkjN2AcH3FAHqwIIBBBB6YqvNf2kDhZrmJGzjazDrXM6xr58NfDddTjAMsdqoj3dNxXjNcF4H+HS+LdHPiHxPeXE9zeEtGgfHljP8+KAG/GkE+KfCkqkEG8Qcf7wr27PHT86+Z/Hum6nofjjQdIudQnvNOjuYpLQyHJXLgYz7Yr2/wAf+J38JeEbvVFCmYDy4s9N5zigDoZ721tmAluI0J7FgKfHcRTKDFIsgP8AdINeQ+EfhvH4o0qLXvE97c3V3dAuI9+FQZ6Vl+JNJvfhV4h0vU9Fvpjpd3MIpbeVsgeufwPFAHuc00UChpZFRc4+Y4FPUgjK8j19a86+Ldh/bvw2lvLbIaLZcq4PIUAk1u+AtYTVfAen35YYEJz/AMByOfyoA6QXERlMQlUygcrnkU8uqIWY4UdSa+cND8V5+NT6yXkGlXVy8EbEHB4+Ufma9X+LerDSPAF7Ju2mciDK9fmyKAO2hljmj8yJ1dT/ABA5qOS+tYm2vcxK3cFxXF+E/Dl5afCuHS7O6+zX88JK3DZO0scg/kaz7T4O6S9sW1i9ub2/kB8yYvgZ/wBkY6UAekxypKm6N1dfUHIpwHQ/pXiXw5lv/DHxQv8Awcbo3FiYmmjLHO0DoPrzXt9ADdwUEsQPXmq4v7R3KLcxEj/bFeZfGvWr2w0/SbC2uHtob658u4lHZeKSP4O6BcaHE9hf3AuigdbtZM5OOp46UAd14t0VPEXhm80x7trZJo8GVe1VPAnhseFvDcenC7N3ht3mE5qp4+ha0+FOrwGQs8VkF3juRjmsr4S3Jt/hjHdSMWESvIcnsFzQB6JLNDAMySKg7bmxRFcwzf6uVH9drZrxPw/pt38WdRvtU1nUJk0qKXbb2sLYBAJ5P6VH4u0dvhXqOm61oV5cizknEU9s7ghie304oA916VBJd28TFXnjVh1BYA1zvjLxR/wjfgu61lRvcRjy1z/E3GfwzXn/AIS+HL+L9Nj8ReKb26mursb0RZAFCHkGgD2RZUkUlHVvdTmuBTwH/wAXRPiU6qTjc4tt3PIIxj0qXwj4Gv8Awj4juDb6lJPos0RKwyHLI+R/TNcxbu3/AA0JIu5tvltxnjoaAPZMgH0FRieJpWjWVS69VyM0/wDiA9a8U19ZvC3x302+8zFnqo2uDkhAMA/qKAPamdVBJIAHUk9KRJElUPGyup7qcg1xfxT1f+zPAF68TETTBY4gOrEkDj8DXK/AbVZ5NFv9IujIJbSQOEk4b5s+v0oA9caaOPh5ApJwMnGakyMZrx34gSSeIPip4e0G1kby4Rvutv8ABzwT+dXvif4r1GxvdO8KaDI0N/ebd8qjlYyccfkaAPTzd24O0zR5H+0KlVgw4IIPTFeYQfBbSfsu+81G/lvWXLy+Z/F6jis74ea9qui+ONQ8F6zetciJd9vI56DjCj8DQB6+xAzkjio1uoHYIsyFj0AYE15f8XfFd7Zzaf4a0mZ477UHAkdAcrGTjj8jUsHwhGmWsd3pms3kesxqD5rPlGbuCMdKAMP4djb8ZtfzgfuW4/Fa9sJAGe3XPpXhHwhe6l+JOtPqCqL3ymWQr0bDAZH5V0XxL8VanLrun+D9BlaO8uzmeVDgqnOQPyoA9R+1QdPOj5/2hUuQcdK8sPwXsksWeLWL/wDtLbuEzSDbv9cY6ZqP4UeK9UudQ1HwzrUxuLuyJMcrHkoDjn8xQB6qWABPX+lMFzBkATR+n3hXl3xU8WapFq2n+E9DZor2+wZJlPIQnt78H8Ka/wAGIYtPM1vrd8urAZExf5N/0xnGaAPRvEGnyaroF7Ywy+VJPEUWTONp+tc78NvCt34V0Ke0vL9buSScyblcsF4Axk/SkWPWbD4YXMesT79SigcNKD1APB/LFZXwSlkl8EymR2ci5YAsc9hQB6Q0kcf3mVR7nFIksUhwsit7Ag15te/DvV/Eus3s3iDXrj+z2kP2a2t22lFzxyc+1cb4t0e8+FOradqujancyWUsgSaGZ8lvb6cUAe/1G00SttaVAfQsAa53xl4jk8O+CLvWI4y8scKlVBxy2Bn8M5rz3wr8OJvFeiQa74j1m9a7uwJY/JkAChuR2oA9k82M/wDLRfzp/tXz5omhagPirceF7zXb1re1QTIyPyRxgHj3r0P4n+LrjwnoNrb6ewF9eyC3hY/wn1oA70zwqdrSoD6FhTt24DBHNeUab8JZNS0+G78Ra5qEupONzGOQAKT+FZ/hbXtb8HfEYeENavZL20uTttJX6gnGP060AeymRAwXeoY9Bnk04djwPevG/inJf+H/AB54d8RQysLZpBbsmeMnOSfwNeieLtWj0/wXqOoJLtJtm8p/9oqcUAb6OkgyjBgP7pzSO6RjLuFz3NeJ/AXX7m4k1TTb2SSSZ3E67z90d8D8a0fjNqs819oPh7T5ZFubi4DyKh6x9P6UAeugjgjGDTHnhQ4eRFb0LYrhvHfik+APBkEVuxlvnUQW46knpn9RXP6Z8Lr3X9Nj1LxDr981/Ogkj8p9oQHkAgigD1wEHkHIPSuC+J/g7UfF1jZx6dqQspIHLENIVV847j0xXPeBda1nQfH194P1e+e8hA/0SRzz/wDqwDVn48XNzaeD4Jbad4m89clTjuKAPRdCsZdM0a1s5pfOkijCs+c5OKvO6oMs4UepqjoRZ/D2muxLObWIknudormPirY3d34EvXsZJEuLcCRdh5PIz+lAHbjBGVwQaQuu7ZuBb0zzXHfCzXv+Eg8AadcliZIU8iQuclmUDJ/GvKdU8XXEfxyiuIbyZdOjuEhdVPy4x8w/MUAfRBI4z0/lTVkRxlXDD2Nc/wCNdcXQ/Bmo6jz8kPy4POW4GPzrmfhTZX8Pw8F3qNxK9xdh5VZjkhSMg0AeiiRCpYOpXuc9KWOVJM7HV8cZBzzXzt4Gl8UeKLrWvDtvdtHp7XT/AGi6P3lUMRtB98/pXqPhnwTqHhLQNSsrHU/PnncvbyS5OwkAc+/FAHbtNGh2tIqnrgtinh1YAqwIPpXllt8J73VLZJ/E/iPULi9xnMMgUL+YrM8Gaxqvhn4oXXg2/wBRkvLTyw0JkPKk4IH5GgD2RpETlmVc9MnrSiRB/EuPrXK+M/Cd14oW0W31OWwEL7m8s8sMV5V4+0rU/DLafp2m+JNRutSvZQghLg45HOMcDmgD6CBBwQeKWsrw7Z3Vhodpb3sxluVjXzGPrjmtWgBjMq8sQB6mkEif3hge9YPi/QJ/EejGxtr97KTzFbzU64B6V5d430C98G+F5b1/FmoNcnCQRbwd7dhjHtQB7gGVhlSCPUUpriPhdZ6va+D4JdYuJJrm5PmbZPvRj0/TP412pXcpGcAjFAAjq2cMpx1wc4pBLGzbVdWPoCOK+e/A2p+K9W8QeIdB067EcE13KZLt8l4VViML6Hn9K2PF/g3WPBemN4j0bXr6Wa3Ia5WRwfMGQOOPegD2+mq6nOCuB1welc/4K8Rx+K/ClnqiH53XbKB/C4AyP1rxbwfq/irXNf8AEPhuyucQXN3L5l0+SYUViMKfx/SgD6JWRHUlWUgf3TQHUjgr+dcN4U8Dah4e0nUrGXWGn+15McnOYzgev0rnb7wVrPh/Qpr298a3oS3jLfK20E446igD1veD0Ye/NG5WHDAg9MGvJPg6viLVdP1DUtW1C4ltJWMdv5p+ZhyN36U/4T6zqMOv+IPDOqzvLcWspljaRs/KcDaPzzQB6ySMZPArJ8Stu8M6gVI5gbkVynxg8QS6D4Kk+yTNHeXMixxbfvEZ5x+BrP1PWJPCPwnhhvBc317dW25cISQWGfmOOMZoAb8DMDwpegvnddsRk84wK9SLBVyTwe54rw/4G6DJcQT63JfSiJJisdspwM4zk/nXV6j4W8W+JPEN217rj2OjK5EENscM69ietAHoyMpPysD9DT68I8Wx658L9S07UbPXLy60x3xLDM2c+x4HvXsl5qsdloL6nMwREg8056ZxmgDQZ1XklQPc0ZDdCD9K8U8MW3iL4pedrd7rFxY6SXaOK2tztII+ufUV1Xh3QPFnhzxckEmpy6joEkJ5mYbom4x9e9AHoO8ZxkfTNKGHTIJrzvV/BHiO78QXmoWvi24srOVtywp/yzGOnT8a4vwpceJ9Q+Jk2lweI7u90ywP7+Ut8pOTx05zigD3jnPam703Y3DPpmuN8a2Xi3Uruys/D16tjasCbi5/iU5GB9Ov5VzWu+BPEemaLNqOm+Kb6S/gTzGDuMPjrjigD1juRQHBJAIyOorivhX4muvFnge31C+O64SRoXb+8VA5/WuDm8R+KoPi3f6LpMwuWlQFBPykQIHzYyOmaAPcAyltu4bvTNKSAOeMV4t4t8N+KfCujP4mg8S3EtzbkSXSbvkZcgYUduoq9pOt+I/inYI9lI2j6WnyyzKcvM/cD0HTqO9AHrQYMMgqR7Guf8a6Vf614UvrDTZxBdSoAjliuOR3HIrzPS9Q8Q+AfiZYeHdQ1CW/03UW2wtIehJHP4Zr0H4lXtxp/wAPNZu7OdoZ44gUkXqp3CgA+HWiar4f8JxWOsXX2m68xm37i3ykDAyfxrrCcDcSMfyrjfhXfXWo/D7Trm7uHnmZOXfr0Fb3ia2uLvw1qEFpK8VxJCwjeP7yn1FAGoDnpyD3FBYDHIGfWvNvg14hu9b8O3kF9cPPc2VyYS0h5IxnP61y3xa8bahovjfTrSwv54ooPLluY4z8pQtyD+ANAHufekDZJxg4qnBqMEmjRakXxA8KzZPYEA15l8I9R1zxBq2vavfX8sloJTBFbt90Hg7h7YoA9ZPpnp2rgPH/AMR18KzQaZYWwvNWuOEhB6f5yK75yqRM56KMn8K8G+HNuvif4savrV8BL9kkkSMPztIbCkfQCgDXtdD+Ketwre3GtQ2PmfMsDKAVHoflqyl/8RvCV7aJqaQ6xZTzJE0kQwYwxAz0HrXpWqa3pujJG1/dR26yttUu2MnFUx4u8PyvHGuqWzF2CqocEls8UAbaNuUHkfWlJUck4/GsTxb4kt/Cnhu61a45Ea/u0/vtjgfjivOPD2k+MvHVquvX/iCfTrSfLQW0HHy5xnnNAHsYIIwKwfG5ZfA+slGKsLR8EdRxXmU2v+J/hz4vsrHWtTbUtJvXEaSydUJOOPpkV6P43cP4B1mQOCrWblWH04NAHMfBJnbwUd8jyfvjyxzXpe7AGeK8x+CZYeA2ZMFvMJHoTStoPjzxFqdxNe60dJs1ciKG3PJHY96APTQc0dK8Su9S8V/D/wAd6TaahrUmpaZqDbf33OwZAz9ea9Q8V3Fwvg/ULiyuGgnEG5JR1U8c0AbmRjI6etKpB6HNeG+Atb8aeN/DS2EF4baKNsS6lJy7YxwuP8O9SXd94p+G/jDTUv8AV5dU0m+OxhIeU5GT9eaAPcKaSqnkgVjeIfEMHh/wzca1PzHDF5gUHls9B+teYaBZeOvH1v8A2/J4gl0uyn5gt4v7vY9/8igD2nrzR2rgPBtv4x0fX7jTdcuTqOnsm+G7Y8gjt+v6Vj694t1/xN4xn8KeFZktRbD/AEq8PJTpyPzAoA9WBB6HNL1rxrxDp/jrwNpv9tw+I5NThhZfOt5ucgnt0r03wvrsfiPw9aanGAPOQbwOgbuPzoA1JWKxOy9QCR+VeH6T4l8e+KvGGs6XpGqQQRWLZxMg4UkgDofSvcJ+LeQ/7J/lXifwcIb4jeMT6hP/AEJqANW7uvij4bge9uPsWrwpy0UeQQO54A4rqPA3xA0/xpbOka+RfRD97bt1HuPbNdkQCpBHWvA/K/4RP9oGGKzAhtdSkwyJwAu3JH5jNAHvooyAetcT8RvG58HaTAbWNZdQvJPKt4z68dfzrnLLwr8QNUs/t9x4uksriZQ6QKDtTPYigD1mvJfj7cy23hO0MU0kbtPwUYjpj0qTwN441tPFVx4T8UBPtcXEUw6yHr+PHNQftBLnwbat6T/4UAejeFWZ/CWjuzFmayhJYnJJ2Ctb8eK5SCaW2+FltPbyGOZNLQo46qfLHNedeB/FPjTxdpc+mWc5SSNys2pTjO0Z6Ljv0oA9xGD0NGea8M1DVfGPw18SadJrWtPqumXkgiwxwAe/5ZzXres+IrPRfDs+tTvut44vNGD97jIA+tAGwSO9LXjmi/8ACe+PYP7YTWRo1g5P2eOMHMi+veptD8V+I/DPjeLwr4nuEu4Z03Q3mDk9cZ+uKAOx+Itprt74Rmh8PSMl95in5epTnIHv0pfC41PTvA0J8QSYvIoWMpbqOTjP6VQ+LGtahoXgS4vNOuGt7gSKgdeozmqXh60vPHvwjsI9Q1CYTXkZE8qnlwHPX8hQBznwhEou/EniaeWT+z5chGdiRhfmOM+xqf4O2t3f694h8QF5Tp9xdyC2LMcONzdPpxXb33gm2l8Ep4asbiS0gVVTenBIB5z9a2tC0e20HR7bTbVQscKBeP4jjk/jQBpUUV5B8T/G2q+FPGGmC2nmNm6jfbxn/WE54oA9foryySx+InieD+1ItWXRImGYrRQS23sWOetS/DHx1qGtXuoaBrY/4mdifvEY3rwMn35oA9OorzTx5471Ow1218MeHIUm1W4AZmbkIp79eowazr7w/wDErS9PfU4/FIvJYgZDabThu+2gD1yvGfH9zcRfF7QkS4mjhKLuVXIU8nqK674b+N28ZaRMbtUi1C1fy50Xjn1FcZ8QSD8YtABPPlr/ADNAHtAIyPpT81yvjrxfF4O0F70x+bcOdkMfqx6fhXH22kfErX7VdUk8QR6WZV3JaIpIA7Z5NAHrVFea/D/xzqep65qHhvxAsUep2PG5OPM/XrTPiF401O01yx8L+HiBqd4fnk6+Upxg/rQB6bRXi3iG3+I3hDQZtXbxIl/FCm+ZGUgqM11XwzvvEGraENZ1i/S5iukDwxIpBT65oA7+ivL7hfiR4kvbyK3uLfRLOKUpDNgl3AJ54NYN74m8YfDnxJp1v4h1JNT026YBptpyo6ce9AHth64riviPrWp6doP2PRrZ57++PkxleiZ4zn15rp9T1SDStKn1K4OIYoy/ueOleTaXqPjv4kK+paVfRaLpYkZYWKks2D35oA7zwF4WfwvoCwXE8k97N+8nd3J+Y9hXVehrznwve+MtL8VHQ/EIW+tnj3x30YI9Bzk16P1A4oA8I8WX16n7QenWkd1OIMQZjVyFOcZ4r3bpjjv2r53+Impvo/x4gvYrRrqRIYQkK9WYjiu0vrH4malA+rQapb2G1N6aeqnLD0JzjNAHq9Fef/DLxzN4tsJ7e/VY9Ss2xMijAI9aqeKvHWqv4nj8K+F4Um1Fl3TTOPliX17UAel0V43rFx8RfA1k2s3eqQatar808e0gRr7c16ZoOvW+ueGrXWkOyGaHzTk/dHvQBsGvPfjFcT23gK5kt5nikDfeQ4I49q5w+L/FHjzxTe6X4WuorHTrTKvdkEtu/PvjisT4h6n4n0XwndaJ4jiF+kxAg1GLhc4/iB59aAPVfhnNLcfDbQZppGkke1BZmOSTk966uuH+HZn/AOFSaMLU/wCkfYP3ef73OP1rnVg+J1nYTXN5qtlHHEpkYyKSQBz2NAHrVeX6gfH/APws9Ps4YaBnhlUFdvPBPXNQ/CjxR4n8UXV/c6pJE1hCTGpVSNzeo56danv/ABZq0XxrsPD8c2LCWAs0fYkBuf0oA9NGc806uS8deM4fBujrOYzPeTnZBEv8R9f5VykVr8UNStBq/wDaVpZsy+YljsOCOwJz6UAesUVwXw68dXHipLyx1OBbfVLI4mjXgY6ZruhxzkmgB9FeUfEnx3qPg/xpoMcTPJYTIzTwJ1fnFLqcvxE1iwl1rTp4tNt1XfFZMMyMo55IOM0AerUV598MfHc/jDTbmC+hMWo2RCTAcZznH48Gl8T6z4yl8QLo/h6xiSHZue7mHA+nI9aAPQKK8X1/WPiH4DtItVv7u31KyDgTAKRsB/GvVdD1ZNb0Sz1GIbBcRLJtJzjIzigDTorI8SHUV8O3zaU4W9ERMJPrXKfCXxZfeKvDMsupSh7u3nMTHuwAHJ/OgD0KivIPiV8Rr/w34w0zTbGdUjBD3Cn+JTj/AOvXqaXm7TEuyQA0IkzngZGaALlFeTeDvGHiHxNoviLUVZSlvvFsQOhUZx+Vbvws8YT+LvC5nvnX7dDIySoOoHYn9aAO8rhPi9cTWnw11We3leKZdm10Ygj5xUHxX8Y3XhTQrYadKq31zMI1B6hTnn88VW+Ii3s3wWu/7QYG8MUZlZehO8GgDb+GVxPdeBdNluZGklMY+ZjkngV2FeHeBNY8U694NtdM8PW62EcA2SXs3IbA/hANamg+NfEmheNLfwv4q8uYXJ2wXQ4LH8+lAHrtFcZ8T9cv/D3gi81HTZBHcRldrfVgK1vCGo3OqeE9Mvrtg081uruR3JAoA3aK8t8QeM9YsPi3o2gwSILG6kVHQ9SCK6fx14xg8F+H2vZRvuHOyCP++1AHVMMivH72/vR8e4LMXUv2YquYQx2jgdqk0mf4latYR6+tzbJFIPMSxKn516+vGa5rRNfl8R/Gu2uLixksriJdkkUnXcMD8uKAPoEdOuaWuV8c+MrbwXof2yVDNNK3lwRKeXeuQsT8Tdfsl1QXlpp4dd0VtsPzDtnnjNAHrNFeX+CviFqlz4muPDHia2SDUYxmOROFfpx1OSc0eMvF2seHfiJo9r5yDSbpQrjGPmJP/wBagD1CiszXdQbTNBv74EBreB5Bn1AJrgvhB47vfGFpqaalMjTwzDygOpQ5P6cUAeoUV5v8T/F+qaFNo1horqLu8uQr5HRK2PFut+INJ0+zh0mxW71K4O0tg7FPGSefegDsKK8lv4vihp9jNqYvrSdoxvNoqEY9s5rpvhv41bxp4da7miEV1BIYZgOhYc5A9OaAO0oryHxf8Tb/AMK/FKLTHhe5042ykW8fDvI2cfrUmq3nxLls2120FvbwIC62DAlyvuQcZoA9YPWvMLm98fL8UFggt5W0HPLFF2Y+vWuh+HvjNfGnh83rReVcQv5U6dtw9PzrCn8Xaunxph8OI8f2BrXzNuDnoaAPSf1/pTx0rzT4s+L9X8KWeny6ayIJZgsm4HJ68V6JbSPLZxSMRuZFYn3IoAsUV5noHjHVr/4r6joE7xmygDlQAc8Zx/KvTKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAD0qOU4hf6VJUNzxbyY/u0AOg5gX6VJUcIxCn0qSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ15V8dyD4LhX1mH8xXqprhPij4W1DxX4cjs9OMfmrIG/eEjuPSgDovCvHhHRwf8Anyi/9AFeV/GPdB478L3soAtk+Vs9N24165odnLYaBp9nPjzYLeOJ8dMhQDWL478F23jTRfscrmKeNt8Eo6q1AHToVMa9OQMV4v8AEJvtvxm8K2sKDzLeZJHIHYlTWxYWXxM0XTV01JLC8VPljuGZtyjtnir3g74f3mna/L4i8RXiXmryjC7eURfbge1AHZ67rFvoOiXWpXT7YoELHPGTXmfwy0a48Q63deOtXX95csRZxkfcT1HtzW18VfCmu+LdOtLDSpYkhWTfIJGIyeeuB0rPtNF+Jem6VDYWl1pUaQptUjPH/jtAHceMSV8G6wRw32SQj8q82/Z5ZP7A1oZG77aCR3+7XcQ6b4ivPAN5YatNby6vNFIiyJ9zn7ueP6Vwvhf4b+I/DGiJqOl3wi1h2Zp7Z/8AVyDJ46fSgDf+N1zFD8NruBjiSZ0EYx1wwJq94etZoPhDBF1d9P3Lz6oMVzd34O8XePNUs38TyQ2WmWsnmC2hJLMfxHQ9OterQ2sMNqltEgEKIEVMcADjFAHkn7Pny6Lrwb7wv+fyqz8dpo10rRIiwDPecD6YqtZ+DvFvgXxDfXPhnyL3T7xi5hlJBDHucDjFQeJ/hn4j8QxW2q32oefqglU/Zh/qo1yOBx9aANf4nRO/wfjETYKrCSfbbzXVfDqaOfwHpUkRBUxdR3wSKu3mgpqnhI6LeYUSWwiZ1Gdp24yM15vomg/EHwTDJpWmLbX1gWPkM7EeUD+FAGV8ZriNviB4bt1Yb0niYgdQC9dN8e4ZX+Hm5ATGt1EWA/HmsXW/hPrd7rOj6zLqH2vUPtCveF+ERVIIC4H1r1jxDodt4k0S40q64jnQjcOdp9aAIvCdzBdeFdNmt8CNoFAAHcDBrgPjtMi6HpNvgGSa7CoMZOeKh0TQPiB4HjOn6e1pqNhk+UsjMCgz9KsWXgHW/Evie313xhcRGO3AaCyiY7UPbPAoA7y001L/AMGwaZcrhJbNYnH1XBrx3wTrTeGvBPjDTrqcpLZSt9njJ5CH0/OvewMKMHCivD/GPwp1rWPHsuoWUka6fdOryIGI4AA5H4UAUtT0I2PwU0jU/LCywTJdt8uGBLKOffir/jG9TxpqngzSYJxLDOqz3UYPb5Tk+/Jr1nVNGh1HwzcaS0aFXgMarjgNjj9a8w+F3wy1bw34lm1LWGRvKj8qDkng+mfoKAO/8Ya5/wAIh4Lur6BAXtoQsKnoSMCuB8LeE/EPjDR4df1XxPewfbB5kUNvIyBVP0P6V6V4s8Px+KPDd5pMjlPPTaJAPun1rz3w/p/xG0HT4/DcMNm9rCNkV8xPyJ7DHP40AYPg3Sxovx+msVvZbvZZOTLKcsSQM5+le9EdecfhXkvhT4c6z4e+Jp1q4u/tsEsD+bO/DeY2MgAcYzXrOc5A6jjBoAxPFPhbTfFukvp+pRlk+8jjhkb1B7V5Rq+neKvhJaR6nYav/aGkLIqSQTD7oPYZJx9a7bxfovi7/hJINa8N3kXlpEI5bSUnD4JORwfWuc1/QPH3j6CPT9Sis9MsVkV5FRid+O/I6igDo/GOqLrXwd1XUI0KrNZbtvvkZrI+HIf/AIUvchRljbS4H/AK6nxJ4bmuPhte6BpoHnNaiGPPrx/hUXw88OXeg+C4NL1NV83BVlB6gjBoA8s+E/gxte8KGePX9QspFlZXhglZQOeOhrsNQ+Dg1SOOO98R6hcIjh1WZ2fGPqaq/wDCFeKfBeuXl94UnhuLG6ffJZykjByeBgdOa0N3xK15oYZILPSYVbMrqxZmHoMigCD4y2TWvw6iSMM0NsyhyTzjI612/guaO48GaM8WNhs4+B2+UcVY1zRLbxBoU+k3y74pY9rH/a7H8+a8y0TSPiB4BibTdOt4NXsA5MIdiCoPrgUAexA84zzXjdqT/wANCTHH8DD9DXVeFNF8Ut4mn13xFdxqrwmKKyhYlY8kHnI68VSt/Cmqx/F6TXnjQWLRkbgTnoaAPScV5T8cdKmfw9Z6zbIfNsZwzuP4Y+c/rivVh0FZfiTSl1zw7faY2MXERTmgDyzxnqUfjPUfB+labMT5sgu3xz8gHf8AFTVi8YeHPjzb3AAis9QtfL2r8qs+MZ9zzUPwr+HGsaBr82paztKxR+XbDJJAyf05rY+LvgrUfFFnY3WkD/TLRyBtJBwcc/higCh8OoP7Y+I/iXxEWEgjb7KGz9P/AIms3xDILX9oXRZL5wsRhOwt6EMAPzrvfht4bl8L+EYLK6jAvGLPOw6sSTjP4GqXxH8ASeLoLW60+ZbbUrN90crdGHYE0Ad4TngHBrwSaznvf2ld1r9y1dJZiD/BsAP6kV0cWsfFC2t/7J/sa3mlC7RqO44+uMf0rb+H/gW48PT3Wr6xcLc6vef6xx0Ueg/SgDk/G9xDa/Hrw7LcSIkQtsZc8ZJcCvaT7fnXn3xM8BzeK7azu9NaOLUbJ96M/fHQfnWZa3fxJ1uFdGu9Oh01AuyXUCxy46EqOmTQBj/DVkk+LXiB1IPyMAw+ozS3BWH9om1NwCPMRjET/utWr8PfAWo+EvGmpSys8lnJFiO4f7zscE/rmtL4jfD+58SXdlrGjTpb6taEEMxIDKOccUAehk8ng49K8T8Ehbn4765PbgiBbZlJA4zlciteXXvidPbf2cvh6GOYrsN8GOM9N2P/AK1dB8PPAzeEbK5mu7j7RqN4/mTSY6E9QKAOG1dWtv2i9Jku2/dujMm7oAVYD9a9u4zg/TivPfiR8P5vE8lpq2lSiDV7PBjZiQGUHOOPxrL/ALe+J1xZDT/+EehhnIKG+LHA/wBrH/1qAO88YEf8IfqmOR5BrjPglIIfAVxKx+VZ3Y/QAVvQaDqVt8ObjSrmc3movE5ZwfvMxzj9apfC3w/f6L4NlsNUgaCWWRvlPXBGKAOVt9e8VfEfxTqNlpF8umaRZNsMgTLnqMg8dcfhXK/FTwlqegafYS33iK51INMFCSg8c9eSa6iDw94x+H3ie/u/D+npqthfPuaHJBXk4J/Oud+Ktr4g1GHT7zWpoYrqSVUg0yAklV7k5HqP1oA9U+Ipsj8Lr77eHMBgTIT7wPGP1xXH+DNW8faV4O09BosF9ayQKbV1mwVTHGRg11vxHutPt/hxcQ6ijOk8SIka8Mz8Yx+OK5Xwh4P8dReFrHyvEotY2jDJDsVtqkcDJFAG14D8G6zB4mvvFniQxDUblPLWKPkKnGPx4Fch8ahcD4geHWkDfYsx49N+8/0xWxJ4o8Y+B/EthZeIrqHUrK8baJEGCvPsBzXW/ELwZ/wmmgxRwy+VeQMJbdj/AHvegDsuGwwOc9CK8V+I8q3Pxn8JwWp/0iPIbHXJOR+lX9N1/wCJehWiaZN4WGotANougxAcdq0PBngbVB4on8V+Jnja/lGIYV58ocfqMYoAvfF3SH1LwDcSxIZJ7TbKgAyc5Ga4zxNrya78MPCujwzM1xqjwwu6diu3eP8Ax6var63F3p9xbMoIliZMHpyMV4X4F+G+u6f48jOpWci6TZPI8Bc/LnsV/IUAa2pWCeDPit4Xls0WKK+txbXTAYHG0fn8tSWMK+Jvj1d3BO9NHj2jPTnPA/76rf8Ai54X1DxB4cgk0iEyahbTB12nDbcHIH6Unwk8L33h/RLmfWIXXU7uXfIZPvYwOM/hQBy/x9TfeeGUE3k7p3Hm/wBz7vP4VrW/w48TT28Msfjq78to1KgIemOP4q6r4geDYvGfh17HcsdyhDwykfdP+BrjNL1v4k+G7aPSpfDI1RIRsS5ViMgdPTigDQ0D4UXek+MrbxDe+IJb+SAk7ZYzk5UjqSfWqf7QTY8G26+s6/zFdB4VuvG+qa295rlrHp1gI8C2HJJzXO/tBkf8IfarnkzjA/EUAenaCM+HNMwf+XSL/wBAFWry2F3ZTW7AESxsh/EYqp4e58OaZ/16Rf8AoArToA8O+HGoP4YTxrpPGNJDyQgn72N3T8qyU8Mrf/BS718IU1FrmS/ZgPmOGbAB+hrR+KHgHxDqHjFr7w9bSmC9iWKcxHAB5yW9jmvVrLQIYfB0WiyIqr9mEcgHTdjn9aAPLvG+u3HiL4f+EoYVPmarMqyxg5O0f/s165b2CaX4cWyjPyQW/lrx2Arxj4deAPENp41iu9atJo7Kw3G380/LzkcD8a9xvldrC4VAdxjIUDucdKAPJ/gNgx+K+ef7S5/8er0Txd4hTwv4YvdWdfMMCZC+pJwP51xnwd8ParoUPiH+1bGS1N1e+ZHv/iX5uf1rr/Gnh5vFHhO+0kS+U06Da2OhBB/pQB554bsfG/jzThrN3rraXBLzDHCnJX8xXPaFptxpHx/+yX961/OkSk3DjBbIUjjJ6dK6Hwve/EPwvpUXh8+HBd+S3lxXROEC9B+A+lV9M8HeK7H4sWmvaggvEuBmeeL7sPTAPToP5UAeu61qttoekXOo3ThIoE3MT+n615Z8ONLn8XeKLzxzqqsY2Yx2UbjhV55/UVpfGLS/EWtafYafotpJcQNNuuAndccA+2cVT0/WviHoukW1ja+DLbyoIgqhXbsKAPXB1p1ZXh271G+0eG41azFneODvhBztrVoAgnljghkmmkWOOMFmdjgAdya8UsEm+KnxHN8//IvaU5VFxlZGB/XOCc13nxQttbvfBlxZ6DbyT3czqrLH12E/N+lcN4UufHvhPQodKtfBcTBCSZC5BbJzz70Ae1RoEAUYwvAFOOccCuZ8G6v4i1a1uJPEGjJpsqSYjQMTuXA5/PNdMfbtQB4l8FmUeK/FKnAb7bLz6jea9K8dz29r4I1SW6A8hYSDkZ6nA/XFeJfD/S9dk8S+JNY0C4T7TaXsqNav92YF2OOntXUa7N468f20ehPoP9l2jMBdTyE4OOcd/agDa+Aqsvw0QNx/pcvGPpWJ8Fgv/CS+KzgA/bpO3+01eqeHdFg8N+H7TS7cZW3jC5xy5A5P1rgPhR4d1bRtX8Rz6lZSW6XN47wl/wCJSzHigD1MkLkscAd68W8b6hcfEPxpD4M0t5PsNs4e+kU4HB5GfwOK9S8Uy6lD4Yv30m2NxfeXiKIdWJ4/kSa8d8E2/jnwdbXDR+ETeXlw++WeViGYduh+tAHuGnafBpdhb2VsgWKFFQAD0GM14/40DeDvi9o+vorLZXzbLhlX7znIA/lXa+E/EXizVtUlg1zw4um2ixkrNuJJbjj+dV/i/o0ep+BLm4JxNZYmhPo2QM/lQBzfjWJ/FPxg0bQcF4bFFu2/ug9f/Za9J8TRxjwvqGUXCwHjHtXm3wL02e60288TXshluLpvJDucsAvPH/fVeneIoJLnw5fwQIXlkhYKo6k0AcD8Dmx4PvCSMC6bp9Kp3PjHxP4u8bX2g+GZIbOysW2z3EkYYk5IyPyrY+EGjajpHhW7ttUtJLZ5LhmCv3UjGa5kaT4o+HnjnVdU0zSTqmn6i2SsfVRkkD680AYPxe0LxBpegwSaprpv4TKAIxFswTnnqa9M+JLFfg7qOOCLOLB/Fa4T4g6F458baPbahJpaxRo+1LCJiZCD/E2fp6969il0yPVfDH9m3UWEltxG6P2OB/WgDnfhKbY/DfSvs5TPlgSbOzgDOfeu3PPGfpxXi3h6Pxl8M2n0eHQ31XSQ7SRTRdcn8vQV1Xhq98Z654q/tHVLM6XpEcJVbZh8zscYP6Hv3oAPin4uOgaKml2LA6rqJ8qFQeVB6tj06itH4deEY/CPhmCCRQb2Ub7iQ9Sx7Z7ivN9asvGD/FOfXo/DM2oW1o220Ev3duPr6k119j4z8cz6pbwXXgw28EkgWSUsflXPXrQAvxG8e6hoWpWOgaDFHLq96fkLjIX2I981UvvD3jubw/cXF94jhjdoGMkMcAAAxnAbNRfE7wprEniXSPFmhWv2q409tzwr95jxg/pUt3rnjPxho1xptlof9ms8REtxckgZ9FxnJ+tADfgER/wrnpgfa5P5LWN4Xbzf2itSbjiycZ/75rqfg3ouo+H/AAa9jqdq9tMty7BW7jisbwt4f1az+NuoalcafNHZSW0irMQNpJK4oA6z4pDHw01z5B/qQSP+BrWH8B1A+G6YOc3chye3C10vxGtbq/8AAGr21lE01xJEAkajljuH9KyPg3pV/o3gKK01K0ktZzcO+xxgkEDBoA5v4o5PxW8DAdd7dP8AeWuv+Kv/ACSvW1HeBf8A0Na5/wCIWi6nqXxL8IX1lYyz2to7efKnRPmXr+VdR8SbG61H4cavZWcDy3EsKhI16k7lP9KAKfwgGPhrpXGMpn9BXcNnacfnXIfDGxu9N8AaZa3tvJBPHENySdRwK6/+tAHi3hWNfCPxj1vTUJWzvE3xIT06Eke/Bqrp2hweK7vx5rNzE0yv5i224ZK7NxAH51rfGHw/rMt/pWveHbaV7+LdC5iUZVSG5P54rrPhtoEug+BrO1vIWW7nHnXKP94OwGQfyoA4K38WyW/7Pkt1M5W5O+xQHkq2SF/9BrvfhlobaF4IsY5k23M6+bOM/wARJx+mK8kn8B+JH8btpH2K5Ph641Dz5WwNigsTkfma+iII/JhjjXGxFCrj0AxQA6ZRJE8ZP31K14J8KbhdD+J+t6PeMI5LmaV4txxu+Y4A9zmvfMYI9f515j4++Gt1rGsxeIvD1ylprEGCQfutjofrxQB2+u+GNI8SJGmqWiXAibcoI6GvD/iV4f0vQPHvhuPTbWO3VruHcqgDPziuqtPHvj3S4xZ6p4SknuE4WZeknv1rGn0Txl4+8Zadqmp6INMtLOVJF8w/e2tn39KAN39oHzP+EFjUf6r7SmR784r0fw8sKeHdPW3x5YgXAH0rP8ceGE8XeFLrS2KrKw3wu3RZADg/rXn3hbxJ4r8GWQ0LWfD11dRW4IgnhGSwz7kcc0AR/tEbP7I0NQpMxuX8sL1zha7bVgf+FQyibIYaQu8HqD5Yrjf7F8R/EnxVZ3+uac+maPYyCSGFx8zsDkH8cDNei+M7SSfwNrFtaxFpXtHREXuccCgDkfgs6xeApJDkIrs34Cs6Dxv4t8a+ILuz8Kx29tp9q2HuZlDbueMf4Vs/CXSr2z8BvZ31vJBI5YAOMcHIrkvDY134Xa7qFnPolxe6bcP+5mgGcnt1I9qAM34h2fia38TeHjr99BdIZP3YhiCY5HYGvXfGOV+HuokEj/RQQfTpXl3jHTvGHiXW9F1q60rybSGbbHbISXUEjlvfj1r1PxdDdT+Ab+K2geS5NqFWNBlieOgoA5H4BAt8OT83P22T+S1T+N+M6JnjE/XuOa1/glpl7pXgD7Pf2z28pu5HCOOcELg1S+MmmahqH9jmztJZwkuWKDOOe9AEnxhLD4cWoBOwlA4HcYrsPA6xDwPowhA8r7Km3HpTPEXhxPE3guTSJj5bywKFbujAD/DFed+FvE/ibwJYjw/rWg3N1Dajbbz24yWXsOSOKAPZ8fXmvm34bQ+JbzxRr8uiXltBcCR1kadAzMN3HX8K9X8Jap4r1zxDcXup2T2OkmPEMMgAbJ6GuX1bw/rvgbx5ceJPD2nG9sb4YuLdP4Bx/UZoAuar4c+Jms6bNYXmoac0EowQsYB/PNdb8OPDN34S8IQaTeSrJMkjuSpyPmOcVz83xO1a4haLSvCWoy3hHCyKAufrmu38P3GpXWkQTatbi3vGGXiXovtQBo3JzbS/7h/lXiXwX5+IXi//AHU/9CavbZxmCQAc7Dj64rwDwdNr/hDxnr19/wAI9d3cN42wNGo42kn1HrQB9B5HSvBdUH9uftDWccB3x2Ug80jt8v8A9eunvvGfjrVITBo3hOW3Mg2/abjjyz64BNafw8+Hv/CLi41TUZRc6zecyyZyF56D8qAOV+JqxzfFDw7FcA+SHRhk8bs8f0r2jr3zz6V5v8VvBl34gtbPU9HydUsJBKoB++AQQP0qhYfFq/trBLTVfDd//ayLtKxoNrt69e9AGT4m8v8A4aD8N+RndvPm/Xa3X8K1v2gB/wAUTB/13/qKTwP4X1rVfGVz4x8R2v2Z24trZvvJ05/KpfjtaXl94StYLS3eZjN8wQZx0xQB0vP/AAqSLHX+yU6/9cxXPfA0AeE7sjobk4rpfJnHwtjt/KYzjS1Qx992wcVhfBmyu7LwpOt3bPA7TkhWFAHPftEAf2VoGRnF0/TjsKn+KRZfgZp20lSwtQ2B22dKd8fNOvdQ0nRPsds83lXLlgo6ZAA/Wus1LwyfE/wvttHnUJP9jjKl+NkgTgn6GgDkPD1n8UYfD1jHp02kraiMGLKqcCorvwP4917xPpeq61LYkWkik+SwU7Qc9utN8M+NdY8A6WmheIdCvZEtiVhmhG4uuc55PvXTaT8QNX8Ra7awaZ4fuI9OYEy3FyNuOO2DQA344f8AJNbnnnzk6fjWj8IwT8L9GHQ+W3/obVmfHJwvw0n7ZuIx/Otb4UKV+Geig/8APNv/AEI0AdnjPbilA9qWigArxL4pxpL8TfDquoYB0ODz/FXtteD/ABnt7u58caJHYsEuyV8tj0BByKAPdAOMCvFdNVY/2iNS+z5G5F80L0+6tbT/ABR1DQbY6fr+hXTaugKq0C5jm9GznvUfwr8LatFrGp+KtfiaK9vuI43HITgg/pQBi+FUhn/aC8RyXLEywOwg3N0znOPwr2/OeleOeOfDuseG/HkHjXQLE3SEYuYl/Hcx/A/pV+6+LsmoaWYdF0LUJNUlUrGrRjare/PrQBznwj8uL4r+I4LR2a18t268Ft4z+PWr3j/B+NGgr38pf5mun+FXgyfwzp11fakgXUb+UyyL3QH+H+tc547tbmf4yaHIkDtCsS5cDgHJoAh+O8t22peG7W1xuldyC33dwK4zWzAvxbFtCsLaQECALkL0xxWp8VvCd34k8Pxz6YAdSs3EkI9R1IHvwKxtO+LZ02yisdf0DUYL+JQjrEgK8DrnNAFXwz4H8Xr8TofE+uLYqoVxIbdwMkqQOB161n+Pp5fD/wAYtO1fTIXv72SDbLaxruZVGOePWu78J+M9T8UavORoktppCoDFcSjDOe/GfpXC+PPt9j8YdP1Dww4vdVkt9ktrjIRAB1+tAGh428cS+KvDM2haLouoy3d6oimEluyiL1OfqK73wVo7eGfBWn6ddOBLbQDziTwD3rjn8TfEHTw08ng2zdV5YwsdxFdH4Y8W2nj7QL2OJHtroI8M0T9UJGPy5oA5eT4j+IPE2vXeleDdOhdbVyj3czfISOPTHbj1riPif/wmhi0k+KEsvJFyvl/Z8E7snrj2zV3wZqNx8J9e1aw1jTbuS2uXDRTRpnIXOPzzTPibf694sXTNRi0i5ttHjmXYZFG8tn7xA/GgD0X4uzywfCy+eJ8NtiGcerAVp/DKKCLwFpohwwMYZiP72BmtHxDosfiPwlNpzcedENuR0YDj9cV5Z4Q8aX/w5tG8N+J9Luf3MjGKeFdwZSf5dMUAe3nHQ/rT+1eeeGPGWseLPEpNppctrocSHM04wXbNegn6HigDwTxYgl/aPsFwCAkDflivemUbGBHy4rwLxzpOsan8dITo0Y8+G3jmRnyFO0cgkV1Fz8YFtLKSzvdFvU1dMxmMJ8m7oDnPSgDN+GcSW/xe8ZRW/wDqFC4A6Y3VzmgXPie5+KfiGbw9HbPcJNLGxnIACgkDrXd/CLwtqGl217rurQtFfai2WRuoXqP1rE12z1b4ffEaXxNYWD3mk3anzxGOQT1J9+uKALms2HxV1vRr3TLu10ow3CbDh1HH5Vr+D9B1bwr8LdQsNWCidIpSgR9wC7OPp3qtffHHQbWyDx2t21yw+SFlAOffnpXZ6Lez+J/B0NzfW/2WS+tjvjH8G4EUAcL8ArSBfBU12igTz3DiVh1bB4/nWj8a1B+H82VyQ/yj04NcP4Y1i7+EOuajpWr2N1Jpc8ha2kjXPAJwfxyKtfELWta8c+Fri50uwltdGtB5ryTDDzHphRzxz+lMD0f4Ygf8K00AAji0H8zXLfFfX7m/ubTwVo8jG+vyBOV/gQ+vtg10ngmaSw+E+mTiI+ZDYFwhHcAkCvIfBHjBNN8T6p4g17Sb24u7lswNHHu8tTnI5PTpikB7x4W8O2vhjQLXTbVNoiUb2PJZu/P1ry7U2/4yR0s+luw6+z12vhb4j2ninWX0+3068t2SPeXnQAduOvvXHapBL/w0Vpcnlts+zMd2OOjd6AIPjTJeN4w8Jw2So04lPkrL91nyuAfbNdB9o+KyFQLDSjGAPlEo9PpUnxZ8LajrFrp+r6TGJb7TJDIidzkgn+VVLD40aXFZxRajpt/DeIArp5fBYcHHNADPh/4S8U6V471bXdchtYlv0BYQyAgHPpXq/BXiuR8H+MLrxXd3cn9lTWmnoo8mSYYaQ5+tdcPagDxj4oxJN8W/BkUiBkYEFT/F81eyKv7rHGNuMV4/8SFY/F/wY4UssedzY4HJr2EkCInvtzigDxX4U5X4l+LkXIT7U/A9dzV1njD4kNoetw6DpOntqGqS4yinATPTPBrlfhRHL/wsfxY7xsEa5c7iCM5Zqi8Tm78F/F5/E93YyXGm3aqu+NclcAD8+KAIviRe+PJ/At8NY0+yg05ihkMcoZx8wxxj1r0T4XjPw/0z/rmMD04FcB8QPGN5418GXlpoGj3UlllftFxIuAACDhea9C+GJ/4oLTARgiML+QFAHWOm9GU9CMV4t8PGHhn4q+IvD8h2Qy/NbKRjcc5JH4Cvba8O+M8V9oXifTPE+mRsJxG0G9Fz1B6/nQBmX2hQ+ONW8daleJI0+nKY7V+2U3cD8hW/J4tuLr4EtcO4W9aI2p2n7hBwP0FdN8MNGMHgJTeoTPfs80xcctv55/OvG4dN1m48WHwNIrR6fJqPnMyg8Dkj+dAHt3wz0KPRvAVjbsgEk8fmT8Y3MepP4VxPhDPhP406toZ2xwaipuV7DuQP1r2WGJYYEjVQAqhQB7V5H8abKfSn03xfYAJc2UoSRv7wJGB+hoAr6/B/wl/x0stNkUPBpCh5EZeCpwf611XxizF8LdW2nG0Rjj/fWsr4NafNc6beeKNR/eX2pSkiRuoUcY/QVq/GTJ+GOqKMlj5eABnPzigCz8KoY4fh9poQbAy7iPUkDmvO/jxIbbxV4cubdiLtEYoV6/eq/wCCPGF54M8N2Nn4jsJUs5YxJa3CLn5SOh+nFU4/tHxT+JVhqcdnNHoumnh5Vxu9R+PWgDsPjC+fhRd7vvMkX57lrofAGf8AhAtG7f6JHz/wEVD8QtAm8ReB9Q0y1/1zoCn/AAEg4/SuB8D/ABNi0Pw2miatp92NRs/3Sxqn3scAD34oAg8VjPx/8O85IlUj64p/xzkabVvDdm/MH2pGx7k4P6Vjyf25c/Gnw9qer2TWy3sweCIDOxQMc/XrXd/GPwvd674ft73T42e80+UTKiDlh/8AW60AeiQQxwRLBEu2NFAUDpivG7mNI/2iFKgAsik46k4WtDR/jJbnR4LW40y+l1lVEZhWMfO/T16ZrmdBi1yT41QX2t23kz3KhggH3V4wPyxQBr/GIC68W+GrOUkW/nK/Xjdk17OoCqAuABxjFea/F/wne65pdpqWlJvvdPlEuwdXA7VV0v4z6emlousWN5DfxrtljWPgsOuOaAMjxkFg+O/hd4D+8klHmAf1rd+N2iPe+E4dXgIE+lzrOAF5fkDH9ayfC2l6p4y+Ip8YahZNZWNuB9kVxy5GMfyr1TX9Pj1TQL2zkXcJIWwPfHH60AeY+NPEU2s/CnR0jlYXOqNDHKyepIDj9aztE0m38BfFjSLS1DRw6paCMKx6t8uf1BrmvAdtrGueLtL8OamkiWOkSPLnbgF1wRn/AL5r0H4zWE1tZ6X4k09T/aOnTgREDOFIJ/woAzrjzvFvx4EQjza6JHtmDdCecEfiwru/HHji18F6dFNJEbi6nbbBApwZCP8A9Yrk/gva3l3a6p4i1FGW8v5sEuMblwOai+M+l332jQdctrVrmDTpzJOijOBlT/Q0AWR4j+IuqWbz2ug21vA6ZCTS/Ngj3FZP7P5J07Vww+b7Qc+gPFbD/FRNZ00WXhvTLq51OSHOzZhYj0OeazPgRBPaWus291G0c63BLIR3OKAM/wAUxQz/ALRenpKoIFvEwz6jOK9vnGYJCD/Cf5V4j4njkH7ROnv5bFPs0Q344zzXt0v+okyMfKcigDxn4BSMY9ajydgnZgPQ5FSTjH7S0GSM/YDk/wDATSfAWJ4o9a3oy5uGwCMZ5FOnLN+0lE4Q7BZFdxHGcHvQA39oFj/ZWlY/5+F/rXsFhzp9vx/yyX+VedfGvw9c6z4UjuLOIyz2UolZPVBnOP0qHSfi5aXei21va6fdTasU2C2VP4gMevSgDK8J8fHvWec5Vz/Ovaq8G+HEGrw/GG/fWYDHdzxvKy44XOeAa95oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC6/49pP901PUNzxbSf7poAfD/qU+lPpqfcX6U6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKMCiigAxSYGMUtFACEA9qXAoooATAowKWigAwKMCiigBMAdqMClooATA9KNq+lLRQAYFGBRRQAYpMClooAMUm0ZzilopAGKTAznHNLRTAMUmBnNLRQAUm0elLRQAmBmlwKKKAE2j0owMYpaKAEwPSjApaKAEwPSlxRRQAmB6UuKKKADApMAUtFABR1oooAMCkwKWigBMAjpS4oooATA9KXFFFACYFLgUUUAJgelGBjGOKWigBMDOcUYFLRQAUmB6UtFACYA7UYFLRQAzAGB0ArxTxp4d8UW3xQi8S2enLqVqgXyUZhiMgDoM17ZtOc9qMHPJoA4DxN4c1Lx14Ft4rhFsdVTEojPIVwenH0rI0rVviTpVlFZXHhyG48lQiyJKoyB3PzV6rtOaXB64FAHkcHhPxV4x8U2eseKFhsrWyOYrRDnP15NethQoUDoOKXb68+lLigAwMcijApaKAEwPSjaPSlooATAo2gdqWikAmB6UhA/OnUjDIxTAhuHkjtZHjTfIqEqvqcdK8N1/TfGXxK1bT7S+0oWWm20+ZWyBuGRnv7V7vgmjacdaAILK3W0tILZD8kMaxj6AY/pVmkA9aWgBCAeoowKWikAm0ccdKWiimAmB6UYHpS0UAJgUYHpS0UgEwPSlxRRTAMAUUUUAJgUYHpS0UAJgelMfIBIGT2FSU0gk0AeRfB7SNQsNc8TTXdrJDHLeuylxjdlm/OvXsD0pFXFOoATAowB2paKAEwKMD0paKAEIrzb4yyajN4Wh0zT7Wab7fMIpTGCdq9cn8q9JOccU3BOc8fjQBi+DtHXQvCWmad5YR4YFV/dscmtzAyTjrS0UAIFA6CgqCMEUtFACAAdBQQD2paKAE2j0owPSlooAQKBjA6UYB7UtFACYHpRtA6AUtFACYGMYoCgHIHNLRQAhUHqKMD0paKAE2jOcUYHpS0UAJgelLiiigBMA9qXAoooATaD2owKWigBMDGMUYGMYpaKAGlFPVQaXApaKAEwKCit1UH6ilopAJgDoKMA9qWimAgVVGAAKCqt1UH6ilooATaPQcUYHpS0UgECgdABQVB6gH60tFMBMD0pCisclQfqKdRQAmAOgoIBGCKWigBojReiKPoKdRRQAmBSbE/uj8qdRQAgUDoMUYA7UtFACbR6U0wxk5Mak+uKfRQAmAO1IyKwwygj3FOooATavPA5pAijooH0p1FADWjRxhlB+opcD0paKAGNFG/3kU/UU0qqZ2KBx0AxUtNKnPWgDwr4k+KLzxrYTeFdN0C/WdbsDz3X5CUJHXHQ1674Y0lND8OWGnJkCCIAg9cnk/qa1hEFJKqATShTnsKAHjpRRRQAV4v8TYbh/iZ4eeOCV41ZMsiEgc969oqJ4I3kWRkUuvQkdKADy43YFkVj6kVJgAYxSAEGnUAIVBGCARTRDEDkRoD7LT6KQCbQO1IY0LBiikjuRTqKYBiozDEzbjGhPqVqSigCPYqE4UKPYYrxfUxq3gX4oT69Lpcuo2F4hUPAMsn+HWvaWUlvb1o2demD1FAHmd78W7eS0eOx0TUZ7mRSqoYWABPqSKm+FHhjUdFsLzUNUjEV3fPvMI/hFeiLBGhJWNVz1wOtO2nOehoARoY5Dl0VvqKUxRsu0opX0xTgMGloATaOOOlMaCJyC0aMR6jNSUUANWNEGFUKPYYpcClooAZ5Ue/fsXf/exzTTbwlixiQsepKipaKAEwMYx0pHVWXDAEe4p1IRkUAeA/EB44fitaT65p80+kWyjyljjJVu+Dgeua9o8P6vba5pEF9axPHE65RHUrgfjV+4s4LtQJ4Y5AOgdQcVJHEkMaxxoqIowFUYAoAR4IZceZGjfUZp3kx7Nnlrt9McU4DBpaAECKF2hQF9McUz7PD/zyT/vkVJRQAxYY0OVjUH1AoMUZfeUXd645p9FACEA9RURtbcnJgjJ/3RU1FADVjRRhVAHsKXaBjjpS0UARtbwu6u0all6EjkVJiiigBiQxoSUjVSepA60SQxzLtkRXX0YZp9FAESWsEUXlJCip/dA4p8caRKFjUKoGAAKdRQAUx4o5Rh0Vh7jNPooAQKoGAAB6CmCCISeYI03/AN7HNSUUgG15D8cbuS7sdM8NW4YyX84JwM4wRj+devkZNVJ9Ms7q4juJ7SGSaI/JI6Asv0NMCvoOnR6ToVlZxIFEUKghemcDP61oyRRzIVkRWU9QRSgH8unNOoAia3hdArRIyjoCOlOjhjhXbHGqD0UYp9FACEA9RURs7Yy+YYI9/wDe281NRQAwxRs6uUUsvQkcinYHpS0UAQi0txJvEEYf12jNO8iLzBJ5a7wMBsc1JRQAmAe1QPY2jyb2t4i3qVFWKKAEVFUYVQB6CjA9KWigCNYIUcusaqx6kDk0540kUq6BlPYjNOooAasaIoVVCgdABilZFYYZQR6GlopAQRWdtAzNFBGhY5JVcZqRIYoySkaqWOTgdafRTAjNvCZRKY1Mg6Njmn4B7UtFAEcdvDDu8uNU3HJ2jGTR5EJl83y18zGN2OakooAQqGGCAR6GoI7C0hcvHbxqx6kLViigCMQRCUyiNfMIxuxzUlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQ3X/HtJ/u1Maguv+PaT/dNAEyfcX6UtNT7i/SnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSGkBOPU+1ADqKbnP09aM4HJoAdRTc+9Ge3NADqKbnt3oyfWgB1FV7u8hsbSS6uJBHDGpZ3PYCotN1S01eyS7sZhNA/3XXoaALtFNyR70ZoAdRTSe/ajJoAdRTcn1FGaAHUU3OB1o3d6AHUU3J6jpRn1oAdRRRQAUUUmecUALRSE0mT36+1ADqKbk5o/GgB1FJzRmgBaKaTjmjP8A+ugB1FNycdRSbucUAPoppJxXn+hfEwaz49vPDf8AZk8XkmQCUkY+Q4J/GgD0KiqOo6rZ6VbC4vblIImbaGc4yfSrEcqzxq8bhkYZDKeDQBNRTcmj86AHUU3PrS0ALRTck8frSAk0APopmT68UjvsjZ+flBOBQBJRXAeCPiVH4x1i/wBPTTprc2ozucjnnFd7nHegB1FNBo5xz1oAdRSZOOlJnjrQA6ikzS0AFFI3Sqkeo2c1y9tHdwvOn3o1kBYfhQBcophJPA615/8AD/x/eeLdX1ezuraONbKZo0ZO4BxzzQB6HRTcmgE45NADqKTPvRmgBaKTNJ7UAOopM03JzjmgB9FNBOOetHfr+VADqKSg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I/CuR/zECD+QrrvGqovwsvlIG0WRxn/doA0fAtvoVv4Xtj4e3HT2yULcseTnP410ua4H4NYHwt0gj0k/9Dauy1SV4NJvJY8mRIHZQPXacUAYutfEDw3oE7QXuox+cv3o4yGYfUVAnxN8JPbeeNWhC4ztLAMPwzXB/BzR9O1ldT1nU4I7jUnnYMs3zbOTxg1R+ImgaPYfEnw89nbRLLct++t1HD8nnFAHskviHTYdC/tprhfsGzeJRyCKoaj460HS9Ag1q6u8Wc4Bj2jLNn2ql47itrT4e6gnlIkCwYVAMAfhXnfwZ8G2mteGl1jVne8Uu0MEEjErEBwSB09KAPXrDxJpWoaEmtRXSJYOpYSynaAAcc1g3HxW8IW9y0DamrMpwWQZX881fvvBmjXfhg6D5bQ6eCSFVyMZOT39TWabXwLpOnnR5Dp0aBChDqC2P97GaAOn0rW9O1u0Fzp11HPEe6MDj61Vi8VaTN4jl0FJz/aES7mjI6Dj/GvJ/gxPHbeLvE+m2LhtNSbMOCSFUFsYzVjx5br4c+Lfh/xBFuWK4O25IP3z0AP4CgD13U9Vs9H0+W+vphDbxjLO1M0fWrDXdNj1DT5xLbucBh6+lef/ABq1DHguLTEUNNqcyxRgdcgg1Q+Bt3Pa6bqfh27Xy7iwnJKHrlic/wAqAPSNX8S6Voc1vBqF0sUlw22NSeWrnfH2n+FLz+ypPEkkikTgWux9uWPrXH68H8XfHLT9PVA1to8e+cHowOD/AFqx8cwB/wAIiBxjUwP5UAdT491zT9A8GXVst8LadrZltgr4YnHGP0rn/hd470mPwTYw6trStqJZg6zy5c/McdTnpiuh+Imk2N74Hv7i6tkklt7V2jYjlTt61z3wk8L6Nf8Aw60u8udPhluGZ2MjDnIc4oA9NvdUsdOt/tF5dRQQ4zvkYKP1rmP+FpeEftPkf2rHuzjdkbfzzVzxT4S07xRDZxak7rb2shk2K20PxjB56Vi61pvgWXRrjTZG0+3xGVDAAFOOuetAHcWd9a6haJdWk6TwOMq8ZyDUOqaxp+jWhutRu4raEfxSMBn25ry74C3Usmh6zaPOZbezvfLtzngLyePr1rL1WP8A4Tn40No967SabppIeAEhSQCRnH4UAeiWvxO8JXcqxpqsSljgFyFH55rYv/E2k6ZdWlvdXaI93/qcnhh61j638PfD2s6QbB7GKAhf3ckS4ZT2PHWuO+LPhaS18AWdzau002kMrNM3DeWOv64oA9fDBunPGc1jzeJNJi11dGkvIhfsu4QkjOPWq/hjxBFrPhCy1gDCvB5jDuMDn+Veb/Dm0fxL8Sdd8UXRLJC5htiwGCuSP04oA6bXdB8Fz/EGwutQm2a1IQYkEmA5HAyK7DVdasNDtUnv7hYYiQq5PU15P412f8L58JAAZJ5962PjoCPBCEcESjB98igDttW8YaHodvDNf30cSzAFBkZIPfHpVrRfEOl+ILdp9MvI7hFOG2MCR9a4n4feB9OXwvZX+pg393dwK5a4O4ICM4APA61xGiSReDfj3PotgGSxu2WPytxwGYBs/wA6APfWlRFLMcKBkntXM3fxF8LWV41rNq0HmLjJVgRn0zmuT+NGvXNjpOnaRZzNHJqVwIXKcMq8cj8a6Hw78O9C0bRIrSWxjnnaMec8o3MzY5OT0oA6XTNa03WYPO068huYwcExOGwffFX814PBbS/Dj4yWdjZuV0rVuPLLHCDjJ+ua9kvtc0vTpkivb6GGR13KHbBIoA0T7V4n8Y/GYt3sYNF1ry5kk/fC3l5HPQ4Nes2/iHSLu5FrBqEDzMPlRW5NeJ/G7w7pWlT2F7a2ixz3Ev71sn5uaAPY9J8U6LqTQWtpqltcXLRg7ElDN0ryrxzfW+lfG7T769l2WywoGY9BXpOjeDND0ZY9Q0zT0jvRANp3HnivG9R03U9U+M1nF4oSOTzcMsSH5VQHgUAfQllf299ZpdwPmBxlWPpWLqHj/wAMaZN5Nzq1uJM4Kq4JU+/PFcr8YPEMnhnwdFY6YVhlumEC7eNqY6j8hWj4Q+HGjaRosLXdql3fTRhp5ZvmLE9+aAOt0vXtL1qIyadfQXIGMiNwxH1xV8uqqSTwOprwjxLYj4d/FPR7/Sd0FjqUgieEMdvUBjj8a6n4y+I7rTvCsVnp0jrPqDrHuTghCD09+lAHUXPxD8K2l19nk1i2Lg4O2QED681t2mr6ff2Zu7S8hntxnMkbhlH4iuQ8M/DXQdM8PxW9zZR3NxNHmeaQZLk9T7fhV3wz4E0/wuuo21tPK9ldnIgc8Rg5yB+dAF0ePPC3IOuWIIJBBmXPH41c07xNourzvBp+pW1zIgywikDYH4Vw3ivwn4H8J+HbzU7jSosgEojSNmRz2HNZ/wAEvCJ06xuPEM6eW+oDEMZ7R5yPxzmgD05tc05NYXSWuoxfMm8Q7hu2+uKzL/x54a02+NndarAky8Mu8cfXmvJ/iRYT6j8Y9PtLS5e3lmhRXkjOGVT1r0K7+GXh2Xw5Np/2UMxQn7Q7EuW7nJ5oA7W3uoLu3Se3lWSJxlXU5BFR3l/aafbme8uI4Ih1eRgo/WvKPgPqtxcaHqOnTSNKtpckRFjnC8DFZOvX0Pjn4v8A/CP3960Wj2SNmNW2h3X7wP1wKAPUbb4geF7q6+zxaza784GZAAfoc10ayK6hlOVPIIrzDxV4U8HXnhe6ishaw3VtETC8T4ZGHQ+9T/BfW7jV/BjR3MjSNYzG3DsckgAH+tAEx8MeDh8SWvzd/wDE6K7/ACPN/XFehCvGJFUftLp0P+gZx6cGvZx1oAdWZrmh2fiHS5NNv0ZraX7wRtprTppPNAHna/BTwYoybS449Zv/AK1eW6n4L0rWPiVDoXhZJBb2xDXspbcBg9v0FevfEzxmvhbQWjtvn1K6Hl26DsT3qH4W+EG8OeH/ALVdxEanenzZy3JGe2f1oA7WIWulafHEZBHbwIFDO3AA9TWM/j7wslwYDrdlvHpMuP50vizwxF4q05LKe8nt4kkV38o43gHODWRP4G8GRaU+nta2ygrjdv8Amz6560AdnaXltfW63FrPHNCwyro2Qfxrxb4uD/i4nhIjobyLn/gS0nwI1W5/tHW9DZ/Mtbc+bGxYnHIGB7U/4rxlviN4XLFQguYzyemGXNAHst1eW9hayXV1MsUMY3O7nAAplnqtjf2Yu7S6imtyM+YjAj868k8U3t18TfE6eF9IuDHpNs2b64U9SOw9ep4r0220iz0Pwy2n2cQSCC3ZQO/Q0ASw+JdHnsJ76O/gNrASsku8bQR70uj+IdK1+KSTTLyO4WIgPsYHBrwf4beGZ/Fd/qVnd3Mq6HDOXaBTjzWz0yOccV6nPpGj/DXwrrWp6NaGILF5rIWLZIHHU0AdJqniXRtFYLqOo29u56LJIAT+Bp+m6/pWsKW06/gusdRE4Yj64ryb4deHdK8QafJ4j8SXC3l3eSFo1mk4jHpiqXi6zsfAXjzQdT0CQRRX04hmt43JXGRk4/GgD3V5UjjaR2CooySTwKwX8deGI7gwtrdkHBwf3y8frXL/ABlvtRg+HcsumGQea6rKU6iMg5/pWZ4B8JeDNf8ABVsPJjnuJE/0gs58wP788dqAPVba8t7y3W4tpklhcZV0bIP0NTFgBzxWL4b8PW3hjShp1m8jwq5cGQ5xnsPyrWYYibvwaAKVv4g0q7tLi6gv4JILdissiuCEPoTUWm+KNF1eGeWx1GCaOBd0rK4IQep9BxXz98MtCu/E2t6xpcl3KmjJM0txGnHmtnG3PX0r2zRfh94f8PpqEenWrRw38XlTJvJyvPqfc0AaCeMvDTjK65Yen+vX/GrlhrulapK8VjqFtcyIMssUgYge+K848VeCPAHg/wANXWpXOmgBFPloZ3zI/ZRz1NQ/BTwq2j6Tea/dI0cl7ny1Yn5Yhz/MUAep3uo2emwGe9uYreIfxyMFH61RsfFeg6lOILPVbSaY9I0lBY/hXkdksfxL+JGrrq14RpGmMFitw+1ZOSMn8hWl8SPBXh6y8JXWr6Qy2N/ZR+ZG8MpBZVH3ev0oA9hBBGRWfqWvaVo4B1HULe1z086QLn6Zrm/BXiR9X+HNvqty3+kJbsZSOm5c4/kK4D4e6BF8Rr298UeITLdQvIUt4XYhFI9h9RQB7Fp3iDSNWbbp+o21y2M4ikDHH4U268SaLZXJt7rVLSGYclHlAI/CuVX4Y6bYeKNP1rR5JbAW7bpoI2JWbnoc9Kv658PfDGt6k+p6nZF5tvzP5rKMfgaANdfFnh95EjXWbEu5CqBOuST0HWtYOpXdnivnjSvC+k+JfisYtBs2h0jSnV5JhIzB3UkjqehIruPjB4ivNM0W10bTZ2hvtQfarD+50P8AMUAdtceMPDlrcm3uNasYpgcFHmUEH861LW9tr6BZ7WeOaJujo2QfxrgdG+E3hmHR4lvLVru5kQNLcSu25mP41yGjC4+HfxbOgx3Er6NfRho42YtsznaBn0oA9kk1zS4dSXTpL+3S9bG23aQBznpx1q80iorMx2qoySewrxb4tW/9heNPDvi1FwkEgEx/vEEbf0Feg+MddGl+BL7UhgsbcYUHruwP60Ab2n6tp+qxGSwvIblFOC0ThgPypb/U7HS4RNfXUVvGTtDSuFBPpzXhXwHv59L1m80PUA0T3ECTW6P/ABDkk/kK2/ixcDWPGXhvwvG+ftMu6UA/c5GM/gaAPV31nTY72Gze9gW5nGYoi43OPUDvV7NeMfGLTZtLl8O+JLIsJ7GRYZGXoI+cn9cV6ra6tbXWhpq6sfszQedn0XGaAJF1jTm1E6et5CbwLuMAcbwPXHpV7NeLfCm3fxF4217xZNkosjW8DE/eQk9P++RXtAoApLrOmtqZ01b2A3oG4wBxvx6461Wl8U6FBdtaTatZxzqcNG0ygg/SvE/FllqN/wDH5LXSLk2k8toFeVRkhPm3498ZrvNQ+EPh+fQp4II5P7QZMi8eVi2/+8eaAPRUdXUMpyp5BHeqyapYyX72CXcLXaLuaEONwHqR+BrzD4JeI7rUdK1DR7ycyS6fKUjLHJ8vjv8AUmuV8UW2r3fx2bT9FuWt5bq2CyOO0fzbvxxmgD2+18SaLe6i+n22p2st2md0KSgsMdePar1zd29pA01xKsUS8s7nAH41x+gfDHQfD+rwarZrKLyOMq8jOT5hOCWOT6j9a4O5lm+KPxOutHN5JHo+ljc6RsQJR07e7fpQB65beKdBvJhDbavZTSN0RJlJP61rZz0rzfXfhL4fl0SaPSreSyvIY2aCSKVt27HA698YqL4NeJL3WNCvNO1Jme80ubyGcnlhkj9MUASeIfA+gal8QNP1W81ZIbwHItSwDSEZ6c16TuA68V4x41Bb48+EEPAZGP8A6HW18YfFF9o+lafpOmOqXWqTiAyZwyAkDj65oA7m48S6JaXJtrjVbSKYdY3lAYfhWhDcw3ESywyLJGwyGU5BrzfSfhT4Xg0uJdVLXt86AzTvcNuzjp16CsDwFc3XhT4nan4V+1SXGnSndb+Y27BwOR+ooAm+PWWfwkARg6gRj15SvXLHCafbbsACJfw4FeTfHRcy+EQcDOo43HovKVP498SX9/JaeCfDcm+/uYgLiZD/AKqPA6ntnPWgD1C21WwvYZJrW8hmjiO12jcMFPoa8vPjW5Pxuj0wapD/AGQbZm+8Nu7DYGc9eldf4c8E2Gh+Ejobl5RMubh9xDSN65HSvHx4G0ZPjnF4fVZTYtbNKQZW3AgMeuc9qAPoW2u7e7UvbzRyqOCUbODTLPVLDUGkWzvIZzGcOI3DbT6HFZ3h7w1p/hi1kt9PWQJI+5t8jN6+p968t+BLM+q+JWdyT9pYYznuKAPZ7m8t7OFprmZIYl6u5wBSwXMN1AJreRZYyMqynIP41xHxgZl+G1+UJzvj5B/2hVr4X5PgDTiSSdp5JoA6q7BNlPz/AMs2/lXkPwRCrqfiDHQyflzXr93/AMeU/wD1zb+VeJfC7VrTw/a+JtVvZUWGNzxnkkHgfjQB7TNqNlaXMUFxdQxTTHEaO4DP9PWrLSoiF2YBR1J7V494N8P6h418Sf8ACZ6+ZEt0ctYW24j5QflY49gPzrtvGnhGTxWljb/2nPZW8Uu6VYTgyDBGM0AbA8T6EZvJGrWfm5xs85c5rUV1ZQwIKkZB9a8x134XeFIfD961ojw3UMDypKLhi25VJ7n2qD4F+IbrV/DF3ZXbtI9hKF8xzkkNk4/DFAHpr6jZx3i2j3Ma3DjKxFhuI9QKgutf0myuBb3Wo20Mx/5ZySAN+VeI+PTqsnxm0200i98i8ul8tHPIQck8H2FdjqXwj0mbQ7iSeW4uNWETOLx5WyXx6ZwBmgD0xJFdVZGDKwyCOhFRz3cFrGZJ5UiQdWc4Ary34H65f3+kanpeoSmR9MnESsxyed3H4Yra1r4eJr/iaTUdU1O4axC4S0SQqv44IoA6+z1zS9QfZZ6hbTt6RyBv5VeJB714Z8TfBWm+E/Dy674cmlsri1lQsiTsd+WAHU9q9c8MX0mpeGtNvJm3Sy2yM5x1baMmgDx74FRj/hKfEj/xCV1P/fQNdn4j8DadrHxDsdbn1VYLmFFC2p6vtJOetch8CR/xUXiZv+m7/wDoQqz478xPjVorCRlRokGAxA6ntQB7HPeWtmV+0XEUQb7odgM006nZBS32qLA/2xWH4o8G2Piw2/22aaPyc7RE5GQfoa8d+IPhrT9N1fTPDvh572XVLmT96RcOcJzweeD0NAH0Mk0csYkjYMhGQy8g1UudZ02ylEVzfQQueQryAE1iw+Hrq08EQ6HZ3rJcR24i88nJ+tc7YfCLQ47Rf7Zubm+vDy0slwwwT6YNAHosFzDcxCSGVZEPRlORUmR614d4LNz4S+LF74divJbnTpv9UJHLbeAf/rV1Hxe8VX2g6PZafpbBL3VJvs6yDqgOBx9c4oA7uXW9Min+zvf26zdPLMgBz9KsuFlgZQRtcEZ7c15tpHwe0f8AsWNdUkup9TePMlwZ3DIxHbntW74K8P6p4c0W9stQv/tce8m2bcSVTHQk980AZfgjwBa+GPFGrajFqq3clxhTEq4MXJ68+9R+KPh7Yax49sNdl1YW06lCbcnl9uMY54rnfg/LPL498Vl5JHjwuAzk4O4+tP8AiI8sfxf8IASOqvcAMAxwRuXtQB7HEuxFQdAO9SbgByenU0AV5b8cNfv9H8OWVtYu0QvZzHLMvBRRg8UAej/2vp28p9tg3A4I3jNWw6sMg5FeVaR8K9B1XwlBJHfXTXdxCrm7WdiQxGemccV2UGgahZeCzo9tqTtepEUju5Bls56n8OKANu41GytWC3F1FET2dgKnimjmjEkTh0PRlOQa820/4R6YlmP7Zv7q9vGB3SvcMACfQA1z3gQXnhf4uXnhNbya5sJLdp1EjltuORjP1oA9nuLuC1j8yeRY09WOBTbi+tbSETXFxHFGejOwArzf44SyReDYWid0YXIwUOOxqv4Z8D3finw3aX3inUprgyQjyYI2KrGOxOMZP1oA9TimjuIhJC4dDyGU5Brh/iV4Lh8X2lkk2qLYiGYNlxnd14HIrj/Act/4U+K154Qe6lmsJIWnQTMSV7rjP1rR+PbvD4d0eSOR42OoKpKsRkbT6UAekWluNH0CO2WYN9nhIWRu+B1rh/hh401TxLqGvxapcQNHZXHlxbEC8Zbv+FbWs+GYPFHhK0jubm5gMURdWhkIOcd+ea8e+GHga08RX3iO3mv7uH7HOI0aFypbJbk4PJ4oA+kgwIyDketV5tQtLd9k1zEjejMBXP6v4f1A+EhpGj37QShQnnyHJI+vPNc7b/B/R000w32o31zdEc3DXDAg+uM4oA9IWRHUMpyp7jpTZLmGHZ5kqqXbauT94+grx/4T3+oad4o1nwxd3Ul1bW8jGCR2ycAn+fFN+Pc09tp+kS200sUwuRgxsR2PpQB67PqdlaypFcXUUUjnCq7AE1M88URUO4UscDJ6mvJLP4bah4shtNd8Q6vcwX7bHWGL7sYByFqt8arm800eH5LCaXz4pCEAYjcQR1HegD2Ge8t7YKZ5kjDHA3tjNSJKkiBkYMrdCD1rzO1+HVz4g01L3xLqlxPqE0YKiJyqQgjjAGMn61hfCvVL3RvG+s+Dr68a4jtm/cmRiSWHX9BQB7XmoPt1r53kmeMS/wBzcM/lXm3xU8VX9pc6Z4a0eYQ3epybGm7opIGPxzTY/hBYf2WRNrF+2oMm7zxM2Q30zQB6jnn6157478AS+Kde0rUY9TFqto3KFc7uR7+1Znwm8QanJqGreF9VnaefTTkSt125xis/4x3E8XizwgsNxLEsszbwkhAbleuKAPYLeLybeKIsWKKFz608zRpII2dQ56LnmmWoxaw9xsHX6V5F8ZWudF1fQNdgnmSJZ1jmCuQu0HPP50Aex7h9fpTI54pSfLcNjg47VkX+tWyeE59ZR/8AR/spnVh/d25rxb4K+JbpvGN/Z3k8pgvQ0sIkYnJ3cYz7UAfQLypGNznA9TSh1ZdwOR7V5b8bdVnttAsNKtpGSbUrpYQ6MVK8g54rR8S63L8OfhpCwYzXscaQgs24lyMFufegDvZbu3gx5syJnpuOKlDAjIPFeRaF8NJNb0san4j1i7kvrxRJtjlKrEDyMAEdsVS8M3up+B/ib/wil7qMl3p92m+CSdslRzg/U4xQB7VnimGaMSiMuA5GQueaUN+B9K8X+I8tz4Z+Jmga6ZLg6c8gFwFc7QegXGfxoA9p3j6fWhJFcZUgjOOK53xhq8eleDNQv2bavkEK2cYLDA/nXlfwF1u7N/qGmX9xPJJKiSwiVi3HJJ59eKAPdXkVELMcAetODA9DXkPxjvry91PQPC2myyR3d7OJA6OV4GRg4q18WNcvvC/hPTNP0+Qwm8lFu85YlowADkGgD1Hzoy20OpYdRmsvxHpcms+Hb7ToLhraa4iKJMBkofWvOLL4SQ3nh2KaLxJqD3ksYcTrM23JH16V3F1aXGmeBJ7ae6aWeG2KmYnBPvQBnfDbwhP4O0SW0uLz7S0spfI6L0/wrtj0ryr4D3M914OvXuJ5JXF86qZHLHGB616jNKIIHlYEhQWIFAHmnxB+It5pWrQ+HPD0IuNYmwp7iPPqKz7b4YeK9St1utV8YXcFy43GKIsVQ+gO6sP4R2sut/EXXdcuyJvJkeNS/UNu+U/gBivXvEXi7SfDCQNqc4iSZiqn8KAOEs9D8e+EtXsY4NVbWdMlmVJmmBLIpPJ5Jr1YZFcjZ/E3wre30NpBqcRnmYKi+pPQU74ieK28IeFJb6MA3EjCKAN0LkZH8qAOtaREwGcDPqadkEcc14/4Z+G93r1hHrHiPWr2S5u13+TFKyquenQjmsy0vNW+GXxEtNIu76e70bUG2xGZskMT6n0zQB3PxaVH+HGrbsgiI7T71L8Jxj4ZaGT/AM+4/mai+LJDfDfVCDw0WQaX4ZCY/CjRvIIEptDsLdN3OKAO2aVEOWYKD0yaeGUjIIry21+GOpatJJe+JfEF09w5OIrZysaDtjGK52GHUPh78WNJ0qHU7i707VWwVncsVHQ9fegD3QsFGSQB70wzRiPzN42dd2eK5X4ks6+AdUaOR43CAhkbBHI71594F0TxB448K2p1nVZrXTIwEiSE/PLjux6/rQB7YkqSIHRgynuK87+NwVvhvek9QyY/76FchapqXw4+KGmaPFqFxdaXqbbdtw2Sg7kZrsfjQN3w01A8DGw5P+8KAOg8ADb4E0XjH+iR/wDoIroxIpJAOSOvtXlj+M18J/CrQzCBLqVzaRpawjksxUc/qKv/AA08KalpsU2ta3dTSahe/MYmkYqinnGOnpQB6IXVepx9aRJo3ztcHHXBrzjWPAWt+JfEd3Nqmuy2+lhv9GhtW2tj0bpXG+N/Dt78Nhaa/pOs3ssaSBZo5XLDBI9Sc96APe9wxUVxnyZDjopPWodNuTeaTZ3TDmaFJD+Kg/1qef8A49Zf9w/yoA8F8KWfiPxn4p8RwR+Kb6zisbkhF3MwwScDqMdK6O/8M+PfDFtJfaX4ibVTGNzwXCH5h7ZJqn8GP+Rw8a/9fC/+hNXshAII9eKAOK+Hvj6LxlayxyxG31K3H76E9u2a7cHmvn/RHl0P9om7sLYiO2u5WDKO6hM/zFdT8Q/FGq3vimz8GeH3aG5nUPcTL1VD6frQB6sJUJwGGenWlJ5wDXlM3wdZNPZ4fEup/bgu4O0h2lvpnpUnwo8VanqNxqXh7W5fMv8ATzwxGCVyAKAMj4uAN4/8HZHW8UH3+Za9nyFXk4UD8q8Z+LZz4/8ABwJA/wBMXn/gS11fxbnntvh/dS27yRyKRhkYg9DQB3jSpGpLMAB3NKHVhlTkHuK8X8KeG9f8f+FbG51rWLm0slXNtHDwzjplj19fyqloWo3vw6+Kg8L3WozXmnXaqUaZskFs7RzQB7tuGaTeuSM9Otc14z0/XNV0mO00G8SzneUeZI/UJznHB9q4y9+ELpp8twnibVDeIhcnzDhmAzjGaAPWQQehpa8q+DHinUdYtNQ0fVGMlxprAeaepByAv4Yr1WgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmP9w0+mSY2NmgCvYkYkA67qtCqtljbJj+9VoUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhGRXjnxtw2r+EFZeDqIB9+Vr2M57VxnjTwH/wl2o6TdG++zrp84mCbN2/BHHXjpQBw3jKwufhz40t/F2k25GlXBEd7EnQE98ep55r06811JfCU+r2BEim38yMjnn/AOtV7V9Gtdc0qfTb9PMtp0KOBwRn09DWD4M8Ev4U0i50uTUXvbSRyYUdceUh/h60AecfCnwnpni+xvNe8Qt/aV087J5cz5C4xzgd+apePNH8P6N8SvClvoltBbyC5XzkhP8AtLjP612EnwglsL6Sbw5r9zpcMpzJCuSD+oqef4Oac19puoxX9wdQtZRLJcTMXMpByevT+lAHTeNs/wDCB6pyM/Zv6iue+Cwx8P4DjP7w/wAhXZ61o/8Aa+gXWmGXy/Pj2F8Zx71n+CvC3/CIeH00oXP2gKxbeVxQB5l8cgD4p8IqVyPMcn/vpa6D4u67faJ8PLcWBMbXZSBnA5Rduc/pW141+H48YappN4975H9nuW27N27JB9fat/W/Dllr+gSaTfJvhZAmRwRjuPSgDhfAvw78LSeEbG9v7SC/mmj82SeUnqeuOeBXG+AU02H493kWkoi2aW8yKE+6CMA4rsLD4S6hYqtkvim9GlA4NshZfl/ug54Fa2hfC6w8OeNf7e06cpEIDD9nK55IGWz+FAHL/Hx86doq44N2pP616F4tz/whGoDP/Lo3P/Aaz/HngFfGsNkhvTbG2lEmdm7djt1roNX0k6roVxprS7DNEYy+OnGM4oA4b4FAj4YWvI/4+Jv/AEKuf1SaT4n/ABIi0uHnRNJfdOSeJGH/AOvFeh+D/B3/AAifhEaFFeGTDOwmC7SCx+tcfYfBebTJp5bLxLeWzTuzyeTld2TnsaAPU4kjiRYo9oVRgKOwrwXS7f8A4WB8XdSg164BtLGR0jtN2A4U4Bx+HNejeGfAep6DrX2658S3l/EFwIJScfXk1V8S/Cq31XXf7b0m/k0rUD9+SEfe/Ijr3oA5j4ueGvCfh7wVK1rpltbXkjbYSmd2fXGa6/wbC03wW0+FRln0plA9yrVQn+EMGpaTNDrGr3d/fsu2O5lYkR/RSa7Twzof/CPeGrHR/O88WsQiEhXG4CgDzr4EXqxeHbzRZHQT2c7ZQnDZJOf5V6bdarZWNxbQXFwkcty+yJCeWP8AkVw+u/CiO71l9W0HVJtHvJTmVogSGP0BFSaL8MGtdYttW1zWrrVbu1OYS5IC/gSaAMD47nK+FMf9BE5z9FrrfHpA+GOoYHAtDj/vmuQ+OkqtceFYF5kGoBsZ7HAr0jWNC/t3wtLpTSeR50OwuBnbkY6UAc98Gyf+FW6P7iT/ANDauy1KRotLu5FGWSB2Ax1ODWZ4P8Of8In4XtNFE/ni3DfvNuM5Ynp+NP8AFWsLoXhq9v3GfLiOBjOTjjigDxLwDpP9ppqWpW3ig6Nqclw++ISBFxk9Qa9B8MeBNKt/EI12+1pda1YfdkeZWCH1AHeuX+HPw80PxV4efxBq0Rlur2d2YRSYVRnp+tR/ETwZpXgfQ11nQL65sLxZAERZjiT2xQB6B8T2x8PNUY4xsUfrWL8CRn4ZW+P+fmXOfrWxHp9345+GNtbahIbW6vbdTIwT7rZz0/Cr/gXwp/whnhmLRxc/aQkjyGTbtyWPpQBy/wAbdZvtI8HQpYzNB9ruVgkkHXaQf8Kl8NfDTwraeHLe41C1gvpDHvkuJXznPXnPSuu8UeGLHxXo0um36BkblG7o3qK4nTfhPqVrBFYXPim7m0pDzbKCpI9M7untQBzfwdS2h+IXieOyC/ZFmYRBegXLYx7V1nxo0ZtR8Fm+iAEmnyC4JA+YqOMD860PC/w3tfCXia71HTrhhaXCBfs7DJB553fjXWappyarptxYzH93MhUkUAeOWGur4/8AiB4aKIGs7W1+0TR4yUkIYYP5Crur3tv4O+Nv9qXk/wBm0y9s8NwcM4HU/nXR/D74YReBr+8uxffanuUCcx7duDn1qb4ifDlfHn2Im/8AsrWwcZ8vduDY9x6UAc98H7V9S1LXvE06H/SLgx27no8fr+lRfHQc+E8D/mJgfyr0bwr4eTwx4ettJik3pACN2MZJOc4rH8deBX8Zy6S324Wy2FwJ8eXu3njjrx0oAn8dgt8PtWVf+fR/y2msj4Luj/C/TEDAsvmbgO3zmu2vdOiv9NmsZxuhmjMbgcZBGDXmWnfCXWNFumTS/FE9tp7S+YbdVIwPTO6gDP8Ajbrd4t7pHh+F5YLe7mXzpEOA4JxjPt1rpz8NvB2kaA8t1ZRSiGEl7mYkk8da2PGXgez8Y6bDb3UjxT27b4JkPKtjGfeuesfhlqsqra6/4mur/TkXaIEJj3/7xyc0AY3wBEa6b4iEI/dfbxs/3cHH6VU0Jxo3x+1pLorGNQYmItxkAZ4/Ku98BeBF8DxalBDdGaK6nEqArgqMYxR40+Hlj4uMVz5zWmowf6q6j6j6+tAHWT3ENrC880qxxqMlmOABVDU7e28Q+H7q1DrJBcxFdy8g1wP/AAq3XNQhSz1nxbc3ViOHiVSpkHud1ej6bp0GladDY2y7IYlCqM9hQB4Jo3iiTwp8P/EPh2WULrNvcGKKBu6NtXj8zXqPwv8ADg8O+BrGGTJmmUTyE9QWAOPwrzXxN4estf8AjvbWUH3DiW7YD+NcnB/IV76iqiKqqFUDAA6AUAeL+Ms/8L88J4/vVtfHME+C4x6zD+YrA8XTRv8AtBeGERw7RuA4H8PpmvRfHfhB/GWipYJdi32yB9xTdnp70AX/AAiMeDdHX/p0jz/3yK8U1gAftMWRwdxuYs4P+wK950jTzpmjWdg0gkMEKxFgMbsDGcVw958L2uvidF4vGohRHIsht/L+9tXHXPFAHN/HO3aPUPDV8x/cpeqGP93HPNexWt1De2sdzA4eKRQykHOQazvEnhmw8UaTJp+oR7on5BXgq3rmuDtfht4q0m3aw0zxbJHYnhVaMlkX0B3UAYnjFx4j+OPh/T7XMn2Afv2XnYCQc/rXpeueBtC8R3cN1qVqJpYk2Ak9RVLwb8PrTwpLNePcSXmpzgiW6kPzEen8q7HDEcigDktN+HHhvSdSiv7OwSOaPlcE8GuC+PgxDpBI+UTDnsOa9q2+1cv478FW/jXRPsMkvkTIweKYDO1h6juOaAOhs2VrODB/5Zqf0rxnxMW/4aE08cELbx4A9663wj4P8UaPqcTanr7XVjAu1IsH5vrzU+p/D6TUfiLb+KPtwRIo1TyPL5OO+c0Acr8eoZE07S9Q2FoYJwHx26mvVNGvrfUtGtLq1kWSGSNSrDvxUev6BZeI9Hn0y/j328y4ODgj3B7GvPrD4Z+JdBR7XRfFLxWR4SKSMt5Y9B81AGT8WJRrHxA8K6RbgSSwXAklC/wqSvJ/KpvjjA9nYaNqIQtHbSrGcdO/+FdT4T+G0WharLrOpXsmparIMefJxgegGTXT+IPD1j4l0ebTNRj8yCUY44Kn1B7GgCxpt1De6XbXFvIskUkalWU9alivLaeaWKKeN5I/vqrA7fr6V5jp3wz8U6JatY6b4sdLPkRo0RPlj0HzV0PhzwCfD+ialbjUpZtRv1YSXjZzkg4OM9Rn1oA4fV3n+KXxDj0qH/kA6W+bg9pGB6fXrXtEMCQRJFGoVEUKoHYV5FpPwd17RFuRp/i6S3FwxeQLCcsfXO7rXS+GPBPiHRdZW61DxVcajbhcGFwQCf8Avo0AcZ4qy37QenAnpBGQD0r2uX/USepU/wAq4bV/h9PqfxItfFAvFWKFFUw7euPfNd1JEzxMqkAkEAkdKAPFfgEQX14563DfzFYemeHrC6+OGsabr9tuS5eSeDLgAgkkfnXpvw7+HsvgmbUZJLxbj7U5IAXGBnPrU3jT4b2niq4j1CC5ksNVixsuYzyAPpigBn/CpvCWSfsR/wC+jW14Y8NaT4WsZbbSI1WKWTe+Dnnp/SuRPgzx29n9gfxYotyCpmEP7zH13ZrsPCnh5vDWjrZSXs15Lnc8shJyaAPNRn/hpYd/9BI/Q16/eX1rYRebdXEUC9A0jhf5145bSJcftLsUcMEsmUkeoByK7P4keBZvHOm29tDd/ZzE4bkZBoA7VJPMQOjBlYZDA5GKhvb2DTrGe8uHCQwoXdj6AZNRaPpv9k6Na2CyF/IjCb25Jql4s0KXxH4dutMjuPIeYY8zGcUAeV+E7e4+Jnj6bxRfhv7KsGMdrG3QnPBH1xXt3CgDIAFeOad8GvEOlWgtbHxpc20HXy4kKjP4NVh/hX4tZB/xXd62GyV+YZ/8eoAtfGrxFqOlabpemabP9nfU5jG0wOCoBH6c1Jpfwl8PQ6LHLfvJczPF5kkzScEkZrY8T/D2HxX4Us9Mv7lvtlqg2XXVt3c/jisew8BeK5YIdL1XxGTpMWFKwKVkkUcAFgeOKAOP+AixxeLfEUUQ/drHhT3xvFaXxWEM3xF8MwTxiSNp0UpnsSOtdV4G+Gx8F+J9Vvre4L2V1GEhibll5B5PeneMvh9c+JPFmj6vDdrEllKjupXJYKQcdfagDjrsSfCj4ii5RG/4R/Uvvk8+W3H/ANfFeyXM0c+jTzRMGR4GKsDkEFao+KvDFn4r0GfTLxFw6/I+MlG7EVneDvDWqaF4Xk0nUb/7UQGSF8fcQjgHnmgDjPgbkRazkZPnnkfU12HxRgkuPhvraxAlxbsdo5JqD4f+Cbrwel8s10k/2iQuNq4xz9a7Oa3juIWhlUNG4wynnIoA8Y+GXgTwx4h8FWtxNCZLpRsnO/o30+mK6z/hUnhSGeCYwMHhkV13t3B4rIT4X6z4e1Ke68Ka21rBK5f7LINyA+/PNaEHgrxXqOpWd7rviQlLeQP9ntk2K2CCM4PNAHdTw2UtsLK4ETRSLs8uQj5h6YryrxX8L4NEt59e8MX82nXMGZdgbCGu08beDbjxTFbNZ6nJp11btuSaPJ/qK5XUPAnjjXLJdM1LxJGtj0cxRYZx7/NzQBv/AAq8T33ivwTBf6hg3CyNEX/vbccn35rtHHyOfasjwt4atPCmgwaVZL+7j5Ynqzdz+lbLKSjAHkjrQB4j8A0P2zxA/RTOy8+uRXtrEAFiQAB19K4H4ceALzwbc6pLc3ayrdSlkUDoDg5612mrWk19o95aQS+VLNC8aSf3SQQDQB49q8k/xR+I0Wkw86BpjZuG7OwxkfXrXsbwrFprW8C4VYiij8K8p8O/CrxP4cguVsPEqQtdNvm/c5LH1zu966/wv4f8T6Zqk0+r64L6Bo9qp5eADnr1OKAPJ/h94W0fXfGXiKw1dJPtUMnyIz4zyc4HtivRZPg14WdSCtxtP+3TfFHwxe/8RDxFoOoNpup4+cqOJPryOvf1qC48MfEXVLVrK78R29tCw2mWCHDgfUNQB0i+HLLRPAt3pWlg+SLd9pJ5PBrkPgDdxHwG9iGHnxXLs6HqoOMZ/KvRdF0htK0O20yWd7ryk2PLIcl+vJ/OvP734aaxo/iOfV/CGpi1+0nMtvIMpn6Z6c9KAPTHuIYiqSyojSHaoZgCx9q4D4reLZtH0yDR9LYnVNSbykVRllU9T+hFO07wHrl94kstc8Ta19pktDuitYU2Rhh0PXFUfE3w11zWfHCeIbTWVt2g/wBQCm7Z2x19zQB03w+8IQ+D/C8FntzduN9w55JY9R9K4D42RND4m8Mao/Ftbllc44yWB/pXQv4T8fG4gY+KYzGsgZlWHbwD0+9zXUeKfCNt4s8NtpWoMSxAYSrxhwMZ/WgDatJUksoZI2DI0anI5HSvG/FrnVvjrpen22HNtEkrMpz0JJB+mK1rHwp8R9DtRpena1azWI+USzRguq+2TW94I+HUXhi7uNUvro3+r3PMlw46euOuOpzQAvxY0L+3vh7qMSjdNbr58YHdlBwP1rzfWNcl1/4f+DtGilWfUrqcLPED8wVS3X/vmvfJ4EuIHhlUMjjawPcV5L4O+D914e8ZDWLm8jliiZniG3nJz78cGgBPG0MPhT4g+GtZjxDDJm0LjjA4HPt81N8Jwx+KPjDrHiMBZYLOMW6HORuwMEf9812PxH8HP408MHT4XSO6WRXjkYfdwRn88VH8NvBb+CfDrWdw6SXUkheSRR15OP0NAGn410NPEXhLUtObhpIjsb0I5/pXkejeLpLD4K3lheXATUrdzYrD/FsOFAx+Jr3s4PUdeMGvnW/8M2mp/H46faMHtw/2qVQeFkUlmHt0HFAHrvwz0L/hH/A9haMuHdfObj+/839a7CmRhVUBMBQMAU+gDxG8uYbP9paCS4kVI2s9oJPchgB+deyz3EVvbyTSvtjRSWY9hXhfiTQrfxL+0ENNuZJIkNlvWSJtrK6hipz9cV0epeFPiNfW0uhnWbZtJkXYbnbiUr6dc0AYXwGsJX1/xFqwyIGZoBnoTuDfyq5D/wAnNrgg4sn/APQXr0vwj4VtfCehx6fbct1lc9Xb1rmYPA2px/GI+K2eP7D5DRgbvmyQw6fjQB6GfY/jXgvwahOl/EnxHY3YEd15RHznk5cHA9eK97xx0rzXxf8ADG51HxCviPQNQ+xamvzNxxI3TrkY4oA9CvLlLSyuLmRsJFGXJ9gM15F8DAbq68V6goIimvy0ZI4IJc8VfuvDPxI8TWp07W9Vs7KzYfO9qo3MPTg9K77wx4cs/CuhwaXZj93GPmY9WY9T+dAHmXjLn4++EAem1v5PVD46WBm8QeH3uGKWc1wsLMDgqMgMfyNWvFkgl/aD8KopBKhgR6cPXpHjPwdZeM9EawvPlcHdFMB80Z9vyoA5VPg14fniR01DUWRlBVhKCCOx6VoaD8LdE8Oa7HqttcXclynQSuCD+lYVpoHxS8PwLp+l6hYXdnEMRvcAbsdhyeldH4V8PeKYNYk1TxFrAmLxbBaxDCKc5z1oA5H48RrLJ4SjkyUfUCGwf4cpms/xHZt8NfGum+KrCJn0m4iEVyp52jC9Pc4Ndn8TvBWqeLn0M6e0QFhdec4dscZX/Cur1Xw/ba54dfSL9FeOSIIxx0OMZHoaALmn31vqdhDeWsgeKVQylTnNeSFNn7S9vk8fYW6/7r11Xw38Ma94Ugu9N1GeOXTkcmzw2So/p3rM8ceAtcvvF1t4p8OXUS38UYiMch2jAzzn8TxQB6bjIx+deI/Am4Qav4ltS2JTcs+32yBXpPg6DxUlhOfFU1s9yz/u1twMKvPcfhXFat8OPEGieMJPEHgmaCJrj/XwSkBD/wDW4FAG38ZLqK2+HV/5jqC7IqrnkncOlaPwxGPAOnAj+DNcprXw38ReL9Jln8R6gsmoqv8Ao9tC2yKM+/ODmu78GaLc6B4Xs9OutvnRLhtpyKANm7/48rj/AK5t/Kvnfwn4Qh8XaH4ltgSLxJC8ZB6kHIX8cV9FzxtJbTIv3mQgflXn/wANPBeq+FbjVJdSEQ+0vlBG+7jPegCv8JvGDanpr+H9Sj8jVdNPklD/ABKvAx9MCqfxb8V6rYajpHhzRZXgutQO8zKQPlyRjn6Zq54q+H2pHxhZ+KPC8kcF6hAuIy21ZBx/hyO9XfiD8P5vF9vY3ttOLbV7MDZIOh7ke3JoAxLz4SWUGh3d7qGtajNdLbs8jiQBSQpPTHSs79nnZ/Zmtqo6XCYJ7j5q2ofDvxC16xfTPEGpWtpZsu1mtgGdx6ZBq38KvA2o+CV1mC9MZiuJ1NuUbJKDdgn8xQByHiEf8ZFaAM4/eH/0E17fcjNrN6+WefwrznVvAerXvxa0vxNGYjY2z5ky+G+6RwPxr0ieNpLeVF+8yED8qAPH/gd/yEfGAP8Az/8A9XqLVtT1zxz8Tbnw1Z6jJYabp+PO8o4aQEDn65OK6X4ZeDNV8KXXiCTUliC3115sXlybsrluvp1FZfiP4f8AiGx8Zy+KfClzF9quCDNDKcKeMY+nAoA534o/D6w8PeB5r5dVv7iWOVAkU8gKtlgDxj0r1rwUSfBmk5G3/RY8D/gIrz3xF4A8Y+NNEZ9b1CBbpMGGzh4jz3JbOD+XavS/DFhc6Z4bsLK7CiaCFY2CnIyAB1oA8l+BS/8AE98TH/p5f+Yqx48/5LRoQP8AzzX+Zrb+GHgjWPCmq61cakkKx3czPF5cm7gnv6VN4m8E6vq3xK03XbbyhY28aq+58NkE54/GgDrPFHiG18LaBc6rcsNsS8J3duwH1rgPhZ4dub+7u/Guth5L2+Ym3DjlE6A/XitH4reDNf8AF8en2+ktD9miLNMkjhQWyMHHfvVSOx+LltbRwQT6QEjQKo2L0H40DOw8d+Im8LeD73VEALxgKuexY4H6mvPPCHhHWfGeiDV9d8SX4NwSY44XACj8q7iTw7qfiTwG+keJmh+3zJ+8aIDaGHIP51xvh7w98TPDVouiWc1g1gHOy4kIZkUnrjv9KBGF4d0ODw/8cfsMN1LcKgBLysGY8DritL40K1v4p8M3cg/0c3ca5zwMMK0tC+GmsaH8Q4dbkulvYpV3XE0jYbd7D0rsvHfg238aaCbGVvLnjO+CXH3G/wAigDpEdZYhJGwZGAKkdxTJXVraYKwLKp3AHpxXlthY/FXSrNNLi/s6aGNQkc7sMhRwOK63whoGo6Bot2uq6g15eXLGWR2/hOMYHNAHAfBznx/4t+i/+hGl+JB/4vH4NHpOv81o+DYH/CceK2ByDt5/4Ea3/F/gzWdb+JPh/WbWOE2VjIHlZpACACOg79KAPS8frWV4g0HT/Emly6dqMIlhkHAPUH1HvWsAe9cT410LxPdXttqfhrUBHPCMNbytiNh6nnFAHCa14U8TfDTT5NU8Oa1JNplv88lrMc8dST04rtR4+L/CtvFiwYm8gsIj/eB2/wD165zVtF+Jni2x/sjUTY2VlIMTyROCW/Djj2rsV8CWq/DpvCXmExGEx+Z3yTnP50AcR4R8Ma/420ePXNc8RXsUV0PMhht2A2r26g1leF9Fj0H9oE2EF5Ndqti7mWZgzEkAkEitnQND+JfhrT/7CtBYy2SELDO8g3Rp649h2qbw78Odc0H4nJr0t2l7BJA6zSs207jjoOeOtAFv454/4Q22/wCvpf5Gu28JAf8ACJaWP+mC1z/xS8N6l4o8Nw2elxxvKk4dhI+0Ywa6fw9Zzaf4fsLS4AE0MQVwDkZoA8ruP+TmV/68F/8AQRVr4/8A/ItaP/2EU/8AQTWn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/ksPgoZ27g3Pr81exr90e3rXjnxJUH4w+CuD0bP/AH1Xsi42j6UAc1491WfRPB2o3tscTLGQremQea4j4ffDvRNX8MRatrEb397dku0ryH1PA5rsviRcQ23gPVGmiEgaFowPQkEA15z4E0nxpYeE7eTSdesJbWYHbBLk+Tk9sHrQBmWHg3SLb4zSaQ0cktip8yOMyN+7I5Hf1Fdh8dgI/AAZcqyXMWD+Na3gnwBNomq3WuaxqA1HVbk8yj7qj/Gsf4+5HgNcNj/SI/50AR+H/hhbeIvD9vqHiqWa8v5YkMR3ECJABtAAIHTFdV4p8DxeJLXTrVtRubW0tGyyRNjzFxjBOa39BH/FO6Xj/n1i/wDQBXmHxd8W6ra6xpnhnSp2tnvMNJMpwdhJXH6UAa+vfDLwr/wjl2llbpDcRRM8UvnEkMBxk59ap/AvWLvUvDN/p95IZf7OufKVy2SQck1Hd/B/SLLQ7i6vdUv5Zo4GaV/MABwOccVS/Z7CLpviFIiWRbxQpPcYOKAI9GH/AAivx51Czzsh1dd0anpgc8fitaXx01GV/DtnoNrG8l1fTqVCdflI4/HNV/jLYPZat4f8SWuUmguFillHaMn/AOvT3uY/FfxstRasJ9PsLUSeYpyquR0/SmBp/BTVzf8Agw2E+77Xp8zQzBuxJJArDiU+Jvj7IxYtHoybSvbkH/4qjRb+Hwh8UvEen3UgitpYPtQc8KxwOnv81aHwW0ndYan4hu8yXmoXB/eN1MfGP1FAGb8W3x458HqG4+2pn/vpetdl8RvDGma74duru9id5rSBjEyuVH5A81xvxcb/AIr7wgoAz9tjyf8AgS16Z4v/AORQ1U9f9HakB5T8K/h/oOt+F/t+oQSvcLcZBWZlAIxjgGvSfF3hA+JNMtbCPU7ixt4nBfyjzIOOCetc78E+PBT9P9een0pnxf8AE+qaRbaXpWkTGC41KbyvOHVeQP60AWL34TeD/wCy5Yo4WjuPLwLjz2LA468ms/4Garc3nhy/s7mdpltLpo4nY5O0AcZp0fwisH0zztT1nUJJ2j3SuZQBkjJ7dKofs/qI9F1lFOQt6wBPfgUAM8d3974q+Jdn4Mt7iSGzRFnmMTEFx1K8fSuivvg74afTZY9Pils7vb8lwkz5DevWuRsov7J/aTla6cKJ7d2Qnp8wOBXuBKqpJIAHegDxv4oaFfWPgbRdQuLl573SZVae4TjcM8Z/MV6h4f1ZNZ8O2WphlxPCshI6DIzSa7p1t4g8NXlk4SaCeEgYOQSOn6ivHPCGvv4c+GfiDSLqdRc2LSRLlsMGYEDH0IoA0/AsTeKfitrXiNi7wWZNuvPy7xgA/wDjppfHbOfjp4WVD/y7n5c98vXWfCXRDo/ge2Myf6TdEzSserbiSCfwNcp45/5Lz4UA/wCeB/8AZ6ANv46Er8MbnZkEXEI4PP3qo+EPAreJvDtjfeLLua+JhCw24YoiKBhfu4zxjrV347/8kwuc/wDPzD/6FXVeCAf+EN0vd/zwT+QoA8s0yzm8A/Giz0WxmkGmamCRCzEhVAJ4z7rXXfFvxVe6HpFnp2mnZe6rKYI5Oy9Afp96uf8AGgA+PfhUj/nif/Z6b8eYUnuvC6zllga7ZZHH8IJUZz2NAG1pHwm8O/2TGdXmlvb+RAz3Ek7AqxGSBg9jWL8P7y78L/EfVPCU13JcWDHda+Y24jgcg/gRitqP4PaJcwRTDV9UKsisCJRyMfStDw98KdH8N67Hq1td3stwmSBM4IPGPSgDnv2gVYeFbJ0kdSs/RTjPIr03w8SfDWlnqfscXPf7grzP9oJ1XwdaoOpnGPzFemeHv+Ra0rn/AJc4f/QBQBeuJlt7aWZ/uxoWP4DNeF6Da3XxY8Xald6hqE6aNaviKCJiodSTgHFe16upfRr5RnJgfGP9015L+z86JoV9ZuAtxFJl1P3hQBb8a/C7TNM8NXWpeHTcWN7aIZfkmc+Zjsea6r4Z+I5/Eng62nuzuu4f3UzYxlh/9bFa3i+4itPCOpzysqokDEk1xPwLtp7fwddSyDCXF0ZIye4wB/SgD1H39f0rw/4r38198Q9C8P3l1JZ6RKwE0inAYHHP4V7hz6Gud8WeDdI8Y2f2bUU/eJ9yaMgOn0oA5tvhHoC/ZrnSJ7iynjZW82OVm8wDnuaZ8dHMfw2nkViGW4hwQcfxiuW1GbxN8JdS04PqZ1HQ7qcQpFIcsnt9e9dJ8cZBN8LJpFztaeA5P++KYGV4d+Hdx4z8PWuoeLb2Z5mhVLZEO0RIBgHjGcgA8161p9nHp9hDZxsXSFQgJ61S8NKB4U0te32SLP8A3wK03ljhXfLIqDpljgUgJqKRWDKGUgg9CKRiQMigBc814z8ZL86/qGm+DNPbzLmeVZJ1XnYuRgn8jXYePvHkPhSxS2th9o1W6+S3gXk5Pc1mfDjwRPp80niTX8Ta7eZZi3JiB7D35NAHU3ySaP4HkiU/vLSyVAw7lVAz+lcR8CLdIvDOpTA7nnvS7H3wK9F1u2a+0K9t4hl5Yioz615l8B74Po+r6dIyia3vDhO+3A5/OgD0jxOu7wpq/A5spuv+4a8V8GXTr+z54jRWIMUcwB+pavYvGd7DY+DtWlnYKjWskYJ9WUgV5R4Q0tx+ztrIWNjNcQzkL3OCcUAd98IreOH4ZaNIq4eaIu59TuIqf4oRJN4A1JXGVCg4PqKzvg1qK3fw7srYYBsswsM85yT/AFqb4uahHp/w8vpJHAMhSNVJ65OOPzoAT4N3DXPw3sHfOQ8i8+gYiu+rjPhbYtp3gDToWUqSDJg/7Rz/AFrs6APnrS11/UvjL4p0zS9Re2hmuGW5kwDtjBOAM9Cea2vH/gC38L+Hz4h0G6uYr+yIkldpmPmAdScn9OlN8A/8l08ZDr++b+bV3PxX4+Get/8AXu38qYHMeG9G1D4maTa6x4juWTTnTNvaQSFQwHBLEYPXNYtnDN8O/jFDpdrczvpF7ED5MjlgpOQoGfQ16B8Jv+SX6H/1xP8A6G1cX49GfjJoQ/2U/nQBs/Hguvw5LI7I32uMfKcZGG4qj4P8LXnjbwpYX/irUJZ7do/9HgiYoAoJGWK4yeKu/HzH/Ctjjj/TI+fwauj+GcflfDnRFByBAf8A0I0gPJ3uPEHgX4h3PhPRrrzYL5EeDzmJ8lWJGRnPIrqvEfwrtU8KX16b+6fW44zL9raZgC3XGAcAVkeKPm/aM04dR9ij/m1eueI1X/hG9QBHWBqAOS+D/iK417wgYruTzLmxl+zyOTkk9f5GvQuQOTkV5D+z+ANA1z31A/8AoIr1727UAeb/ABa8YXeg6fa6TpbhNS1ElY29F6H+YqDRfhJpp0tJdXvry6vJl3tIZ3G1j6YNYXxdK2/xH8H3M4zbIzlyegG5a9nt2DW8bLgqygr9MUAeL6Ffan4A+Jy+F7y8lu9Juk3wPI2Smc4GT34Fe2c8gf8A6q8T+ILrd/GLQrOHBmiEcr4Gflz/APWNe25zQBna3qUWjaLeajOwWOCMsSfXtXjngHw/L8SFvPE3iG6uJoZJTFFbJIyqpHU8Eeteh/FKN5PhlryIjF2gHC/761mfBWeCb4b2Xk4BjYpJ/vgDNAHnPxO0HU/Dcmm2K6g9zozS7o0l5aI56bupHPrXr/iPVrrRfBq3Fhp8l9ctbhEjTp93qa4j46tH9n0iPcBIZsgZ5PNepKAfD446Wo/9AoA8L+C/huDWNZv9Vv3kE0DgrArEANnvjrW748mmg+NnhJYp5VSSVQ6ByFIyvanfAw5fWwevm5P51D8QlZfjb4Pc/c85cH8VoA9luTi1nPYI2CPpXkfwbmll17xGZZpHCuANzlgOT6161eMFsZmLAAI3J+leQ/BNlk1bxBJG25WkBz6jJoAiuUu/iL8TrrTLjUJ7fSbBSPJgYrvI6g4x1xWf8UvA0XhnTrXUNH1K9giaYRTRfaHxjHUc9aN2tN8YtUufCUceY0AlhmPyue/cd63dU8O+NPHmo2Vtr1vBp2mWsolYRtkyEdup9aYHT6F9l8F/DprsXU9ygja433DZZmI4HX1FcR4M8M3/AMSDL4o8RajcR20sjLb2cMhUbQcc4xjtXafE+2EPw2vre1QKqKoA9ADT/hPJDL8O7AwbSo3Kceo60gOC8b6Df/Da7sdc0DUrs2hmCS28khcD35J4r1aTXhceC5NctCTvtGni477SR+tcp8bJo4vAckTgF5X2oD6+1bvw/tCvw10SzukBzZKjo3fjkGgDzL4a+GYPHlhdazrOr3c1zJM4a3SdlEfJx0Ir03wd4Vm8JQ6hA+qT3dvJLvi845Ma4HGa5DVfhVf6PfS6t4L1R7GYks1sejew9Pxq78N/iDceK4NQ0rUYgmpWSNvZejAcZ/M0AYF7dal8UPiHeaFb38tnoulnMjwNhn64OfQ4xW1qPwvvNOuLXUPDOrXMVzAy5inlZkcdyc55rM+D0kcXizxRaSD/AElXBYdP4jXsu7B9qAPMPjNLcQeCLTEzxzGdQzRsVycc9K7fwgSfCGlEuzn7OuWY5J+prh/jkP8AikLTJ4+1jr9DXc+EP+RR0v8A691oA2T0qobS3hE8yW8aTSKd7qgDNx3NW26VFMf3D+u0/wAqAPGPhE274neMyO4Tr/vmvTfHFw9p4G1q4QZaO0kYfgK8w+D5/wCLleMTnPCf+hGvT/Glq994K1m2QEtNaOqgepFAHF/AuNT4LlnVcNPMXY+p9a7TxpaR3vhDVIZfufZ3b8QpNcV8CZ4z4PuLVWBe2nMbDuK6/wAd6gul+DNTuGxzC0fP+0Mf1oA5P4HXI/4VhG00mI455fnbsN1Zvh4SfET4lTa/LG39laOxitA/8T98jp3NZNguq6L+z2sOmRvJdXc7JhFJIRyeeKv+EvHkHhvQbXTLXwnq7FF/eOwGWbPJPFAFPTbk3X7S03mNkwrLGn0CtXup4Ga+XbDxh5PxluPEP9k3jgvJ/oij94MqR/WvpTSdROqa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Y6l9pcDyi9mw2kEHr26Vp/D6bVNR+C1xFKrpdpDNbwAghsBcLQBbvPi1A+rzadoej3eqvCSsksJAQEdRz3zWe3xxs0u1sW0DUheE4MPG4f41X+CWp6NZ+Gbiymmhg1VLh/tIkYBnYMcHnriqep3MGufHrR5dHaOZLSIi6li5Gfm6kfUUAeuxapCdITUrg/ZoTF5jCQ/dGM4NcC/xhgubySHRtDvtRjQkedFgKcfWqfx41t9N8Jw6dBuEl/LjI9FIyP1ruPBekWmi+E9Ot7OFY1eBJGwOrMoJJ/OgDH8MfE3TPEepvpkkE+n368eRcdW+ld12rwz40aaujeJfD/iWzPk3MlyIXKcE9Tk/hxXtllP9psoZwMeYgbFAEGsaiNI0i61AwyTC3jLmOP7zY7CvOV+NMDISfDWrjAzynQflXqTAMMHGO+a83+KviqTSNNi0LTQTqepnykVOqKerY/AigDa8EeP7Pxwty9naTQJBjJkIO7Ppj6U/xZ8QNJ8JbYZ/Mub5xmO0hGXf/Ck8A+EovB/ha3sgoFwy77h85y+Ofwrxvwz4t0mH4maxrOuxzzTRyvFAyRGXZtbAPt0oA9Fg+MFtHdwR6tol/pkE33Z5wCv44r0a3uYrq3SeB98TqGVh0Irxvx58QfDPinwdfadFFfNclQYme1YbGyO/biuo+DN9eX3w5szeBt0LtCmR1RQMUAegk4Gc1yHjD4iaZ4RmhtZYpbu9mGUtoOWIrrs5HHFeF+OoNQ8KfFGz8WT2D3mmhjllG7YMEfhQB2Ol/FeK91W2sLvQr+wechVeYDbk9BxXIfHXxUkulyeHxZ3SyQzxym5xiM/KTgH15r0jRPFfhnxokJtZoZplO9IZQA6kc52nmuV+PwB+HsZ7/bYx+jUAHgL4i20llouhf2Zf+Y6bPtBQ7BjJyTiup8WePbPwnqOmWdxazTPqEwiQoQAuSBk5+tW/BAU+DNJOBnyBzj3NebfGct/wlnhLrtF6hHH+0tAHtCuXUEcZAIrlNJ8eW2r+M9T8NR2ksc9hgvKzAq3ToOveupjb90p/2RXj3ghP+L7+MT/dVcf+O0AejeKfF+m+EdP+1ajIRuO2ONeWc+grltM+Ltne3AS/0i/021kB23M65TP4Diuc8XQN4j+OmmaNKPMtraBbjYemRkn+VevX+mWeo6bLYXdvHLaum0xkcYoA8Z+B9tbp4t8RyQSiSPlUcfxAsDmu3174n2+ha/JpTaNqFwUUEyxISvOfb2rz/wCAKiLxF4ghTIVAQBjgfOK9w1K8tNKsbjUbrascMZd2PXAGcUAef23xm0251q30r+yr6OeeQIPMwuM98Hmtr4ga7pGi6Naz6tphv4JZgqx8fKfWuM+HunSeNvGN7431KH9zG/l2KsvBA4DfUY/WtD455HhnThkc3Y5/CgD0jTbuG40m2uYY/Jt3jDKp/hHpXFat8WtMs7yW00uyu9WmiJV/sy8Ajtkik8TanLpXwg+0wOY3NsiAjr8wxXJfDjxz4T8MeE445IrwXbuXnkW2LF2JJ+93oA7/AMK/EfSfE9wbMLNZ6gOtrOpDfyrT8YeKLfwf4el1i6hkmijdUKRkAkscd68S8X+LNPv/AIkaFrfhyKczKwSYNCU3kkjOe/Br0T44lV+GF4WXINxCP/HxQBd1P4oaXY6fbz2lvcahcTxLL9mthuZQRnBI4GM1N4Q+JOm+LLiSzWKWyv4+ttccMRUHwq0Oy0vwVaS20KLNOu6SQD5m/GuN8ZQRaT8ePDVxbLse6QvLt43H5hz+AoA6T46jPwuvMc/6RB/6GK3fAc0Vn8P9OmmkSOJIQWZjgAYrF+OKhvhjeAnGJ4f/AEMVwWqa5Jrlj4X8D2hls7a/SNZ5nBQsMAED1HNAHq3hTx9Z+LtUv7SwtZxDaji5b7knIGB+dReIviRpOgak+mhJ7y/QBmt7dCSAe5OMdq2vD/h+x8NaRDpunxiONB8zAcufUmsjWtW8JeENTk1TUGt4NRnUBigBlYfTqepoAxLX4yaY+oQWuo6Ze6b5zYWS4Hyn9K9FNwotjOOUCbwfUYzXgnxg8b+HvFHhBItOE7XiXCMryQFcLg5AP5V7Lo7PL4PtXkOXNpz+VAGBp/xV0K9tL2aQyW5tnKeW3zO59gOaraL8XNN1HW49LvbC602SY4gkuRhZOePpXG/CHQLG/wDFmuajdwrNNbyARbhkKcnJrY+P1jCvg6DUwgF1BcpHHIOCoOSf5CgDqfEfxK0zQ5fItoZ9TuAcPHaDdsHqT0q34P8AHWl+MYZPsm6G6h/1ttL99M+v60ngPw7p+jeGLT7JAokniDSykZZyfU96850W0TSf2kLi1tGKQ3UEk0kY6Zw2PwFAHefEnWND0Tw6lxrumf2hbNMqiL0Y55rqNMeCXS7aW3iEULRhkT+6K80/aB4+Hi/9fcf8mr0fQgDoNhx/ywT+VAGgTjjNcl4q+IOkeE2W3nMl1esNy2sIy5FdVKwSN3b7qru49q8U+F1n/wAJN4+8R+Ir8LPLaXLW8W4dBk7fxAWgDqbH4v6TLdRW+o2V5pvmsFR7hDhifoK3vFXja08KPaLdW1xMLkkboVJC4HU8Vo634e03xDapBqNssqo4dD3BHcHtV+W2glVBJGjhMldwzigDz+f4y6FawGWe2vYl6AvEy5/MVq6r8R9M0rw9pWttBPJaalL5aEDBTryc9uK4LxdM3xG8e2nhTTFH9l2Z33swPBIIyB7jJGK7b4h+GF1D4eXFjaQ5ltYg0CjgZGP6ZoA7SC4S6t0nhbdG67lPqK5jXfHun6F4m07QZYpJbq+bClCMJ0xn86zfhF4hGueAbMSP/pFmPIk3Hn5QOT+dcj4Vth4x+M2qa/KgktdN/cKCOBIvAP8A46aAPTPFHjLSvCdnHPqM2Gl4iiUZdz7CuY0/4w6Xc3sUF5pt/YLK6okk8Z2lmOAOnrXOfF+0udP8Z6B4llsvtml2g2TL1wck4I9Oc13+k6/4W8b2Vv5T2tyQRIsEoG9COQdp5HSgCbxT40svCi273UFxMJvu+UpP9K52f4yaDBF5k0N5GnTc0TKP1Fd/NZ284QSwxyBDldy5x9K8Y8cSv478bWXg7SVVbOzfzL11XhT/AIcigD17RNatte0a21S1LC3uEDqWGOK5XXfiro2j372NtFPqVyn347VSdv44xV3xVInhP4eXUdguyO3tjDEF/hBGK534LaBb2ng5NUkRXv7uV2eY8seTjnt1oA6Pwx8QtJ8T3DWcPm218gybe4UhsflVPVPilpOla1c6ZNbXbSQNsZ1iYjPtxW/L4V0qXxDFrht9t9EMB1OM/X1qXVjpmm2tzqt5DCBFGWZ2UZOBnFAHLWfxb0C91a20xBOlzcSCNVdCpBPfBFdH4h8W6R4Xto5dUuhEZTtjUKSXPpgV5p8OdHfxf4vvPHV/bqsO8xWSsOynAbHYjAr0XxHYeHWlt9T1/wCzf6Mf3TzkAA+nNAHLD4zaVG7PdaZqFvb5wJpIiF+vSu+0vVLTWdPivrGdZreQZVl6GvPvFPxC8Gan4f1HTmuBOfIYIoj3LvwdvP1xUHwDlZ/ABjYkhLh8D0yxoAyr3H/DQtngE4HPtxXpfinxZp3hLTftmoSYBYKkan5mJOOBXlmt30Gm/HSO6uA5VELAKMnOKm8Naf8A8LU8V3HiLVpM6dZyeXa2eehU5BI/EfXFAHq9nrtvdaCNXfdb2xj8xjKMFR6muQu/i/oUUhSzgvL5AcGSCJio/Su2v7CzvtKn066QfZJIvLkXoNuMYrj08W+BPCUAsLa6tYkU7Slvhhn3xQBs+GPHOjeKzJHYTn7REMywupDJ9c10Yycg8eleBeGdR0y7/aBEuhSN9iuYXaYBcBn2sf8ACvfhuGcc+lAFa/8AJFjP9oQPCEO8eorkPhzf+FtQsbmTwzYpaIHIkVARk/jXX6gP+Jbdj/pi/wD6Ca8i/Z758P33GP3x/pQB7KTj1rnNe8a6Z4e1rTtLvXZZr77jdFA55J/CukGfpXgnx/XdrugRglSRjcDyAWIoA9A1n4q6LpGuxaWFluXd0jaWLlFYnHJrrNU1qw0bT3v9QuUgt0G4ux7ew71k6L4I0PStHtrL7BbzGMBjJJGCXYfxH3rzP4gyz+Jvi3o/hN0zYW+ySZM4Dq2CfyoA60/GDRBMwW3vXtx0uBC2wj16V1+heJNK8S2P2zSrtZ4s4OAQR+B5qaPSLCPTRp6WsQtduzytoxivG/ByTeEfjdf+HbcBbC8DOiZztUAkfTpQB6Rr3xC0bw7qo06+aYSlA5KRMwAPToKzpfi74VieONryUSSEAK0Tqf1Fdbd2GnTP9qvLaBigP7yRR8o+prxnSrC3+JnxOfUkto00XRm8tMJgSt6H8yfwoA9b8SeJ7PwzoMmsXYdrZCoO3r8xwP51k6p8R9F03Sra8Ej3MtxGJY7e3+dyCM84zjr3rM+Ne1fhdqHcCSLGP98VX+EPhfTbDwpa6j9nSS+nBLzsMtg9gfSgDoPDHxC0TxRKba2maK9Ay1vKpDL+YrR8T+JrPwrpDajfFvKVlX5R6nH9a8l+J9qPCXxA0DxJp8SRLJJsnVOPMYk9R9K6741/N8Lb525+eI/+PigDR174m6JoOn2l27PcfaoxJHFCcttwDk+nXvXQaTr9lq+gw6zBLts5VLhn4xg4Oc/SuH+GHgfTLfwhb3d9bR3l1dIHZ5lDYQjIUZ6cGqHxnvhoHhGw0vTttrbXFwEdIxgCMgkjj3oA6C7+LnhyCZlt3nukQ4eSGJiq+vOK6TQfE+k+JrYz6XdrOq/eHIK/ga4vw74i8AaFoUGn293ZhPLxISFy5PB3VyXg3UdOsfjddWmhzI2lXVuXwgwu/wBvpmgD1HxH450Lw5fx6fqsro86EjCMwI6dhXL6P40+HPhkummsLQ3MnIEEi5J+or0C90fS72Zbm9sbeaSJfleRAxUV4xLZxfEb4oJbWNtDHo2kEM8iqPmYE4x6844oA9e1rxRpugaANZvZitmduGCk53dOKz9S8f6FpmnQXcl15pnUPHFCC7EfQdKwfjUwt/hncqgG0yogAHTrVf4PeG9NPgiw1aW2Wa9uVbdJL8xUBiML6DigDp/DPj7Q/FMssFjcFbmIZaGQFWH59an1bxppGi65Z6RfTmO5uziPKnBPHfHvXlvjDT4fD/xl0e805FtzcACRUGASSQTW78cNKlbQrTX7ZC1zp0wZdo5UHkn6cUAeqhiVB7EZzXPQ+N9FuPFb+G4bgtqCZDIFOAQMkZxinaJ4gtdQ8G2+spL+4NtuMh4GQMH9RXnnwds21nW9c8X3EYZruYojMOQRySPwNAHokfjLR38QT6KbpUuoU3t5h2gD6msWT4seGItSFq91Iqb9gnMbbCfTOOa83vtEg8TfH6bTp3cW/wBn8x1Q43BRyK9D+IfhXST8Or+GGygiNpDvgYIPkII5/nQB0us+KdK0GyW6vrtFV+YwgLF/oBzWd4c+IOheJrtrW0uCl0uSYJFKtj15FcB8FdFg17Q21rVmkvbmCY28AnfcsSgA/KD06mqnxK0638NfE7wzq2nJ5El3LiVUOAwUr29880AeueJv7LHhy+OtBW0zy/34cEjb+HvWV8P38My+Hj/wiyqln5p37VI+fAznPtimfEg+f8Mdac9XtM/qK5f9n8E+A7nnj7a/H/AVoA9X+lVNR1Sz0m0e5v7mOCFRks5x+XrVzHFeG+NCfGfxgsPDFzI39nWZBmiU4DZGc/XmgDuV+LfhEjcdQcITgMYHx+eMV1umarZaxaJdWFzHPCwzuU5//VVF/CmhPp5sG0u1+z7du3yxx/8AXryr4YsfDXxR1jwrE7fZJN80SHnaFz/jQB7jUU06W8bSyuqooJJJwAKlryv456zc2HhS30+0LLJqU4g3KcEYwf16UAbjfFfwqt8bb+0C21trSLGxVT7nFcH4mkgn+OvhO6tpY5IpXDqUYNkYPp0rvfB3gfR9N8IWdpcaZbySywqbjegYsxHINeVXXh238N/HrQba03C1e5DohOQvynIHpzQB698RhnwHqYOceXz+dcz8F/EWn3XhWHSIZGN3CWZ12nAH16VZ+MNrrlz4WmOnzxx2Krm4H8Tc9qm+Ddha2/gK2ngt445ZWPmOo5bHqaAOm0Pxfo/iK7urXTbsSzWrFJV2kbSPqKvaxrVloOlzajfy+XbRY3NgnGTgdK8Z+CR/4rDxMCc/6RIc/wDAq9B+Kq5+HWqA4I2rx/wIUAdLo+sWeu6ZHqFhL5lvJ0bBH86wdS+JXhjSr9rGfUN1yh+dYkZ8fiAawPBs89p8FZJ7Qnz47WR49p53beOaz/g1ouk3fhmTUbm3guL+aZjMzoCyHJ4zQB0h+LXg7AI1bkkDb5T5z9MV2NveQ3Nkl3HJ+4dBIHPHynnPPSvDfEGiaTb/AB20q2sLO3kWWLfLb7QVDfNkkfQV1fxn1yfRfB6WGm/uprxhEpQ4wvQgfnQBvXvxP8LWF5JayalvljOGEcbPg/UCtXQvFui+JELaVfpOV6ryp/I81j+DvA2i6P4dtAbKGa4kiV5JZEBYkjJ5/GvOfGVjB4B+KWkarpAFtDeMscsKD5SWJHT05oA9zubmG0t3nuJVjiQZZnOAK8jOv+BD47l8Q3etTTzphIkeNmjjPHIwvtW98aYL+f4c3SWKyM3moZPLznZzn8MVQ+Hv/CD674YgsorOy+0BAk0UyL5jN3PPJoA9KsNQttTsYbyzmWWCVdyOOhFYGt/EHw5oF99ivtSRLgDPlqjOf0Bo1YWngrwJdCxiKwWsJWJd3TPA/U1xHwg8KWmo6JN4j1mFL2/vJWO6cb9oz2z65oA77QfG+geJLh4NMv1lmUZKFSp/IgVheI4fBY8dae+rhf7ZdR5C7ScjJx0981qHwBo0fia1120gFrdQdRD8quPcCvPPiIf+L0+H+BnyF/8AQmoA9t69uDWfq9lLqejXVnBO1tJNGUWVeqe9aGOaQ4wQelAHn+hfCHw3plkEv7UaldNktNcEnn2rzwRjwB8cbfTtK3mxuggaHPC+YfT0Fe9Xt9Dp9jLd3DiOGJCzMTjGK8c8DwSeOviZe+M54CLC3Bhti6Y3gZ2ke4oA9V8SaIde0O600XL24uFwzxnBxWNY/DLwrZaWLJ9MimZk2vLJksx9Sa69jhG29QOBXlGs678SpbO/jtNIhRVBCybstj2GOTQBg/C1W0f4p63otpMzWIaQbQeF2k4Fep+IvBGieKLuC51W1EzwKVTPoTmvOvgxcaLbXV3b3bTp4nmdnnFypBx7Z79c17T+GTQBw7/CzwXBE8kmjwBFGSWJ4A5z1rzv4a6JY6l8VtT1LSoQml6fvijA6EnIBH5V3vxb8VL4c8IvFFlry+PkQhfU9f0zVj4U+G18OeB7RGjC3FwPOlJGG+bnB+lAHcYqtewtc2U9ur7DLGyBvTIxmrOcUxhk9eDQBxHh74W+HtH04RXdquoXL5MlxNyTnt9K85udMh8LfHfSrXRh5FrcyqskMZ4Ax0x713Ou614+g1q6t9K0q3ltAuIZGIHr/nFcJ4Ju4LX4gT33jZ57fXJXAtjKhWPHsTxQB7nq9xd2mlXE1jbie6VD5cecZNeFeOfD+u3ngm48ReK9RljnDgQ2UZwiZ6D/ACa+gRhlBBBU8/WvN/jt/wAkyuP+vmL+dAGh8IMn4aaZuAB+fp/vGu8HSuE+EZB+G2mFRgYfP/fRrugcjNADLieO2t5J5W2xxqWZvQCsO08Y6FeaVLqMepRG2iYq7nK4I7YPJPFX9e/5AF//ANcH/ka8T+DvhS31xtTvdTYz28F0RHbOcx7ueSOnrQB6voPjnw/4lu5LbTdQWSZBzGQVP4ZHNJrnjzw74duPs+paikUvXaoLkfXAOK8u+L+h23hnUtD1fQo10+7nn+zbrcbcZzzx35r0LRvh3okWjlNQto7+8uEzPdTqGdmI5IJ6UAdRperWWr2SXdjcJPA4yrLXjnxzVv7d8NtxtNygP/fVQ/BXUZLLxdrvh1SxtllkkjBbIUK2MfrTvj4rS6hoMEbFHkmChvTJxmgD1HWvHPh3w9KseoanFG7dFUFz/wCO5xWppWs2GuWa3enXSTwn+JT0+o7VzmifDvQtP0mOC9s4b+7ZR51zOgdpG7kE9q4DwbG/gz4yal4dgcjT7lRIqdtxAI/LJFAHuVFA6UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUcw/dNUlRzf6pqAK2nj93J/vVcFU7AYjk/3quCgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEbHQ1B9mgDFvs8eSckhBk/WrFJgelADI444xtjRVB7KMU73p1JgUAeZfGvTDceFLbU0jLvptwsqgHnkgGuc8Bai/j/wAfR635e200u0WLLHkyEDn81r2i9srfUbSW1uollhkG10boRWfoPhjR/DMUsek2MVqspBcRg/NjpQB5N4+1Bvh58RH8QQw+amrWhimyeh6DH4LXU/BjS2sfBK3sy5mvpTPu6kqQMc/hXX654V0XxH5X9rafDdeX93zM8VoWNja6ZYw2VlCsNtCuyONeij0oA534iaH/AMJB4J1CzWMvIqGWNO5YA4FeL6Xqsvj+58NeFWt5AthIWvG6hdpYA/yFfQ2qX8Ok6bc39ycQ28Zkf6CvIvgZYpeX+u+IBEEWWdo4vlxlSc5FAHsyKsaKBjaABxXzl4N8Qp4c+K+v3d0rDTnu5Y5pcZEbFzgn2619I4B7VgWvg7QrI6j5WnxY1Bi1yCP9Yeev5mgDmfiJ420i38EXYtL2Ge4u49luiHO4k/8A66s/CjQ5tG8A20dzH5U1zmZ07qWAHPvxV+x+GvhWxvFuo9KhaVTuQtk7T7c11ioqjCqAAMcUAeFeANai8K/EvxHpOrg2jX9wZInl4BwW2/nnitD4xeM7K48N3OjaYRdyNzcsnKxJ7n1zivRde8E6B4jnS41LT45Z0GFkPXFOi8GaDBok+kR6dCLO4GJUxnd9e9AHL+H9NXV/gZYWcgyX03Kgf3gCR+tc/wDBfxTpul+GJdC1K7itbu1mdmEhwSCf6V65p+n2ul6fBYWcQitoE2JGvQD0rn9V+HnhnWb37ZdaXD55PzsMgsPegDyn4yeLbbxDZWllpiG4s4LlXku1+5u6YB/GvV73SY9d+Hj2O3eJLTKD/aAyP1xV2bwfoE+jppT6ZAbKM7liI4B9a2ILeK2t0giQLGgwqjsKAPG/g94rsNE0Wbwxq86Wt9azvjzeA5J5A+mKf8WvFVvrmn23hjQbgXd5dyhZUh5wvPH8jXo2r+CvDuuTi41DS4Jph0cgg/pT9G8HaBoMhl07TIIJCMF1BJ/WgB3hTRhoXhbT9KL+Z9mhCFsYzXhvjDU5Ph74m8TafBD5ltrcO7fnBV2B6fTdX0dgVhat4Q0HXb6K91HTYLi4i+67g5FAHKweFSPgq2h4/eS2hbjrlju/rXmXhG/k8c6l4Y8NTW+LPRMvI+45ZgDjP4gV9HrFGsIhCgRhdu3tj0rG0jwb4f0G9lu9M0yC2nk++6ZyaAKfxCjvH8C6qtjnzRAxwOpGDkCuF+DmseGdN8GAXFxbwajGzG7Mn3gcnH6Yr2IqGUgjIPY1ylx8N/CdxfNdyaNbmRjubqMn86APLLvXrHxJ8edJubEhreKIwrJjCvgMcj86734zkD4b3WT/AMtU/rXUSeFdFkvbO8NhCs9qMQsBgqKs6zo1hr+nvp+pW6z27EMUbpkUAZHw8/5EPS8f88v61534zx/w0DoBJ4+ygf8Aodew2FhbaXYRWdnEI4IhhEXtVC88K6Pf65BrFzZRvfQrtjlOcqP8mgDjPjwcfDWTn/l7i/maujTJNb+DD6fCT5k9ltXH4H+ldZrmg6d4j01tP1S2We3LB9jdMjoat2NjBp1lFaW0YSCNdqqOwoA8s+E3i/SE8MxaJqFxDa3tkxhEUoALAd/euzvvGPhiyv7aya5tpLueRUjjQAsCT1+lP1bwB4a1q6N1eaXC1wesgyCfypNK8AeGtHuVurXS4RcIcrKclh+tAHSoQ3Oc+9RX/Gn3P/XJv5Gp8DPvTZEEkbIwyrDBHqKAPHvggc6j4nH/AE8D+bV65eLvs5lxnKED8qzdE8M6V4fkupNNtUhe5ffKV7nn/GtigDwn4La/Bod/q/h7VCLS4ExlXzeCSf4fyGal+Nni+z1Tw82jaaRchJleeaPlYyp6fzr0nXvh/wCHvEN6Ly+sUNxjBkXgkVMPBGgJoJ0dbCMWbHLLjO4+pNAFbSXVPhxC4IKizHI+lcl8ATnwfqeP+gi//oK16ZBpdnbaWunRwqLUJs8vtiqug+HNM8NWsttpdslvFJIZGVOhY9/0oAyPiRo0+u+CNQsrdd823zEQdSVB6e9cz8KPG2mz+GY9HvrgW2o2RMbxScE89q9TIBHNcpqvw68MaveG8n02ITk5aRMgmgDgfivrcPii/wBK8LaJm8unuN03l8hV/wAiu18V+G5bn4ZzaNApklt7YBAo+8VXgCtjQ/B+heHnMmm6fFDKRgyDJJ/Otzt60AeU/CPxlpz+GIdHv7lLfUrRmQxSHBYbj/Kuvg8caRdeKI9BspDcXBUmRk5WPrwT68VFq/w48Mazdvd3GnRrcSctImQTWloXhLRPDm46ZYRwSMMPIMlm+tAHlHiIAftF2ZByfs8XFO+OIkHiDw+11uOkKCbgdg27j9K9TuPCejXfiNNels0bUUUKJTnOB0q7q2jadrdk1pqVpHcwH+BxQFzm9R8S+GNK8KPcxz2awvblYxCoyxIxgDFcj8CJRPY6vKqld84O0jGOTV7xPoXhz4caBdazZ6YJbnBWHcchCeP61Z+ENnb2mgG6kvreW/1I/aHijcfIDzjHXvQBwOpXGj6f8VtVj8W2ctysqgRNHzt4GM8jtXSaDqvwu03UUuYF8icHCyXbFh+pNU/h3fae/jvxBceIpkTWGnMcH2jgeUDx147Cu28b33hKPwxeNfPYzKY2EaRkM28jAxj3xQB2Vpd29/aR3NrKs0EgDK6HgivDvhhqNv4c8f67pGpSJBJcTvJGXONxLZAH4Guv+CFpe2vw/i+2b13yu0at2BxzXSeIPAWgeJbhLjULJTcLwJV4bFAHnnxt8WWVx4ffRrF/tEgIacpyI1zxk/WvSPARz4A0H/rxi/8AQRTF8C+H00KXRlsENpLzIOpY+5/AVuadYW+mafb2VqmyCBBGi+gHSgCya8G+OUEsXi/w9fuQtsJEUuf4SGyf0r3k9Ky9b0DTPENl9l1S0juIuqhh90+ooAWw13S9Tk2WV9FO2A21TnANeUWRx+0lqI6/6KoH5JXofhvwNo3heaWfTods0gwXY5wPSrcXhLSYvE0niBbZRqEibGk9Rx/hQB5h8ZLO60nxVoPi63yyQMIJABnauSSfyNem2XjDQr/R11SLUoBaFdzMW+765rWvbC11G0e1u4EmhcYZHGQa47/hU3hLzyw09VjJz5QY7fyoA4TwnAnjb4yX3iiONv7PtAPKkPTeoABH1AJqx8Z9OvNN8R6F4stWbZbssMm0Z2KCSSfzxXr+maTYaPaLaafax28C9EQcVLe2NrqFq1tdQJNCwwyMMg0AY9j4x0HUNIXVItRg+zbNzMW+7x0NU9K8c6Xq2g6hrFssq2dkSGkcY3Y7r6iqA+EfhJbkyCwAjJz5IY7Pyrpz4d0r+xX0YWUS6fIhRoAOCPSgDxXwLqumeIPGF/4u8RajbRGOQx2lvKfuD1Htya9o03xHo+sTvDp2oQXEqDLKjZIrDX4V+DEGBoVvz6Z/xrS0TwboHh66kuNL06K2lcBSy55H50AeZ2rD/hpW9Dcf6MoH5LXrutHGh6h6fZpP/QTWang/SI/FL+IhB/xMGTaX/L/Ctu5gS6t5IJBmORSrD2IxQB49+z3j/hGbsAAnzMk5rN8Oz2fgn4s6pYax5cdveEyRTSDjcxBxn8a9e8OeF9L8L2bWul26wozbmAp2u+FtG8RwiPU7GKfH3WYcigCK+1Tw5YWTXl3NYpDjO9gOaiubuHVPBN7c6FtImtHa3EShcsVOMY/CsWD4Q+FYZt8ltJOmciOR8qKueOjNofw/vE0aPyfKiEaLGPurjBx+FAHjHgmXwKdFeLxJDcR6vHM6zyLKylzuPHBr1DwVqXw+0+5NroM8MV3cn7sjkyMfTJ+lVvhUPDUfgyBhNZ/apGZrhpmAdmyeua5/4vroLXGkppEUMmsSXI+a1OWA98UAb3xy8PSav4RivbdC81jJvG09FOMn8hXReAvFum674UtHinjSS2iWKWNmwVKjHP1xXQaZDI2h20F6N8vkhZQ/OTjnNcne/CPwveXbXCWz2xc5ZIWwGNAHEfErUB438baF4a0h0uEt5xNK6nhWGcg/hXuMESwQJEowqDAFYmg+ENE8Nq/9m2McUj/fk6s1b9AFHWNTt9G0m51G6bbBbxmRz6AV438Pp4PFPiu/8Za5dQr5chjtIXb7gx1Htya9k1fS7XWdLn069j8y3nXZIvqK5RPhN4QSPaumKB0JDHn9aAOnstY07VHlisryGcxgbghyRn1rxPwZLY+EviZrWka6kEYupWljeZARljkAE+oNeteHvBOi+GLmafTLby5JRhjnt/k1L4h8H6J4mQf2nZRySKPll/iX6GgB95J4e0+ya5uY7COADJYxryPyq1o15p1/psNxpRi+xyjcnlKFX68Vxlr8G/DMD5kFzcL/AHZZMqfau8sLC10yxhsrOFYbeFQiRr0UDtQBMVypB/Suet/E2g6zql7oxmhkubRtssEoB7DnB7c10ZHpXG6/8M/DviC7e8mtzBdyHMk0DYZj70AeZfEGx0vRPiHoEnh2QRX89yguY4TgBSwxwOx5rrfjnbz3Pw3BRdxiuEkkwPugBsmug8P/AA08OeH50uYLUz3SfcnnO5lrp9QsLXVLCayvYVmt5l2yRsOGFAHNfD/VrO48DaJidA0kO1VJ5yCeK4T46rJaXvhvVSjG3trre5HbBU/rXWaR8JNA0XWYtTt5LpmibdHEzjYv0H411+r6PZa3p8ljqECTQSDlWHf1oAzo/FOjr4Yi1mW9iS0MSuWJ6HHSvK/hRqg1n4seJ9SKFPtMQZV9sqM/pXcaR8JvDmkXYuESa5CNujinbKofYCt2y8I6bp/iO51yBCt1cKFYDGMe35UAeX+NLo+FfjdpviC4GyzuIVtzIegJyD+Wa9T1rxTpOi6O2o3V3H5LJuTacl8jjFS6/wCGtJ8S2a22qWiTopyhbqp9RXP6H8LvDug3f2uOKS6lVt0Rnbd5Z9hQB578Ayr67r8nIZssFPXBYVqfFfW5da8R6f4JtroW8UrLJdPnquemfbBr0XRfCOm6Fq+oanaoRcXrZkb0GBx+lZ+qfDXw7rOsS6nfWvmTy8Mc/wCfWgDR0u50Lw/pltpsF5BHHCgRRkZY46/jXE/HMhvC2nFe92MflW4vwm8LpOkq2r7kYMPnPNbniPwppvibT4LO/RjHA4ePB6EcUAc34l0qTXPhD9lhX5xarL9dozj9KzfhNrOg6n4Ut9PmSzGoW5ZZIZI13cHHcV6Xa2cNpZxWsafu40CqD6CuP1n4V+GtYumuRbPaTSHLvbnaWPrQBr3N74ZsNSs7SYael1cNiBfLXJOCeOPY1y/x14+Ft3zn/SIP/QxWvoPwy8O6BeR3kUD3F1EcxyztllPtW34k8PWXinR5dK1FC1tIysdvXIORQBm/DkY8CaZz/wAsxXAfERgfjh4P9BCc/m9et6Xplvo+mwWNqMQwqFWsbV/BWm6z4l0/XrlpPtdiMRhSMEc9fzoA5z47f8kvvOw+0Qc/8DFZOteFpPFHwz0nUtNwmq2ECNbugwxwo4+vSvR/E3hyy8V6LJpWobvs7srfJ1yDkVb0vTbfSdNh0+3X9zEgVc+3rQByPwy8ap4p0QW1zIBqdoNk6HgnH8X07VwWjLZal8edaXxCyu0Tstkk3Klfm6A8V6hZ+A9HsPE8uvWkbQ3Mn30U/Kx9SKi8U/DzRPFkqXF5G0N2OPtMBw+B2oA4H47XehweEl021S2W/wDPSQLCgBCgHJOPqK9P0Qk+DLX/AK9Oo+lYq/DDw6vh2fSXgZxMPnnc5kJ7HP411FjpsWn6THp0RZoY4/LBY8kUAeVfBI51PxDznMo/ma0f2gCP+FbY7/bIv5NXYeGvBuneFp7uWwMha6fc+8jj2qTxd4UsfGOjf2ZqDSLD5gkyhAORn1+tAFrwz/yLWnf9cFryqEg/tOrjtZPn/vl69hsrVLGzhtYidkSBFz7VhJ4K0xPG58Vq0v24xmPGRtwQf15oA439oIj/AIV8o/6e4/5NXpGhf8gCw/64J/Ks/wAW+EtP8Y6SNO1FpFiDiQFCM5Gf8a2LW3W0tYYIydkaBFB9qAJJAHRlPAYEGvEfhlqKeFfiB4g0DUnWB766aaIvwG+Y7QPqGr3Hv7iuW8T+AdE8VyJNewFbhBgTx8OPxoAu674q0rw5axz39wqiRwkaKQS5PpXOfFPxmPDHhbFu/wDpl7+6hA6jPBP5GnaX8JPDunXiXMpnvmjOUFy+4KfwrU8U+AtH8XTQy6mHLRDC7DQBj/DDw7ZeF/DaT3FzE+oX2LieUtk/NyB+td3uivbZtjh45FK7lORjpXBP8HPDRjKIblDjgrJ0rr9B0K08PaXFp9mHMUfQscmgDw1NbT4X+KPFek3PmeVeQFrARqPlzuAJ/SvRvhFoT6N4NW5ulP2u/kNxMx/iBJKn8jXEfE+yt/EnxW0fRoUDzII5J8c5TPI/Q17lbwx21vFbwqFjjQIo9ABgUAZba3od9qVxoss9vLdxDMlvIATj6H614z8V9JsPDPiPRb/w232fUrq5CyRwNgHkYyBxgkmvTvEnw10TxLf/AG6bzbe77ywNhjVXRvhR4e0nUhfyGe/uFIKNdMG2EdCMYoAb498ZSeE/AS3cpH9qTQqiKB0kK8n6A1D8MPDkHhzQze308T6nqB86dy2SM9ACe3Stvxb4G0zxksC6k8oSHO0Rkc1z7/Bbw48ez7RfKAMDElAHQePLBtb8Eajb2rBiYi4wfvbRnH6VzPwW8QW154LjsJHSO8s5GWWInBAycfyrtvDnhu18M6MmmWckkkKnOZTkn6/lXM6v8JNA1TU3v4HubCeQlnNqwXcT1JyKAOml8T6XHrsOjfaVN7KNwReeK8v+JWszeK/Ftn4E0+42RlxJeSA44ByV+ox+td34Z+HejeGbs3kHmXF2ePPmOWrL1L4P+H9V1271e4muvtNzIZG2sAAT6cUAdbpNvYaNptrptvJEqxIEUAgbsDGfqa8j+MMwufHvhrS9QuPJ0mQb5jn5c5YZP6Cusg+DugWt9Bdx3N95kLhwpk4Y+9dF4m8GaT4s09LXUoc+V/qpB9+M+1AGV4js/C/h7wXeg21lFGLZ44W8tSxYqQOepOcVznwAJHgabJzi4fHvya3NI+E+haaX+1PcajuXaoumyEHtjFbvhTwlY+EbW4trBpPKmlMu1yMLkk4HtzQB5xe7H+P8MTKjh0wVYdsVV1Zbr4U/EQ6rb7v+Ee1RwsqEfKjE9vQDINeky+BtPl8Yp4maWcXaDhARtP6Vp+IfD1j4n0iTTdRj3wvzkdQR0IoAwPiLqcw+GupX2lSbhLb5WVD/AAlTyK5v4Q6D4efwTbajLDbXF3OC1w0wDYbJ9fYCu60LwpZ6J4dOiGWW8tCGBW4IJIPbjFcqPgzokd48tte3sEDvue2RwIz7dKAOQ028069/aLhbS1iFvFbvGfKUKpYK2SMV7xk59q460+G+g6b4ltdc06JrSe3jMapGfkIII5zz3rsOeOR70AV9RIGl3R/6Yv8AyNeRfs9n/in77/rsf6V6/cQi6tZICzBZFKkjqM1z/gzwRYeCbKa2sJppVlbeTKQcfkKAOorwT4+4/wCEn8PD2H/oZr3nORwa47xd8O9M8Y6lY3t9cXCSWYwgQjDDOecigDsE/wBWn0rxDxxJJ4W+Num+I7rC2F1GkLSN0QDAJr3FVGwAjOKx/EnhfSvFNh9k1S2WVP4W7qfUUAXRf2j2wuROhhZd4cNxjGa8Y8Hef4p+OGpa/C4fT7LekcmOHVgQAPzrpR8GdNCeS+taobXP+p8wbcenSu20Hw5pvhvTxZaXbrBHnJI6sfU0AcL8XvE89tZweGdLlC6jqhERx1Cngj2znrXU+CtAsvCXhq3sElQybd0zkgF2POT+eKy/Enwr0bxRr7axe3N0s5VV2owAGOPSqEnwU0Nyh/tLUvlbd/rRz+lAE3xsw3wt1DuDJDgj/fFO+Eev2Oo+C7W2inX7RbDZJEeGX0J/Kq3xftFsfg/dWkZYpE0KKWOT98daqeHPAWleIvB+k3qNLp94kQVprRsM3A65zQBi/FJz4o+Ivh/w5ZyBlVw0pUZ2PyefwrqvjaAvwuvFz/HEP/HxWv4T+Hek+E7mW7gaW6vJeGuLggvj0rS8X+F7bxhoUmk3cssUMjKxeMgHgg9/pQBF4DO7wPpR/wCnZB/46K4T482Es2habepGWS3ulMhHOEwck16fo+mRaNpNtp0LO0dvGEUt1OBjNSanp1pq+nzWN9Cs1tMu10YcGgDB0PTfDWs6NaX0GnWDRyxhl/dL09+KvWmneHbTVwlpb2cd/sJARAGA715p4u8CaT4J0G81qz1fUbMKMJDE42bjwBjHTJq78IPCV1awf8JNql4097dx/IC2cKR3+vFAGh8WfF82h6RBo+nvjU9SPloB95E7sPyra8AeF7Twh4ZgtPMja7ceZcS7slmPXmqnir4XaT4u1eLUb28vEkiXaojYAD8xWVN8FdLdcDWtVB/66j/CgCT44nPw1mK45uY8EfjWp8IAf+FX6Nn+4/8A6G1Xtd8FWfiDwdF4curidYYggEiEbiUGM8itHw1oUHhrQLbR7WR2itgVVm6nJJ/rQB5f8TD/AMXU8O/VP5mvWde02PWNCvdOlxtuYmi59xisHX/Alnr/AIlsdanuZkktMbUQjBx68V1h6Yzn60AfNdr4ri0n4dav4Pl3rfm4NrDHkghSc7q9z8D6GPDvg7TtO2gSRwjzDj7zepryT+yLHxD+0DKbeJXitWWabb91sKB/WvfAMDA7UAeI6CxP7SFyxAH+hy8D6CvS/iAM+A9Z5625/mKo2fw+s7Hx5L4rS6m+0SRtGYyRt+b8K39d0lNc0O902WWSNLlNjOvVfpQB53+z9/yIFx/1+v8A+grWd8ahnxf4N/67P/6EleheCPCFv4J0I6bbzvKjSmVmf1IA/pVXxb4Et/FmraVf3F1NEdPcsipjByQfT2oAT4iHb8K9XPpZD+Yrm/gAMeAp/e8f/wBBWu/13RItc8NXejTSOkNxF5TOvUDj/CqHgnwhb+CtFbTLWeWZGkMpeQjqcD+lAHTHpXhGsPH4Z+P0OoXzeVb6gVxI/CrgAZz+Fe655PJ45rnfFngvSfGFmsOoRfvE5imX7yfSgDda5hWBpnlQRqu7fnjHWvF/AI/t/wCM+ra/at5lnbo8IkHQ5zj+Vb3/AAqq/e3/ALPl8U6idMwB5IYZx6dK7fwz4Y0zwppq2Omw7FPzM3dz6mgDbrx/4+W840TRtQjiLx2V75shHYcY/WvYKztZ0i013TJ9Pvo98EwwQf0NAFfw5qsOreG7C+jdSssKk4P3TjkGvF9c1W11T9oPQhayrIILgISvT7pzXV2/wjvLENY2fiW8h0d2LPbgjJz26Vqf8Kq0m38R6Jq2nf6N/ZvJVf8AlqeeT780AavxI/5EHU8f88x/Os/4Rf8AJObHnHzN/Sun8RaMuv6Fc6a0pjWZcbh2qv4S8Or4X8OwaUsxlEZPzHvmgDyX4PXC2Hj/AMR6bdIYrmSV5FVuMjd/9euy+MesWlh4Du7eWZfPuCqxx55Yggn9KXxL8LrfV9dGuaZey6dqP8Txn7314oHwqtLvTZxq97LqOpTJtF1Oc7P90AUAQ+C5pLb4MmaGPfKttIyJjO47elef+BdG0u+0eXUE8XT6XfySv9ptxjap3HtXo+rsPhr8LJ44ne4eBDGjY/iYYBPtxWJ8PPh54d1TwxFqWpW8N5eXZMkrbjhck8DBoA3fBfgrQ9FvJNVg1NtWvZuBcytlh9Oaw/jxbXC+H7HUo03paTguMepGP5VgfE7w/Y+CL7Rb/wANyyWl3LciNoI3yCv09+leztZRa94dS11SBXW4hHnRkdCRzQBF4Z1S01fw3YXdrMkkTQqMqe4GCPzzXk/xRZdf+JGg6NZuJJYZElk2c7cNnB/Kugj+E97pTypoPiW8sbSVstCpBA+nFb/hP4dab4Xupb7zJLzUJfv3ExyR9KAOmu7yyiZLW7miVp8qscn8deXfEr4faLYeH7/xHpTPp9/bIZQ0LkCTnpjPH4V3Hi/wZaeLrOKK4nmglhO6KWE4KmuTk+FWqalCtnrPim8urBTxCCBkeh4oAq6Lfap4t+CdxJeRs1wsRCORzIo53fz/ACq98EdYtr7wKlqJV+0WsrLJHnlR2P44rvdI0a00bR4NLtIwtrAmxV9RXC6h8KFj1mXVPD+rXGlXEzFmWIjbk9eMUAd3NrOn22oQWE13Gt3cf6qEn5mHtXj/AMRD/wAXs8Pf9cF/9Cau18PfDeHS9aTWtS1O61LUVHyySsNq/TgVNr3gGDXPGWn+IpLp42tECeX/AHsZP9aAO1qCWVIIHlkcBEBLFjwBU3UVleIdHGvaBe6WZWhF1GYy69VoA8i1bV9S+K3iOTRNKmNtoVswM8wOPMGa9d0PTdO0HSYdNstiwwrgcjJ9682sfgRYWSMYtZv43b7xRwM/pUzfBK3WSKSPXdRyjA/NIMcfhQB6be6lZaZAs17cRwRMwUM54JNWA6SIHRgV6hgaxNe8K2XiLw6ukXrOY1UBXU/MpAxu+tcbH8M/ENhGttpvjC9hsgNoiYgnH1xQByXimL7V8f8ATE0jJnTymuGj4BUH5s4/WvfCQATn8a5Dwh8PdO8Kzy3gkku9QmzvuZjlveuqu4WuLWWFJDGzoVDjqKAPEdUkPxE+McVhEN+maTjzCPulgSQ354Fe5gAJgLgDgAVxvgXwFD4Oa8mN01zc3bZeRuuPSuzI44oAzdX1zTNBtluNUvY7SFmEavIcAse36VNJqllFp39oyXEa2mA3mk8Y9a8r+MU8niC/0jwfp8Ylupp1nc54TGRz+dekR6DbHwxHotwC1v5Iib1oA0La8try2S4tpUlicZR0OQa8b+PZsmj0eOLH9qmYeWF+8U5z+uK21+FeqaQxj8PeKbyytieY2IP4dK0tB+GNvYa0mtatqE+qaghBR5iCqkdxxQB2uniRdNtzMfnES7vyrz746OD8MbgqQf8ASYcY5/irvdVspL/TLi1hnaCSRNokTqtebXHwgvL/AEwWGoeJr2a2JDNESMZ/KgDe+EwWH4c6WhYAnd175Y13Y6V5VZfCa701LWG18TX0dtA+4RqRgD24r1ONSsSqSSQMZPegCjrvGg35/wCnd/5GvNvgT/yA9XPreH+teoX9t9t0+e23bfNjKZ9MjFcv4B8Gv4Msbu3a6E/nzGTgYxyf8aAON+PP/Hv4Z/7CS167b/8AHtF/uiuP+IHgeTxrFpix3aW5srkTncCd2O1djChjiVCc7QBQB8//AAi4+MOug/3Z/wD0YK0vjwyQap4emc4RblCx9MHJ/Suv8KfDMeGfGeoa8t95oug4EZHK7jk/rVnxv8P18Y6pptxLPGILVsyxOD8454/WgDr7LULTUbKK8tJklt3UMsingivHNLmXxD+0BeXNqwktrWIZdfUBQf1robz4aatbXMkfhrxD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/></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img src="/fobjects/thumbnail/1745545/666" alt="image" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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vif4OtovsGjaVPcWirtIgt2CgemMUgN/wN8S9N8byTW8EMttdwjJjlx8w9Rg9KPHfxCj8FXWnwyWplF3IE39l968b+Hd2knxlD2SNbQyM2Yjx8pOcGun/aIUiPRdnBMrD/x2mB1HiL4x6Xpkgg0qB9RuCMv5Y+VPrV7wF8T7HxnPJZvAba+jG7yyeGHqKk+Hvg/SNO8I2Un2KOS4vLdHuJXGS+4cj6c141oNtHo/x6tbWzPlwm82lF9CCcUgPcvGvxA0vwTbxG8V5rib7kEf3j789q4gfHUwlJrvw/dR2jfxqvIHvk1j/HHRNTTxJpuvRWrz2USKp2DdtZWLcgduldFoPxR8J+KrKLSNas0tpHURmKVf3bHp16AfWgD0+DUIJdLj1Bm8uB4hLlv4QRnmvMtZ+OGm29+9ppFjNqGw4MqD5W+nOas/GnU5dG+HSR6e6xQ3EiW5Kf8APPaen5Cs34D+HbOPw3Nqs0Ecl3LMQshHKrgcfzoA0vDvxo0rVb9LHUbeTT7h22qZOFJ7D1ro/HHjaDwVpEOoS2ktxFLIEzHjAyCc9favJP2gNGs9O1XTNStoljmug4kZRjO3GP512up2J8V/A39+N9wlruiJ5IZeAfyoA7Twf4pt/F2hJqdvG0YY4ZW7GuV1f4wadpPjVfDz2csgLrGZlxhWJx61yvwD1sxaVrGlNlnts3OT0xgDH6V5xrOjX2syeIPEsaZjS9LbgeV+Y9KAPqfWNWi0jQrjVZVJhhj8wgdSK5bwJ8SrXxxPeQw2U9v9lXezvjaRnHY1y3j/AMSu3wRtJUyPtyJat/3z3/75rT+CPh9bDwEbiRcNfkuWH90jH9KAJdf+NOi6Rqc2n2tpc31xESrGEAqCPxqlp3x20mfUYbPUdOubISnHmuBtX3POcUHVPhv4F1S5hLrLfvIWdvLMjZJ5GQK89+LPiHw94hhtLnS7OSK5U4aR4imR+I57UAfR93fR22lS36AyxJEZAF6sAM8Vwmi/GPQtT0G51S4VrbyeBC2Nz+gFXvCs8tz8GLWeeRpJX01yzt1PDV498D/CeneJtQvpdUi8+KyVCsLcqxbPX6YoA9CsfjnpM+oxwXmn3NpbyNgTSYwPrz0rr/Fvjiz8J6Nb6pLbzXdvMcAwYOB6nJ6V5b8dvDWmabp1jqFhaR28m7ymCDAI56/lXV6Po8fif4E2dnMSWNkWVj1ypJ/pTA6/wf4usvGeijU7KOWJN5QpLjcCPpWX45+JGmeB57SC7gmnluAWRYscAHGTk15n8AdYa01bUNBuRtldd8aY5yud39KyvFAPjj42Q6e3mParKsYHZFAG79RSA+itI1AatpNtfiF4ROgcRv8AeX60msakmj6RdahKjOlvG0hVepAGatwxiKGONRhVUAVieNv+RJ1k5/5c5f8A0E0AYOnfFXQ77wlLr0pe3jQlRC5G9zzwPyrIsfjjoV1fxW09jeW0crACaTbtB98HNeffBbwfp3ig3dzqoaeCzcKtufuknnJFaPxz8Iado9nYanpdsls0shjlWMYGAMg0Ae6X+pwWOiz6oSZIIYWnynVlAycVxumfFjRdS8K3+vGGW3gtTtEUpG6Q+2D7Vl+EdYk1n4EXks24tBZz2+T3CpjNeYfCLwrD4t1dotQbdYWo3GEH77e/tQB7T4W+JVr4k8P6jqyWc0cVkxVl4ywAB9fesS2+PGiXEAlXStQI6dE/xrs9H8FaHocV5DZWapb3ZzLEfu4xjp+FeS/GBvDHhzTI9E0jSbSO/lZWLRrzGv8A9emB6P4S+Jem+MNUmsLOzuopIk3ky7cduOD71b8X+O9I8GQI2oOZJZD8kEf3yK5n4OeCm8OaC2p3oze3g3Yxyien48V5P4g1m11r4vyT63Kx0u2uSuAMlUAyAB9aAPT4/jvpQkRrnR9Rgt5DgSuq4Huea9Ks9YtNQ0pdTs5BPbsm5Svf2rx/xx448E674Qm021jkaRR/o6C2ZdrDpgkfSr37Pt3cz+GNStLjc0EE4EQbsGBJ/WgC5F8ddHllljGk3+Y2KsQFxx+Nanhz4taV4l8RRaNa2N3FLIjOGk24wB7GsT4mnwr4K8PypaaNYjUbzIiUJ0z1Yj86zfgb4KktkPia/RhLKhS1DdQpHJ/EEUAe3jOe2K8p+PnPgyD/AK7f0r1UHg15T8ezjwbb8/8ALfp+FICz8BR/xbhW9buUfyrpfiUQPhtr5IyPsj5Fc18BsD4bJz/y+S5z+FdF8TT/AMWz8Q9v9DegDyX9nTB1zWOPm+zLj6bhXq+v+P7Dw/4ls9FubaYyXZUJKuNgycc815V+zoMavrDEc/Z1/wDQhUXx3V28ZaekTbXdVQEds8UAeieKfi9ovhy+NlFFLfTL/rDBghPqSa6Lwl4y0vxnp32rTnKsvEkTfeQ+hrB0b4Z+G4fB4tXsElkuIQ8s8oy5YjJ5+przX4DM1v411eBPuGIqc+z0Adh8SNW8F2Piq1g17QZb69kCKsqHAAJ4/iFeo2zwRaZBJGoigEKlFP8ACuBgflXgXxqP/Fx9HHfdD/6FXe/FrWLjSPhav2Y7XuhHbFvQMp5/SgBusfGrQNO1BrO0t7rUChwzWyggH8a1vCXxO0PxdeNZW5ltrtRkQzgBmHtXlHwm8R+EfC+mXVzq5Y6lK/MghaTC4HGQPWsfxJrekz/FnT9V8Nsy28k0IkCxlNzbvmPPrQB9SK+WIweOvtVDXTjQNQz0+zv/AOgmr0L+ZEj/AN5Qf0rP8QceH9R/64P/AOgmgD5t+Cnh/TPEet3UGqWwuIYogyoWI5OfQ+1e3yfCnwVKu1tGjHOf9Y/+NfPvww0/XNSvpY/DtzNaXKJmWaOQLwc4GPzr1XR/DXxJg8UabPqGrzy6dFMGuFacHcv0zTA7vxZ4ssvA+kQXN3DI8JbykSLHGBnv7Vo+HdetvEmh22q2kbxwzjcqydR+VedfH5seDbZQQMzkZP8Au10/wpH/ABbfSAB/yxX+QpAV9c+KekaD4qHh+4tbl7klRuTGPmGR3rf8S+KLXwxoMmr3UckkKKDtTGecf414P8SyD8b4sesI/wDHRXp3xgbZ8MrgdcomfzFAFnWPiro2keFNP1xo5JPtyho7dSN4zjOee2a3vC/iq08UeGo9ciie3t33DEpGRtOCeK8e+Enw/sPFGinWNZ/0iBGa3hgPRSByf1FdB8UHi8C/DddC0QGGK5lK8norZLD86ANfV/jR4d06/a1top78ocM1uBgH05IrS8M/FLw/4mu/scbva3naCfAJx9OK5b4NeCdJfwjHql9p8M9xdEskkoyQvTA/EGuH+MOiWvhTxhZajo0SWu7bII0GBvU5zQB7/wCJfEVr4Y0G41W7jeSGEZKx/ePfvWJN8TdCt/CVrr8rOqXK5jt8jzCc4x+mayviHdve/BmS6lBLzWaO5HqUya474NeBNJ1vRTqurwi7aN9kMUnKKMZ6evWgDufD/wAXfD+vammnlZrOd8bPPwAxPQcV3l1cw2ds9xcSLHFGNzu3RR6180/GHQLbwt4vtL3SkFsj7ZVROFV1Ocj9K7v4s+ILmH4T6eiyHzr+KHzW/vBk+b9aANe++Nfh21vpLe1gur8R/flt1BUfnXSeFvHOj+L4mOn3AE68vbvw6fWvK/hj4g8C+HvC6RX8yjULgYn3RE/8BzjpXM6NqGnad8a47nQZVawmmKoqKVADnBGPQUAezfFA+HIvD0c/iS0eeAShU8v7wY59xWn4F/sT/hE7WXQ4TFp7qWXceep61yPx8AHgGP1F5H9Tw1aHw/jnb4L2a2vEzWj7e5zlqAJdZ+L/AIc0fUnsEM17NGSH+zgEKR9a1vCfxA0Xxe7xWTvHcICTDKPmwOp4rwL4Za1ofhfXb2HxXYnzXATzpELGNhnIxjPNe8+GNG8LSai2veHxAGlQq3kkY59R1B4oA8Y+Man/AIWhYEjqU/8AQ69+8R+JNN8L6a2oanMI4gcD1Y+grwX4u7ZPipp6SsVjXaSwGeA2at+LL7/haXxLsvD9tdNDpsSeYN4xnHLEDsSAKYHsfhPxjpvjC0uLiwWRUhYKxcYznPT8qxtc+LnhjRbk24uGvJ1O1o4Oqn8a6XTvD9jpWgLo9kpgtlj2ZThvc/WvOk8O/DTwaJm1SW1vLl5CzmUiRlPsByKQG7onxd8OazqMdjvktZpOEE4A3H8K74crkHr0NfLPxPu/CtxdaffeFWVGViXSKMptIwQee+a+lfD8jy+G9LldsvJZwsSepJQZoAu3M621tJPIcJGpY/QCvP7X40eF7mEP5roM4+YV6FLEk8TxOu5WBVh7GvGviVpXgzwR4XeO10ez/tC5JSBdmSvq3tjORQB2+hfErQ/EWvjSLAu85iMuccYGP8a7IcivEvgZ4OmgV/E9+rLNIpigDddnc/jgV7dQB5p8dSP+FYXef+fiHn/gYrkfhH4E0DxL4OF/q1kLidpnRWLEYAYjsRXW/Hb/AJJldf8AXeHj/gYrzX4eWfja48Ol/DDzJYlyNpuFUBsnPH1zQB7Bp/wt8LaXrFrqljp/k3Fs25CGJ5wR3PvUniP4jaL4X1uDSr4yfaJtu3aBj5jgVi+A7Hx9beIruTxRPI1i8WIUM6uA2RzgH61578awrfE3SduNxFvnPpvoA+iIpFmhSRD8rruH0NchovxL0PXddbSLRpDchivIGOK6uwG3TrYekS/yFfNXwqUf8LZl4xiaTj8TQB734p8Zab4RaxGo7wL2XyoyuMA8dfzrL8V/E7Q/CLWq3nmTPcJ5iiHBwvHXP1riP2im26boLDA23Ehz6cLil8KfCuz8U+F4r/xFdTzXVwgMZjbAVAOByD2xQB6+mp2zaal+8qxwMgky5xgYri734yeFrW4eGOd7nb/FGOK4f456rPpdlo/ha0d0hKCRnLcuoyuDXW/D/wCG/h+38G2cl5p8VxdXUAaeSUZOSOg9qAOu8OeMdE8VQM+l3qSOv34/4lPvSeKfFmmeEbOC51Nysc0nlJju3WvnyaBvh58Z4rexmdIFlUsoPWN+Sv0ru/2hHEnhDRZMdbzcP+/bUAeg6v470DRNNt768vUVbhQY1ByWpnhzx/4f8TzNb2F4v2gDJibhsetcD8NPhxpur+G7LXNcZ72e4iBiRz8saEcAD15Nefa9YN4H+MEMVlM+yGWORS3Pytzj6UAfUNzcQWkDz3EqxwoMszHgVw9z8YPCdvcOiX3nBeroDiuU+OniOW20DTNMgkKSXuJZSBwUwev4gUzwJZ/Dy08GWo1J7Oa8miDXDS4LZPYe1AHq2geJNJ8SWn2nSr2O5T+Lb1B9K4n4r2PhK5/s+XxJM9vMDsikjHJHPH0615t8ONSt9E+L8tnp0xk026d0RVPAy3y/lXUftD4+w6KD977Rnp2waYHqvh9dOs/DFjHpjA6fHAPJP+x2PNYGofFjwpYTtANQSeRCQ4iB+Ujg1nXxvovgnCNP3tP9jUDy+u09f0zXmHwovPBUMVxZeJrSJtQeT5HnjJUAk8Z7dutID3vw74u0bxVFI+k3iT+X98DOVrwjxQWb4/R8DiZAMem6vafC3hDQdCvrzUdDIWK8wTHE4MY6fdA+leK+JJ4bT49SXFw22JJQxOM9zQB7/r/iXSvDVqLjVbyO3jY4UtnmodN1/SPFGkXU9ncCezAKu4BA6c4rxLWFn+LvxMFhb3LRaVaLwGPPGNxA969xtNIstC8OPYWUCQwRQMAqjGTg5NAHnvww07wNDr99N4cuWuLtVH38/Ipz0/WvTdT1ax0a0a81G5jt4B1dzXgvwCKv4w1xkA2+ShH/AH01U/jFrcms+PodEkuGi0632g4/2sbifpTA9VX4xeEHuDH9v2x5x5pB2mu0sb+11GzjurSZZoHAZGU8EV5TfaX8Nl8GTWMUlis32fIlUgybvX61kfs86tcTjVNIkcvb26JLGpPAJJH9KQHrPiDxlofhlAdUv4oXIyEySTWLa/FnwfOCG1WOFs/dcHJ/IV5Tb2djrvx2urbxGVe2VZCiTMApII2jn1FWPjTomg6PLpc2jRw291I4R44GGGXnkj+tAHt2heJ9J8TW7z6VdpcRo21iuetVtd8baB4cwmpahFDKekeck/lXOaJZ2XgT4ZPfWVvslNuZWLdS5HGfxxXlnwr8Nr498T6hq+s7p44m3umflLtkgfTg0Aez6f8AE7wpqV0LWLVYkmb7obIz+ldirBlDAgg9CK8G+MngDS9J0SHV9IgW0likAkVOFYYPOPXOK7T4M69da34Fi+2Sb5LWQwAnqygDBP50Aeit0r5f+MJY/Ewqp27tqE49cc19P+nWvl/4uxB/ibI2cEbX+uMcUAehf8KJ06aFS+tXoJXkeWnp9K7Pw5oun/Drwc1pLes1pbF5nmlHIB5PSuEf41XltEFbwxeM4QZdeh9+ldRrOtP4g+Dmr6lLbNbtLYykxt1Hy0AdJ4f8V6L4oilk0i+juliba5TPB/EUmu+LNE8NeV/a9/HbCXOzeDzj6CvLf2ccHQ9az1+1L/6AKp/tEf8AMJ5/ib+VAHtsOp2c+lDUY51+yNH5vm8424zms/TPF+h6xZ3d1ZajDJBaNtncZAU/jWdpSgfC21G0EHTUyB3+QV4L8O9DvPFXiDUtCW+a309i010iHmVQ2Mfy/KgD3mz+JnhK8vls4tXh81jtUHOG/HFdYHBQMhBB/Wvnb4w+B9P8J6Vp1zpZkRGlKsu7gYwQfrXomj6/dW3wZk1V2/0iCzbYfUqvFAG9q/xC8M6HcG2vdViWdPvIMkj8hXmfxz1Gx13wlo2oadcR3Fus7tuQ9QVABrlfhT4RHjnWb+/1GaT7LE+XKNhnc4OD7YNWfjD4Kt/CSWc2nzN9iumKeQxzhhySP0pgexfDu4isvhvY3M7hYood7sewArY0PxfoXiOaaHSdQjupIfvqgPy/mK5fw9j/AIUw2F/5cW4/4DXFfs+qn2/XHx+8L4H04pAew+IPE+j+GIIZtXvI7VJmKxls/MRyelW9M1Wx1iwS+sLhJ7Z/uyDpXkX7Rn/IE0M/9PMn/oIrd8MyXEPwNmksw32hbSQx7Bzu28YoA39S+JfhTS7mS1n1aH7RGfmjXJI/StPQvFuh+JlkOj6hHdGMZdUzlfrkV89fCyXwi93fR+LoUlvZpv3ZuFyoGOc+hzXufhbwVoWgateatoTKsV5GqGONwYxgk8Y+tADpPiR4RguprSbW7dJ4GKSKQ2Qw4PanW3xF8KXl/BZW2s28txO21EAbJ/SuR8U/D3whoVnqfiG+kuQ8jPKV80Dc7ZOBx61538JPDdx4j8aprBDpZadIXRm6E9l/I0Ae+694v0LwyYl1bUI7ZpPuK2fm/Ste1uoL+yiurdw8MqB0YdwRkV4N+0MR9t0wDrg/yNey+DhjwXonoLKH/wBAFAFW28eeG7zXf7Fg1KJ77f5YiGclvTpXTjpXzR4diiX4/sI+UW6yp98V9LjpQBi+Lhnwjq3b/RZP5V80/DDwzF4w8SXem3N3LbxxRNN+7UEkhgO/1r6V8YHHg7Vz/wBOkn/oJr5m+Gmu3nh3xBc31laPdSSRsjxIpYgZBzx9KAOj+Jnw+k8E2Fvq+l6jO8Yfa+4hSp7EY969X+FGv3XiLwHa3t6xadXeEue+3jNeM+KfFmsfErWrLw+3k2UZk4WT5cH/AGsmvePDOg23gbwclkrF0t1aaRv7zdWI/GmBpat4g0rQrfz9TvoraP1c8n8BWNZ/ErwjfXKW8GtW5lf7qncM/pXhGmwXXxT+JkkWo3EhtVcsVQ42IDjj9K7X4l/CvStN8JPqOlGWOe02naWGGGRz0pAe2LKsiBkZWBGQRzmvmnwum348njGLs4H4V33wJ8S3WseHrvTrpzI1i42yE5JVs4H4YrhPDa7fj6wzn/Ss5P0oA9/1rxLpHh42/wDat9HbC4k8uLfn5m9OBUOteL9C0CCOTUtSih80bkBySw9sCvL/ANoZzHp+iSJhXW4Y7/oMj9aseE/hkviPQ4da8R31xcXdxEGiKvgIhHGOtAHpmgeJtI8S27XGlXqXCqcMF6qa1Lm4htYDNcSrHGvJZjxXzX8O47vw18YH0neQDKY3AbhlPIz+GK6b4++I7iI2OgW0zJ5g82QKeHU8AH8RQB6DL8UfBsNw8Ta5BlDhjhsA/lXS6dqVlqtql3YzpcQuOHQ8V5R4f8GeAz4Ht4b26sGvJ4fMeV503oxGSBzxg1zvwQ1iay8XaloIuDJYHeUXryGwCPbFAHuura5pmhW5n1O8itovVz/SsK2+Jfg+6fEetwE/Ruf0rx7x2f8AhI/jPDpWqStHZRuEQFtoIHOefXpW18XvCHh3w94Wh1HSo47W9SRVRY2A8xT1J9aAPX9H8TaNr7SjS9QiujGcPszx+dO1bxHpOhw+dqV9Dbx9BvPJ/AV558JdH0/QfAbeIsSrcXKPJMZG44JAx+Qrzbwtp1z8VviBeXOp3Eq2sP711VuQpOAF/GgD3Ww+I3hTUroW1rrdu8p6KQR/MV1CMrpuQhlPOQev0rxH4nfC7TdL8JSanpQmWa1ILBnByvc9Pat74F+IrnXPCc9teOZHsJRGjtySCM0Aep9axIvF+gzasdJXU4Pt6sV8g5zkfhW307V8yfEKyPhn4x2t8FIgeeO5DHgMc5NAH0le39rptpJd3k6w28Yy8jdAKq6R4g0rXonl0q8iuo1O1mTPB/GvP/jRqqp8OYDuP+nOi4HcMpNcd8C7x9J8Walo94SjywqYlPBJzk/oKAPbtV8TaLockceqahDavJnYrk5P5VpxSJPGksZ3o6gqw6EHkGvmz4k58SfGe305NzRFooCnXHOGNfSFpbi1s4LcdIo1jH4DFACXd5b2NtJc3MyxQR8u7dAKoDxNo7aM2rJfwmwXIM+TtyKzfiJ/yImqbh/yz/rXg/gDSdX8e6Y3hwXXk6Rat5swJzyenH4GgD6N0fxBpev2hutLvI7mBThnTOB+dVb/AMZeHdLk8q91e3ifOMEk/wAhXK6T8P8AUfDvgXWNG0+/Vru6U+RMo27D+NYOlfB3w9p9sra9rJa9YfOwnVBn6GgD1PS/EGk62CdNvorkL12GpNU1aw0a2FxqF0lvAW2736Zr5tt4W8EfGK1s9Gv/AD7aWZF3LIGBRzjBI74r0v49n/igoCf+ftD/AOOtQB6Hca/pNtpiajPfQpZuNyyE8MKi0bxPoviFXbStQhu9nDCPPH514p4E8Faj4+0a3u9d1CU6VAuy1gVufr9Oa5jVLbU/h58Qp9M0i4dZ5gvkujY+V84BoA+i9S8ZeHdIvVtL/VoIbhuiMSSPyFbFtcwXcCzW8qyxMMh1OQa8O1v4SLb+C73Wbq8ku9aMfnuWPysTztx+Pr2q1+z/AKpdT6fqOnSymSKAh0B6LyBgUAevajrOnaVC0t9eRQooz8zc/lWTa+P/AAreXC28GtWzyt91eR/MVxOt/Csa/wCL7rVfEOrBNOP+qRXCEde54rkfiR4H8L6L4aF7o+qCS5jcLs+0o56HnAoA+hwysoKkFSM5BrK1bxLo+hAHU9QhtgegYnP6VyHw51+WX4VRX94297WFsO38RAJFeS+DNIufij46ub7VriUW6EyNtblc5wooA+hNK8X6Drkpi0zU4LiUdFXIJ/MV43+0Eu7V9I4ADALn8TXYw/CCz0nxbpWtaNdywrbSh5o5Dnev4Yrjv2gmKatpRXaSFyAfXmgD1DSvEWj+G/B2jjVNQhtwLVANxz0A9K6DStb03W7X7Tpt5Hcwn+ND0rybwz8KE1vwzb6lrV7LJdzQh4FQ4EQI4GDXKfB2/n0j4k3elCRmgcyRFAeMhsAn34oA+lRyKWkHSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACg9KKKAKUP/ACEZf92rlU4T/p830q4O9AC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHyxoD5+O0hPbUnH/kSvqUc5rFj8I6FDqf8AaEenxLdl/M8wZzuznNbYoATbxXzNcyRy/tBwMAeL2NQM993WvpusP/hFNE/tn+1f7Pi+3Z3ebznI70AbJxtIPQ9a+ZPGlrqXgT4sPr6QsLaa5MsbgfLtPBXPrivpsAGql7p1nqUbQ3lvFPGR911zigDyvxD8bdFk8LzDTxdLfyx7V3xYVGI65zWX8CfC19De3niO+ikjWZSke9cbssG3CvT7fwD4YtboXEWkQCUHOTkj8icVqatfw6DolzfGDMNsm4xxgDI9qAPn744c/FDT+OPs8X/oZr1LxroM/iL4VCyt0MkywRyxoq5LMq8AD1rxTxRrr/En4iafc6XYzqAI4trjnAYkt+AP6V9RWVt9lsreDdu8qNUz64GM0AfPHwt+JFt4Nt7nRdct5liD5UomWQ9wR+ddxN8abHUNZ0/T/DunzXr3EoWUyLt2LnqOua7zUvB+gaswa90yCRvUDb/KpdO8N6PpCBbCxhgx3VckfiaAOG+PbKPhuwJAP2yE/wA6ytH8Np4x+AtjBJ813GjyQt/dcMwH6Zr1fVNIsdZtPsuoWyXEGd21+mR0p+n6bZ6XYpZWUKxWycLGOg70AeJ/BbxpPa3snhHVMoyEi3DcFSOq/kP1qt+0PZz/AG7Srsg/ZyrJu7AnFezjwpoa6r/aiafEt5uLeauQcnrV3UdLstWtjb39tHcRHna4zQB554Q+K+jah/YuhiO5XUJlWLBiwvA9fwr0/PH19a5zTvA/hvSdQF9Y6VHFdJ919xJH0ya6LGD60Acp8SNLGreBNUhwS8cRmRQMksoOK+arTVr7VdA0nwqGBjW7DhMYKnJz/M19fOiujB1DBuCD3rnrfwH4Zs75L6HSYVuUcyK4JyG9euO9AHCfGyxMHhfRL2EbRp1wJAPTpiuQ8FX1z48+Lltf3bB1t4A+5V4VlAwK+gNU0qx1myey1C3Se3Y8o2fwqpo3hbRdAkd9MsIrZ3ADFMnP50AZPjrxvH4Igs7me1MttNN5cjKeU4J4HfpXm/xM8R+B9d8HvcWfkPqcu1oyiAODkZ3Y56V7XqOmWWrWrWt/bxzwnqriudg+GPg+3uVni0WEOpyDuY/oTQByvwGsr238ISy3CssMkhMSt39TXk3hTXrnw18SL7UIYGnTzpEmjXklN+eK+rYoorWERxIkUajhVGABXzh8HhHP8VdXSZFkVlm4YZ/5aUwNf4p/FDTNd8JnSdLjmY3DDzXlTaEwQcfXiui+D/heSH4e3S30bRnUgQUYYJQ5wfxBrrB8NPCi6p9vGkxecW38sxGfXGcV1aRpGqqiKoUYAUYAFID5h8E643w0+Id/a6xDIkD7oyoXLAFsg4+mK674q/EzRtY8KPo2lNJNPdlc/L93BB/PivV9b8I6F4iXGp6dFOQeG5DfmOaoab8OPCmk3a3NppEKTL0ZizfzJoA5r4J+GLnQfC0l1doY5rxg+0joo+7/ADrzXR2U/tAwHP8Ay+c8+1fTIVVTaqgADAA4Fc5D4E8OW2ujW4tNQagG3iUM2c/nigDj/j0f+KLiA7y/4Vb+BJz8M4P+vmX+ddrr3h/SvEdkLTVrVbiANkKzEc/hT9G0TTvD+nDT9LtxBbKxYICSMnr1oA8G+LrbvippSnso/mK9I+LzD/hVeoDviLH/AH0tdBqvgjw9rWqJqWoacs13H92Quw/ka0tX0TT9c01tP1G3E1q2MoSQDjp0oA4L4En/AItvEB1F1L/OvP8A4tTeb8WtOj6eWAOO+cGve9F0LTfDtgLDS7YQW4YsEBJGT9az9T8EeHdZ1RdSv9NSa8TpIWYH9DQB558fUu28IaX9n3CBZSZ8dMbRj9ad8P8Axd4G0XwPbGSS3ivET9+jKvmu2Ocdzz0r1i9sLS+tGtbuBJYCNpVhmuZs/hf4Qsb4XcGjxiZW3KSzEA/QmgDxPwHercfGlbkwNEs0h2KybcAnI4+ldR+0K2W0ND/z2J/SvWB4P0Ea6utLp0Y1BQAJlJHTjpnFLrvhDQ/EssL6tYLcvCcoWZhj8jQA7wmB/wAIlpAHT7JHjn/ZFfPlgSf2g7M4/wCX8c/ga+mLa2htLWK2gQJFEgRFHQAdq5+PwH4ci11daTTlXUFfes25shvXGcUAZWt/EPRtJ8Ut4e1qExRyxhkkkXKPyeue3FeL/F5/C9zrVmfDIje4fImW3wEJ424A79a+hNe8IaF4nCNq1glw6cIxJBH4g1Q0j4b+FNGuftNnpUYlzkMxLY/M0Acl4x8L6lrXwbtLdt0l5aRpcBAMlsLgL+Rrmfg78Q9O0HSZdG1dniYTExybflAwOCfXivfdg27SAQRjb2xXLap8N/Cur3RurzSIWmbqysy/oCBQB4r8VfEUfj7xPYaToavciE7VIXqzYB/DivfNA0caZ4WtdMYAlYArA8jJHP61DofgzQfDrltN06GJm6tyx49zW+OckUAfKUGo3nw58UeJ7GBxuKGDcV6g85/WvRfCHh2Wf4GX4nTNzcpLcDHVsjK132r/AA78La3qEt9qOmJNcy/eYswyfwNdBaaba2WmxadBEEtokEaoOm0DAFAHyfN4iv8AXPCmm+FW24hucBcYOcnr+dfT0GnrpHgv7DZgjyLNljx2O0kfrWbafDLwla6gt9DpUYuFkMm/e33ic9M4rrdoxgqMYoA+XfhTPocfjC8k8VmIXTD9210Bs3nO7Oe/StT4y6/oOrRW9poSwyrAcyzQRjYPbcK9d1f4XeFdYu5LufTlW4l5d0YjJ9etWl+H3htfDraKNNjNoeo53E+uetAGR4QYL8ELInp/Zr/yauC/ZuwH10DOdsP/ALNXtVpoOn2mgposMGLFIzGI8n7pqh4b8FaH4Sa4bR7MQNPgSfMTkDp1PvQB57+0E2PDdiM4zcA4/A12XwtVW+GGhAqMNa4I/wCBGtXxL4S0nxZaJb6pb+YsZyuCRV/R9JtNE0uDTrKPy7eBdqLntQB87eIVufh58Xbq9siAJ0aRHZcgb85H4V0XwQ0uTVNf1bxPcjc5Zoldu+TnIH4Vn/tB31rPrGm2cOPtcKsZNvUhsbR+hr1r4baGNA8EafabQHZPNY9zu+bn86AOrwawPG2R4K1n2tJP/QTXQ1zvjkhfBOsnP/LpIP8Ax00AeC/BvxnbeFbi5h1BJBaXTA+ai52sOAD+Gas/Gnxta+JXsdJ0tmeCJ95kxjexGMD17VpfA3R9P13w9rllqNukyNKgBPUDb2NehaP8JfDOkX63YtzcSIcp5pJCH2oAp6Jop0L4IXNsUKySadJLIp7Myc1w/wCzzj7bqfQHaOM17vfWEF/ps9jMMQzRmNgOOCMVg+FPAmjeEDM2mREPN95yTnFAGj4n12Dw34dvNVucmOBM4UZ5PA/UivmrwveWev8AxAfX/FTlbdmMwD8jPUAZ7V9M69olr4i0afTL1SYJsbh9CD/SuYj+EPg1ECnTN/GMmRv8aANDQvHnh3xDqLaVpVyZJo4i+wKMBRgevuK8C16CLwd8ZnudRtVmsjOZBGybg6FcZwff+Ve+aD8O/D/hrVzqWl2nkzGMx/eJ4JB7n2q/r3hTRfEyIuq2EVxt+6xyGB+ooA5Y+LfhubIXONL+4W8vyU3gY9PWtXwh4i0XU/Dlzq2lWSWVqrMW2RBN2CRnArOtvg14QhnMj2JmTsjMQP0NdfDoWm2+kNpVtbLFaMpUxp6UAfMl/rMPjj4lLfazK8GlJMQuOdqAZx+f86920b4ieFZr220TTp33Y2RIIwFAHQZzTY/hH4NRWB0sNvOSTIw/rVnT/hl4V0vUIr6y00RTxcqwdj/M0Adh05rz/wCL+gza94KnFqjyT2x81UUZJ9f0zXfnpj/IprIrLgrx70AfOfwe+Idr4btpdK1MP9mZ96Og3bWPXPp2rofit8T9KvPC1xo+lSPM90Nksm35QhHIz69K73V/hh4X1i5a5l09I52OWaMlf0BxUGn/AAn8J6fOJzpyzSIcq0jNx+GaAOZ+BHhm50bQrrUb2Foprx8RhhyY8Dn8wa5X43FR8QNIzk4MWR+NfQsUaxRrHGqqijCgDpXL+IvAGh+J9Uhv9RhLTw4wQTzjpQBvWeDo9uSePs6/ltFfP3wOGfH+qZPRG/H56+iEt447dbdQfKVAgHtjFcv4c+Heh+GdTm1CxjYXEudxJPrQB5N8Z8f8LL0fP96Hj/gVd78W9Gn1j4X/AOj/AHrUR3BHqFU8frW/4g+H+i+JdWg1PUYi1xCVKkE/wnNdKIIlgFuFBiChQjDIxQB4P8Gdb8Lf2PcaZrUVhFeJLlTcRqd64HGT3zXoNzrXw/tNUtLSO202a7mlCxrbW6MVbIwTjpWT43+H/hPS9I1DxA1g0bwpuIhJ+ZicA9fcV5n8J4NFvPEq6lrWpxxTxuFtbc5zI2fp9MUAfTy4A+Xp7Vm+Ij/xTuoH/p3f+RrS68j8qhu7WK9tJbWdd0UqlWHsRQB8y/A/XNP8P67dzancrbRSwqEd+ASM/wCNe2yfFPwhEdp1aJyWx8pBH86oW/wZ8IwxBDZM3OeWP+NK/wAGvCL422Ww5zlWP+NAGR8eLU3vgm1njyyRS+aSBngrgfzql8LviPolj4Fis9UuBbTWYIwejqAMY9TxXrN1ptpfaadPuYlltmTyyrDqK8+j+CHhmLURPuma3ByLQn5Pz60AeReI9XXxH8UbfW4IJYrS4ljWLeuCwUYyPyr2L4xOF+Gko9VX+lb2q+ANE1a706aSARf2eMRLGMDHv+VaXiHw1Y+JNGbS70EwMBjHbFAHEfAX/km45GPts3/stQ/HbQ59R8Hre2yNK1o4ZwvZOcn+Vd54Y8NWXhTR10ywDCAOZPm6knH+Fa8sUc8TRTIro4wVYZBFAHjnwf8AH+i2/hNNL1PUIbWW04TzmCgr7fnXGfFPWLfxz45s9O0OQXajbEJE5XJOCc+leran8HPC9/cNNDA1o7HL+Uchj+NbXhzwD4f8MMJLCxT7TjDTPyW/oKAOf+JEH9m/BuazdhuitUhJ9WCYP8q474MeNtO0fRJdL1Njbkyb45WHysuPX1zmuv8Aji3/ABbm4AGQZlH6GsH4V+GtK8T/AA4e1v7ZMeZgSLncOB3oA4b4peIIvGvji1s9K3SW4ZIFcjguTgke3SvQfjB4fuP+FZae6ozvpyRLKAOAqphifyrqvDPwv0Dwvem+iRri7/gkmH3foOldhc20N3ayW9xGskUi7XRuhFAHinww1zwNc+EYLPWIdMiu7b5We6jQGTnOcnr1xXX2es/D9vE1ppul2djPetlkktYEIXHP3h0qvqPwU8M3lz5tt5tlubcyxcg/nW54b+HPh3wrcreWVpm8RSPtDk7sEc8ZxQByvx9c/wDCDQjpi7Q59OGrW+Hup2+ifB7TdSuVdoYYC7+UuWI3kcCuK+N3jLRdW0FNK0+9juZ47gGVUB+QrkEHNegfDbT1l+FmlWN5FlJLcq8bdgWNAGXqOn/D/wCIGjyai0luoZDI80bCN0PXL4/XNedfBCW5tviNf2NpO8umCObkH5WwwCt+Vd/N8DtCMsotL+8tIX6wRH5cfjXZeF/B+keEbQwaZbKjPjzJDyzEUAeH/F2ZovipprrtJUoMEZHLd/zq/wDGDQrjwp4msPF2kRmKPIVxGNqqQc846Zzj3r0TxH8K9K8SeIk1q5u7hJlYEIoG3g5rqtd0Sx8Q6TLp+oRCS3kHIPY9j+FAHN2HjNPEvw5utY0yQfbI7c70A5SQD0+ua8h+EOnaDq/iDUbvxFNFLeI5aOK4IIb1PPXvxXs3g/wBp3g37StlcTSRXGN0cgGKwtQ+Cnh+61GW9tri5svNOWjgPGc+p5oA8w+M114be/s7TQIrXfET5zWygL7DI7ivofw3/wAivpHP/LlDz/wAV89/ET+xrXU7LwNp0MdtDDKrXF4+dxJIB59sV9D6Cbf+wrGO1uFuIYYEiWRf4tqgZ/SgC1eXUdnaTXMpwkSF2+gr5fvNXtviN8TFu9TvVtdIVsxtKdq+Wpzg+56V9O6hYpqOnz2crEJMhQsOoFed23wQ8N2tssPmzvtJ+Y4yc0AdTovirwvNc2+kaTqdrM6x4jiikBwowP8ACum3CuC0T4U6HoHiCDWLR5RNEpUKeh6f4V3nGf1oA80+OxH/AArK69ftEIz/AMDFc/8ABXxRoejeCTa6jqdtazCZ22TOFJG416b4s8L2fjDQ30q9kkjhd1clMZBByK5RPgr4aSNUPmuVGAxoA6i08b+Gb+/hsbTWbSa5mOI40kBJP+RXiHx2hls/H2n6mV3KscWPcqxNem6T8IdD0fxJaazbTTCW2O5EIGM4I/ka6LxX4S0vxdppstRjAGf3cqj5lPtQBi2/xP8ADVv4Ut9Ql1GLzVhUNApBk3Y5AX61478JpWl+KLzshXzGZgCMcEk16pofwa0LR9Rhuri4mvvJ5ijmUBVPrx1rXtPh5p1l41m8TRTyiaTH7kKAi8AYGKAOB/aMK/2boQx/y3kyT9Fr03wGQfBelkHjyF/kKqeN/ANh44itIr66mhFszMvlgHOQOufpW/pGmQ6PpVvp8JLRwoEBPU4GKAPDv2g7C4XWtH1YR7rZY/JLDs+4tj8q9G8E+NdDu/B1hI+owRSQwATI7hWQgeldRrGi6frtg9jqUCzQSfwN2/EV5xN8CNG86RrXVr63hk6xRhcAfjQB5zqdyvjv41xSacDLA0sasyjPyJwW+ldx+0GgXwdo0I6rebR/37au/wDCvgLQ/CUJ+wW4NwRhrhvvN/hXA/tF5/4RbSMf8/3/ALI1AF/4VePNFTwZZaVfXkVndWcQjKTELuAHUeteZeKdQh8ZfGWJ9OzJC8sUKn+9gYJHtXovhv4c6N4p+HGiXID2d5Jbq8lxFyzEjnrXTeEPhfonhK4e9Qvd3h+7PMOVHsBxQB558ftHuFt9E1RQWSJBbOg/Fs1t+BrPwBrvhSw8+CyS9WICeJ9oYN3r0/V9DsNe02Ww1GATQScEN/MV5rJ8BtKWZms9YvrWJuqIF4/GgDZ0a38A2/jCGy0iKB9VSJnUwgMqgYzk+vSuS/aGz9m0Xt+/x19jXeeFPhzovg+6a/gZ5rsoU8+U84715b8dtf0/VrvSLOxuY52jfc+3sckYoA9W0fWdP0H4caXf6lKI7UW8aMxGQN3Az+dcl4s+H/grXNDutes7pLYlDIZ4n+QnqeOma6/TdAtte+HFlpGpQnypLVQy/wB09j9RXGt8B7Lb5EXiHUhbf88sjb+VAGF8AdUvzrGqaW9y81hFCXQMchW3ADHoMdqzfELRt+0AFlVJULhSpUEck9RXtnhTwdpfg+wNtpsPzP8A6yVvvMfeuevfhPY3vjX/AISf+07lZzKJfKCrt65x0zQB5p44tLr4Z/EqDXdNjZbCf5yqng9Nyn0ya9y03W7TxD4VOoWUokjlt2PByQcHP61D4x8H2PjLRv7Pv2aPDBkkQDcCPrVHwb4Ch8HabeWFvqVzc29ySQsoHyZGOMUAeT/s+jHinW1GB+4QH/vpqyPihZjSfiuLi/iZ7OYxuSRgOvcD6Zr2PwR8L7HwPql3fWuoXE5uECFJVAAAJI6fWtfxf4G0jxnarDqUREsYxHOn3kz1xQBz1l4Y+HuqafHdxRWboIwWZGHy/WtPwVb+D4r6+/4RcRmRQFmeMgqeexrk0+A1nGSi+ItRSE/wLtHH5V2+i+GNL8B6Bdtp0JJjiaV2J+Z9oz/SgDwmWPTvFHxV1U65qKaQYpHjikOAMocKeo5rsNF8G+B312O7vvFsWsTRn5EeUfKfzOa5HwTDpXjf4i3l14gKRrIXaOBjtB57n1rY+LHg7wn4f0iK70idbW9LfLFFIT5n6mgD13xvZHUvAt/BZbTmEsm3oQOeK8d+AviCz0fUtR0i9lWCW7ZSu84+ZcjH15r0P4K3V9efDyM6kzvtmZIjIOseBj+tReI/gxoutakdRs7mbTbgks3kYwzHvzQBl/HTxHYReGYtLS4jku55MiNSCQuDzWl8DNJn03wGJLiMo1zMZUz3QgY/rUFj8EtJiv1u9U1G71Hbg7J8bfpkc16fbW8NpBHBboEiRdqIOgFAEvAJOa+X/i8c/FD28yMH6cV9QMCenWvNPFPwgtPE/ig61Nqc8TFlOxVGBjHt7UAegR6bZmJM2kGNoGCgrG8d24Hw812CCNVzZSBUUYH3a6WNdkarnOBjNMuIY7i3khlQPG42sp7igDwL9n/XtP01NU0y8nWC4mlEkYc4DAKAcH1rP+OfiTTta1C1tNPkFwbQnzXTlRnjGfWuxv8A4GWbapNdafqtxaRzNuMagfJ9DitbUPg7o9z4Tj0W2keGUMGe6IBeQ8cn8qANvTCp+FtqQcD+zUyfT5BXkXwGA/4T7WAeMWz/APowc17nbaEtt4WTRFmYqtv5HmY56YzXLeBfhfb+CtZu9STUJbiW4jMZVwMAFgfT2oA5r9oh9vhvSl/vXDDr7CrekWz33wCuYEyXNrJtHqcV1PxC8Bx+PNNtLZ7t7Y20hkUqAQ2cDnP0rW8N+HIfD3huHSDK1xHGCGZwOfyoA8R+AniG20nUdQ0a8dIWuG3ozH+MYG3+dWfj54j0zVotO02xuFmuLSVnl2chQRjGfXiul1n4H2lzq8t/pF/JZeaclB0X1wetXz8G9I/4RKbSTO7XczBnvW5fIIP9KALvhtHk+DuxVOWsmAH/AAGvNvgf4g0/SNc1ayv7iK3M7FkeRsAkEDbn1r3Hw3oUegeH7fSvNadIl27nHWvOdZ+B1pda7NqGm372kc7bnjwMKe+OKAOc+PXiTS9Yg03TrC5Wee2lZ5dhyFBGMZ9eK9D+H9/a6V8LrS7vpVigjQs7N0AxVOf4PaQfCsukxyu11KwZr1wPM6jPt2rorHwZbW3gh/DE0zywPE0TSEDIBGOKAOQ8QfDLwj4osJNa025W2LgyefC2Yzx3Xp1rl/gTquoDxDqWk/amuLGKIFTu3KvJ5H5VrzfAuaJPs9j4jvEtWPKFsYH0Fd34P8AaV4MsZYLHc9xMu2S4f7xH8qAPHPi14pfxX4vg8NWFwi2cEojdiflMmcHP0Nev+E/+Eb8LaLZaPa6jaCQqAf3g3SOeT9e9cnN8CrKfULq8/t29R55mlICJwSc+lIvwLtIb23uv+EgvyYnD4YL/AIUAc/8AtDQSC50u42nymyoPqcV6J4U8a6Bb/D7T7qXUYVjtbVI5QWG4MqgEY9eK2PFvg/TvF+jjT78HMYzFKPvI3rXAaT8D4re7hbUdVlntYmBW3QAK+P73AoA4DwHejUvjPHfqpEc9wWXI6jsa+oh0rz6D4YWNr45g8R2s7QRwgYtlAwCBivQR0oAw/GZ2+C9ZI6/ZJP8A0E14P8ARu8dajvHzGzbr0PzrX0LrenDVtEvNOMhjFzE0Rdeq5GMiuG8AfCyHwRrFxqCX8tw80RjKsBgDIOenXigDz745+Go9F1ew8Q2EYhM77W8vj5153Y/KvTvB2tv4z+G4l3ZuXha3ck9XAwT+da/jPwrb+MPD02l3Ehi3kFZQASpBB4/Ksb4d/D5/AwvE/tB7iOcghD0GM/rzQB498JNTtvD3xKvob6RYfODwKzngNuB/pXr3xZ1mz07wJeiWdBLcKEiTPL8jOB9KpeMPg7pniPUjqdncPYXjct5Y+Vm9T6fhWJB8DGubmL+2NanuLeL7sYbOfbmgCH9nnTbiDStV1B48QXDokTdN2zOf51y3hyUT/H55AMf6TgDt0r6H0jSbPRNNisLCFYYIhgKK890j4Sf2V47/AOEjGpvJiYy+WQOc9ulAGD+0WP8AiV6KduR9of8A9Br07wPz4I0XnI+xx/8AoIrH+Inw/Hju2s4TeNbi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qdh4rvLm5gjLyRSs2GA6n71AHshNeZ6T4X8XWvxKn1O41EtpJ6KWzvHHy4/z0qP4MvqmqeH5Nc1DVproXTlFhkyRGVOMjnvmofDurahc/HHXtPmvJntYbYNHCWOxfudB070AX/Hvh3xdqviLS7jRL9o7GNl86NWCkYOSeevFWvipqKaX8PrqKaTfPcJ5CKPvMzDAIFYPxc1nUdL1/wAMxWd5NbpNeKsixsRvGRwcda7jXPBlh4g1rTtRvGc/YW3JFn5WPHUfhQBwYT/hDfgUtnfti8nhKogPLMzZA/Kup+FujXOieBrOG8XbPJ+9ZP7ue1aOv+C7PxHqWnXV67eVZNuW3H3GPbNdGE28DpQBIOlFA6UUAFcz468UP4R8NSassHnlZFTZnHXvXTV4r8b9I1ptJn1A6qP7LDov2XZjnnnOeaAPVfD+rf25odrqIiaLz03bCeRWnmvLPh34f8SR6ZpF6+v77ALua2MWcrzxnNR+GfEGpWnxd13QdQunkgnbfaK7ZwBycD0wKAPVt3OAeRS5JrnfG2snQPCOo6hG4SZIiITjo5Bx+tc58LzrM/gObUtWvZZprvfJGJM5jAyMfpmgD0MEkcNx29aXJznPHp3r5/8Ah74x8X65bX2h6ePOuDMXe+uJC3koeMAHr0PetLxNa+MPht5OvprsurWe8JcRTAjGegAycd+e1AHt4PNOrP0XUo9X0i1v4/uzRhsehxyK0KAG80ZNVNU1CLStMub+4J8m3jaRgByQBmvJNIufF/xNlnvYdRfSNFVyIHjX5pMceo460Aeyhs89j0o3ZzXjF9rfiz4ba9ZQarejU9IupBH57rhgf1xXpniG8f8A4Q7UL2zl2P8AZHkicdjtyDQBt5OKOc8nivBvAPijxf4s0V9DsW2PG5FxqcrliASeFB78jvVrVpvFvwu1PTrifV31bS7yURy+cPmQ9+pPSgD3DPHWjNc34l8VW/h/wnLrrYeHYDEp43Ejj864bS9B8ceM9OGq6jr76WJPnt4LdP4e27BFAHr2eKTnPWvKfB/i7XbHxtN4P8Ryxzy4JtplGC4HPP5Gr/xm1jUdD8HC8065aCX7RGpZTgkZoA9HBPrzRmvFlh8d/EDSbTVbK6OlQRxqscQlKmXHVmPGOQa7bxUfF6W2mWfh0QiWRttxPLyFXHX60AdmT3zQTxwa8h1nwh4z0XTbrWbbxVPdTwoZWtnQhSMZIHzV1Hwy8Xv4x8MC4uABewN5VwoGADzj9KAO1DZJ9uDS5ryvxf4z1y+8WR+EPDARLps+fcP/AAccgfgOtRXui/EDwrYLe6frB1UoQZYJI8nHfHJoA7fxvba3d+FruLQJmi1Er+7ZWCn8zVbwVaeIbbwkIddneTUip+d3DEHHHIqLxnq1/ZfDLUNUiJt72O0EuP7rccUnw81a91b4eWWoXcu+4aEsWx35oAzPAVh4ytde1aTxFcyyWjP/AKMHkDDqegHTtXoi15d8LfEura94j8T2+oXIljtJlWJdv3clv8K9SA/KgBaKKKAEPTioLi6jtrd7iaRY4Y1LMzelTmvK/jlrM+m+FLewtpCj6hN5JKjnA5/CgChffFDxB4k1h9M8EaYJkQkNczD5WHqDkYqyB8WrPbcD7FdEDmBjj/2aus+HPh+18P8AgzT4YIwsksKyynuWIyea3P7d0rzGj+32xkQ4I3jIoAxvBPiq68TWE5vdPmsby2k8qVHHDEAHI9ua6rJxzVSyubK6V5LOWKVd3zNGQeff3rzzxr481VfE0XhTwrHHJqbqGkkYZVAf8KAPTufWgE+teVXukfEXRtLk1G31yG7uIxvktnhGPcA5rovh143XxporzyosV7bv5c6Z7juPbmgDsgxJPpRkkda8s8aeMNeuPHUHhDw08UU7RCWaaQZAX0Hv1q1Zaf8AELSPEGnpNqFvf6ZLIFuSYwGQd8dfzoA9Jz6mlJPavMvjD4r1PwnaaJc6dKE867KyrtyWULnFRJceOfGsKajYNHo+nld0CP8AM8h7E9MA8UAepc55NGT+FeYfD/x3quoa9d+GfEaxjUrcFg6DG5QcdPxFa3xF8ejwfa20NrGs+p3b7IYs9M9CR6UAduS2TzTgSfavKrfSvihPZPqD6raxXUg3LamMFR7Z7flV34dePr7X7+70LXbdYdVtcltowHUHGcflQB6RmiuG+JHjl/B+lwJaIsmo3b+XAhGQp9TWJbW/xNtbKDWJbq1upcB5rDYFBXqQD2P4UAZPgvUbyf46avayXUzQrbOQjNxnK17Vn1/SvAPhjqR1b41aneG1a1d7OTdExyVYMoPP1r03xrqvii0ms7Hwzp6yy3LYe4cZSLjvx7UAdkWx60mc9D+teR6zbfEvQtJm1WPVrW4aFWklh8oYAxk4rsfh94qHi/wtBqBVUnGUmRexBx+uM0AdZk5x0pDjPvXjXiH4k6toHxJn0zaLmBl2QQKvIbtk1t+FrL4hJ4mS91uW3/s6ZWZ4lkyUJ6DFAGTY3d1/w0PfWpuH+zi0DeXnjolewZ6jnHrXjliu79pPUmA6WKk/klaPi/xzqtz4mg8LeEgr3qvi5mZdwjHWgD1PJ654oycVg6rd6tpHhbzYYf7Q1KOMKdi7d7+uBnvXGW+nfEvVbX7Zdala2MhGUt0iB49D05oA9QDZPenjpXlfw+8c63eeJtQ8MeJViN/a9JIlwO3GO/HOa9UHTmgBCcCm5P0HfNObp1xXlev+MdX0D4tabpN1dRDSL1dxBQDaOQOfqKAPUuqjkigE4681jeK9WOieGdQvlcLLFCxjJ5+fBx+tcX8HfG+o+L9K1AarJG1xbygIVXbkEEmgD07J6d6ASPevN/ij4w1LQJ9G0/RJk+33lyFdCm4+X64/Ctfxn4zHgnQLeW4Aur+f93EijHmPx2/EUAdjnNL+P515XZQ/FDVLL+0Df2Vq8i74rcxA7QeQCan8CfEHUtT1u48OeI7dINVgOAyjAk+goA9LJOetGTnB/OuR+IPjSHwVoJumUPdSnZBH/eb1/DIrltOm+Js2nw6481lKrASfYggXMZ56+uMdqAKWi6pqD/HnWbFr2U2qv8sJPygbR/WvZd3vXgngXVX1/wCMl9fSWZtJtn72Jjkg9K7b4seLdS8Jadp13p0saI84EoZA25cjp6d6APRMnr1pc815dFrnjjxhZRXfh+GDT7PYP3lyMvI3rtI4HWpPh9451XUddv8Aw14jWManaNjfGMK3T/GgD03PHWkyT0Nch4+8bReDNLhdYTPeXT+XbwgfePH+IrnLNfirqFiL/wC12FuzjfHbGIEhewJ+lAHqQz6808dK848A/EC813Vb3Qddt1tdWtPvDoH6dB6816NnigAJwKx/E2tHQNAu78QyzPGnyJGpYljwOlazt8px1x0ryfXfGfibW/G114X8KxW6GzwbmacBhjj1+ooA0/hjoepCKfxNrcsv9oal84ibpGvUcdupr0UcE/z9a4DQZvH1l4ngstd+y3WmSo58+CMLtIHGcdKd4+8ezeHbqz0bSLdbrWL44hjzwv1/MUAd8Dk81znje51q28L3Uugru1BSNg9s8/jiuLurr4q6Rp66lN9hvET55rWKIb9voK6PXvFF/D8NR4htIhbXUkKSiOVd2wnqCDQBc+H93rl34Tt5fEKFNQLPvye2eP0rqM+lcx4D1q98QeD7TUr4obiTduZFwOD6VyV/4/1/xD4gudE8FW0EhtW2zXk3KfhxjvQB6pms3X5pYfD9/LE5SRIWKsp5BrzC78Y+NfA15ayeK4bW60+6kWMywYHlcjJOB716PrU0d14SvJ4Tujlti6EdwRkUAcP8D9W1LWND1eTU7yW6aO+KIZDnau0cCvUuc9sV5B8BWW38L65LKQqLfMxJ7AIK0dI8ca54u8by22gpENAteJbh0B3nn7poA9O5oyeM9a4zx747j8G2kEcNu13qV0cQW4PLep/l+dc6Lj4szWzX6LpscZG9bZgC2PTOOtAHqueOtAJrhPh94/bxU11p1/bi11WzOJos/wCfQ1n6n401jSPi9Y6DclF0i+QLB+7G5n+Xv6ZJoA9KJb6j2pc+9Y3irWP7A8L6hqYPNtHuHGcHIA4/GuX+FHjW98Y6BLNqZj+2RSEEIoUbeMcfnQB6DnHegkg/1rzr4h+MdU0HXdE0jR9jXOoORtdN2eQPw61seLvEmq6DYWC6dpD6je3bCMquQEO0nJ4PcUAdbk5oznpXlN7e/FXT7CXUZ00xoYlMskS4JCgZ44rp/APjEeOPDJvowsN2hKSx9dp5wfxxQBxmr6hqGp/HPTLOxupTbWmTdKp+VBg9fzFO8S6hf6j8bNO0vTbqRo4IVedEb5VxnOfQ8V1Xg/wNN4dbVb66uRc6pqDszTEcgY4X9Aad4K8Dv4euL7U9QmW51a+kLSzY6DsB+ZoA7Rc55p1IBiloAKQ9KWkPSgDybVfidriePr3w1pOlJdPbsFGSBn5QepPvVu6+IHirRIxc6x4Um+zd/s8qsw9+M8VzehDP7RmvEn7rL/6Ate3OiOrKyqwYYYEdRQBheF/GOleLbH7Rp84Ljh4m4ZD3GD6Vv8+teCXUH/CBfHaz+wxiLT9T2pszx82N5x9a9f8AFPiiy8K6JLqV2cqB8kY6uewFAG6SeucUbvevJbHxD8TPEkC6npenWFpZSgNHHcON2PXkVp+E/iJd3viaTwx4ishY6qi5UhvlkHtwOvagDtPEWsxaB4evtVmP7u2iLn+Q/U14/wCELfxz8QdPl15fFM1hC85RbdQcLjB49ua6D4y3PiFPDN9FaWsDaS0H+kSs3zj5hwBj6Vznwx1Dxnb+ErCHS9MtpNPacfvnkwdnGeMdcd6AOr8U+IfFeieIfD+l6bbm6gkRUuZzGTuYbQSSOnfrXpEbO0KM3DlQSPevP/GPjTUtC8b+GdGtVj8nUX2zbhkjlRwfxrV+IXiK88MeGH1KyCGVcDLDIA+lAHXZ5wDQDXl1r468SeK9Htj4S05WnKgzXV0uyMN3C5BBp3g/4ianL4pk8LeKrZLbUwMoycK/pjjvnigD08njOTSZOa5vxn4muPDOmwz2mnS311PJ5UUMeeuM84HtXHXGr/FNYX1JdNsUtQhf7OXBkUAZ9M5oA9WznPNGfeuM+HnjpfGulTySW5t721fy7iI8gHn/AANZPj74iy+DvGGjWUoUafcxmS4YJlgMkcfjigD0nOelGcd68vvvFvjfVLaTU/D2jxx6ZGC6m5OJZlHOQpHFb/gDxzH4102dvJaC8tGEdzERwrHP+BoA7HPoaM8V5942+IVxoes2ug6LYfbtUuRwoPCfXg1TtvEfj/SdQtF1zR4Li2uJAhe1bPlZPVsD3oA9NJx1oJ9653xf4usfCGjtfXoZ3JCxQpyXY9vpXHWviT4i6tCb+00G2itHG5IppcPj/vmgD1MGgk1wPgn4jr4l1O60bULP+z9XtvvQMeW9ccCk8X+NdQ8M+NNC07yYzp2ovseQnleQCf1oA7/t15oBqvdXSQWE1yWG1Iy+T06VwHww+Ik/jhr6K5hSKWAhgFP8JOB/KgD0fNGTnr+FcP8AEnxpc+EdNt/sMKS3ly4SNGNXPEXi2bw54bsr6Swku7262pHbxDq5XOOPxoA6wHtnNLz+FeW3Hij4hxWUmp/8I7bR2qLv8gzZkA+m3NdH4B8cweN9KluFhMFzAwSeEnO08/4GgDrs4OPWjPOM815344+I7eDfF+jafPEDp90hkncDLAZI4H5VT1Pxv4vubeTVNE0AHSkyytMcSyKOc7ccUAeoE8e1eZeNPHHiXQvGWn6bpultcWkuN7CJjnn1HA/Gug8BeN7XxtpDzxxmG6gIWeE/wn/INZ3i3xteaD470HQ4baOWPUASzMeRyfb2oA71WJUE9cZxS5rL17XLTw/o8+pXz7YYlyfc9hXnlt458ba7anUdH8ORrYL9zznw0o9QNtAHrGfzpa4TwT8Qk8U3V1p13aNYaraj95bvyccc9vWu7HSgBDwKbu7c049K4Xx74/8A+EUltLCzs2vtUvP9TAvp696AO4zkZB/OqerarbaLpk+oXsmy3hQs7BScAfSvPB4w8dabPayap4cSW1uJVQtC+TECQMkbfej4vavrNt4fu7O10cz2EsDeZdCQ/Jx6Y/rQB6BoutWXiDS4dS06UyWsvKPtIz26H3rQB/OvDfhr4r8TWHhbSdMs/C73VkGKi78wgEFiSfu16H4x8at4XW1ht9Plvr66OIoIwefxFAHX55zg0E46nivKb7xv480ezfVL3wzE9mBuMaTHcg9T8vau38IeKLXxdoMWqWylN3EkZOdp9KAN/J9aM4HWvNvEnxPXwz8QINEvoNti8PmGVeWJ5wAPcgVS1f4geL7KCbV4PDbNpCfMu8lZCv8AeIxxxQB6sD+XajJxxWB4S8UWfi7Q4tSssgMMOh6o3cVkeNviHa+E54LCG2e91OcAx2ydwe9AHbbvejPPvXlN1498baRa/wBpX/hQfYsbmRJCWjHqfl7V2/hbxXZeLdEGpaec4GHjPVG9DQBv57jJoz71wng/x3c+IfFGsaHeWi209hjgPyefpVz4g+M28FeHjqMdulxM0iosZfb16mgDrwTnrQTjnOR7Vi+FNeTxP4atNXSPYLhSdvoQcH+Vc2PH88/xOPhaysRLDGpE8277jAE88fSgCl4g8fa7pfxLtNAt9OMunSmMNKIWJG7qd3TivS9xIyeK8z8Q/EaTR/ifYeGxp0cqy+UpnLfMN/4V6Zt6/wBaADJ9c/SmSTJDGXlkVFHVmOAPxp+3gCub8ZeF5/FWlLp6ahJaQGRTL5Y5ZR1Gc0Act4l+NOi6JqUVlZwyag5fZJJEcKh9Mnr+FelxvviR/wC8AcV8/fGPRdM8O2egaZp9pHCfMVjKqjc2Djk179bA/Zou3yD+VAGR4o8V6b4S0w32oykKeERRlnPoK4ofFTVjbnUF8J3x09eS24btvrjrWH41WfxR8bdJ8PuQbOzRbhkPIYcFgR+Fe0C3jFv9nVQIwu3bjtQBieFPGOmeMNL+2afIQVOJIm+8h96r+MPHem+D7eP7SHnu5jiG2i++/wDhXmPgeYeGfjfrehxKY7a6YpEvQYHzZFWNFgj8V/HPULq8/fQ6aDGiHlQy5AP14oA37j4sX2n28d5f+FL+CzYjMm8HaPU4Fd7ouuWPiHS4tQ06dZIJBkH09iOxqbUrGHUNLuLSeJXhkjKspGRivIfgtM1lP4h0APkwM0iDPrwKAOq1H4j3Emu3WjeHtJl1K4tP9fIHCqp7jnvxW34N8ZWvi6xmeOJ7e6tpPLuIH6o39a4b4PmFPEXi2OTcL77YTLuPX5mxiofBbiL4peKtWhlC6PCmyRgcJ5mFP0zwaAO68eeME8JaL50QWW/mYJbQHne2a2PDtzqF5odpc6nGkd3LGGdEGAuR0rzHwzYT/EPxhL4q1MH+ybRtlhCy4Bx/F79etevrkGgB9NJOfanVFKzJE7Iu5gCQM9T6UAPJoJriPBXjuXxTrGsabc2S2k+ny+XtEm7dyR6D0qb4g+OP+EG0qC8FmLppZRHsMm3Gc89PagDsd3H1pMk9D9ao6RqK6to9tqEYws8YcD0rmLPx3JfeNb/QILDctpEW83f95hnjGPagDtgc/wBM0hPHP5iuP8C+OE8ZpqANr9mmsbgwuhbOevNani7xFH4V8N3WrvH5ghAwm7GSTj+tAG7k0Z4rmvDnih9W8Ipr2o24sUaMyMu7d8oGc9q4xfixq+qXNyfDvhia/soDt88MRuPsMGgC18SPGuseG/Eei2entGIrqRVkDKTnJwe9emjdxzXz1438U2nijxT4cMMcsN5FOontpVwYzmvb/EfiGy8L6LLql+W+zxkD5Bk5PQUAa/40A5ry4fErxPdRm5sPBdzLZ43I7sylh6gba3vAfxBtvGkdxGYGtb62P7yAnOB0oA6HXNe0/wAO6e1/qVx5FurBSxBPJ6dKt2t3FeWsVzA++KVQyN6g14j8bvEWpXGjXOjy6HNFZrMjLfHOw4PTpj9a6DwT431qeHRdLfwpdxWrqkZuyG2qMfe6dKAJ/GPjbV9G+Jmj6JatGLO5hDyAg5JJI9favTs9+a8S+I+P+FzeG8D5vJBzn3avQ/HHjWz8GaWs8q+ddSnbBbg8yGgDqiTng81Xvr6LT7Ka8uJFSGJCzFjjpVDw5qd5qmhQX2oWX2KWVd5i3ZwPyFcHr3xJh1e8uNC0DQ21wods/H7sfjg0AWfAGt+IfF/iC91yWZ4dAVmitoD/AMtOvOPbivSicc15RpfxJHh28s9H1zw62jW8vyxPGMpn8h7ZrsPGfiebw14ZfWbO3W6AwxG/A2kdaAOnyfxpMnjJ59qy/DesL4g8O2WqoqqLmPftDZA59a5RfiUh+Jf/AAijWyrFsP78vzuHbGKAPQAT35+lJn649az9e1aLQtDvdUmXdHaxGQj1xWF8P/Ft14x0R9SuNPNmnmFYxuyHX16CgDrucev0oyfrSYz0qvf3DWdhNcIgdokLBc4zQBZzRznrXlWi/GSHVtLlMelyyat5pjis4MvuA7k44HXtUlh8WLm38RQaX4m0OTShcHEUhYsCT06gUAepZpMnPB/OqGraxaaLo1zqt0x+zQR+YxUZJHt6157/AMLN13UM3GjeEbq7sMblncsm8ew2mgD1IHmlrhvA/wARbbxddXFhNaPY6lb/AOst36j/ADiu5oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWkNAFW3H+kS1aFVbf/j4lq0KAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooADXmvxxMg+G14qjKtJHuPphhXpJOBWJ4n0KDxJ4futKuVBjmQgFugYdCfocUAec+HfD3jyfwrpr2HiqKK3e3QonlqdilRgfd7U6b4Y+KtU17T9S1rXobs2jZB27Tj8FFVPD2ueLfh5ZnRtV0SfU7eEkQy25GSvb14xXS6Z4l8Y6/rtk0Ghmw0lX/0g3DguwwenP07U7gRfGzj4ZXnX78f/AKEK6fwKAPA+j46fZY//AEEVh/F7TrzVfANzaWMDTTO6EKvXhhXQ+Draa08IaVBPGY5Y7aNWU9iFFIDy/wCK2f8AhbPhHaOfJOG9PnNWvj2Jn0zw6kL+WGuyC56A4XGfxqX4kaJqN/8AE/wve2lpJNBFGVdwOFO4nn0rr/iF4Sfxf4Za0glWK7iIkgcjgMMcfpQBzdp4a+Ij6dbNbeLIVjMalVMS4Ax0+7VXSPhl4kXx7Y+Jdb1a3upYH3NsGCwxjHQU3S/HXijwxZQaRrnhi7u5oVEaTWxBDKOBnrXT+F/EHirXdcklu9HGnaOI/l81gZC2R6H0z2oA5z48EHR9FTG7N50/75r0rRABoGngAAC3j4H+6K86+NumXupWOhCytZJ2jvCW8tc7RxXpGko8Wi2SP8rrAgYHscCgDyT4sz3Nn8R/C15pcTXOrRofItf74yc1f1/xj4p1vRX0rTvC19b3848mZ5VXbGDwccnsTWZ8UWnvviToEfh+UvrdspG0DIjySct6da352+KVlC08S6XcuoyY9hBb8d1AHT+AfC58IeEbXSjJ5jpmRyegZuSB+NcF4Pw37QPiUg5AtBz/AN8V13w/8cv4uhvYLq1+z6hYP5dwgPAPPT8jXMeDtL1C2+NviG9ntZUt5LfasjLweV6GgCl8bP8AkZvCf/X8n/oQr2yvHfi7pl9qHiXww1taTSpFdozsikgDI617FQAUUHpTSffigB1FeTWfivWb342T6Na3jPpkUOXjPKqR1+hr1gHJNAC15n8dc/8ACtJv+vqL+temVxvxO0O58ReCLuxs0Ek+RIqnvjNAFzwHgeCNLx08oV538W7C40TxboXiyydlcTLbzbQOFz1/HdirXw/8fX8UWleGbjw5frOGMT3DKRGoBPJyK7fx7oMfiPwhfWjtsZUMqP3DL8wx+VAHC/F3UJddi0Dw3ZH5NWmR5GB5QAjH/oVenQWMem+Hlso8KsNvt49l5P514l8HLHUPEfiaTVtYleb+yolt4lkOQDjHH0217zef8eM/HPlt/KgDx79n9I/sGrSAKJDcMD644rr/AIubD8O9Q8wgdMZ9ecV5J8Kz4k0pNR13S7dLuyWVkuLfIDHHORz710XijWtb+KCWvh/S9Gu7C1eRXnmuVIAA/L3oA9C+FfmH4c6V5ud+xuv+8a7Ks/RNNj0fR7XT4vuwRhc+p7mtCgDhfi3I6fDzUfLYjIAOPTBqX4WRQw/DvSltwPL2MRz33HP610Ov6RFr2h3mmTD5LiMx59MjGa8h8La7r/wzSTQdY0e6vLBGY2slupbAz7Z9aANv47bf+ERtsY8w3A2Z9eK6G53/APCnJN+fM/sjn6+XXDX8Wv8AxY1+xVtNl03Q7KUSE3HDOR7enTtXpviuOK18CatGg2xxWUgUDsApoA84/Z2Vf+Ef1ls5Jul/D5a2Pjpt/wCEIXp5olHl+ucivPfhTf8AiLw9o13q2n2Qv9KebNxBGR5gPqOf6VveILzWfitrOm6dZaVdWGm2kolnluRjPqOcZ6UwF+Jc0q/A/Q0k+8yWxbPqAOtbOnaP8TH0qyNtrmnxwGBCgI5C4GP4a6rxx4RTxD4Ik0W2wHiUGDPqo4FcVovxE1rwrpsek6/4c1Ce5txsEsClg6jp0B7YpAT2HgDxfJ4/sPEmsX9jO1qpU+XkEqQRjoPWrHx9Yf8ACBon966j/nWx4b8a634n11Fj0Gax0tVzJJc8Pn26e3asj472V1feDoY7S3lncXCHbGhY9fagD0LQUWLw5p6oiqPs0fAH+yK5D4h/EM+EZrbTrC2W71O7PyRMTgA8A/nXZaNmPQtPVgQVtowQRyDtFeWfFnw3qy+JtM8WaXbtcm0VY3iUZIAJOcd+tAFrULf4mT6HcXdzd2EETQFntzncoxyPu9aofs+bjpHiDfjf9tG7Hc7TV+48b674y0u40rR/Dl3bXM8Rjea5+VEBGDjOKi+BGmXulaXr1vf28kUovAPnUqHwDkjNAFfwBsuPjZ4xkuMebGQYwe3IHFexkDHPSvGvE2k6x4L+Icvi/TLCS+sbv5rqOP72enT8qval8UNY1m1Wy8NeHr6O/nIUS3EZVI/XqBQB0/xUO34Y69/17EfqKq/C9cfCvT/+vY/1p3xF84fCLVhdEfaPsI8z/f4z+tJ8Mwx+FWnbec2p4796AOS+CZz4q8ZH/pun83r2oV418F7K7tfEXiyS5tpoVkmQoZEK7uW6Z617H0Hc0AOopufevNNa8Y6tb/Fuz8PWjq1o8SvIgBJGepNAHpteNftA2sjaPo96oYx292Wkx2GK0tW8b6xF8YdO8OWex7I4+0KFJIBAOf1rufEugW3ibQrnS7vGyVcAjqG6g0AM8JXsOoeE9LuIHDI1umSOxwOK5PWvhdoCWWoX+2c3TBpN/nMMMefWuO0aXxj8J3exn02TU9FDll8nlvqPStPVvi/Jqulz2Gn+F9TM86FQzIcKffigC38ASx8Janud3K6gygscnG1ayfh1DDcfGXxVcTtm4hnkWLJ52ktkCun+Dfh/U9B8KXKalbm3kubszopOTtKgfh0rm/E+h6p4G+I//CX6RYPd2FwD9oiiGW3H7xx75oA9plCmJwwyNprw/wCDSxQfEXxXDaNutlQbOePvit/UPi59psHt9I0O/kvpV2qGhYKhPrxWh8J/BU3hXRp7vUIwupXjbpAOSqnnaT9aAKPj/wACaxN4kg8V+GpgupRqFkiP8ajoB+tO8OfFOZtaj0DxRpradqDHap/hc/nUrfE680fxFfadrmj3KW6SsILmGFmUpnjOAc1yerXFz8SviNok+naXcw2FiSJbiVCm4ZzkZAoA1vj2BJZeGQfunUfzG2vVtLjVNLtVRAqiJQFHbjtXkvx/jkOk+G4oOZvt21Oe+3itXTfiFe+GtOj0zxNo92t9bwjY8Cl1lGOMEA4NAHJ3s81t+0vGtqMCR4klAH8JQZq94mUX/wC0DocF2AYBGQuenAYj9at/DTSNQ1zxnqHjXU7aSBZQY4UlGDjIwcH6VZ+LPhfVJNV03xZoiSPd2OFkRDzsBJ4+ucUAetEe+BXgd5LPbftKxraZVZGjWQIOChUZz+NddB8ZLFtKWSbSdQF/j5rYQNkt9cYqn8N/Duqaj4sv/GmtwGGS4Bjghk+8F4wT6EYFAGb8RbeK/wDjX4ZtLk5gMIYqx4yCxB/SvbDjA4ryT4xeFr66udN8T6XFLLd2DASonUxg54H1NXbf4stqenRQ6dod5JrMqhRA8ZVUb1JIxgH3oA5nwEqJ8etbCAKotZCR/wACWu98ffEKHwcLa1htzd6pdHEVuP0J9q8++GWk63pvxh1L+2rdluHtHd5AMqCzK20Hp3rS+K2n6np/jbRfFVpZNd21qvlyRqpY5yc8D2NAF/WNS+IV54Q1K4vNK062t3tX8yJnfzFXac+3So/2fh/xR10Rnmfj9am1nx/ceK9BudM8OaPeTXVzAyyGVCixgjkZYDJ+lHwKintPCd5a3NvLFLBcFW3oRk5PT1oAyWt4rj9oTLxq4jUnJHfBr2zpjvXjUVvOPj+8pgm8og4k2Hb0PevZcnA/WgDwq4XU5Pjxrq6RJGl3/Z3DSdhhP1rT+Ck+nr/alpcjbryTkz+b99hxyPam6PHcL+0PqVyYJRC9nt3lDt/g7074jeG9R8O+I4PG3h+Il0YG7ijXJcdM4HXrQB6b4h1218OaLcanenEUQzgfxHsPrXn+i+MvHXiu2N/pWiWdvYlyInndgXHrxmrfjWKf4hfCd306CVJZCkxikUqw28kYNZHhD4kJpPhiDS7nRL8ahbDyxAsLDf75xgUAYvhB9Sk+N922rRRR3hGHEZOM4r30dK8G8K2+u/8AC6J7/WbCS3a6HmKoG5VXGByOO1e8jpQAh6V5N8cNJEuk6brMahZrC4V3k/2M9PzNeskgDmsPxZpEeu+FtQ06YbllhPA9RyP1AoA87+JGuHWfCXhnTlZsa7PFukTsMrn+dU9HsofAPxkttMQbLDUrVYoVH8UgCgn881z3w0t9c13xbpen61BMbLRYmEe9CAjAfLjP0rtPjNZ3dmukeJ9OhaW8sJwqBULEZyecduKYFQxt4n+PbMQGi0KPDA++f/iqr/Ewfa/il4btZjmFJUdQemcjNbvwdsbqaw1HxDqkbDUtSm3O7oVJXA45+lQ/F7wrqN9/Z3iDR4/NvNOlEjRjqwBBH5YNID1IHC4AwOgx2rxPxIkdp+0JoMlsd0kqs0gHrtYYNb+nfGPTm0oPf6dfxagi4eAQMdzD0IHeszwToOp+JfHlx401eza1gXmzhk+8OMZ/ImgCv8ZnNx4u8JWUqZh+2r16EFlyK9nREjjSOPCqihQAO3avMvjN4b1DVtHsdV0pC93ps3nKijk8g5H0xTdL+LcVzo0MCaVfyaxsWPyDGRucDBJbGAM+tAHP+G1x+0J4hCAKvmA8DttFWv2iCf8AhHtLHQGZs/8AjtUfAVlrVr8XNQudbt3F1eJvYqMqPx/CtD9oOG4n0XSUhikkzK+7Yhb+76UAepeG1VPDOlBQAPscRwBj+AV5Xaoq/tB3JQbS45x34616t4eGzw3pYYEMtnCCCOfuCvK7aOT/AIaAnk8qTZj72046etADPiCovfi/oFpMS0MZSRVPQHP/ANavaAuOleT/ABe8N6jLcaZ4k0WMyXdjKGeJRksoII/rV60+MujnS0e8tbyLUQuGthbuSWHXBx60Ac3e5t/2ibAWwwJ8+f8AXaf8BXa+J9b8bWOvfZ9E0GC8sfLDCdmI+bnI/lXN+A9I1XX/ABtf+MtVtHtLdxi0icYcdOSPzr18DuetAHE+FNY8YX+rSxa/o0VnahMq6MTlvTmuU8TeEfEfhnxrN4u8LR/bBcnN1aHqeP5cD8a9gfhSQM15lp/xatreS4tfEWn3VjcQuVB8lmVx2IwKANHwf8TLLxNftpV3bSWGqIuTBIMBsddv0rlIIFvf2lbj7QAwhshJGD2ICdKo6aJfG/xmj1uxsJ7XTreEKZpIyu8jPPQda0PiBpuo+GPiHY+OLCCa6t8CO7hiHzbRgYH1xQB7Hjdx1UjvXHfFJQnw81BVAACjAA4rJvvi/pR03OmWl5d6gwwLUQOCGPqcYqbxpPf3vwgefUIdl9JAjTRop4buAKAI/A08lr8HEmiJEiQyFSPXNee/C3U/FWm6fqzaHoUF9HNdF2ldiCGwOOK9Q+GtoLn4Z2drcRELIrKysMcE1wPhbU7v4T+INV0zWrSZtLuZzNHcxISoJAGeM+mKAJvGp+IHjPw4+lXHhSKJWdXEsTEsCDnHJr0dLW4svhv9lvBtnjsQjj0IUDFYl/8AGHQRbZ0mK71G43ACKOBx175IxXT61O914Ku7homRpbPf5fdSVzj60AeCafNrlv8ACjUjZxiOwa9/0l4yd4j45/Ovb/h4mjr4M09tGVPIMQyR1zjv71xfwUtV1DwbrNpdxOYJLtkKSDttFZvh+a6+FnjubQ7tZZNDv2X7LIoJCMScD69KAI/EO/Uv2jtMtJ5MQ2YikiU8gkhSR+de5jGMdq8b+KOiXuneLdI8caVZvcG2ZTcxoMs2MbeOuMCuhT4w+G307zt9x9tCf8e32d92706UAcjpcEdl+0pcRwMfLnhlmkC9NxVv5Vp/HGzaztdK8TQjM1jMEU9/m5/9lpvww8O3uo+LNS8b6ravbPdM5tonGGTdndn8CK77xxo6674M1Sw8vdJJA3l/72OCPegDifivqb3HhDQrG3PmDVZ443VT95duT+oqr4Ys7fwP8ZLjw9ZArYX9msyhz91hvOB+lcx8ODqvijxZpFpfxv8AZvD8TH51IDfMwyc9T81dV8ZI7rRb3SvFWnx7p4GMcnyk8cbf1JoAis4f+Er+PEt5Jue00qL93n+GQbf8DXd+NPGen+DtPiurxTJLK22CIAZZvSuc+DOnXMegX+u324XWqXLSurD7oBbGPzrA+OGkX7a1ouvRW7z2VoAkqKpb+InOB9aANR/G3jnUtLndfBqraSQPh3Y527TnjNZ/7PbFrfxKWTY32tCV/unDZH4Vu33xO0zV9BmttCtrm71C4hZFt1jZfLJGMkkY4zWH+z7DPBB4kS5jZJ/tUfmKwwQ2GzQB7TRRRQAUVyvxD8UXPhHwpJqlpbG4mEixhcZAyDyfbipvBPiC48T+FrTU7mDyJZlJZccdSOPyoA6Sg0g6c9aDnHHWgDxHw+uf2ivEZ9Cv/oK17YxxzXgMOuWfh348+Ir3UDKlu7KodY2bnap7Cu51D4vaOkDjS7S9vbgjCIlu457ZyKAOQ+Jkq6p8ZPDWmW+fNgcByO28qQaX46Xc39qeG9JLYgLrIzepyVxWx8P/AAjq+oeKZ/G3iOPy7qVSsFueqr2/EACrXxm8LXOs6TZ6rYQGS50+YSMAPmZB2H4mgD0yGKK2gjiiQKiABVHQCvHPiePsXxX8HXlsn+kSSHfjq21lABrodB+L2hXWkI2qySWV8i/vYXibOfbiubsEuviT8VbPXUtpoNG0oBoWkUrvYY9eoOKAO4+KTFvhZrhPDfZlJ/76WqHwVXb8NrInJyxIH4CtH4q5Pww175ePs44/4GtZ3wWBHw3sS277xxn0wKAOc+JfPxe8FD/pt/7Mtb/xqO34ezr6kCuf+JWT8XvBfHSbkgdPmWt341n/AIoKTrgMOg60wN74b26QfDjQkQBc2iFsDqfWvOfHkaR/HbwtIg2tJNGHx1IBXFemfDsk/DvQCQc/Y0rzLx2wb48eGAqklZo8nHHVaQHq3ivxLpnhXSDqOpkEKcRpgFmb0HviuLj+IvibVbX7TpPg65ns5FJV5MAlfXrVP48WF3c6TpN1BDJNDbXQeZUGcAA81rxfFfw62iQnTFlmvJI9sVnFExYNjoeO1AHMfAx5J9a8UzTxmGRrrLxdkJLZH4VW+MsMdz8TfCsEybo2iww9fnNW/gi0za74mkuozHPLdeYUYYxksTUHxcJHxV8JMOgjP57mpge2xRIkKxqiqgXbtHTFeI/CGVo/iJ4pgVtsZu5TtHThmxXuOMqMccDrXh3wkGPiX4o4IAupic/75pAavxC8K69ZeLbPxh4eia6kh/1luBz/APqxW54X+Kel67dx6dqELafqJ4MMwwGb2qeb4o6Np/iO+0bV45rCSBwqSSKWSUEA5BA96878e6tpni/xroUXhyBrm4trqNri4jjIG0MOCfbmgDV+KbG/+KPhHTJwTbPMAV7NkrXs0cSxRIiDCoAoA9K8o+MOl30F7ofiixgeZ9Mly6RjLHJBH8q3rD4seF7jSFubi/8AKlVP3kTIdyt6YxQBxnitRpfx90y5tMRyTQLvC98lgSfrXQfG/SpZ/CK6rbAtc2EocYH3V6k/oKwfDdvdeP8A4rSeKZLV4tKs49kBkUgyDnGPzr1vxBpg1rQL/TCQBcwtFk+4xQB5/wCLfFKXXwet7q0ky2oRJArg4IPQ/wAjXMeGNF/4V38QdHjWV/s2pWu24Df38EgfmRXM+Hrq68T6jofgeeHFjp18zM4GDgbv6mvTfjPZz2mkaZ4itFHm6XcK7DuykgYpgZnjAS+J/jXomixqpi0xBcyZ6Mp2kivSfEuu6T4Z0n7dqhQRIf3akZLNjovvivPfg+bjxHq+r+LruII1wwjh+gyCPw4pnx5sbybTdKvIkeS2t7kGVVBIHB5P8qANWL4lalq1o0+meEdQuLJ1O12CjIx/vdKwvgVM02peKpGi8gtdhjD/AHMluPwrp0+J/huPQIn09nluJIsQ2sUZLZx0IA4rmfgZLLPqviqWeJoZZrlZGjYYI3FjigBPilax3nxd8HW9woeF42DD1+Zq9kEKC28oIoj27SoHGPSvIfiNz8afBXQ/Iwwfq1ex/wAPXHFIDxD4PuYPH/iq1jG2L7VIcdjhmxVv4kf8lo8Fj/Zb+bVS+EpB+JXinAz/AKVKQc/7TVb+IrA/GnwbyAQpB/NqYD/j7cyR6doMChnjlvP3kYP+s+78tbVh421Sy0+1t7XwVqSwxxqoAVcYA7fNUfxo0G91Xw7Y6jYKWuNMnE4jAyX5H8sVf8MfE7w/qekQC8vUt71Iws0cqlcPjnr70gOP0C01vUPi+NeOgXNhbT/61nwOAAOcH2r3AdK5PR/Hmi654gfStNd53jTe8qqQg5xjOPeusHSgANeSfFHwvrb+ItK8V6JCLifT+sPc9efpXrbdK4zUPiRo+k+J5dF1TzLVlA8uZwSknA9uOtAGV4c+K2k6xcQ6dqkL6fqDYBjmHysfatf4msD8OtXIPBgbp9DXl/xev9J8SarotpoBWfU/tA8ySBSSFOMcj0OTXpni7Tbr/hVV7ZMzTXEVhhiBlmYJz+NAEPwdGPhbo2Ofkfn/AIG1afi/xVonhO1ivdVCM5YiFAoMjHvtrifhZ460DS/Aun6Ze3ZhuoGMTRlSTuLE9PxrM+L6i28aaFqt7BJJpsZTe2Mqpz1P6UAa2r/Ee/1Lw5eND4VvzZzQMBK6jGMdTzTvgO5bwvf7lKk3PT8K1PE/xC0L/hGriDSna9uZ4CIoLeMseR14HGKyfgK5fwzqJIw/2rLL3Bx0NAGd4isoNQ/aH0m3uYlkT7Ju2N0JG4ivV9fijfw7qEbqPLMDAjHbFeVaoyD9o/TM8/6Ke/s9esa8dugX59IX/lQB5Z8ApW/sjxArElUv8IB2G2qvguFPEXxt8RaheYkOnjNurchASRirfwA+bTfEmed2oD/0Gsq4uJfhr8Yr3UbqNhpGq/M0iIcKOcDPrmgD3G4hiu4JIJkDRuNrqf4hXhfwR1KaHxj4h0ZBi3LyThR0BD7QPyNeka98SfD2k6LJeRX0c8rpmGKI7mYkccDpXMfBbwzPZ2+o+IL63MVxfzFodwwwjJyQfxoAzNdtx4T+OtjqcRZbfUU/fc/edsj/AAq58SLU+NfHumeDYpzEIoGuJ2x1HBH9avfG7SnbQLHXoVHm6ZcpKwA5YbgAKy/hdfy+NfHOp+K7iMRywwpAoA4OQRgfTFAGh8G79oNC1jSZSQdLuGRFfg7eTmq/wgtzquu+IfFLgsLuYxKSOeCDn9a5Hx3f3vgbx/rL2akLrFvsiAPCn5QW/Q17F8PNFGh+B9NtXQLMYg0xHdz3oA8l8dnP7Q2kgdpLXP519DDvXz1452j9ojSywON9qOvftX0Hk9P5UAPopoJ6Vl674h03w5Yi81S4MMBYLu2k8np0oA8f/aCx9s0Ifxbxj/vqvcLfP2WL/cX+VfO3xo8T6Pr97osmnXizLEdzkA/KM17Ho3j7w5q13a6bY6gJbuRBsj2kZwOf5UAef2JaL9paTzj96yfbn3HFe1fT8a8U+Jlpd+GviLpfjOBHktjthudo+4gxn8xmu+l+InhpNE/tP+1IvLCbtgOXz6betAHnCSrcftKxeWA3lB0fH8J2t1q38LSqfE/xdG7Yka6dgD6bmqX4U6bdax4s1zxnd27RR3rYgDjDZ7n6YqhqNzN8PPjC+q3kLtpOoKd8yKcKT3P0zQB7hL/qX9NprxT4PxlviL4snVSUZQA3bO6u68S/ETQ9K8PSXsV7FcySptghicMzkjgYHSsT4M+Hr3TdBuNV1GNo7jUHMgVvvbO2fSgDU1n4YafqWsyara311p1xKD532Y8SH15ritQsIJtTj+HvhlnELP5uqXgOXx7/AJiu/wDiH4uPhnQW+zAvqV1+6tol+9uPGR9Miq3w38IP4f0N7q8+bVL8+bcSHrk9v5UAYia7qkviCbwb4Nt7eFNJjAnmmyAD6DGa2PA/jK/1HWr3w9rcUaalaH/WRE7ZBzzz9K5vwNqFvonxQ8VWWpyLbyyNvjllYKHGR0J+lS+FJ11r40arqlmoazgh8kyKOC3I60AevU0jn096dTTQB4kHHhD4+7ZMpZ6nHw3ZpG7fmaf8R9Ml8dfEO28OxymOKztmllwfcYP61o/Gm2ayj0XxOignTLoEj+9kjH8qi+FDv4r17XPGF3H5c8+23jUHjZtGf/QaAL/wu8Qyx/Dy6ivNqTaOHhAJ5YKMgn6k1Q+CtrLqL634ruF/5CVyxQf3ME5H61xPibVLrwX4j8SaBHbErqzKbUk8jLAZP5GvcfAujDQvB2n2ZQpIIg8i+jkDNAHmWlRf8IT8cpbJRts9XGIgScFjgk/nmtH4zXUmp3+ieF4GINzOsky/3o8//Wqx8Z9JkistO8UWYIvNMl+8BwIzkn9cVleA7uT4hfEaXxPcRGKDTrcRW465POc/99UAbXxdT+wPhKbGwLRRxtFAuP7nQj8RXUfDvRodE8E6bbRAfNEJCccktzz+dZ3xd0S5134e3sFqAZoSs54ySF5IFUPhp470688GwR6lfQQXlmvlyrI23gdMA+2KAOX+Kthb23xG8PXcUKJJI6q20Yz8x5r2PV5dPtdOlm1Qwi0jG5jKMqMd68D8ceKI/EvxC0W4tIJhp8UqIk7xlRKd3Vcj3rvfjpBdzfD6T7OHZUmQyKvORnqaABPjFo8rNDpulajdwodnmQRrtH056VzPwqvY9Q+LHie7hga2jliDCFxgpz0IrsfCPinwjp3gO0nt7m3hiihG+P8Aj3/xfL1POa4/4XX41T4t+J75Y3iE8QZVkUqcbvSmB0nx4A/4VrN0yLiLA/Gu18J4/wCEU0vaP+XaP/0EVx3xzt5Z/htP5Ss5E8RIVc4Gev0rV8C+L9Gv/DOkQx3cazuiwrEWG7cBjp+FIDiviK+z4zeH2+zvORbZEcf3iQXpng6KLx38SdV1HX1Pnae4S2tHPC4J5x+Ao+IbtF8bvDzjP/HsoGP95qsfEnRrzwl4mtvHOio4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/ksPgoZ27g3Pr81exr90e3rXjnxJUH4w+CuD0bP/AH1Xsi42j6UAc1491WfRPB2o3tscTLGQremQea4j4ffDvRNX8MRatrEb397dku0ryH1PA5rsviRcQ23gPVGmiEgaFowPQkEA15z4E0nxpYeE7eTSdesJbWYHbBLk+Tk9sHrQBmWHg3SLb4zSaQ0cktip8yOMyN+7I5Hf1Fdh8dgI/AAZcqyXMWD+Na3gnwBNomq3WuaxqA1HVbk8yj7qj/Gsf4+5HgNcNj/SI/50AR+H/hhbeIvD9vqHiqWa8v5YkMR3ECJABtAAIHTFdV4p8DxeJLXTrVtRubW0tGyyRNjzFxjBOa39BH/FO6Xj/n1i/wDQBXmHxd8W6ra6xpnhnSp2tnvMNJMpwdhJXH6UAa+vfDLwr/wjl2llbpDcRRM8UvnEkMBxk59ap/AvWLvUvDN/p95IZf7OufKVy2SQck1Hd/B/SLLQ7i6vdUv5Zo4GaV/MABwOccVS/Z7CLpviFIiWRbxQpPcYOKAI9GH/AAivx51Czzsh1dd0anpgc8fitaXx01GV/DtnoNrG8l1fTqVCdflI4/HNV/jLYPZat4f8SWuUmguFillHaMn/AOvT3uY/FfxstRasJ9PsLUSeYpyquR0/SmBp/BTVzf8Agw2E+77Xp8zQzBuxJJArDiU+Jvj7IxYtHoybSvbkH/4qjRb+Hwh8UvEen3UgitpYPtQc8KxwOnv81aHwW0ndYan4hu8yXmoXB/eN1MfGP1FAGb8W3x458HqG4+2pn/vpetdl8RvDGma74duru9id5rSBjEyuVH5A81xvxcb/AIr7wgoAz9tjyf8AgS16Z4v/AORQ1U9f9HakB5T8K/h/oOt+F/t+oQSvcLcZBWZlAIxjgGvSfF3hA+JNMtbCPU7ixt4nBfyjzIOOCetc78E+PBT9P9een0pnxf8AE+qaRbaXpWkTGC41KbyvOHVeQP60AWL34TeD/wCy5Yo4WjuPLwLjz2LA468ms/4Garc3nhy/s7mdpltLpo4nY5O0AcZp0fwisH0zztT1nUJJ2j3SuZQBkjJ7dKofs/qI9F1lFOQt6wBPfgUAM8d3974q+Jdn4Mt7iSGzRFnmMTEFx1K8fSuivvg74afTZY9Pils7vb8lwkz5DevWuRsov7J/aTla6cKJ7d2Qnp8wOBXuBKqpJIAHegDxv4oaFfWPgbRdQuLl573SZVae4TjcM8Z/MV6h4f1ZNZ8O2WphlxPCshI6DIzSa7p1t4g8NXlk4SaCeEgYOQSOn6ivHPCGvv4c+GfiDSLqdRc2LSRLlsMGYEDH0IoA0/AsTeKfitrXiNi7wWZNuvPy7xgA/wDjppfHbOfjp4WVD/y7n5c98vXWfCXRDo/ge2Myf6TdEzSserbiSCfwNcp45/5Lz4UA/wCeB/8AZ6ANv46Er8MbnZkEXEI4PP3qo+EPAreJvDtjfeLLua+JhCw24YoiKBhfu4zxjrV347/8kwuc/wDPzD/6FXVeCAf+EN0vd/zwT+QoA8s0yzm8A/Giz0WxmkGmamCRCzEhVAJ4z7rXXfFvxVe6HpFnp2mnZe6rKYI5Oy9Afp96uf8AGgA+PfhUj/nif/Z6b8eYUnuvC6zllga7ZZHH8IJUZz2NAG1pHwm8O/2TGdXmlvb+RAz3Ek7AqxGSBg9jWL8P7y78L/EfVPCU13JcWDHda+Y24jgcg/gRitqP4PaJcwRTDV9UKsisCJRyMfStDw98KdH8N67Hq1td3stwmSBM4IPGPSgDnv2gVYeFbJ0kdSs/RTjPIr03w8SfDWlnqfscXPf7grzP9oJ1XwdaoOpnGPzFemeHv+Ra0rn/AJc4f/QBQBeuJlt7aWZ/uxoWP4DNeF6Da3XxY8Xald6hqE6aNaviKCJiodSTgHFe16upfRr5RnJgfGP9015L+z86JoV9ZuAtxFJl1P3hQBb8a/C7TNM8NXWpeHTcWN7aIZfkmc+Zjsea6r4Z+I5/Eng62nuzuu4f3UzYxlh/9bFa3i+4itPCOpzysqokDEk1xPwLtp7fwddSyDCXF0ZIye4wB/SgD1H39f0rw/4r38198Q9C8P3l1JZ6RKwE0inAYHHP4V7hz6Gud8WeDdI8Y2f2bUU/eJ9yaMgOn0oA5tvhHoC/ZrnSJ7iynjZW82OVm8wDnuaZ8dHMfw2nkViGW4hwQcfxiuW1GbxN8JdS04PqZ1HQ7qcQpFIcsnt9e9dJ8cZBN8LJpFztaeA5P++KYGV4d+Hdx4z8PWuoeLb2Z5mhVLZEO0RIBgHjGcgA8161p9nHp9hDZxsXSFQgJ61S8NKB4U0te32SLP8A3wK03ljhXfLIqDpljgUgJqKRWDKGUgg9CKRiQMigBc814z8ZL86/qGm+DNPbzLmeVZJ1XnYuRgn8jXYePvHkPhSxS2th9o1W6+S3gXk5Pc1mfDjwRPp80niTX8Ta7eZZi3JiB7D35NAHU3ySaP4HkiU/vLSyVAw7lVAz+lcR8CLdIvDOpTA7nnvS7H3wK9F1u2a+0K9t4hl5Yioz615l8B74Po+r6dIyia3vDhO+3A5/OgD0jxOu7wpq/A5spuv+4a8V8GXTr+z54jRWIMUcwB+pavYvGd7DY+DtWlnYKjWskYJ9WUgV5R4Q0tx+ztrIWNjNcQzkL3OCcUAd98IreOH4ZaNIq4eaIu59TuIqf4oRJN4A1JXGVCg4PqKzvg1qK3fw7srYYBsswsM85yT/AFqb4uahHp/w8vpJHAMhSNVJ65OOPzoAT4N3DXPw3sHfOQ8i8+gYiu+rjPhbYtp3gDToWUqSDJg/7Rz/AFrs6APnrS11/UvjL4p0zS9Re2hmuGW5kwDtjBOAM9Cea2vH/gC38L+Hz4h0G6uYr+yIkldpmPmAdScn9OlN8A/8l08ZDr++b+bV3PxX4+Get/8AXu38qYHMeG9G1D4maTa6x4juWTTnTNvaQSFQwHBLEYPXNYtnDN8O/jFDpdrczvpF7ED5MjlgpOQoGfQ16B8Jv+SX6H/1xP8A6G1cX49GfjJoQ/2U/nQBs/Hguvw5LI7I32uMfKcZGG4qj4P8LXnjbwpYX/irUJZ7do/9HgiYoAoJGWK4yeKu/HzH/Ctjjj/TI+fwauj+GcflfDnRFByBAf8A0I0gPJ3uPEHgX4h3PhPRrrzYL5EeDzmJ8lWJGRnPIrqvEfwrtU8KX16b+6fW44zL9raZgC3XGAcAVkeKPm/aM04dR9ij/m1eueI1X/hG9QBHWBqAOS+D/iK417wgYruTzLmxl+zyOTkk9f5GvQuQOTkV5D+z+ANA1z31A/8AoIr1727UAeb/ABa8YXeg6fa6TpbhNS1ElY29F6H+YqDRfhJpp0tJdXvry6vJl3tIZ3G1j6YNYXxdK2/xH8H3M4zbIzlyegG5a9nt2DW8bLgqygr9MUAeL6Ffan4A+Jy+F7y8lu9Juk3wPI2Smc4GT34Fe2c8gf8A6q8T+ILrd/GLQrOHBmiEcr4Gflz/APWNe25zQBna3qUWjaLeajOwWOCMsSfXtXjngHw/L8SFvPE3iG6uJoZJTFFbJIyqpHU8Eeteh/FKN5PhlryIjF2gHC/761mfBWeCb4b2Xk4BjYpJ/vgDNAHnPxO0HU/Dcmm2K6g9zozS7o0l5aI56bupHPrXr/iPVrrRfBq3Fhp8l9ctbhEjTp93qa4j46tH9n0iPcBIZsgZ5PNepKAfD446Wo/9AoA8L+C/huDWNZv9Vv3kE0DgrArEANnvjrW748mmg+NnhJYp5VSSVQ6ByFIyvanfAw5fWwevm5P51D8QlZfjb4Pc/c85cH8VoA9luTi1nPYI2CPpXkfwbmll17xGZZpHCuANzlgOT6161eMFsZmLAAI3J+leQ/BNlk1bxBJG25WkBz6jJoAiuUu/iL8TrrTLjUJ7fSbBSPJgYrvI6g4x1xWf8UvA0XhnTrXUNH1K9giaYRTRfaHxjHUc9aN2tN8YtUufCUceY0AlhmPyue/cd63dU8O+NPHmo2Vtr1vBp2mWsolYRtkyEdup9aYHT6F9l8F/DprsXU9ygja433DZZmI4HX1FcR4M8M3/AMSDL4o8RajcR20sjLb2cMhUbQcc4xjtXafE+2EPw2vre1QKqKoA9ADT/hPJDL8O7AwbSo3Kceo60gOC8b6Df/Da7sdc0DUrs2hmCS28khcD35J4r1aTXhceC5NctCTvtGni477SR+tcp8bJo4vAckTgF5X2oD6+1bvw/tCvw10SzukBzZKjo3fjkGgDzL4a+GYPHlhdazrOr3c1zJM4a3SdlEfJx0Ir03wd4Vm8JQ6hA+qT3dvJLvi845Ma4HGa5DVfhVf6PfS6t4L1R7GYks1sejew9Pxq78N/iDceK4NQ0rUYgmpWSNvZejAcZ/M0AYF7dal8UPiHeaFb38tnoulnMjwNhn64OfQ4xW1qPwvvNOuLXUPDOrXMVzAy5inlZkcdyc55rM+D0kcXizxRaSD/AElXBYdP4jXsu7B9qAPMPjNLcQeCLTEzxzGdQzRsVycc9K7fwgSfCGlEuzn7OuWY5J+prh/jkP8AikLTJ4+1jr9DXc+EP+RR0v8A691oA2T0qobS3hE8yW8aTSKd7qgDNx3NW26VFMf3D+u0/wAqAPGPhE274neMyO4Tr/vmvTfHFw9p4G1q4QZaO0kYfgK8w+D5/wCLleMTnPCf+hGvT/Glq994K1m2QEtNaOqgepFAHF/AuNT4LlnVcNPMXY+p9a7TxpaR3vhDVIZfufZ3b8QpNcV8CZ4z4PuLVWBe2nMbDuK6/wAd6gul+DNTuGxzC0fP+0Mf1oA5P4HXI/4VhG00mI455fnbsN1Zvh4SfET4lTa/LG39laOxitA/8T98jp3NZNguq6L+z2sOmRvJdXc7JhFJIRyeeKv+EvHkHhvQbXTLXwnq7FF/eOwGWbPJPFAFPTbk3X7S03mNkwrLGn0CtXup4Ga+XbDxh5PxluPEP9k3jgvJ/oij94MqR/WvpTSdROqa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ZrdtqydmOM0AdxmjPNZPiHW4PDuiXGp3IZo4RnaOpNVvB3iI+KdAi1X7K9ssjMAjjqAcZoA6CiiigApM0GuKm8fRW/xAh8LT2rI84/dyno3BP9KAO13CjNZ2t6pHo2kXWoy8pBGz7fUgZFYngbxnb+NtGa/hiMLxvseM/jj+VAHWFgOteb/FXxrqvg46KdMEJ+2ztHJ5iZ4G38utaPjPx/F4W1nS9KW0a6ur0g7F7LkjP6VxH7QkqxQeHHP8FzI5UdcYWgD2XT5mn0+2nk4eSJXOOmSATVnIrkPC3iWSfwUuq6lYyWUFtAMBhyyAcN+IrET4qT6nul0Dw1qN9bqcNL5eB+HNAHpRIAyaaxyvFcX4S+I2n+KNSuNLME9pqMA+eCZcZ65xz2xzWx4o8U2HhHRZNS1JiIwdqonJc9gPyoA4/wAUeMtXu/GNn4Z8KmM3CvuvJmXIjX09u3PvXpUO9YUWVw0gHzMBgE145pPjGDSrq61638HX0dveHfNeYLFhx0yfavVNJ1m11jQ7fV7ZmW2niEo8wYKrjPNAGnuGcUZrzib4rQ3WrS6foGk3WqvASsjxJlVI981peGPiHY+INRfSJbW4sdSiXLwTrjPPQc0AUdQ+JbWHxHj8LnTXdHUHzg3TJI6Y9q9CHXJPSuC1TxjpVj8SrbQZdKje8liVxc+WCwznHPXtXV63rdj4e0ubUNRnEVvGOSfX0+tAGmGBqK5l8i2lmxkRoWwO+BmvMo/ixeXqteab4ZvrjTFPNwE5x64zXYeGPF2neLNHN/ZJIEUlXikXDAj2oAwvAXxFbxfqmo2UmntbG2kZVbOcgEj0rv8AcK4PwL4t07xFqGsQ2elx2ctpcNEzRxgb8EjJ9+K0PF3j7SPB/kxXZklu5x+6t4huZvfGfWgDrNwpDyOK8yf4sTabifXfDl/Y2TYCz+Xnk9Opr0HStSttW0+G+s5RJbyqGVhQBwOg+OtV1H4p6x4buEh+yWgHl7Vw2cA8nv1q548+JH/CF6jY2h017r7S4UuH24yR045rj/CY/wCMgvE3sR/6Ctdt498VaZ4cu9Jjv9LS9a8uBGjNGG2HI6Z+tAHZWVwLu0huApXzED7W6jIzViooGDxIyrgFQQMdMjpUtABSE4GaWkNABuHHvRkVyHjfxzbeCo7GS6gZ4rqXyt46L1PP5Vm6r8T4Irp00PTrjVook3zz265RPbOevFAHoDcjivP/AB18Sk8F6zp1g2nvcNdrvLiTAUbiuOlbXg/xtpnjLT3uLItHNE22WBxhkP0/Csfx/wCK9D8PanpcGqaULuWdwInMSts5I6mgDvIZVkgRxkBhnmn5qF5oooGldxHGilmJ4AAGa8+l+LNlcXMtvomm3upmFiskkKArx6HNAHo+aMiuP8KfELSPFk8tpbLNBdwj54Z1Ctj1HPrVvxl4utvBuj/2lcwyyoXCbYxnuP8AGgDpdwo3CvM/EXxi0rSbe2NlA97NNCszIgz5YIBw3oea3PEPju08PeHLLWJ7eVku2UKgXkEigDsMijIxVXT72PUdOt7xFZUmQOoYcjNczP4/soPHq+FHt5jctGH3gcDOOvPTmgDsNw9aM1navrFjoenvfahcLDDGMlm7+1cLD8X7a7t3vLPQtTmsUzunWEYx+dAHpTYIrzn4b+Ob/wAX6nq8F3FGiWkzKhUYJwcc11PhjxVp3izS/t2msWUHa8bDDKfQ1418KfE2k+G7vxNLqN2kcrXbeXF/HJyOFFAH0ECAvJFLkV5tF8XNPj1W3s9T028sFuSBDJPGAGz0716MjCRA6ncGGQRQA/Io3CuD1/4paLourHSoVmvr/dtMVuoYg4zg81DbfFjS11KGw1eyvNLmmIVPtMYVST05zQB6FkUbhVWe7jgsnufvIi7xt/iHtXF2nxZ8O3GlT3zyPG0chjWBgPMdvYZoA77NGQDXnmi/FbTtS19dJvLO50+aQZjNwu0H261a8RfEzS9EuJLW3hmv7iLmQW67gnrnmgDucijcK5jwh440rxlZyTaezLJG22SJxhlNbGrarZaJp0l9qFwsNvEMs7cZ9BQBfyKNwrzRfjBp9yj3Nlo+qXNomczJCMcde9dP4W8a6R4uhkfTZjvj+/E4AdfqKAOjJHJ/WvN9b8c6pc+Orbw14aSOV0w93K65VF4yPrXVeKPE+leFdMN3qkpRJPkRE+8577fzrzfRPG/hPwzJc6jBomqQx30m+S6lj3dcnqW460AexoWEaiQgvjkgcZqQEdKqC/tv7OF+8irbGMSbm6AEZ5rgpPjForXMyWVlf3kMP3p4Igy/nmgD0diMVwmmfEyx1Pxxc+GltZUeE4WYnhjx2xxWt4T8b6P4whlfTncPEcSRSjDL+FZGk654ZufiJqOmW2nNFq8KgyzGMAHp0P4igDvR0FLRRQAUUUUAFFFFABRRRQAUmaWkNABmjIxnNU9S1Oz0mxkvb+4SC3jGWdzgAVwsHxk8NT3SRhLxIHfy/tDxAR/XOelAD7P4kPd/FGfwj9gZUjZk8/f3UE5xivQh16dK8H0QW0n7REt1aXCTxXCvKHU5HKkV7Vqmr2Oi2b3eoXKW8CDl3OAaAL+RjNLmvN3+M/hzEjQwX88aHHmRxAr9c5rqfDvi7SPFNoZ9Kulm2/fT+JPqKAN4MCcUtNXj6+tOoAKKKKACjOKK5aLx1pM3jGTwxiZL9M/eUBWxzwc+1AHUZGM9qNwqnqWoW+laZcX92dsFvGZHI9AM1n+GfFGm+LNO+3aa7PCDg7hgg0AbmaM1z/iPxdpfhdrJNQlYPeSiKIKMkk//AK6WLxbpcviqTw2sjDUEi83aehWgDfyKa386RiEUtnAHJrnfD/jbS/E+p3tjp5lZ7MfvHZRtPOODmgDN8OePX1vxnqWgtYmMWhIE2/OcZ7Y9q7ckCvFfAYx8YvEQz/G+MfU16H4k8daN4WurW1vpXa4uTiOGIBmPbOPSgDp8j1oyMA561A88SWxnlYJEF3sx4wOvNcLe/GHwvaXjW0TXF4R/FbIGX+dAHoOaCwFcx4a8eaD4qcx6fc4uAMmCThwBx0rR8Q67aeGtGn1a/wB/2aHG7YMnk4/rQBrbh60bh+Nche/Ebw/p2h22qTXJKXKB4oVAMjjHYfjS+F/iFoPi24e30+d0uE5MUwCuR9M0AddkUbhVDVNWsNFsnvNRuY7eBerucCuHl+NPhaKQgC7lQH/WpGCn55oA9HzzS5rH0DxFpniWx+2aZcLNGDhtp5U+hqprXjLTNB1ay068MglvD+7YAY/zxQB0eaTIziuH174qeHdBvjayyS3Dr/rDbqGCfXmuj0HX9P8AEdgt/p04libr6r7GgDE8Q/ETR/DniS10W8837RcBSpVCQMnA/Wuv781wHiu48Hx+NdLi1m2aTVXA8iQdFGTjPPrmuv1fWtO0KyN5qd3HawA43yHAJoA0s0mRXnL/ABp8KpOYy10yg/6xYxtx65zXY6Jr2m+IrBbvTblZ4j3U9PrQBq5BOKWminUAFFFI33TQAbh60bhnGea5bTPHug6jBqc63axQ6fJ5c7y8BT3/AJVl2Pxd8K3+orZrcyRszbEllUBGPsc0Ad9nnFJkCozIqpvJ+UDOfQVx2pfFLwppk5hbU1ndW2ssI3bT70AdruFAYGuX8P8Aj3w/4luWttOvVe4Az5bcGumXOee1AD6KKKAEPSuK1Px/Fpvj2x8LNZO73eAJg+ME+2K7avEvE65/aB0En++v8hQB7ZnHB60ZFZeu67p3h3T31DUpxDCnBJ6n6VLpOq2utabDf2bboJVDKTwcUAX80bhXI618R/Deh3TW1zfK9yhw0MXLLn1p+hfEPw14guVtrLUE+0twsT8MfoKAOryKWoHnjhieSVlVUXc5PYepri7v4teErW5a3+3NOVbazQjIB+uaAO63CjIrG03xPpOsaRJqlhdLPbRgl2X+HAzzXPQ/FrwfOgJ1NFz1DcYoA7oEGmtLGjKrOAWOACetc3oXjvw/4ivpLPS71Z5UQuQD/COpryT4i+N9Nu/G+jy2OpzGG2YCbynIXqc5waAPoHIpa5zRPG2g+IdRez0y9SeZV3EL6V0dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQXP+rH+8Knqvdf6of7woAq6RxFL/v1ois7SP9TL/v1o0ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhGRivEvBA/4vx4u4z+/b+te2k4rxTwM2Pjr4v44M7YP50Ae2UUUUAFMIzwRx3p9NIyaAPFfh5/xTPxX17w/KwjSYGWIHozEg8fgTWb410WX4heP9bgjuTGmiWecDu43f/WrT+LSjwx4z0DxjHDuWBikig43thsfpWv8ACaxXWLLWfE11HtuNYmYOB/cwMfzNAFjwT4wYfCQ6pcoBNp0LxmPPJ8sYH54qp8FdMmt/Dmoa9cqN+ozvNET1Cc8fmK811a/v9DuNb8CR2g8/UL0G3fdwqsWwD9QRX0VoGlx6X4cs9PQbVjhCsPcjn9c0AeR/DYr4k+LniTVbkbzb4MAbnaCSOK9nv7KDUrGazuY1kgmQo6sOCDXh+k3qfDf4uaqNQRodN1NsJMV+UDJI/WvS/EfxC0LR9BuL2DUba4n2HyYopAzO2OBgUAcJ8C5mtbzxDpqnMCXLOozwMHGBS+DYRrHxw8TXk+1jYnbCG7Akj+tanwU8P3Wn6Nf6vfQmKXUZzLGjDkIT6fWsKy1BPBHxv1Z9RYQWWrMWWVh8oHOOfrQB6T8RbK3vPAesmeJX8q1eRCw6MAcGuX+DEuPhiChwyByD75Jqb4j+NtNfwxfaTpUo1K8vIGTZa/vAiEcsSucYzUHwVjV/hwYc/MWZSPQ8igDJ+CNq2qXuueJ7xvMu7icxksOhGDn9a7/4h2MN94D1cTxo5jtnkTI6MAcGvMfh3qo+H3i7VfC+tXCw20spa3mcbVZu5JPQECut+JfjnSIvCd1pthdxXt5foYI47dg5+YYPSgDO+B2tXF54EvbWT7unOUjPqCC38zWV8F1fXfE2v+Jb7Y8074XPJU55Irs/hf4TPh3wKltMjJd3YLz59TkD9MVwPge7h+G3xE1jRtVdreyuSPs0jn5euc596APcruxtb4RrdQJKI3DpuHRh0NeTfHw7dE0lRjH2xOPzrsdZ+IeiadPZW1pcRX9xdzLGsdu4fAJwSSM4rjfj1tfQtGlPDG7T5T1HWgD1CaeztdEE+oGNLWOMM5k6YxXDp8XNOmmMGi6HfahCh2iSBQqY9s4qX4swXl38LrkWiM7BY2dFGSRkdvbrUHw78V+E7DwHZCG8t7Z44wJomYK7SAfNgdTzQByvw51L+0vjTrN0LKWyElocwSYyOV9KtfEi6i0T4taBrepLv08ReUQDnDfNzj2yKh+Hmp/2z8bNcvmieISWh2q42nAZQDg9Kk+K23SviPoesahZLf6UYzD9lznc2Dzt59RQB1Pjzxx4el8D38MN9HPJd27RwxxglizDjirPwpsLnSfhtZrdKySbHcK3UDJNctFr/gGzuRdP4QntyCGMx09hsx+Fel6B4i0nxRpbT6XcCSEDYVIwy/UdqAPJvhRcL4k+J/iTVbxA0sYDRbudmTjAr2XWbCLVNHu7KZQY5omQ5HqK8R0KeP4YfFPUodQDxabqPCXDLxjJI5+tegeM/iJomm+HLoWeoxT3k0RW3S3YSHeRxwKAOa+A8jrpmv6ezbo4L0pGp6Beag8Lovhj45atpka+XBqSl407YGTx+Vb/AMG/Dd3oXhe4ur/K3OozfaHQjlf/ANfWsj4u7vDXiDQ/GNrGzzQOYZADj5Mf/ZGgDN+IWkz+PfiRLocLN5VhYtKsg+6JCuQD+IrpfAfihF+F11LOwafSw8NwB0UgkD9Kg+Dytqv9t+J5QQdRujs3ndtVSeB+deb6tqVz4YvvEvgq3t1Z9VugWfd0DAH+tAHo/wAFdNNl4UvdYmQtPdyvIHPVkwMf1rhfCfiq20z4g+IdVutJu9SuDOywtEAfKXJyOfwr3jw9o8WjeF7LSEJaOGAR5PcH/wDXXj/hjUR8O/idrNhrCeTZak5kjuD90AE7Rn8aANLxX8SLfxB4Xv8ATG8M6pm4jKAtHnaa6f4Pm7HgK3ju45EMbFUWQYKrjgVv3XjXw3aWbXMms2TRhd2EmUsfwB5q/ourWmu6TBqNiWNvOu9Swxx9KAPLfhSM/EbxqT1+1n/0Jq9kAxXjfwoz/wALF8ak/wDP3/7M1eyA5FAC0UUUAVdRONOuD/0zb+VeO/AHTrV7HVdQaFDcm5aPzCOdowcfrXsOqHGl3P8A1zb+VeV/AAD/AIRnVDnk37/yFAFr4+W0T/D03JQGSO6iCt3AJ5rtPDs0c3guwkvCvlfZl3l+mAB1rkPj0f8Ai2sg/wCnuHj8TVvUop7n4IXEdluM7aeAgXrnigCE/FjQ4ZzZaNpt1fIhILWyYUfmK4HT9cGs/Hq31CGxmsS8IRoZQA31/Guq+EniDw3p3gkJLdW1rewki581wrOw74PWuXt9bg8Q/H6DUYInjt2iWNC4xv29x9aAOy+PJC+AVBGc3KgfXaadpeo/2R+z9aXYzldP2cf7RI/rUfx8yPAUWef9KX/0E1e8M6SmufA3T9Pk582w4HqwJI/UCgDgvhf42PhvwgIv+Ecv7yR5mZrmADDZPTn0qH4jeI7nxc+nS2Hh/UrW7tpBiV0zxnnpXRfCLxXZaBpEvhrWZPsN3aTOd9wdqEE9Mn6V3upfETw3p0kEQ1KK5kmcKqW5Eh59cUAdHbEtaQlx/AMgj2ryX4i6nP4w8S2vgXSn/d71kvZU/hUHp9RzXc+OvFKeF/CFzqQBMxjxEucHJ4/TNeffCe+8P6VpVxrmq6vbf2tqEhefzJVDDv0Jzzk0Aep2+g2dp4cGjRwr9lEPllezccn8+a8x+EV5PoPiTXfB94QTBMZI3H8ROOB+Fep6Pr2m6/bvNpt1HcIjbX2MDtNeUfEaSXwN4803xhBbmS1mVop4lONz4PJ9OooATxIR4w+Nmm6TGfMt9LAnYjlQwwSD+Ve1KMAAAADgCvJ/g9YG9bWfFksJjbVLliityVGSePY5r1kUALRRRQAhrw/RoBrP7QOrPcBWGmsRHu56j/69e4HHevB727Hgf44z6jqAMdjqh3GTGQB0GfxFAHrviuyt77wxqMNzCsiG3cnI6cHpXmH7PYWLSfEQUHat4oGfQKa63xl470m30C5g064TUL65iaOKG2YSEZGMkDOBzXJfs9hm0jxAHBV2u13A9QdpzQBD4E8vxN8Z/EeoXQ8wWYBtw/OwZxx+Zr2LVtPh1PSrqynVTHNGyHI9RivFrG8j+Hfxj1SS+Uw6dqh2rKRwo6j6civRPFfj/Q9J8N3d1b6nazTmMrCkModmYjjgH1oA474D3EkKa/phZmht7xliz0UAkYFey15b8EdBvNN8P3upXyMkupzmcIwwQOf55r1KgApDxS0hoA5P4k6pNo3gDVb62/1qRBR9GIB/nXPfBLSI7DwJDdMqNc3UhkaTHJU4wDXVeN9FbxF4M1LTVYhpYsjHqDn+leefB3xhZafob+HNYuktL6zkbidwox6ZP0oA3fjVpUN74AubllUTWh81H7jGeK1PAN7Ne/CzTri5cyTGybe7dSeetcb8XvFdrrWkw+GtDuVu727lG5bdt4K85GR9RXoHh7Rz4f8AANvpcj75Le0YO3TJwT/WgDzT4L6TZ3PiHXtSliDzpLiNiPuDJzj613HxZ063vfhvrEs6KXtoTNEcfdYdP515j8LfFsPhzXNVTUYpI7C6nCi6CExo2TgMegzmuv8Ai54z09/CEmk6XdRXt1qH7rZAwfCnqTj8KAKFprt1bfs6m4gcrcQ2wiDnvluf0NdN8HtFh0rwBYSgBpboeez45wwBxVU+C7lvgkvh4hUvPsuWxz8wO7+QrL+EXjmyj8Ox6HrN1HZ31llAk58sBRwBk9+KAJfj5YxN4QttQWNRcxXSqJO+3BJH6Cun0Vh4v+FNs96m43dkdynuRnH8hXDfFzXrbxYlh4V0SRb26lmWVngbcq4yOSPrXrWh6ZFo+hWenwgLHBEEC+nr/OgDzT4H3z22kapoVw/zadMS2eoycf0rzzVtO1LXn1/x1E7LJpt5tXd0ZEyMj6YFbPi3UpPhx478QiBGaHWrYkENjbIwb+RNd/4V8LFvg8+lTAeZfQO7luc7zuyfzoAd4v8AFsa/CT+1LF8SXsCpAfUk4P8AWtD4U6D/AGF8PtPhbIknX7Q47qWA4rxTStZuPE9p4f8AAsMew2t2fMdujIuTj26V9ORRR21usSKFRFwB2oA8a+CgH/CQ+KyR0v5Of+BNXdeIfFfhjwlf+bdCM6jMPuRKWkYfhXD/AATz/bXisgjJ1B+P+BNWbp0um23x61p/EWwBn/0OSbhAcDkE9utAEfxW8d6f4k8FtaxaZdQz+ejJLNGQAAeecd69c8FM0ng7TPMbefITJP0GK86+N3ijSbzwidIsrmK4neWN2MRDhADnkjpXf+EbiOy8A2NzO22OO2DMfQYoAyfib4nTw14eFpZxxnUb9vJgVQOM9yPTGas/DTwkPC/heMXPzX9z+9uHxzk9vw5rznwtqWneMviFe+JtbvbaC0sn8uzgnmUEfn25Jr2qy1/SNRuDBY6la3EgGSkUqsfyBoA8Wl1d9E+O2tX8dpLdFNPI2R9eiVrfC/S4PF2rX3i/V3S5vRMVihPSAYHQetV/DSn/AIaH1aORyQ1i3/slVtShufhJ4+XUbfefD+py/vUUcRE9v0zmgDufi/qs2kfDu9uIGKu7pESPRjg1P8LtEt9I8EWXlxIJph5sj45Ynn+tQfEmwXxd8Nbk6e6zIypcoyn7yr81U/hX4003UfCkFlc3cUF7afu5IpWCnjpjPXgUAYXx10yG3TRddt0VLyK7CNIvBK9cfnXWeL9PHiz4XT+cBva2Fz0/iUbuPyrifirqsfi/XtE8M6I63ciXAmmaNsqByCCR+deyWlhHbaZFY/fjjjEf1GMUAef/AAw8SpL8L/tU7ZksQ6zKTyACQP0FeVWFpqOi6npHxAlkacXuoMrJ32kFcmpdR1OTwPJ4u8JLCXn1WXdEynGwMCePzr0zxN4TNr8GotOtw0s9hAskfPJO4Mf5mgCL426oz+F7HR7Qkz6rcIkbKfRhn+degeG9OTSPD1hYogQxwIGA/vYGf1rxDwjqo+I3jLQV8llt9Ktg8u45CyAcEfUivoNQB0oAdRRRQAhrxj40Wc2m634d8T2jMk0MwtyV/hXkk/rivZzXJfEbQ217wXfW8QHnonmRk9iOf5A0Ac/8WNcWbwdY2Nm+JtZnjihPqCwB/Q1hfCy1l8F+N9S8HXEokeWBLncOgIUcD/vqud8J62nj7WPCGitAw/siEySSNzl1UHP5rXTfFOZ/CnjrQ/FsEf7tQY7rbwXGRgfkKAHhT4n+PZZRvTQ48HPQZ/8A2q5/406Atl4k0XVZb24uBeXe0xSEbY1UqcKMe9dh8G7Wa8tdV8T3yD7Xqc+5ZcYzHgYH5isr4+HbJ4UPUC9Y/qlAHq0Udo3h+KO4VPspt13B+F27R1rkD8TfCWn4tdO3XCxnaVtoWIX26VJ8QWuj8Jb1rXdvNkN2z+7t5rE+Ed74YsfAtvN59pBfAH7YZGVWL59/bFAHL6Nqtpqf7QUN/YQSW0M1s25XUqS2G5wfWuv+NXhzUtZ8Pw3OnRmd7RwzwjqR61y1lrdn4h/aHhvLM5t1tWhWTHDlQ3I+uetes6v4w0bQtYtNL1G6FvNdIXjZ+F4IHLdB1oA5bwl8TPD+qWUOnagv9n3ioIzbzpgHHHHGK1fiPfLo3w7vpbLCIYxEvl9AG44/OuR+MEfhKfwvPfRyWjaqcG3eBlLu2R1xyRjNX7XSr/XPgRb2k++S6NmsgVuWOBkD60Aanwg0i30zwHaOkamactJJJjk5OR/OuvbRNNbV01M2kf21V2LKByBXn3wi8W6fL4QTTb65ittQs3aOSKZwh4JA6/Surg8b6Td+J10Kzm+0TFdzPEdyr+IoA828R4f9o6wHpZR5/wDHqtfGyd7zWvDfh8k+RfSFmHYkEAfzqp4hBH7R9iQM5sk/9mq98cNPuYZNH8SwRs66axDbRnG4g5+nFAHq+n2Vva6dBbxQosaxhdoHHSobTR7DSYrtrK2jhM7NJJs7se9Zuj+MtBv9EhvU1S1VREC4eUBlPfIzxRoHiyw8UwXzWAcxQu0fmlcBselAHnnwQ+bV/FxwP+Qi31+89c6PEdknxq1e+1W1uLuK2IFssS7/ACzgdR6da6H4IAjV/F4BHGoN/wChPVGyuofAPxs1JtQHlWWqALFK3RRwck/UGgDa8RfEfRNb8P39hJpF67SQsIw1u33sHB6euKt/Ame7bwO1rdxTRtbzNgSqQSGJPeu4l1/QlgM76pY+VjO/zlwR+dO8Pa3p+v6Yb3THLW3mPGCVxkqSDj24oA8q8H8/H/xQfZf5JUvxzIOpeEh3/tAf+hJUPg0gfH3xTnuF/klO+OJ/4m/hQDtfr/6EtAHs9sMW0X+4P5VLUNt/x7Rf7g/lU1ABSEZFLSN0460AeMftAIs1hoETfde+Cn8Qa9S0PRbHRtGgsLWCNIkQA4HWvLPj3nZ4d7j7cpx+Br2SIjyUxjoKAPFfAKiz+NOtWkC+XC6SOVHQnP8A9eovj2ANW8ODv56/zNTeDCR8eNXHbyZP5iq3x7z/AG/4cz0Dr/6EaAOy+M+pTaZ8ObpoJCkkjogI9CwBH5GsPwX428L+HfCtjaR284lKBpStu5+YjJ5xzzW/8YdHn1n4eXcdqhkkiZJdo9AQSfyFO+HXifRdZ8H2KGa2jmgjELxOwB+UYzj3xQB57e6xZXfxo0PU9DinWCU4um8llBOD7fSuw+PAB+HcnUEzR/j8wrsTrHh6LWbWyS4tWvpTiJIyCw4PXHSuO+PB/wCLeSY/57x/h8woA3Ph14V03RvB9kY4Y5JLqFJpZGGS2RkDn0zXN/Hjy4/Cmmrwo+2gAD/dNegeFcL4R0fHA+xxZ/74FcL8drGS68H21wiM62tyJXIHQYIz+tAHdeFx/wAUvpn/AFwWvKr/AP5OYUjn/RI//QVru/CHirSLjwRp921/boI7dfNDSAFDjkEeteYaVrMfiD9oNNSiR44Gg2Rl1I3hdoyPY0Aa3xtubi/1/wAO+GYhhLmQTE5+9gkYr1+y0yzsrCKzgt40hRdoULxivIfjfYXdtq+heKLYMUs2ETledoyTmvUtO8T6PqWkR6jBfwG3ZN5JcDbx39KAJ9K0LTdENwdPtY4PtD75dmfmPPP614j8FdBsb7xVrmoXcSyy21w6xBxnad2c/rXsXhzxZpvilbp9Nd5I7eTy2YoQCeeh7jivMPgST/aniXJ5+1v1+ooA3Pjpp1tJ8O5rwxL59tLH5TgYK7mAOK1dO1qaz+Dw1TJ82107cD3+VBVX44YHwuv8f89Yf/QxUuiaY+tfBz+zYv8AWXViYlycclaAMP4IaLbSaLea7cQrLeXsxbzX5ZV9PzFbfxg0K01PwNczyRKLi2IkilA5U5Gf5VznwU8R2dpp134dvJlgu7WYiNJDjeo9M+9a/wAYfE1laeE5dLgnWbUL11jjhQ7j94ZyB0oA0vAepS6j8Lbe4uMuyQtHz3CjAriPgboen3txruq3NuslxBfGOLfzt4zxXe+GdJbQvhjHZyZWQWxkYHqCRkiuT/Z/yNK8RgnP/Ey6/wDAaAKf7QtrDDpejXcSLHOJ3XevBIwK9F8DaHp+n+EtOaC1jD3FtHLKxGSzFQSTn6157+0UR/Yeif8AXxJj/vkV6l4T/wCRQ0Y+tlEf/HBQB5N4OiTRfjzr+n2ihLdkC7F6DO1s1Z+Ms8up+I/D/h1SRA9wkkozwykjIP5VBoZ/4yL1wZ7L/wCgrUvxniuNJ8R6D4kVCbeKZUlYDO1QRnP4GgD16y0y00+yjtLeCNIY1CqoXsK8YiWPwv8AtAR21iPKg1Q7GjToOMn9RXr+n6/pepaWmoW17Cbd0Dlt4+XIzz6GvI9JZPGfxybU7IeZZ6Wdwmx8pOADg/jQBo/G/R9SnTR9VtYHubWxuRJNEnJABHb36V0nh/xp4V8XaetifIjndNklpOu0jtg//Wrob3xJo9rrQ0a8uo4rmSPeqyEAMDnufpXk3xq0Pw9pmhx6vpYhttW89Sv2cgFgerEDr9aAOi+Nd/Jpngu0srbMcV5crbHYei7SePyrrfB2gWmi+FbGyjt0UrEN528s3vXn/wAR9PvtU+E+kXkyM01myXEh6nAGP6iu98E+JLLXPCtldJdxtIIR5qlgCp75HagC/YeGdL03V7jVLS1SK4uAA5XjNeWeGcv+0J4hbHSJf5JXp+neLNJ1TWbnS7KczT24BkZBlR7Z6ZrzLwsCn7QfiMH/AJ5L/JKAPax0opB0paACud8ZeJm8KaG+pLZzXhVlXyohk8kD+tdFTGQMMEDGckEUAeTx/G1WjDHwrrGfTYKf/wALsUf8ypq//fAr1YLjHApeTQBxPgv4gjxhqF3bDSL2w+zoH3XC43ZOOK7Vc56n6UmwbiwGD604A5oAWmnrTqaf1NAHjPxquZtQ1fw/4bilIhvpiJR2JyMfzNen2nh3TINCh0s2UP2cRBCu3rxz+teW/GhW0vxL4Z18RkwWsxaU+hyuP5GvV4NasZNEj1M3UItjEJDJvG0cetAHhPgyyg0n9oC+sLVNsEUkiRr6KFNbHxVvW134iaH4S+b7N5iNcKDwwcjr9Oax/BWoW+rftAXt/atvgnlkeNsdtprT+J1q+gfFnQ/E0hK2krxpK+OFCEdaAPZLXRNPs9PjsobWIQImzbtHSvHbK2Hgv49iwsW2WOpRGRoV+6o+bA/MV7Vb6ha3dgt5FNG9uy7t4YYxXi9nP/wl3x9+3WWJbLTYjG8qngj5sEHvyaAPch1paaCDjBp1ABRRRQAV4r8TIm8P/E3w/wCJY8osrC2JXHUk5P5NXtVee/GHQf7a8EzSwpm8s2E0LDqvIyfyoAi+MGqyQeDRYWRBudRkWFB/eU8H+dcx8Fnu/Dmtat4U1BMT7VuV9MYHA/OszTtYXx94l8GaZZySsdLhE107qcOyhSf5Gtzx3cx+Efijomvyq62U6GOeQD7p7fyoAj8YFfEnxo0XRozvitU82QjkIwyefToKT4nQP4a+IeheK7dmRHYRXRX+6COPx5q38J4F1rxV4j8WiP8Ad3kuyMn2wcj866r4n+HV8ReBb+DnzoVM8ZHXKgnFAFvxn4iGjeBrzVYWXzGt90Kt0YkcD8jXOfBbw++leDl1C4UG41BjNnuFPQH8Qa8+n8St468M+HPCEMjDUzchbglTtVV3Dk/lX0HYWcdhYQWkACxxIFAHYUAeE6V4ht/C/wARPFeoXGW8vzGRACcn5sCuj+Gvh0+I75/Hesyi4ublz9miPKxKDj8+KxvB+n2+sfEzxZYXsSyQzPIpBHQZbpVrwXqt38PvGMvg7V3xp9w5exlPCqCensOTQBr/ABx1u70/wzZ6bZNtbUpxCWHBA4PFdV4H8LWGgeF7O2S0jEzRK8zMuSXI5/WuM+PGnXM+haZqltHvWxuRLIQeg4A/Wu/8H67b6/4YsbyKZHYxKJcNna+ORQB5N8TYk8F/EXRPEOmwiNZm/fqnAc5xg13/AMVXV/hhqMki5DJGSP8AgQrhPimw8X/EXQPDtjN5iI3+kFORGc5GT9K7X4uL5fws1JMkbVjGf+BLQBlfBvwtpsHhSDVJIRNdzFv3knO0egrB8d2kPh/4z+F7yxQRPdtulVOA2OOa7r4THPw80/8AH+lcd8Vcn4r+DB/vf+hUAen+ING0rXdMEOsRxvbIQ58xsAHrXPy+LPAFnbNphurMQovlmNYiRjpjIFc58ddQurXw5pNnBOYoby58udh/dwDzW94e8HeDdM8KW1zJZ2M0XkhnupVU7uOTmgDhvgVdZ8SeILaBwbNpmkRR0xnj9DT/AI3W32zxRoNsCUMrqhIPYkg1U+BrJ/wmuvLBt8ndIU2jjbv4x+FanxcBbx14bAP/AC1Q49fmoA9P03wro+m6GulR2kb25TY5YZL8YJJ968k+CN89r4v8Q6LHxbGWSVRn7u1to/nXu3Qcda+fvg2cfFPXzjAIm+n+sFAGv8SgP+Fs+HOBjYv82r1DxLoOka5aRrrKI1vAwk+dsDj1ry74lYPxb8OjHWNef+BNWh8ddQuIdI06xSZorW6lIncHGBkf4mgDor3xP4CS0fTJbqy8vZ5fliMkY9MgVx3wNkiGra/bWrlrJW3RDt1HNdhpvgnwdpvhmG4k06weMW6u886qSTt6ljXG/A6S3fxB4ia0Crb5+QKMDGRQB7cKWkFLQAUh6UtIelAHzp8LvDFpr/jnXri9XzLe3upP3JJ2s244Jru/jP4fsG+H099Fbxxz2JVoWRcEZYD+RrB+Cbf8VN4q/wCvx/8A0I12PxjJHwt1jHon/oa0AW/h5OdW+HWnC5ywMAiJzyQABmorSy8E+C0mjaS0ilkcvIXIZiSc1neBbqSx+DQurf8A1kNq8iD3C5Fcl8IvDWleJ49S1vW4k1C+afBSfDbM57GgClr97o6fGDRb/wAOTxjzRibygQCTkHI+lfQK8Yr5/wDGFvodj8XdDtdHtreDywPOFuAoDZPBx36V9ADrQA6iiigBG6cV4l4puILX476VcXL7Y41DA474Fe2npXiniQQyfHnSYpolkSRQu1hn0oAbBHN8XPGc01xIY9B0twEiB5lYHv8AnXfeO9aj8IeBry7t0EYRPJiVR91mGFxXnV4Lr4UfEY3iZ/4R/VHwygcRk9v5Gu1+KumyeI/hneJYOsgAW4VlOQyrycUAZHwc8M2jeGBr19brNqF+7s7yjJUBjwPrVD40+G4rGwtfFGmRpb3VnKDKyDG5c8fqa6P4PazBqXgS0hEi/abfckkWeVwTjNZHx11VY/Ddto0LK11fTBBGDk4yMHHpkUAbWq3epa/8Ivttsuby6sQ7BO+V+auW+DmqeGk8MDR71YIdVV289bgYLcnHJ9q9C8PGDw14K0i21SeK2aOCOJ/MYAbsAY5rB8ZfDjwzrOlXOoCKKyuAhkW6jwBnrk+ooA6zSfD+laPZT2+m2kcVvcOXkROjEjB/SuY8anw14L8M3F2NLtxM6mOGNV5ZiMCsr4La9qGo+Eb06lcGaKymaNJXPO0AGsG1B+KnxMllkkL6BpDfIobh2B4PuDgUAdB8H/Bp0XSptZvbcR3uoMZFVvvRoecfQ8Gud+KOmWNv8Q/DyxWsaiZgZAB97k9a9vTy4wsSYCqAAo7CvGvi26w/EDw1K5CoGUEnp1NAHr1ppOn2U5ntrSKKQjaWVcEirtNV1boRTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKguv8AVr/vCpzVe7P7of7woAraSB5Mv+/WhWfpKkW7nszZFaAoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBG6c1i2HhnSdN1m81a2tdl7eHM8m4ncfp2rbxmjAoAB0ooooAKb606jFAGXrWg6b4gs1ttUtlnhVtwB7GpdM0uz0exjs7GEQ28fCqKv44xRgUAYN14T0a91yPWJ7NHv4ypWQ9ivQ1t45z/AJFPoxQBmavoOl67bG31G0inQjGWXn8D1FYdj8NfCmnTxzQ6YpeP7vmMXGPoa6+jFAESIqIqooRQMBQMYrM1rw1pHiCHytTso5gOjEYYfj1rXAA7UuKAOd0bwZoOgQSxafYpGsoKux+ZiPTJ5q9o2hafoNo1tp0HkxFixGSck89608DPSgADtQBi614Y0bxBHs1KxilP97GG/Mc1S0nwH4a0OYS2WmxCQdGk+cj6ZrqMCkwPSgBnsDjA7dqyNc8L6R4jjWPU7KObB4bGG/PrW3gUYoA5rR/A3h3QpfMsNOjWQHIZ/mI+hNXNc8NaV4jt4oNTt/PSJw6fMRg/hWzgUmBQBB5MbRGJkDx4wQRnNclqvhHw1okN94gTRoZJ7eJptgHDEDPC9BXa4prosiFHUMp4INAHhfwl1rTdT8Xavr+pXkFtql2wt4bXplMDoP8AgIqbXtRtdP8AjbDP4lOywSM/Zml/1ajnBI6de9ej23w88LWeprqNvo9vHdK+9ZBnIb161s6noemazCItRsorlB0DigDn7rxv4LSzkll1LT5YgMlQA272xiuM+DNlPLqWt61FC0GmXMrC3B4DDPUD8K7q3+HPhK2mEsWiWyuOh+b/ABrpLe3htYlhgiWONeAqjAFAFTUdG07V4THf2kM6kY+dAT+B7Vkaf4A8M6Xc/abbS4hL2Mnzgfga6fAooAjVAgwAAB2HSqWqaNY61bfZtQt1ni64b1rRxSYFAFDTNKs9Gsls7CBYYFOQoHAzWffeENE1HVotUu7JHvI+Vk6Z+vrXQYFGBQBGBxj9KztX8P6Vr0Pk6jZxTAjqyjcPx61q4pMDNAHF2vws8IWk4mj0sFlOVDyMw/I1s6hq+i+GLGOO5uILOMKRFGflzgdAK2yKwPEfhDSPFAgGqW4mEDblBNAHnXwaBvfEnizVUDfZ7i6DRMejDLZr2QVQ0jRNN0OxWz020jtoBzsStDFABRRRQBHNGk0LRuMo4wR61l6H4c0vw3ay2+l2/kRSSGR13E5Y/WtikwKAMrW9A07xHp5sNTg862LBym4g5HTpVu2sreztEtIowIEUIqHkY9KtYHpS4zQByUvw78LT6n/aEmlxicHsSFP/AAHpWo3hnSH1KDUBYRJcwDCMi7cD8K2MClwBQBl63oWn+INPNlqcAngLbtpOOasWFhbabYw2dpEI4IV2onZRVzFIVB7UAc/rXg7Q9fz/AGjp0TnruX5ST7kdaj0zwN4c0iRZLTTIQ6dC43HP410mBS4oAztV0Ww1q0Ntf26zQ5ztNZA8BeGVUD+yYMAddtdPgUYFAGXo2gaboEUkem2ywRytucL/ABGvLvjrqcE1tpOgpte5upxuGeVQ8A/nXsjfzrntR8F6LquvQaxeWiy3UAARm7YoAueGtJXQ/DlhpyqB5EKocdyBya1hRiloAKKKKAENZWseH9M162MGpWcc6dMsPmA9j1rWowM5oA5rQvBHh/w4XbTdPRHfgvJ87AexNXdE8N6X4eW6XTLbyRdS+bL8xO5vX9a18CjAFAGXrHh/S9dtjBqNnHMhGMlfmH49awLD4XeE9MuEng0wM6fd8xy4/I8V2mBSYFADIkSMBEUIAMKo7CpKQADoKWgApD0paKAGEdug7VzWs+AfDevXIuL7TUaX+9GdhP1x1rqMCkwKAOd0TwV4e8POZNP0+JJM58x/nZfoTyK3ZYlmjeN+VYEEeoIxUuBRgAYoA5228F6BaaPcaWlihtLhi0iOckk+5qtpHw68M6Jci5s9OUSjoZGL4+ma6vA446UuKAI8cbcD6VzmseAvDevT+de6bGZO7R/ISfcjrXTYFGBQBhaJ4R0Tw6CNOsIo2P8AGRuYfiea3MU7FGKAMHWfCWjeIZ45tSskneP7rE4IrYigjhhSGNAsaKEVR2A4qXANLigDm9P8DeHtL1h9Vs7BY7xjkvuJ59h2roGXcuCM5p+BRgZzQBg6F4T0jw3Pdy6XbeU91IZJmLlssfr9ah8Q+CNB8UMr6nZCR06OhKN+YrpMClwKAPBPiPa6VpMth4K0u0t7ZLuRHnu5fmdRkdzye9ev6Zpmny+F4tKjkW4tfJELsrfe4weaq+JvA2ieK2jfUrYNNH92VeGArQ0Dw7p/hvTxZafHsizk5JJJoA5xPhN4Oi+7pp/GVuT+daGheAfD/hvU21DTbQw3LrtP7wsP1rqcUYFAHPWvg/RrTxLN4ght2Goyp5bSeYcY47dO1Xda0Ow8Qac9hqUAlt5Oqng/ge1ae0EYxRgUAZmk6JZ6HpcWm2aEWsY2qjsW4/HtXP6n8L/C+qXr3clk0U7dWglaPP4KRXaYoxQBzugeDdD8NA/2ZZKjnrIxLufxPNb/AGxnBp2BRgelAHL6p4B8Paxra6xe2e+9XGJN5HTjp0roZII5rZ7eRQ0Trsx6jGKsUmBQBzPhzwRoPhS5uJdJtPIecASEuW4GcYz9a6VT6UuB6UtABRRRQAjdKjljEsbxMAyupDA+hqWkwMYoA5nQfA3h/wANX897pdmIbiXh23E8e2enWrniDwzpXimwW01a386BX3gByuCPcVtEA9qXAFAGdpGlWmi6bb6fYx7LaBdqLnPGc1Q8ReEtI8UG0OqwNL9kk8yLDlcNx6fQVv4FGBnNAEBtoTai1aJWhChCjDIK+hrj3+FPhNr97sWLq7vvKLMwUn/dziu4owKAOe/4Q3QhrNtqkVikV1bqURovlAHToOKl1/wro/iaFYtVs0mC8K3Rh9COa28A9qWgDh7H4U+E7C8S4WzeR4+UWaVnA/AmuxSOOONURVVFGAFGAPaptox0pcUAcZq3wx8MazqDX1zZMlw/3nhkaPP4KRWloHg7RPDO9tMsxG7dZGJdj+J5rocUmBnNAGDN4R0e58Tp4hmtidSSMRrIHOAoz26d617m1gvLd4LiFJYnGGR1yDU+AKXFAHBH4R+DzM0gsJV3Nkqtw4B/DNdZpmjWGjactjY26Q26j7q9/qe9aGBnNLgGgDA0LwnpHhuS9m0yBonvJDLMSxbcxJOefqam1zw3pHiK2FvqdpHMvQEjDD6HqK2MCjA9KAOCT4QeEI8f6HOwHRGuX2j8M12GnadZ6XZJZ2MSxQR8KijpV3AowKAOesPBmjab4iu9dt4GW/uv9a5ckHp26dqPEPg7R/E01lNqULu9nKJISHIwQR6fSuhwMYowKAGxqEUKOgGB+FPoooAKRulLRjNAHO+JfCGk+Kvsv9qQs/2WQSRYcrz+FbyRqiBVHAGBz2p+BS4oA5vT/BWj6Z4ln1+2idb6ZSrsZCRg9eM4pPEfgnRvFF3aXWpwNJLatujIcgD8K6XFJgEYoAidFZNjqChGGB6EelcVffCnwxe3rXS2sttI5JPkTMgOevAIru8CkwKAOS0T4deHdBv1v7O2kNyhyJZJWc/qa0/EnhfTfFemfYNTjZ4NwbCsV5Bz2+lbeKMUAVLGxg02whs7dSIYUCICcnAGO9OuraG8tXt7mJZYZAVZWXIIqzik2jnjr1oA4G1+EfhWyu1mitpgm7f5BncoSOeRnmtxvBujnxFBri2yx3kEZjQIdq447DjtXRFQeopcUAUr6xtdRspLS8hSSCQYZWGeK4pfg94WRiIku44CcmFblwp/DNehYoxQBmaTomn6Hp4stPt1gtx/CvU/U1m+G/BWk+FZryTTUdXu3LyFmJ5P1rpMClxQBjeJPDlj4p0eTS9RVmt3IY7SRyDkVZ0vTLfRtNhsbVCIYVCqCc9BWhijFAHGa58N/Dmt3v22W2aC6PSS3cof0IpujfDPw9pF4t4IpLu5XpJcSNJgj6k12uBSYGc0AQXFtHdW0kEg/dyKVYDjg1ieFfB2meEILqHTFdRdS+dJuYn5uneujxRgUAc34t8GaV4ytreDVFcpbyb02kjk4z/Ktqys4rCyhtIARFCgjRT2UDAq1ikwM/WgDmbbwRpFr4suPEUaP9unGGO447e/tWzqWm2erWclpewJNBIMFXGau4FGBQB52Pg74cSX91Jew22cm3S5cKfXPNdZofh3TPDliLTTLVIYQeccsfqeprZxRgUAcx4k8CaH4pmW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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2024-06-27 14:24:09 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="" 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gj1mDe5wgYEBvpxQB1+aTIqNHWSMOj5U8hh3rC1rxt4e8PTCDUtSihnYZERyWP5UAdDmjcD0rA0bxjoGvyNFpmoxTyqMtGudy/XNeXfGPxhZG+0K207Vts1rff6WsTEbFyv3v1oA9wyKNw49653Q/GGgaxttrHVYbi4jiDOq5zgDk9Kt6J4k0nxCs50y8S48h9kgT+E0Aa+RRkVXvLy3sbWS6uZRFDGu5nboAKp6Nr+meIbL7Zpd2lzAGK7k6ZFAGpuFG4DvXM6l488M6PctbX2rQRTJ1Xkn9BWjpHiLSNdjaTS7+K5ReCU7GgCndeN9DsvE8Ph2e5ZdRmxsTbxk9Bn8as+IvFOleFrSK51WcxRyv5aYGSTXJappXguT4m2t1eXyLr67GjtyTksMbTWj8RNM8N6jpNqniW7W3t0nDROxPL4IwMe2aAOusryDULOG7tnDwzKHRh3FT9Ko6Lb2lro1pBYEG0jjCxEdCvarpoACwHU4ozWRrPiXR/D5gGqXsduZ22x78/Ma0lkDgFGyD09x60AS5oDA1kWfiXR7/VJdMtb+KW8izvhH3lx1q7fX9rpljNe3kyw20Q3PI3RRQBayKNw+n1rO0rWdP1y0F3plylzCTt8xM4/Wr/X0oAdmjcKbnjP+RXP6l428N6RP5F/q9vFL/cySf0FAHRA5o3Cs/TdY07WLYT6fdx3EfZkNLqmsafotr9p1C6SCInAZ+maAL+aAQehrE1HxXouk2Ud5e6hDFbyY2MT96rGka9peuwmXS76K5QdSh6UAalJkUySRYkLuwVRyWY4Fc5N4/wDC0F4bSTW7YThtpTJ6+nSgDp80mfY1Db3MNzCs0EiSRsMhlOQapXWuaZZ6pbabcXkcd7ccwxE8v9KANPcKM1hTeMfD9vrC6TLqlul8x2iEk7s1d1HWdO0e3NxqF3HbxdN0hoA0MikeRIkZ3YKqgkk9gK5618c+GLwEwazbOB1wSP6VoW99p+uafObW4jnt2DROynpkc/oaAINH8W6Jr1zPbadfxTzQkh0VhnitnNec+AfC3hfRtb1O40TUftdyJCssf/PLk8f59K7+e5itYTLPIsaDksxwBQBPkUtc5a+OfDN7di0t9ZtZLg5wgJ/wroEdXwVIIIzxQA+kzS0xiA3X60AOzS5rM1LXNM0dC+oXsNuo6l26VW0vxboOtOU0/Vbe4YdlYg/rQBt7gOpxmgkYphOAPTv7Vk6p4n0XQio1PUYbXPQOeTQAniXxNYeFdMF/qPmeRu25jTcc1f0zUoNV0y3v7ct5M6B03DBxXmnxa1Oy1r4eLeafdRXFsZhh0PGOa7XwUwj8EaTngLbKTnsKAOhzRkVlWfiPR9RF0bPUIJfszbZ8HHln0P5Gqll4z8O6hefY7TVreW4zt8sE5zQB0G4ZxRkU3PHJHv7Vi6j4u0DSZNl/qttC57Fs/wAqANzNGeazNL13S9ajL6dfw3Kjuh5p2o65pulNCt/eRW5mbZGHP3j6CgDRzRmmBgwyDwRxVC11zTbzUJrC2vYpLmH78an5loA081DdXUFlayXNzKsUMSlndjgKB3NJcXMFpbvPcSrHEgyzN0ArI1JtN8TeF72MXimxuIXjaeM8KCOTQBc0nX9M122a40y8iuYlbaWjYHB9K0c1xnw78N6R4d0WaHRtRN7DLJuaQgdRxW/qPiHSNFjBv9Qgtx/ttQBq1XvbuKxs5bqYkRxLubAycVR0vxHo+tc6dqEFwP8AYbmm+JT/AMU1qOOvknrQBF4X8WaX4u0577S3laFJDGxkTadw/wD11uZFeSfAA48E3rHP/H+/8lr0y21nT7ya4hgu4ne3O2YA/cPv+VAF/NGawYPGHh66vxYw6vbPcltvlhuc+lbe7jORj1oAfmjIrJ1DxHpOl832oQW/JGHb/CpdO1rTNWTdYXsNwB/cPNAGlRSA5GaD0oAp6lq9ho9obrULmO3hBxvkbAqWyvrXUbSO7s50ngkG5JEOQw9jXOePNC03xB4dez1S8aztw27zRjrj/wCvV/wlpdnovhewsLC4NzbQxBY5j/GPWgDczSZFIaq3+o2em2/n3s6QRZxuegC3mjNRQTxXMKTQyCSNxuVh0IqudUsv7QFj9qjF1jPlZ5xQBdzRmmO6xoXY7VHUntVex1G01KJpLS4SZFbaSp6GgC3mgkDrSZwc0nT3z60AOyKNwrNutb0yxO26v4Iz6FqtW93b3ce+CaORSM5Vs0AWMijcKaSAMtis2TxDpEU/kvqFusucbS9AGrmkyKga5gEBmMi+SBu354x61BHq2nyAMl5AQe+8dKAL24UbgRVeC8t7kt5EySFeoU5xSXV5b2UfmXM6RKO7HGaALWaKzrXW9Mvn2W17BIx7K3NTXN/aWZVbi4jiZvuh2xmgC1kUuaoSaxpyRlmvYAAOfnFWopY5o1eJgyEZVgeDQBLSZrN1DXNL0oqb6+hgzwN7VZtb22vYhLbTxzIRwytnNAFnIoLAU0kKMtgVmN4h0gXi2Z1C3+0t0j3cmgCs3jLR08Vr4bMsn9otH5gXZ8uPrW9mvF7mMn9pOAHGBYZGPoa9cvNTsrGRI7u5jhZxlQ5xkUAXM0ZrNfW9MVNxv4AB/tirsc8Utss6OpiYblbPGPWgCXNGayrjxHo9rJ5c+oQI/oX61eguYLuISQSpInUMpyKAJ9wzilzVS5v7WyCG5nSPecLuPU+gqG+1rTdMVWvL2KEP93e3WgDQ3Cs/UNd0rSpYor+/gtpJTiNZXClj7Vat7mG6iWWCVJEboynOa4Xx/wCCtL8T3+mXF/qjWTwSHYBj5zxxzQB36yK6B1OVIyD6ilyKgtoVt7WKBW3CONUVj3AGKrXWsadYMqXN7DETwFdqANGioLe5hukEkEqyoehU5FT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAGkNLSHpQBTtf+PmU1cFVLX/j4lq2KAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ1geMdHh13wlqNjOgZGhZ1B/vKMj9QK32GRjOKayB1KsMqeCKAPLfg1rIi8Bz299KQ2myuJHc9FycflivL5rbUbW+tviI7FxLqZRAo/gGV3E+nFaHiLU2+H2reL/AA68TTLrCeZE4ONm8McAf8Cr0y48KFfgi2iIAZRZ7kPoSd39aAGfF3XTb+AVispSJtSZY4nQ9eRn8wa1NA8Kiz+F0eiWbfZprizOW/uyOvJ/OvJPD2ot8Qbzwl4bZWWLSB5s8pOSzKM/lwK9/wBa1iy8PaVLfXgYW0IG7YucD6UAeI/DvX0+Gl/qWh+JbSa38243rdbCyNx7Dn1r2/SrnS9Qi+26dJBKJR80kZBJ+tYt1qfhDxRojXNxPY3NrsJ3PtJTj9DXnXwS2DxV4jTTZJv7EXH2cOSR1/nQB6f4x8QWvhXw9c6nMI9yDEakcu/YVx3wm8NXK/a/FerDOoaiSUBGCkeen6CuX8Qa3ZePPinDpF1drBoumOTIsrbRK6kZBH1Br1+y8R+HjLBp9rqlm0hGyKJJQScdgKAPL/ilbXHhfx7ofi6zIRZJBBLx0H8RP1DV23xD8RLpvw4u9Rhk2G5iCROOxccGpviT4c/4STwXe2qsFljTzY2I5BXn9cYrx211+f4hDw14OMbRxWxUXqEZ3CPAB/nQB6h8LvDv9jfD5Bs23t8rSzsf4mOcH8sVwPgfWf8AhWOu6hpHia0aKKaUsl6EJBz7jtxXuU81tomkmWUkW9tGBwMkKOKw/wC1PCfi3SftEstldWu0584KSvHv0NAGtpd5pWpxm/06WGYSKMvGQT7ZryP4sDHxQ8Jqqrgxk8DvuNUvhELmL4la1b6XIx0KJpAQDlQcnZj9avfFzFv8SPCt5NhLZEKs56A7jQB7XGiKgIRQcckCvnrwv4lXwx4j8dXq2ss8y3LtGVQlVIL43V77bahaXLGGG5jeVVDFFbJA9a8f+F8UN74y8c2FwgkguLpg6kcEbnoA1fhd4ag1ZP8AhNNVmS91K8YshPPkgHGPrxWt8aDj4Xapjg5j/wDQxXGaHf3fwr8by6JqL7tDvXLW8hPEeT+neux+MzB/hXqTIwIJjK98jeKAF0DUJNI+DMeoQ4Mtvp/mJ9QmRWN8DtFQ6Fda/cqsl1qEzOrsMlVycj8xWzomny6l8F0sbcZmn04pGD/eKcVz/wAENejttKu/DuoSJDd2cxWONzgsvc/maAPTrrQNNvNRttQntYmurckxyY5XIxXjnxfgi1T4k+GtMuATDJKqNj0YrmvWbzxdpFjrVnpElx5l7dEhY4xuIwM8+leV/EoH/hcnhXsPtMX48rQB68NIsLPQnsIbeNbZISoTHGMV478B55Yde8RaUZC1tCBIo7bi2M/pXuFx/wAekxx/A38q8J+BDKfGfibadwMa4I/3zQB76OlIaUdKRumepoA+evE2i23iL4+W+mXBYQyZZ8d9oLY/HFe8Q6fZWMMYht440hXbGAv3RXjLH/jJS19Nsgwf9xq9vdRIjIT1GDQB4p8LrRfE/jrXvEWoRLNJbztDEX52EHgj8BXpvjDQrPW/DGoWtxCjDyWdSR0YDI/lXlfwv1WLwn4317w7qciwSXFw0yb+Mseg/I5r0vxx4o07w94VvJbicCSSFo4kH3mJGOB+NAHKfAvULmfwpPYXT7/scxVSfqeP0rH+Fdqmv+Ptf166j814JWgQvztIPb8q3vgho11p/g43V4rJNeOZAGGPl6g/jmuf+GF/B4a8feINAvpFt3mmaZPMONxJ4A9+aAOh+N+i2Nx4Cu9Qe3X7VblfLkA5GWAIre+GJ3fD7SiR8ohX+Qrl/jd4m06LwZc6PHOkt3cFfkVslACDk/lXT/DVgnw90pycKIAST0AwM0ASeOfEVl4O8MzXhjjNw+Ut49vLOf8AJrB+EXhiSx0qbxDqILanqh8xmYYYJ2B965M3sfxK+J7Ld3cceiaUSViY8SkHkfnnmvaLbUdOklS2truBnA+VEYZx9KAOf1zU/CHhTVH1LUPs8F/OArSBdzn0yBz3ry74weMPD/iLw/Yppju13HdKdzQMny4Pcgd8U7QI7XV/jhqw8SFJHjZ1tobhflZQTt4P4Yq18c7nQodFstNshaLfLcq7JEAGVcHrjp1FAHsGgu8vhuyklO5zAMk9+K8s+EwB+IPjI9/tXH/fTV6f4eH/ABSlmM8/Zxz+FeYfB8Y8ceMwTki6H/oTUAQXUI8ZfHhrG+/eWWlxCSOI/db7uc/ia9ludPt7qyltZIkMUiFCMdiMV4vfXn/CF/HeTUL6MRWGpRCJZSeFHy5P5ivYL/W9P0/Sn1C4uoltwu4OWAB+lAHjfwkvho/xF1/wxGT9m81/JXsoQmrWtpN4S+O9hqKMFtdYUJLx91RgH9RTfhFpv9q+M9e8W7CIJp3Fu3qGJyP5Vt/GvT5BollrtvGWm0+cO59I+c/rigCj8Ymm8Q6ho/g/Tv8Aj7uC07bumzacf+g1o/Bi7li8P3uhXLf6TplyyNk5wCcAfpWR4J1OPx38T59dhDfZtPtFjhZk6kkgj9aydZ1tfhr4+8SRrvEOqW/nxuef3pDED6ZNAGp4EiXxT8XNd8ROivFanyEJH3XGBkfka9pwB0rz74P6KdM8Gi7mTbd38rTzfUk4/Q16FQAh6V8+6todv4h/aHu7O6GbcLG8idnAVeDX0ETXiVscftKX/Q5gT/0FaAPQ/F/h/TrzwVf2LW0ccUduzphfulRkfyrgPgXoFpe+Hxr12v2i6DmGIyc+WF44r1PxHj/hGtTBP/LtJj/vk15/8BP+SeDv/pEn86AMn4sWcWnePPDmq2gEF0WwWXjcc8E/hXq+p6dZavorWmpIklrIgMiueMdcmvLvjMM+I/Da4Jy/9a6D4t3t5ZfDi4ayLKXRVkdOqrkfz6UAWv8AhMfAvhWFNKiuYIo4hgJDGZB+YzXA+Bb/AE65+OepzaI4/s+e1yMKV5+XPB9811nw18M+FF8CWd6La0uWkiElxLMqybHxlhk9Melcp4QuNMuvj5qMmjrEtl9mwixKFXI2g4x75oAs/HHSNWktor+bUlOmq4VLVQRznqa7Br9fDvwdhu7QCJ1sF8tkGMMV4NZnxzyfB0OeAZx/StLUNNk1T4Mw20KlpP7PV0Uc5ITgCgDgvhX4h8IaJo0mqatdhtYuXdpneJmKjceM478VW+JviLw1quo6Pqvh66H9oQ3Q81ljKkr6dPWul+DkXhvV/CS6feWFjJqdrI6zrJCu8/MfWu7vdC8I6d5b3mm6Xbh3AUvEi5b06UAHiC5a9+HGo3TgBpdOkcge6GuM/Z+Qr4KnbsZ/8a7zxaiR+BtZSJQqLYyhQowANhriPgEwPgRgOomOfzNAHq1IaWkJ6ntQB4h8E0z4k8UN6Xsg/wDHjVT4k6TFrnxn0TTZWKRzQYcjvgsf6Vd+CTD+3/FIz/y+yH/x41J4qJb9oPw6Cf8AlgR+j0AemXHhfST4al0dbSJLQxFAoXpxjNebfAZ2gTxFp+4tDBelYwewGRXsTkCNs4xjmvGfgcw/tfxT/wBfz4/76NAFD42WdpbeJPDnk28aPJdJvKj7w3V7fDpllbTmaC2jjkI2llGDivE/jjuPi3w0e3nx/wDoVe65oA+cPA/hu08V/E7VzfhntbeeRmhz8rsGwAfavfYND0uzaZ7ayiheZPLdkGCy+lePfBsj/hOvEhH/AD3l/wDQ69l1iSSDR7yaL/WJA7J2wQpoA5RH8EeB5JQstnBcO2ZTkM+fcCvLfGOuaHffFHw3qPhyRfNDH7Q6oVy2Rg/lWp8GdB0jxHBe61rCR32pSSHzEmAbb74PrVX4ixaLD8UfDVppMNtEYiRcLAgUAkjGce1AHoXxWstS1D4e3Uen7mbaGkRerLkGsv4YeJPC114Ss9GIgtrqKIR3MM+F3NjBOT616Bearp+mQ2seoXUMC3GI4/NIAc46c1wnxG8B+GptAu9XEcdhd28bSRyxYUMwGQDjuTQB3tloumWWl/2fa2kSWRLMIlHy/Mcn9TXj/wAOtNsn+MHi2BraMxRKPLQjheR0rsPg5ql9qnw+tp9QkeV9zqjuckgMRXK/D6aO2+N3i6KZgjyAKqnqTlTQB6rq1vbaf4Z1BYIFSJLeRtijA+6a8Q+CHhbT9dv9V1S+iWZbS4KpC4yoLEnP6V7h4mbPhjVQpH/HrIP/AB015X+zuMaV4gHXF2nP4GgD1KfS7DS9H1L7DaRweZDI77BjcdvU/lXmXwBYPpGouMfNLk/nXrWoqZNLu1A5aBwP++TXkPwIuIbf+19LdgtzHJkxk8kZNAFn9oHaPCtnnr9pXn867/Vh/wAUHcf9eX/steWfH/XbGS1stHjmV7lZBK6KclR7+nWvU9Z+XwJcdv8AQv8A2WgDxPwf4yPhj4NRW1opOo3l7LDB22ltoznp3r1L4c+BYfDNgb+8lF1q16BLNOecZ5wPz5+lee+BPCUXiz4FvbIgF5HdSyW7jqHGCBntkgV1/wAKPGk2q20nh/Vv3eq2H7sg/wDLRV4z+HAoAo/HKws18P2lyLaPz2uQpfHJFdt4T0XTYdB0q7jsoVuBbriQLzyOa5P45Lu8J2j9FW5BJ9BXceE5o5vCOlPGwdDbJhhyDxQB5h8SAH+MngtD0LH/ANCFeyt8sB/3f6V4v8VZhp3xT8IajOCtvEWLP2HzCvXL3VLSx0eXULmZYrdIt5djgCgDyX4VDd8UvGZ9JR/6E1U/jFpz6t8TPC1hDI0UlwrIJF6jLDmpPgtfRal468W38OfKuGR0JGOCzVb+IBz8bvBgz0f+ooA9G0Xwfouj2lvHDYQiWJcGXb8xJHJ/WvL9Bkk8F/HPUtNkZY7LVQZVwDgZ3FFH417eCePTFeTfGnSZLeHS/FdqpMunXKGUL1ddwwP0NAF3416xNZ+Dxpdsw+06hIItoHVDnP8ASuv8G6Ivh7wjpumqcmGIbm7sTz/WvMjqNt8SviX4fa0L/ZtMtvtFxuX5Wf5Tt/U17O8iW8JdyEjRSST0AAoAmFIemfSsnRPE2keIopJNLu0uBGcNtIJFa2QaAIp4fPtpYm6OhU/iK8Z+FU/9hePvEPhaX93tkLWyEcEAncR+AFe144rxjxzLF4O+Lml+Krg7LW4gMDED0HJ+vzUAc/8AF+K/8W+LprXTkDR6LaNI7Z+9naSPrXrHh7xJHffDWDWZnWMi0YvuP3SMjH6Vyvwysl8Qx+IdemQCDUJ2jt265QEg5/IVwEXiFdL8EeIfBl8WTUpL0Qwx46ISpoA734H2LXWm6j4mmjxPqE5Uk9cDn+tetd6w/B+jf2D4U07TQgRoYVD+7Y5rdxQBXvbG11C2a3vIEmhYco4yDXh3w/0LSrn4teL7Oaxhe2gk2xRleEGW4Fe8sMgivFPh3Ikfxr8ZRO6h3mO0Z64LZoA7fxz4Rs9R+Ht9pFjaxxbEMtvGg4WTnB/U1mfBjWxqfgmOyY/vdNc27Z6nvn9a9FOGU9xXhOm3lp8NPiN4igu5nh0+8gMlspPG7jn8waALupoPGvxyitIwHstIUNISPuyKT/UCmfHGNrjXvDdtG/lyyFgsi8FfmFbvwe01nsr/AMSzqRNqsxcFhyydQfxyaxPjOT/wmnhMDpl8/wDfS0Ad7pfgbQ7Dw6bT7HHL50OZpXGWkYjqf89q8l+Hnh46r4r1nw1cXs7aHpk3mfZN3yOxJxkf8BFe/of9AXnnyh/KvH/hJz8S/GmTklk5x/tNQBJ8cdC07T/BdvqVlbR291BcRxRvGMYUg/4CvSfBt+2qeEdLvXHzSwAnPscf0riPj4h/4VwAOn22LP5NXWfDs/8AFAaN/wBcO3+8aAOpqpqn/IMuf9w1bqnqpA0q5J/55mgDyn4AqP7L8RHH/MSI/wDHRWH4u0Ya/wDtAwad5zwq9mjOUOMgbiR+I4rd+AB/4k/iE/8AUTP/AKCKhk+b9pu3GeBYN/6C9AHZeIvBGgP4MvLFNOgjRIiUYLyrY+99a5n4G3cuo+ENUsbhi8dpdG3TP93aD/WvR9fwNAvyTgeS2a8w/Z8/5AXiAZ/5iR5/4AKAKvw7kPhv4ueIPDcodY7kmS2B6FVLHP4gVV+NX2rxL4htfDumIZJra2eecf3R8pH6GtP4kKnhz4j6D4mZ/KjmP2Z5B/CB1z/31VvwBInifx94h8RoRJAu22R8cMAMfiPloA6H4b68dT+H9rPO4a5tI2Sf2K54/LFcb8LbRNd+IHiHxY8RaN5Ctq/ZSSdw/Iiuf03Xl8Daf448OyT7dQM3mWwbjfu2jA/AmvUvhRoY0H4e6dCQVlnX7RKD2dgM/wAqAPPbu60/xt8X5YdbvY10fT0KpBK4VWdSARz2JBrqvF+k+CNS8K3dtby6ZFcRRHyJI5FzGRzxz/nNcZ4c0XST8Y9X0rXLVHecvLCsy8HJyMZ7nNepN8NPCfzE6VCAevAoAxvgnrNxq3w+t1upN0ltI0Kt/sgDFcD4Wk02P4r6vF4shTz5ZpPsr3PChd3y9enGK9t0XS9H0HTZI9LWGK0DNI5UjAPc5/Cs3W/CHhnxvbie7hiuCfu3ELAMcdPmFAFiy8I6BBrC63p1vFHOU2kwkbXHqa8w+NmgaVZ6n4burexhjnvNQ23DqOZRlev5mn+DpdT8KfFGfwrHqMt3pzfdEpLbBjPc8Vc+OxCz+ECx4Go5J9spQB6Ro3hbQ9JZLuw0y3t53jCs8a4JBFeWeDv+KN+Mer6IWK2d+d1up6Fjgk/oRXtNqyvZwspypRSD6jFeSfGbSpLO80XxXZnZPZzBJCOyHPP60AbPxn1z+zPBn2KEn7ZqEoghUd+QG/Q1Tv5R8OvgoPJ/dXLwqqkDG2V1z/PNY+sXtr8Qfiho1lZSG4s7FBcyOvRG5Iz/AN8103xs06bUfhrdrAM/Z5FnYf7Kg5/nQBT+GHgjSpPCdvq2p2Mdxf32ZJXmGSOSMD8q6TSfAGlaD4nm1jTA1ss0YRraM4QnnnH40nw11NNV8AaVOu0MsW11BztIJGPyro21KzXUFsWuYxdMu4RFvmI+lAHiGvhf+GlrIEcbYMf98iul+PCqfCunEjkXoI/I1zmujP7TFp7JAf8Ax0V0fx3cf8ItpwwSTegcfQ0Aeg+Fxjwxpv8A1wWtU9KyvDP/ACLOnf8AXBa1W6UAea/GrSPt/gk3qpl7CQT8dfT+tbng/wASQ3vw5s9YllVmjtN83OcMBkj61v6pZRahpF1aTIHSWJlKkZz/AJNfPWj67H4d+HeueFpZAL9LvYkQPzMXIXAFAFXwfqOoab8TLXxPcxN9h1a5lhSQnGEZ+9eq/GfVTa+BzaI6/wDExkWAe4PP9K53xt4ZnsPg5ps9vGVvbARzN/sjGWz+NVNTvLX4g+OPCNnaXP2iwt7dZrpAeFcZHIoA9T8C6KmheDdMsVj2MkK+Z6lu5PvXREcZApQMKAOgpelAHF/EzxFN4b8H3NxbHFzKPKiJ7E/5Ncr4B8K+EY/DltqGsXFjealdp5kz3EykqT1A5q/8cLaS48DGRY2aOCUPKR/CuMZ/WqfhD4deDvEXhHTNQNvIzyQhn2ykEE9qAMA/ZPBnxm0xNBnhfTNUxEbeCQMqMSMk4PvXVfHLP/CEIMnJnGMduK1LH4VeE9L1W3v4LeVbmFxJETMTyOnFZfxw/wCRMhBOM3I/HigBPA3w/sLrw9Zajr//ABNbyWFSpn5WNfQD865OySDwR8fF0rTt0dhdRqPJB4DSYP6V6/4OH/FHaTgY/wBHXivHvFPP7SGngKePs+T+AoA6L4yeIbuK60jw1ZzeQ2oNulkLbRsyQRk9OlbFn4N+H1rpCWD/ANlygIR5rzoXLEcknPWuO+NNrbv498MXGowStpZQxTMuRyWJxn1ruD8JvB9yocWUmGGRtlIFAHJ/CS9k0zxbrXhqO5E9grtJb4bcFXJ6fmKofGdb2T4k+F49MleG9eEiKRDgqdx/pmvTPDnw/wDD3hbUXu9LikSdlKnfIW4NcF8SMj40eDdh52E/TlqAOv0v4Y6FbC2urqJrnVI2Ekl45+eR/c1xd1Zx+OPjXJY6szPY2MJaO0Y/KSMc49DjmvbMfKM14DqFlJ4g+N949nqg0i5hhUK4H3sD0yMg0Aa3xb8D+HdM8LJe2FlFZTxSDBi43+xrvvAGlWWneCLE2lqsBngEkgHUsRyTXKXvw+1vxTqFt/wkniFZ7G3cMYIY9gkx64NenpFHa2XkxKFjjTAAGABigDxz4OD/AIrLxeR2vWH/AI81M8Z3o8WfE6DwvdXwtdKs8Ncr5gTfkZ6n61L8GST4s8YMBkG9Y/8AjzViajoem6n8fL+01pHMN2V8ja+0k7B3/A0Adl4j8DeBZPDF0liNOt7mCJpIpopl37lGfXvip/gn4hl1vwYILmRpLm0kKMzf3c/KPyFWj8G/CPJ+z3Zz2+0Niuh8KeEdH8JWstvpEbpHI2W3PuoA6GqWp3SWOnXV23IgiaQj12jOP0q7WJ4st2uvC2pwxn5vs7sAOpwpoA8m8AeHo/iNf33izxCDdQPMyW1u/KhQTwfpxV74neANN0jQTr+g262Fzp/zt5Pygr/jzV34CX8UngiTTtwW4trh2kjPUbiSP5VvfFu8htvhxqkUhIa5j8qNe5bIP9KALXhPxI2qfDm21yY+ZMtoZJRnqygnFecfDbQIfiDrOq+KPEMBuoWlK20cpyuMnqPbiur8BaZLZ/BcIyMJJ7KSQLjnJQ8fpWf8Ar6J/B9zpwUi4tbhjKhHTcTj+VAGF8XfBkHh7R0vNFZrazmuFE1ohxH064/CvVvCm0+A9OHb7J/Q1xvx0vLeLwjBbPKBNLcDameTwa7LwuCvgKwHcWf9DQB4x8OvCz+JvFniSG4vZE0qG8bz7VGx5p3Ntz7dfzre+K/gjRtB8O2+r6PaR2NzbSjJh4yOetSfA/nXPGJ7i8Gfzeug+Ng/4t9ccZ+YfhxQB0fhi8k8ReAbC5klbzbyz5fvkgjNc9pXwy8H6LCw1Rbe9umO55L2Qbsn8qXwtqjaP8ENMv4+ZIdPyufXnH61yHw/8GL4+0eTxH4k1G7uHuJ3AhjmZQuD04P6dqAK09pY+EvjVokehTxCxv3/AHsUDhlXjpx9K6z436M994Pj1SEkXGnTLKmO+SBXGat4e0nw58avC1npIlCmTMokkLkHBx19q9x17T01XQL2ydQxlhYKD/exx+tAGV4Z1+K68AWmrTPuEdqGmYn+JV+avCvAup3un/Eu21W6Ei2eq3DosrH5SNx/wrR0rxJ/Ynwg1rw9I27UYrqS18vOT85IyPpit3xr4XOl/CLRFt92/TnS4aQdVByT+rUAdT8ZdaGm+B3toyftN86ww46nkZ/Sp9N0caJ8G5bVhhjp7PIPRinNcXr+oW/j3xl4TsLeZJVVBcuqtkIQCef++a9V8ZfJ4I1naMAWcmB/wE0AcX8D1J8GXABxumO3261ei+F2gJql3qWvzLqE08hcC5cbVH496zvgi/leA55OrJIx/ma5vwhp9z8Ute1PU9W1K8TT43KR20MzIP0PvQBX8b6XpXhDxroOpeGZooUml2Tw28gKgAjjA9ea9m1yXf4Ru5T/ABW278xXh/xJ8IaP4T13w6mmGcPcSneJJS+cFfX617bqy58G3AJ4NoP/AEEUAcJ8AAB4IvTz/wAfzg/ktch4f0e71r4peItPtr+a106WdzdxxtgygE8H9a6/9n8j/hB7wZ5+3P8AhwtZXw4H/F3fEpP3jNJg/iaALPxL+HejaV4QfVNFtY7K6scSGWPgyAetd14C1OfXfAGl3dxIxuZrfDyHrnnmq3xUz/wrbXOAR5Bx7ciqHwzuDafCKzuV5MNo0gHqQCcUANs/hZ4btLq6vdbZL+eeUuWunG0ZOeOlcRqlhp/g/wCMfh86BMq218376CGQFR2xx9M0/wACaLf/ABNnvdd17UbtbAyFYraGdlAIJ9PT9ao+KPC+l+Fviv4Wh0x5j5r75POmLkEZHegD6HU5UH1FLTU+4v0pxOBQB5z8aR/xQFx2+cY/Kt34cDb8OtDH/TsP5msL408+AJx/tj+VdB8PBt+H2iD0th/M0AdKQK434m6O+teBdRhhTfcRxmSFfVhXZmopYvMidMA7gRzQBwXwg10av8PbRXz5ljmCQk9SOc/rXkep6zd/8LcbxBGHWxhvltWlH3SA2Dz710XhXU7bwXf+NtEup/JWBHaIE/eZuOKdb+Fbq4/Z9mDEi6MrX/mFcswHzUAejfEbWv7O+HmoXUMvlyzwBbcj+8eRVT4R6CNG8B2bsW8+8Hny7j0J4x+lefa/4gi8c+G/B/h62l2XV3KocZztCAqc/lXvFparaWcNvGAEjQKFA4oAl6A461xXxR8Ty+F/B01xbsVubhhBCy/wsR/9au2x36V5L8fI5G8I2EgXKR3yFx2HDc0ASeDPhdpl5ocOp+IVa/1C8XzJGkOdpNc5qlnc/Cr4g6ZNply/9jalJ5b27ZIXkbvyzxXsvh66hvfD9hcW+BE8IK46V5X8a5Rc6/4X06E75pJyCB1GSuKAOq+Kur3th4BnuNPdkaYAGROqqRnNc94J+H/g/X/BlrKyrc3c0e6WbePMVs/pXpzWFtd6NHY30SSRtEqMj8g8V5N4k+Gl34RtrjW/COq3FsIf3jWjudrepJzz9MUAek6f4Ts7HwpL4faaaW0kV03M2WCsMda868WfD7wX4N8NTX1wtxKyjbCjSDc7Ht0rtvhx4rm8WeCodWvQscqs0UhHAJXq3tmvPpjJ8V/iR5SrKfD+kvtcnIV3HY+/XHtQBvfBXwtcaL4dk1O8LCW9+dEY8qnbP5Vg+RL8Tvibf2N7cTf2LphKGGNsAsCcE/XFe1GFY7RoYQFAjKqB9K8c+Dzi08deMLOY7bh7jgE/ewzZoA3tb+EOnSC3ufDsn9l38BBWROjY9R610PibwDpXi0Wh1R5y9uoAMbgBvrxXUPIkMZd2CKOSSeBXP+NPE9v4U8N3GoyupfZthTPLsemPXrmgDxXx74O0OPxHp/hnw7HK2ozMDOwbIRTjk4/GvWvEGo/8IH8OnktwpmtoBHFu5DPjv+tc98JPDNwyz+L9YYvqeokugI4RDzkfXPSr/wAaIHn8ATiNWOyQM20dsGgDB8F+BdK1rSo/EHim6jv7++HmFJZBhM8fnWVJCfht8VNOi0q436TqjiL7P5gbazEA8DsM8Vu+D/hzoWteDtMvRe6jmWLcfLumAHJ6AHitiL4Q6AmqW2ome+kmtpFdGluGfocjrQBX+M/ia40LwqltZT+XdXsoi4OGCHOSP0pug/CPQovDcC3cTSai6iQ3Jb50Y9wa5X4/2kq3+hagVDW0QMbEn+ItkfoK9usHSWwt5EIZTEpBH0oA8H8O2Go6b+0BHa6neyXssds4jlkbLeXj5cmvWPFXgPR/F9xbT6l52+3UqhRgBgnPNedx3MV5+0oDE6uI7NkcjsQDkGvTPGXiaDwp4ZudTmAdlG2JCcbmPQUAeLeO/CGiDxLpPhfw3Ew1BpN1y6tnanPB9DxXsl74VabwXF4es76W2CRLEJlPzFQMc/WuQ+Evhe6xdeLNYXOoakdybuqp7+hrc+Kfie68KeDJ7uwOLl2ESsRnaDwTQBVtfhT4QsrAW95DFPPtIaeVxuz6iuW+Fcj6J8R/EXhqKdprGDBiy2RnjmtTwp8ODquiQ6n4g1jUri6uVEoWO6dQgPOOtYHw4sbfS/jR4isbWV5IIkCo7tuJGR1PegDY+PIlGm6O8DFZxcfu2BwQ2VxWto3wzstR0iK68Szvquoywg75DxGCOAv0rM+OWDaaHnOBdf1WvUNMGdKsz38hP/QRQB5H8K5rjQvHviDwk08klna4MQY5wcil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RPD9vrP7y4trhlWMwpuJJGe30rZvNI0+/sJLC6tInt5FKmPaAMe3pTbLRNPsNNi0+G2ja1h+5G43bfzoA4qT4zeH4LczT2mpRoByzWrY/Oup0LxRZ+IfD39tWazfZsMcOm1jj0FeafEa7HijxFZeCdGghXLhr2VVACKP4SR0PH616hFp1toPhb7DbriC1tyo46gCgDnLL4q+HrrSbq9eby5YJGj+zn/WOQSOF6npVbTPi5pFxq0Wm6ja3OmzzH9158ZUEdic9K474HaHp2o33iDVbiBZZ4bwpHvGQAST06VtfHPT7c+H7C+WFEnguAVdRhvpQB62GBGQcj1riNY+KGi6dqTabarcahfL96O1jL7fqRTdQ1may+EY1EM3nPp42kdQxXg1598LfFnhbQPDLXOoNv1WeRmnYpubqcYP0oA9H8P/ABL0XXNSGmMs9nfnpFcRlN3sM9TXSa3La2+i3s99EJbWKF3kTbnKgZIxXhHxO8S6DrN7ot9oTt9vhuQXMabfl9yK9h124e8+HOpXL8PLpsjEehKGgCt8O9W0HWdDe60CwSzgMhDosYTJyefeuwryr4B/8iF0/wCWzfzNeq0AFIaWmyAshAOCRQBxOv8AxO0bRdXbSUS4u79OGigjL4Pocd6n8N/EPSvEmqSaXFFc22oIm4wXERQ++M15R4ZvP+FffErVj4rhJF0MJduu5Bzndk/lXtultoWrSrrGl/Zp5GG0TxDkg0Ac74j1jwza+N9J0/UdNFxqlzxby+TuwcjvXaXF3b2VrJcXMyRQRLlmY4Cj3rx7x8P+L3eDhz948/iKufHbVmstB0yxWVkiu7nZNj+6Bn+lAGrcfGDR/tEi6fZ3l9DEf3k0UJKj6Eda6bwv420bxdbvLps7F4+HiddrqfpXH6H448DaJottp0LxhUiUOfK6nHOeK4zw9r1jB8dPM0RD/Zt+FhwqkLkgZP5g0Ae8arrFjothJe386wwRjJZj/KuDPxl0Qxm6istReyBObgW5xxXOfGS6uNV8WeH/AAtEQsUzCd8kgNyQQfwFetW2iadaaclhFZwC3VdmzYMYoAqWviDR9d8MPqsLfadPeMlhtzkdwRWT8PdV8O6xp17ceHbEWsSXBjmAi2ZbA/8ArVdm0Sx8N+EdRt9Mh2RbXk2ZyMkkn+dcP+z/AJ/4RnWie+ot/wCgrQB68OBS0UUAFeD+Alz8ePE5H8M8vf3aveK+eNC1+08OfFHxtfzwu8qSyGLaOMgt1+tAHrvibxzpHhae2tbxpJru5OI4YE3ufwFa1/rthpWk/wBp3832e3Chjv4P0x615p8N/Dv/AAlF23jnWpRPdSyN9nizlYQDgfyFeka5pematpzw6tEr2qHcQ7YHHOaAOQb4xaCyGa2ttRmt1+9MtsSv510/hfxdpPi+xa80mZnRG2urjayn3H4Vg/8ACc+AbKL7HFeWBiQbSiR5A/SuI+EFzbyePdd/s8kWUjO6gdOvp+NAHpuv+ONJ8OaxY6XfPIs139xgmVHXqe3SszWfin4f0q8e3DTXfljMjW0fmKn1Irz/AOPIWbxB4et2JAeRQSODgkjrXr+l+GtK0jTEsYLSEoq7SzoGZ/XJNADPDHi3SPFun/bNKn3oDtZGGGU+47VH4l8a6J4UEa6nclZZBlIkG52HrivLPhsq6Z8X9b0q2+W2dJJdi9Acj/GvTPEVl4VtdQh17XvIjmhTy0lnJIAznGOnf0oAxD8YfDsEkYu4b+2SVsJJLbFQffJrvba5hvLaO4t5A8UihlYdwa8k+Ifi3wbrPg+7tLW6tZ5wAYhGmDn2OK6L4M3Ut58NNPlmk3tvkTPsGIA/KgDjvDS5/aG8S8Dhhj/vla7TxrqPhKz1/SYddtDNezTKtuwi3YbIxk/XFcb4XGf2hvE/sw/9BWnfGMD/AITfwge/26P/ANDWgD0zxP4r0zwdpiXmo+csDOEXy03HJ9vwrnD8aPCKxl2e9UD1tj/jXeXNnb3iBLiCKZQcgSKGA/A1438R5IvEXiXT/BWiWlsHMoa7kSMDYuDwSBx2oA9X0vxDp2r6HHrNvKVsnTzPMkG3C4zk1y0/xb8NpcPFbG8u9hwWtrcyL+BFdPaaDZWPh2PRAgNkkHkFTxlcYrm49c8A+E4xpq3NhbmPqhXcw+pwaANbwv460Pxd5y6ZOxlh+/HKu1h74rcvL22sLZ7m7mSGGMZZ3OAK8N8P3+mT/HJptDkQ2lwv7zy+FPHp+Fa/xuvZpzoXh+3mZEv7tY5tp7blx/M0AdDJ8ZfCyvKUN7LFEcNLHbkr+ddbouvaZ4j0z7bp1ws1ueG9QfQiodJ8NaZpOjQaeljAyRxhWJjB3HHJpmgeGNO8Ntff2dGY0u5fNZMnCnAHH5UAYPhi58IT+NtWg0myMer27bbhzFtA5IOD+dL4qufCMHjDRrfWbMy6pcti1YRbgeR94/lXJfDYf8Xi8anv5v8A7M1P+JpH/C3PA4/22z/30tAHsSLgDaMDsPapKan3R9KdQAZrP1jW9P0LTpL/AFC4WK3QcsT1+lXzXknx1sL240HTLq3ikltbW6Elyif3MHk/jgUAbA+NPhM7GZ71YnYKsjWxC8+9dudUsk00ak9wiWZjEnmscKFxnOa47wxq/g7xdoUdpbw2aloQr2rIA0fHT611F7oWnXugPo1xH/oLRCLZuI+UDHWgDlrn4weFYJnRJbqcIcGSCAuv5iuh8NeMNG8WW7y6Vc+YU++jDDL9R2rBTXvh54fiXShd6bCIvkMZTcR9TivOvA97ZR/Hu7h0O5R9NvI5HYR/dOAxAH0oA9k8S+LdL8KW8M+pvIqSuEUom7k1na18R/Duh+Ws9y0srqG8q3Xe6j3A6Vx37QEm3wbCBjd9oUj1711/g3wfpOieH7ZPISe4njV5J5xvZiR75xxQBoeGPGOjeLrRp9LuRIV+/Gw2uv1HpWN8R5/ClvpMT+KoneDeAhjTJB/wrhtOsY9A/aKktLMmO2u7Z5njXhckNxj8KvftB7f+ERtsdfOXj060Ad3rXiTRvC3hqK5nZoLR49kIROeVyOK8e+GfxB0jRNU1q41a+uCtwQY+CeMn34r3FbS3u/DMMdzBFMBaqcSIDj5PevJfgzp1jdav4gWezt5FRwFDoGwMn1oA9as/E2k3mhDWluljsCCfNmO0AD1zXNXPxi8JW8xj+03EwH8cMO9fzBrpdY8PaXq+hy6Xd26LZMOUQ7B+mK53+2/h7otuNMN3pkQjGwoYwSPxxQB0Ph3xXpHimz+06VdCVR95Dwy/UdqPEHinTPDSQNqMjoJ3CJtXPNeM/DK9to/jNrlvpEinS5y5QITt2jcRitv9oKUReHLJlJEolBQjtQB2XiD4m+G/Dd9b2V5cyGaZQwWJN20Hpn0NaOs+NdG0KHTZb2WQJqMgit9iZyTjr6DkVj+EPAOkaf4Zt47uBb24nRZJp5vmZieRgnp26Vxfx9tkWw8M28P7tTduiY7ZCj9KAO/8QfEnw54cultbu7aSdhkpbr5hUe+OlbOgeJNL8TaeL3S7gTRZww/iU+hHY1keF/CGlaV4ft4PssdxJJErSTTLvdiRk8nmvOfAEQ0D40+I9FtSRZ4ACZOATtbpQB7Ve39rp1q9zdzJDCg5dzgCuKf4w+D47w25vZWIbbvWPKZ+ua4/4v6rHdeKtI8P3l6bfTtyzXPOAVz0P5V1K6z8M4tM/sz7Xpf2fZswU+Yj64zQB3WnapZataLdWNzHPC3R42BFcV4xXwafFOl/27HI2ol1+zFRkZzxn8a4/wCCGqeXr2vaDBKJ7KMm4hlBOCMgYHtzUnxUCn4j+GwevnR/+hCgD2lQFwB0Ap9IBS0AITisHWfGWj6Dq1jpuoSyRz3pIhOz5eCBye3Wt3ueK8o+O2nOfDFtrVuCbixmXGB0B5J/SgD1bzU8vzM/LjOfasXRfGGjeIL27tNPuC81ocSqRjFZb+KrVfhmfECtuhFmCMdc/d/nXjvwybU/DHjmyutSXy7fWoNzE9zzt/WgD6B1zXtP8O6VJqWpS+VbR9Tjkn0HqadpGs2et6RBqlm5NrMpZGYY4Bx/SvMfjhdte2Ol+GImzNqFwGUDrwcf+zVP8Tb8+E/htZWFm32cXGy2ynBX5cnH5GgDo9S+KvhLS7w2suoea46mBd4H1INb+i+I9J8QWxn0y8iuFGNwVgSv1HavO/Bl38PdE8N2lu9/p01zLGDO8q7mdu/UVy2iaxpmi/HQQaFcLNpd8gjKxH5BI2P5HNAH0DuHPtS03+dOoAKwl8XaO/iNtBFwRqC9YyOPzrbflcDPPcdq8R+JqyeGPiT4f8TxRn7O77ZmH8TcjB/CgD2m7vIbG0lup22xRKXZvYVQ0HxHpniXT/tumT+bDuKn1BHtXK/FfWfsPgZ44SDcXzpDCoP3txAP6GuR+CiXXhzWNU8NaipjuXVLhEJ6DBJ/mKAPVNe8VaR4aSB9TufKE7hEAGSTV2+1ax02wa+vLmOC2UZMjsAK8h8aRr4q+MuiaPjfa2IzcIOmeSCfzFTfHaO4FjocmyR9NiugblY+hX5cg0AdZB8WvB91c/Z11LYScb3G1fzzWz4pXR7zwndnWGzpbxbpXVsfLxyD+VYmmad4I8XeGY7aztrOS2ZACiDDocdCeuRT/iXClt8KdagQYijtQgHoAy4oAveAbPw/ZeGYl8NljYSEuC7bmJOOtdQOtef/AAZXHw4sDgc8k/gK9AHJ6fSgB1MZgoJbgDkmn1m6/I0Xh7U5E4dbWUg+h2mgDxbWtY1j4m+OZPDel3D22lWzslw6nG4KcH6967zTfhF4TsbbyTYtM5X5pJW3E/n0riv2eY1kt9cvJMPM8iZY9RndmvQfGPiTX9DurSLR/D0mqJKMu6nAU+nXrQBk2fwqt9C8R2mpaBfz2tsrHz4GcsG4+teiSSxwRNLK4WNRlmY8AV5ho/xR1a78aWvh3UtBFjLMpc72OQMH/CovjRrF2sOleG7OR45NUk2l06gAgY/WgDqrv4neErO58h9WidumY2DD881vaZrem61D52nXsNyg6+W4OPrisPw94D0DR9GhtU0+FyyDzHkQMWJHPJ6V5p9l/wCFd/GWC0053TStRQM8RPygnIAH0ODQB0Hx+YH4f7cc/aIz/OvRNFZYvDtgWZQq20ZYk9PlFeefHxV/4V5uP/PzGM/nXbrpseseCoNPlkeJJ7ONTIhww+UUAVL74keFdOl8qbV4GccHy3DY+vNaui+JtI8QxO+mXsU+z74VgSv1Fc3YeHvBXhe1FjILMvj52nwzMfXnNcD4abT9L+PUtnocwbTp7ZnZUPylzjP5ZoA9m1jXtO0G1W51G4EMTMEBbuap614z0HQLaOfUNQiRZACihgWYHuBXF/HQE+CosAZNyACe3Bq18PvA2m2/hm0vNQU393cRBnkuPmCj+6AaAOy0XxHpXiO1afS7yOdV4YKRlfqO1cH8c8f8IZByAftS9RnPBrmdMii8IfH5tLsGZLO6h8xos8bn56e1dN8dE3eDbbngXan9DQB2nhF1j8GaYzkKq24JJ6AVY0nxNpOuT3EOnXkc727bZNhBwf8AIryfWvE13qWk6H4L8PTYvruEfaHHVE74/AGvSvCHhKw8I6Mljaplz80sp+87Hqc0AWtX8WaFoRK6jqVvDIBny2cbvyqrpnjzw1q9ytvZ6pA8rfdQuAW+nNZbeBfDtrr11rupyC4nmYMv2hvljAGMAV5v8X4vD9pb6ZrGgS2yXsM+SIDt3AYxwKAPfwwNLWV4bvJNQ8Oabezf62e2SRvqVBrVoAKy/Eoz4Z1If9O7/wAq1Ky/EnHhrUv+vd/5UAeL/CvwD4f8S6NqF1qdo0kq3JCsHx61u+JvhUmiaZJqXg+9urC7t/3rJ5xxIByRVr4F/wDIs6h/19H+teoyIssbow3Kw2kH0oA4H4VeOpPGGiSpert1C0bbMAMAg9CPyNdxe6lZabbG4vrmK3hHBeVgo/WvDfhSfsvxV8SWkR22/nzDaOg2scVa1eKT4h/F+XQridzpWmoHeJWwJBxnOPc0AelRfEXwnLcGEa3aBgcZaQAH8c10kc0VxEskTrIjjIZTkEHvXJat8O/D2oaDJp6adDGQhETqMMD2OevWuT+C2rXkTax4YvpvNbTJykbscs3JB/AYoAzPEaFv2gtBxgYkB/SvYNT1mw0W2E+oXCQRlgoZzjJNeQ+Ijj9oPQ/94fyrf+Om0eAJW25cSIVPodwoA7bVPFeiaNbRXF9qEMUcwzHlxlx6j1qzpWuabrduZ9Nu4rmNeGMbA7T6HFcJ4F8BadL4asNQ1bdqF1cW6MpmJIjUjhQOnFcv4etf+EQ+N1zpVixSwu0GyHccAnBJ/PNAHtV5qFpp9uZ7y4jghHV5GCgfjWCPiH4TMxj/ALcs8jv5q4/PNM8W+ELLxX9jGoXMsdtbOXaJWwsnHQmsXxB4T8GN4du7UW1ojJAzIQ2CCB1zQB38FzDdQpNBIskbjKspyCKlryj4HXs1z4YvreSZpI7W58uIsckDmvVx0oAKM0UzOBk/jQBDe6haabbtcXtxHbwr1eRgoH41kWvjfw1e3Agg1qzeQnAUTLyfzrye7uE8ffFe/wBN1W9EOjaX92IOVEv1/Gtzxz4Q8Hv4Tu7mweC1u7eIyQSxSEHIGcUAep3eoWlhbG5u7iOGAdZJGAH514z4b8cRSfF3X/tmuoNJz/o3mTfuyP8AZycV0vw4u4/Gvw4htdZH2soDHKW43AE46e1cH4T8I6Fc/GPxFpMtksllaH9zGWPyZoA9407VbDVbb7VYXcNxBkrviYMMj3FZt9438N6dP5FzrFokucFPNGR9eaktfC2nab4fudH0uM2dvMr8oSSpbqRmud0/4f8AhHQ7UxXflXMz53zXD5Zs/jQB12ma7pesoX06+guVHUxOGx9cU7U9Z07R4BNqN3FbRs20NIwXJ/GvE9Bt7fwx8c4tM0S63adfxszxK2VTAY7f0rpfjvtTwAZMgSC4jwfxoA9A1LxLo+kQRzX2oQQJIAyF3A3A+lP0rX9L1yFpdNvYblV+8Y2DY+uK4HwP4AtrnQbPUPEYa/vZYwVEjnbGv8IA6dMVy2rWKfDr4t6ZNpbNFpt8MSQbjt3HI/woA94DA9DS0xR82afQAleXfHoH/hW8pz/y8R/zr1HvXl/x7/5JrN/18R/zoA7TwyuPCOnAD/l0T/0EV5j8HkC+OfFBHToB6fMK9S8N/wDIpadj/n0j/wDQBXmHwg/5HnxT9R/6EKAPZwKWgUUAIWA61m2HiDStTup7WzvYZp4GKyRo4JU+4rQbklTj6V4lpbJ4W+Pt5ZyMsdvqMRlB7FjnA+vNAHsmo6rY6RaG6v7mO3hBwXkbAqW1vLe9tY7m2lSWGQZR0OQw9q8q+N15Nd6dp3hqwjMt/fTBljHdQCD/ADFaPwX1iS98Erp1ynlzaY5typ64HOT+dAHb3XiLSLLU49OudQt4ryTGyF3AZs9MCpbjWtOtdQgsZ7uKO6n/ANXEzAM30FeR6NDH4q+O+oak6eZDpcZgx1AYZAP5iqnxkivpPiH4Xi0p/KvpUZYn7BtwoA9bl8X6DDrA0l9SgF7naYt4yD6Gruoazpukx79QvYLZfWVwufzrkdJ+F2gWZtr25ha41SPDvdPI2529SM4qXWPAOj6x4lbWdXmkmj8tVW2eQrGpGeetAGza+NfDd7OkFvrVk8rnaiCZcsfQc1tvNHHE0jsFRRuLHoB614l8V/DPhmz8NrqmkeVb31vKu14X56HjrXpvhWV9Y8EadJe/O1xbYkz3ByP5UASx+NfDMqbk12wI6f69f8at2HiHR9VuGgsNStrmZRlkikDED1wK898TeCvAfg/w5dahNpqIVUiNTM/zsRwOvc1X+C3g9tMs5/EF1A8NzesfJjY/cjz0/lQB67nNBOKB0pD0oACwAz2rEfxj4cjneB9asVlQ4ZTMuQfTrWyVzwfTpXB6t8OvBdqLvWL/AE8A4MkjmVh/WgDqbbxRoV5dLa22q2k07ciNJQSfwrVzXhXwn8OQ6r4vvfFNtZvb6XGzx2isSdwOf16V7p/OgB1FA6UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVa8BNq+PTNWagu/8Aj3f/AHTQBKnEa/SnU1PuL9KdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAI3TFczqnjXR9G8RQaJqM3kzTRh0dh8hznjPTtXTEZHvWNrnhbR/EMQXUrGKcgYVio3L9DQB5b8a28NTaFHJbNbSay8qiJrZgz479Pwr07wxFcN4SsIr4lpWgAk3dcY/wrM0v4ZeF9InE9vpqSTA5V58Pt/OuuVQqgYAAGAB2oA+cLzWZfhn4i8TaDDbySQaimLOMHATcSM16/8MfDn/CN+CrO3c7riZfPkY9ctzg/TNeb+K7OLxl8c7HT4GHl2SKZXC5OUJbB/Kvd1QKqqowoGAB2FAHLjxvoo8TXmgXU6QXNvj/XcKwIB6njvXmHxbXQpdd0R9EaJtYe5BdrU7sjIxkj3zXq2veBfD/iRjJqVhG8x6yoArn8ai0P4e+G/D8wlstOj8xfuvKA7D3BoAj8XQ3L/DLU45Az3H9ntuA5JbbzXL/B3xHpUHw/tLOe9hhuLdmR0kYKclie/wBa9TdFkQo6hlIwQehriZPhL4Tk1P8AtD7Ayzb9+1ZMLn6YoA5n43aXM1to2u28RlXT7oSSgDPy5GK7fQvFnh/XNLt7yO9skZ0G9JGVWVscjBroJbSKe3NvNGksJXaUcZBrjb34ReEL66a4fTjE7fwwvsA+gAoA29N8TaHqetTaXp9zFNdQpvfy14AyB97p3rxz4uhP+FreHwx5/cd/9vivZtB8JaN4aiK6XZxwsRgvgbmHue9Q6v4L0XXNXttUv7Xzbq3x5b59DkZ/GgDfbhSc/jXjPwK/4+vEvTP25/x5r2VkLqVPQ9axfD/hHSvDAujpcBjNzIZJSzZJJ96AOE+ObY0PSsfeN2Ov1Fd9ZQNc+Era3Bx5loq8eu2l1/wvpniaCCHU4jIkEnmIAcYP+RWpBAtvCkMYxGihVHoBQB4h8FtatNE1HXtE1CRbW4lummXzjsGBx3pfjX4psr/T7fSbNjcFJt080YJROmPm6da9G1/4b+G/Et6t5qFmftAGDJC2wt9cdasN4C8Pt4fbRBYqtmxBbbwzEEHJP4UAX/CwA8J6SB0+yRY/75Fa9QWdrFY2UNpAu2KFBGg9ABgVPQAV5v8AG2O5k+HNwLY4IuI2fBx8gzmvSK8g+OF5cwwaRaS+auizz/6c8anIAIwM/ieKAOf026+F91pllNc6dLbyLGBJGIJCrHuSQMc16r4P1nwtd6eLPw3JCsMXAhQbSPwPNQabc+Cxo9ukE2ltb+WoUEp6d/evPdITT7347wTeGY0Gn2sDC6a34jLEMAeODzigCf4pAD4oeDi2cNdL3/2lr2kcLxWJq/hDStc1Sy1G+hZrmyffCytjByD/AErcC4GO1AHgvihrP/helmfEeTp4XEXmj5O+39a6n4r6/ocHgu40+2lt57idcIkOGwMdSR0/Gu18R+D9G8U24h1S0WXH3XHDr9DWdpvw18M6Xp89nDp6yJOpV3lwz4PXDGgCr8IlUfDPSVVtyhX5P++a5H4mN/whvj/RvGYj3wlXgkjTudp5P516romiWfh7SYtN0+MpbQ52KzZxk5P86r+IvC+m+KbFLPVImeFG3KFbBzQBwfwgtI9Tste19o/3Wr3bko3oGPH615nc6pd6JBr3gVIpHm1C+G0E8LGecD9K+kNH0Sy0HTItP06ERW8f3V9/U+prJufAOg3PidfEUlszairBt275SQMdKANXQ9Mh0fQrPToF2xQRBVHpXhfw+Jb9oHVzt533Qz6c19Chcciuc03wPouk+IrnXLS3Zb24LF2LZHzdaAOL+PsTt4Ks3RGZY75HcgdBtPNdp4R13TNR8O6b9mvbd5JIRtiEg3/989a2dR0211Wwls72BJoJRhkYZBrltB+F3hvw5rCapYW8ouY87GeTIXIx/WgDzS3MSfH+4bxKy+WEb7OZvuAfwVqfHLXdLl8Mw6bZSQzTtMGbycMEXB5yOB2r0bxJ4E0PxWVbVLXfKvSRDtb86rQfDXwzb6HPpK2CmCcYeRuZD/wLrQBl+HtL/tL4KWWn5EhfTyFI7kZI/WuZ+CfiC00zRpfDWozJaXtrM7lJjtzk84J+letaTpVtoul2+m2SFba3TZGpOTj61z3iD4aeGvEl4Lu9s2S47yQN5ZP1I60AWbnxvo9v4hsdEjnW4u7s/KITvCD1JHSsT4uaE+r+ETcwR+ZcWMgnjHfqM/pWz4d8A6B4XkabT7MCc/8ALaU73H41oeJtRttM8N6hd3RCxLAwJPckEAfnQB4lp2sr8T/FnhiwSBki0uISzluQzAKSD+Ve/wAihLV1AAUIQAPpXkHwG0lBpd/rvlKpvJdqDrtAJz/OvVtS1GysLeVbq6ihZoyQHYDIxQB4v8Ec/wDCf+KgTk7Bk+vz1e8W4Px10cf7CcflVf4C2c0mpa/q7LmGZ/KD+pBB/rXqF/4M0nUvEtvr1wkhvIAAhD4HHtQBt3PNrL/uH+VeHfs/qDqOvc8Ht/wKvdJIzJEyHoRg4OOK57wx4H0bwk9y+lRSI1ycuXfdQB5j4cv/APhB/jJrWn6oyw2+qt50czcKMklRn8a9Q8SeKtL0XQbq8lvLdtkZ2osgJY+wFO8R+C9F8VRBNUtFkYdJF4cfjWDbfB7wtDcRzSRXM+wghJ5y68exoA5z4FeHpLPT9Q1yeNkkvZCqBu8fBB/PNesjT7Mkv9miy3JO3rTre1itYEht4kiiQbVRRgAfSp6AIIrWC2j2QRJGCc4UY5rxLw5cRaZ8ffEQu5EhW4b92zsFGMepr3MjNcb4l+GmgeKb9b69hkjuVGPMhfYSPfFAHVxXMN3GXt5o5kzjdG4Iz9RXjPwRONe8Ud/9Nkx/30a9T8N+F7DwtpI07ThKId5cmR9zEnrzVTw34H0nwtd3tzpyzCS7kMku+QsCSc8DtQB5hLcJ4K+Otzd6kzRWmrHcsp+6OMDP4ivXdS8R6Tpumvf3F/AIUXdlZASw9vWo/EXhLSPFNp9n1W1WUD7rjhl+h7Vy8fwa8ML5Qk+2zRxnKxyXBZR+FAHN/BqxuL/WNb8RyxlIZ5nSEkY3KTkEflVTWZl8IfHKDUb4GKxv8sZiOASCAP5V7TY2Fvp9nHa2sKQwxjCxoMAVneI/Cul+KrEWmrWwljBypHDIfY0ASXviLSNPsJL65v7cQIuSyyA5HtjrXP8Aivx5Z6T4Dk122ckTDZbZU/Mx6fyqlH8GPC6FFc30sKHKwvckpn6Vv674G0bxDpFvpd7C4tLdg0aRPswQMdvrQBxfwm0zTtO0h9f1HUbVtU1I+Y7PMu5F/u9favRb+6guNEvJLeaOaMRP80bhgeOnFcd/wpXwgECLBeBenFya6bQvCOmeHdDk0ixWUWshYtvkLN83XmgDzn4Ac2Xibgc3+cfnWl8c/wDkUbUk4xcD+ldj4V8G6X4QhvI9MWQC6l82TzH3Zbn/ABqTxP4U0/xZYJZalvMSvvARtpoA52802TWfg/HbQ/6w6erqo6kheAKwfg3qujXHhIaVdC2hvrKVkkWXCkksTxmvU7Cwh03Trext1PkwII03HJwOOtcfrHwn8M6vqR1A28ttcE5b7NJ5YJ9eO9AGtqM3hay8p71rEEuAgyCcnpwKs+LgB4K1oDp9hl/9ANc7afCLw1b30N5KLu5miYMhnnLgEdODWt481O0svBeriedVZ7WSNQTyWKkCgDlfgLx8P1/66t/6Ea9SrzP4GW0kHw7t2kUr5kjlc/7xr0ygAqK5njtrd5pTiNBljjOBUtMljWaNo3AKsMEHuKAOcabwv4y0ovK1peW7AgiQgEfgeRXlfgaOPRfjXd6RoN076OYXaRAcoGAOB+Hau2n+Dvh/zpZbOa+tDMcyLFcEKfwFdD4Z8FaN4ThZdMt8SP8AflkO52/HrQB514+/5Lf4Mxg/Mc/mKtfHTTpbjRdI1KOPelldiSb02Y/xrt9T8D6Zq3iqw8QXBl+12XMYD4XP0rdvLC21C1e1u4EmgdcMjjIP4UAc94evfDuvaHaXcQsvnjVjHlQUOPTrVy3l8PJrKWtsbQ3+wsBGQSFyM9OnauZl+Dfh4Xck9lLeWZkPzLDOVH5Ctnw58PdE8M3bXlnHM926lWmnkLsR9TQB5x8ZILzSfG3h/wASQr+6j2wsxGQvzEnP4GvYbbXNMutPW+ivoDbsu4P5g6e9GraLZa3ZPaahAs8DjBVhnH09DXDp8F/D8SeRFcaglnkkwC5bBJoA6KbX7DX/AAlqN7p03mworpuwRypIP8q4j9n/AD/wjOs/9hFun+6tejWPhrTtO0E6NaQCKzKlSqnnnqc+tVfCXg3TvBtlcWmmeZ5c8xmfzG3c4x/SgDox0opB05paACvCvBCW918YfGen3ESyx3MsisCO2WzXutcppXgLStI8V3/iK3877ZeMWcFyVyc54/GgDzjw/fXXwt8dv4ev2J0TUHL28ufljJOfwAzitz443l3F4QtRauwt55wszIeNmO9dp4r8G6X4wsFtNSjOEbcjocMD9fSrM/hrT7vQF0a7Rri1CbD5p3MR9TQBzHg3RvCem+DbG5jjstpgV5ZpGGWOOSfeuM+FNxaXfxI16SzAFud4XAwDzXW2Hwd0SxnVRc3ktirbltJJiUz7joa3tJ8DaTofiK41fT4vIeaMRmJOEUYHb8KAPL/jn/yNPhvoAJEPPf5zXuuO9cr4p8AaV4t1KxvtQ80S2bApsfA4Oen1rq8GgDw/wTsPx51jP3vs7gAdxlaZ418nWvjPpOlazLs01QdsbnCP1/rXpOleAdN0nxddeI4GlN3cIUYFuADjPH4U7xd4C0fxjHE19GyXMH+pnjOGX/61AHOfEe28NaJ4Fu40gs49y7YkXk57HHWp/gmNnwvsD28yU/8Aj5q1p/ws0eC1mTUZJtSmljMfmXTF9gIxlQc4NdD4X8M2nhPQo9JsS5gjZmXe2T8xz/WgDy3wqB/w0J4pJJ+8Mf8AfK0vxiYHxt4RUYyL6Mn/AL7WvQdP8Cadp3jC+8SRvKbu85dS3A6D+lHiTwHpviXWNP1K7aQTWMqyR7WwMggj+VAD/HXiqHwf4XudSkYGYDbAh/jc9B+lcp8KdFgsNPuPEWp3cMmp6mfMd3kXci/3T+Vdd4s8E6Z4yt4YNU84xRNuCxuVz9a59fg54fSARR3OpooGMC7bFAGx461GSLwJqV1psqSN5ZTfE24AEc8j2rjfhD4e8NzeDY9UnS3ubyR3Ms0x+ZeT1z0rvtA8JWHh/wAPHRYA81qxYuJm353DB69vauXHwb0eG6lNlfX9raTNumtop2VW/LpQByGmT6dL8e9uliIQISrNH0J29q0PjhA9jfeHdeRHaO0u1aXaOAAVx+dd1b/DvRLHxBaaxZQC3mto9gWMbQ/Xk46nmt/VdJtNa0+Wwv4FmtpRhlP8/qKAG6bqtpqelwX0M8ZjkjVzhgQuRnBqHTNf07W2ul065WY2snlS7egbGcZ79a4qL4PWdorQ2es6lb2jE/uI52AI/Out8P8AhrS/COkSWumxGOIkySMxyznHUmgDzb4a/wDJYPGx4J87/wBman/EtQ3xf8D9OZG/9CWo/hWRdfE/xpeRZaF5FKv2PzNXe694Hs9f8UaTrc8rpNppJjUdDyD/AEoA6gZAGO9PByM0gUgADtTqAGt0rNutV0xL8aXd3ESzypuWKQgbl6d+tabDIIrlPFvgHS/Fs9vdXLTRXlsMRTxOVZRz6fWgDz/4seC9D0XRW8QaS66dqMcqMnlNgOdwzx3NXvFPiLWP+FHpqCb/ALXPGsc0g4IQqct+lasXwhsrmaJtb1a/1SOIhkimlYqD9CTmu4vNFsr7R20qaBDZtH5XlgcBcY4oA86+GnhDwzJ4JsdVura2urqZDJNNKckHJH4cVynhaTTpP2iZBpMcSWaxTIPL+6zBWyR+ldrbfB60s7ho7bWL+LTWbLWaTMFI9Ota+n/DXSNK8Zw+IdPQW7QwGFYEXC8ggn680Acj+0GP+KPgA/57rn9a9V0sH+yLP18hP/QRWH428D2fjbT47S7mkiCOGyp4P1FdJb24traKFTkRoEH4UAeO3pz+0vanGcafj9Hp37QoA8LWwzz5o4/Ou5k8CWsnj9PFhuH+0LCYhH2xg/40vjjwNaeNtOitLmZ4vLcNuXn8KANm2BPh2EZ62i/+gV5N8FZkj8R+JoHISUOpKng/eNezW9uILSK3+8I0CAnuAMV55rHwktrvXbnV9J1S60u5uTmUwueT36EUAHxr1W5074czyWMxQzTrC7of4SGyP0pvgjwN4Ug8JWd9c2trdTNHvluZGzz9a6dPBtjN4SPh7UGkvLdgd7ytlix6sCeh5NcpZ/B6KzkEMeu366YDzZCVgpHp1/pQBxHw/a1/4X1q66d5f2TfL5W37u3B6Vt/tCnHh+zBxzJ+Ndppfw00rRfGS+INO/0cCEx/Z0GF6EZ/WrPjnwJa+OLGG2up2i8pshlHX2oA6DSz/wASqyx/zwQf+OivKPjzzJ4SABydQI/VK9ftYBbWsMAORGgTP0GK5jxt4Hi8Zf2YZbpoDYz+cNozu5HH6UAdHYjbYW4/6Zr/ACrxjw+M/tFeIPYr/wCgrXtkMPkwJEOQihR+Fclp/wAP7Ww8dX3igXLvPd4zGRwOAP6UAed/FexgtviXomqalEJdPuAkBV/u8Hkn869Lh8EeELiNbiHR7GVGGQ6jOR271oeJPC2meKtPNlqkPmR5ypBwyn2PauKT4T31kPK0/wAWajbWq/ciV2O0en3qAOu0PRfDWmXdw2iWtnDP9yUwHJHQ4PNebfE/P/Cy/DY/6aR/+hV6H4S8F6f4RiuDayTTT3DbpppnLFj+P0rzr4kuJ/ix4fgjILoY3Ze4G7/61AHtnelpBS0AGBWP4p0ka34X1HTNuTcwNGv1IrYpCMjFAHzLb+I1l8AQeD0aR7/7b9nSFeu0Ekk/lXdfFTRG0nQPDuqwHEej3MfnsB8zJuUY/nW1a/CLTbXx2viaO4YMk3mrBt+UHGK7DxDoUXiHRbjTLhtscy4z1we3FAHlOn3Vv4/+M9tqULmfStPtVlhOPuSEKf5g1qfHewku/CNlMqkx2t4JpR/s4I/rXS+APh7beBLa7SK5NzJcsGZyuMAZwP1rp9S0231awnsbyJZLeZdro3ORQBxXhrwf4J17w5ZX66NYyebErMR6+/Na9p4N8Habq8ElrplhDqEfzx7T84x3xmuWHwfuNOkdNB8TXunWbHIgyWA/UVteGfhxHousjWL7VLrUdQWMxiWVzjacdiT6CgDuAOMGnDpSYpaAEJwK4D4v6IdW8DTyom+WyYXCAdSRx/Wu/PTiobm2W7tZreQDZIpU/iKAPBE1u38f3ngvSLdt8loBcXAIPysBnB/75rd8bSx+Dvi9o/ieRj9nvojbTkdI1G0Zrf8AA3wos/BWsXOopdm6eRQkYZMbBz3z71r+PfAsPjjSo7OS5+zPG4ZZAu7juMUAch8LY18ReLfEXjB0K+dKIIwehUAcj8q9MvTpl876Xem3leRMm3kYZYfSqHg/wtF4R8OwaVFJ5pTO+XG0uck5x+lZni74eweJr+HU4L+fT9RiXas8ROcenBHqaAPOvib4Ss/Adkvibw3cvYXUcqp5CNhee4H4V2fjC9n1H4Iajd3SFZpbFSw6HqtUh8IJdRuon8R+IbvVLeL7sDZUfjyc123iLw4mueErrQUmMEc8IhWTGdgBGOPwoA534O4Hw20zrkp/Su9HX3rA8G+Gf+ET8N2+kC5NwIR98jGfwroAO9AC1WvbdbyzubZvuTRNG30II/rVmmkEmgD568Aaj/wrb4hahoGqZgs7tz5cjdOCdn6GvoGKaG4iEkMqSIeQykEVz/inwLoni6HbqdrulX7syHa4/H0riY/hFrdi5j07xnfW9n/BD8x2j/vqgClrkkc37ReliORGxZYJQg4Pz8Gn/GXfY+JvCetMP9Gs5iZWI4HzLj+VdH4U+FFh4e1gaxdXk9/qQz+/kJGcjHTJrqvEfhrT/FOkSabqcReByDwcEEdCDQBesbqO8sYbiJ1ZJEDKVOR0rxvxXIPEHxy0qxsisq2sQMjLztI3Eg1s2/wr17TontNN8YXUFl/BGVLFR6A7q6fwd8P7DwmZbgSNdahP/rrqT7zUAcr8fjjwCFzgm4T+tdB4p1i50L4WNe2ZIuFsowjD+E7RzVj4geCD440ZLD7abXa4fdt3Z9utbdxoVvfeHf7GvQJrdoFhfjGQABn9KAPMPhr8P9F1nwxDrmt7dSur1RI3mtkJ7fWsjTNP0vTP2hhbaNHFHarakbY+QGwM/rXR6d8I9W0ffbad4ruINPdsmFUPA9ju4rV0z4VWejeMLXXrG8lVo42WZJfnMpOMnOeOlAFL44nHgqEDvcrx+BrtPCK48IaWP+mC1R8d+D28Z6LHp4u/su2USb9u7+tbek6cdL0i1sPM8wQRhN2MZxQB43ruP+GlLTv/AKPF+HArovjkf+KLgyOPtS8H6Gta9+Hj3fxLj8XfbgCkap5Hl9cdOc1e8feDH8Z6LBYJefZTFMJdxXdng8dfegDzTxN4fuNE0jQvG2gQYubaNftOzqU7/nk1654V8R2vijQLfU7Vl/eKN6Z+43cVYsdFjttAh0mcrPEkPlMSuNw+lc34P8ASeD9avprTUS2m3DFltCnCE56c+9AHm3hqxPxQ8farNrt65trGRlitVbAwDjp6Unxp8LeH/DmiaedNtIbe6eYjKdSMDrXaav8ACd18RtrnhvVH0u5lP75FXKv+GR+VQaz8Hn1/R3/tTWbi51csCtwxPloM8gJnHrQB3Pg3nwbop9bKLP8A3yK3az9E046Toljp5febaBIt2MZ2jGa0KACsrxL/AMizqX/Xu/8AKtWqmqWZ1DS7mzD7DNGU3YzjIoA81+BigeGb/BP/AB9E/wA67nxN4gtPDuhXN7dzxoUQ7ATyzY4AHfmvO9N+Dut6VHLHY+MLi2jdy/lxxkDP4NWra/COG5nSfxHrN5q7xkNGsjkIp/3STQBg/BLR7u4udX8T3sDRtezFocjHUnd/MVQ8IsugfHjWbe8YK1zHsjYnAydrD9K9xt7WK1t0ggjWKJBtRFGAAK4zxn8NLLxXdw6jFcPY6nD9y4j/AKjjmgDsbq4jtLSW5lcLFEpdyfQDNeOfBuFtQ8W+KNbiDC1mumMTEcOGZun0rWf4d+LtStBp+p+LHNmOG2R/M49Cd1d74b8N2PhjRotN09NkUfJJ5LE9TQB5T4hP/GQWik9NwC/XFbvx4bHgBx6yL/MVq6j8PZL74jWXigXwVLZg3k7OuBjGc1e+IHg6bxnoA0yK8FsN4Ziybsjj34oAv+Cj/wAURofp9ii/9BFebX2f+Ggrb3UYI+gr1jQ9MbR9CsdN8zzDawJD5mMbtoxnFcrN4Cnl+JMfigXgEaADytnsOOtAHM/GLVtQk1DSfDtrdm2hvJF851ONwJxitK5+FXhfR/Dt1LOhlkigZvOmfnIHWtzx58P7bxpawkTta3tu26KdRnBrHtvh5rmp24sfE3iCa509F2iKElGf/ebPNAGV8A8DQ9ZVMbFvMLj0wa9fHArivh34FfwPaaha/a/PiuLgSR/LgqoGMH1rtgMCgAqN13K3uCKkpMUAfO3hnw1pN98XPEGl66hZgc26scbjnn9K9LPwl8JlTmyO3v8ANS+MfhpB4i1WHWtPvZNO1aIY8+P+IfTI5561mP4L8d3sDWlz4rWGAjbvji+Yj/vqgDt/Dnh/S/DmmCz0qNVg3Enac5NeW+DmCfH3xYrOqsT8oJ6/SvUvDGhHw7oUGmtdSXTR5LTSHliTn+tcP4o+Ft5c+Kz4m8O6j9jv3JMgYZDEjGetAHZeMdVm0XwlqN9b/wCvhgZozjo2Dg15h8OfAVj4u0NfEuv3Et5c3jMRGW+VcEjn8q9G0Pw1ejwpNpXiG9a/mud/mufRuw+lcbp3wz8T+HzJp+jeIzHpczHKsnMQJz8vNAHM2el6Vo/7QemWWkhVhRHLIDkB9rZ/TFdd8eBu+HMg9biPGfrUun/CeLR/HOneILO8lfygxuPOcs0jFSN2T9RUHx8dl+HzAHAM8ZPHvQB2PgnUbXUvB+my2sitGsKowByQQMEH8RXmvxQkj1H4m+HtMhYNMhWRwvJABP8AhWlpXw+1PStL0+88I6vJaie3R5oJyXQsVBJAJ4rY8H/DQ6Nrkuv6vfNqGqycrIwxsJ9OTQB6EOtOpAD3paAEry/49Z/4VvL6faIv516hiuR+IvhGbxp4YfS4J1hcyK+5hkcGgDU8N8eEdOzx/oidP90V5n8IBjxp4n7nd1/EV6vpVg+n6La2LOGaGFYy2OuBiuT8E+Bbrwtr2r30l0s0d6cqMYI5oA7sZzilpAME0tADTx0ryP40WItbnQPESKE+xXY8x8dQWXGfyr13vWB4y8Mx+LfDVzpMj+X5mGV8Zww6UAef6TeReMfi3Be20vnWtjZAl8cByFOP51n6XfJ4N+IPjCzu5Ra29xbtNZ7z95umR+Vdt8Nfh+fAmn3kMl2Lma5kVy+zGMDGOtZ/xF+Fp8calbX0d4LaSFBGfkzkZJ9fegCH4KaQYPDM+t3GWvtTmZ5ZD/EvVf5msr4iED4z+CT6SH+dep6FpK6JodnpqMHW2iWPcBjdgYziuV8TeA7nXfHOia/HeLGmntkxlMk8+uaAO4ydoOAa8Q1VL3x78WJ9AutRlg0u2UnyEbG7GckfXFe4BTgeuMV5z4p+GdzfeI08R6BqTWGpAYfAyr/qMe/rQBy3xO8BeHPDngxrm0i23IcKjM/Lda9L8BEJ4C0csQFFvzntya5HU/hZqXibSJ/+Eh1mSfUMZtxHlYoiO+3ODXaaRoNxp3gmHRDOGnS2aEy44yc8/rQB5nqs8vxN+JKaRA3/ABI9KbdMw5WRwenuOK9nhiS3hjhjUKkahVA7ACvIfD3wg1/w8kxsPFBt3nx5mIc/+ze9dV4Y8KeJNH1x7rUvEMl/bmMr5bAgBuMHGTQB3Q6Uh6Uo6Uh5HFADa8h+Jer3vifxDa+B9HdispDXzp0Cg/dPp0r15lJUgHnGM15HZ/CnxDZeI9Q1m08Qi3nu2wx8vdke/NAHpui6Pa6Do8GmWabYIECLnqfc1eAIHpXntl4L8X2+tWt1ceK3ngjbdJH5ZAYemN1eh7SD1oAeOlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDcDdCw9qmPSo5Pu/hQA9RhAPalpB0FLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSMMjB70tHWgDmtK8FaRpGv3utWsLfbbs5kdmJx9K6UdKMUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVR1PS7LVrRrS/gWaB+qMKvUYFAHBP8I/CJfIsZFH9wTuB/Ouk0Tw3pPh2BotLskgVj82OWP4nmtjApcCgAHSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooARulYfifw5a+KdGk0y9Z1hcgtsPoc1u0YFAGXomjWmgaTBptjGEghXaMdz6msjxV4F0zxbcQTX0kyvCpQbHIDAnODg11WBS0AZG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Acr5srN9OpoA5v44X1wi6TpzyyQ6dcSD7QycZ68H2rZX4TeEL7S7dtOTYVKyR3MTgkkEHqOtdj4h8Pab4m0yTTtShEkbDj+8vuD1rxzxNpOufCWSDVdH1eS40x3CvbTHOBnooOfWgDu/iP4R03UfBU9zfebLNplm5hYPjJC9/XpXnfwe8CaH4m0Ke+v4pjPDcDaySbR0z0xXq3iO+/tX4UX9/wCXt+06W0uz03JnH61xv7PXHhPUATz9pHHpxQBW+I8Nx4W+JXh/xPbAGGVhauuOmeCSfo1er6rq0Gm6Fc6s53QQwmXI5yAM1zPxU0CTXvBF2sKj7VbDzo2z0xy36CvPNW8YNrXwT0+ztnB1OaVLNYAfmkC/KaANb4KaSbk6v4quoyrXUrCFz3jzn+lULeL/AIWp8TdSsry5kfQ9LbKQxvhXGeD+fWvVPDmjro3g210yNdrLbH5cdGIyf1NeU/AxJNN8U+I9Kuogl3CBuyefvdKAOw1L4R6St3aX2gu2mXtvKrCRPulc8ggYrG+PoaPwLpqMdzfbFBOOp2HmvXJJEjA3uqgnAyep7V5J+0Hj/hDNPPrfL/6C1AHV+ELSS6+F2mWlvM1uz2WxZP7pORWdpXwo8M6bakaoov7t+ZJrhgSzHuM9KSDX/wDhFvgraaqEJaKzUIOvzMcD9TXN+BfB1x410f8A4SDxFqt68tw52wxTMioB34IoAy/Csg8GfG258P2DMdNuiESPdkAkBs/zFe+88GvnOz0y10f9oS1sbN5HiilUfvJC7cpnqTmvo30oAUdK8j/aEJHgvTypwft64P8AwFq9cryT9oL/AJE7Tv8AsIJ/6CaALfhPwFFrmhWmpeKppNTup48qkzbliBHQA9/euY8OQS+A/jTL4ftZpDpl1H5iw54Bbp+Wa9g8N4PhvT9vA8lcV5PrzH/hoy0HpbxfyFAGh8fUX/hGNMYgZ+3IP0Ndjr2vL4Y+H8uq4LGKBQpx3PA/U1x/x+/5FnTf+v1P5GtT4oxSS/B67WNWZhHEdq/7woA57wF4LsfFWlf8JJ4smN3eXbsVjkkyqr24P1qlqlhH8NPiJpL6LcsNKvz+/t9+R19Pwq94C8A6D4h8FWV7HqF/ucbZBHcOArjqMBsda6Ffg9oovbe6kvbyZ4XDL5srN+AyaAPRFO4BhxkZp9NVQoC/3elOz0oA8u+L/iS+sILHQdLm8m71JsFwfm2dDj0Oan0/4N+HBpKx36S3N7KmZLgtzu9R6VzvxZIt/if4Tu5UzbopDsegO6vaYm3QowIwVBBFAHjXw+v77wr8Rb3wTeyvJalDLatI+dijOB+PFRfHwzBtHNsSs3mfLt65yaJ/+Jr+0eDanckNqu9vdRyKk+OkoiutCkY7QJRk/iaAOh0v4XWeo6fFceJ7m51K+ePkySZVAR0AOa5bwdJd+BvirdeEmndtKnXzII2OdoP3cf1r2m1kWS1hZWBUoOQe2K8b1iQah+0NaR2/zeRApcj260AafxW1m/ufEGi+ENPujbDUjmWRWxgA4wT6Vov8I/CI0iS2WH/SdpPnGQFw+ODn61xvxK02O/8AjJ4ftryaSG3uhgujFSo9iOldx/wqbSWbP9pang84+1Sf/FUAY/wa1m9M+s+HL6dpzpsu2ORjnIyR+XFZXxcUH4oeEcLyY2wf+BV6D4V+H+keEr66urGWZ5bjHmb2JPf1PvXBfFcFvip4QUHjYx/8eoA2PjgdvgeBl++JVK/Xijwx8PYvEWgWGoeKZ5b6WSBTFFvxHGpHGBzz70742nHgy1/67L/Su78Kf8inpP8A16R/+gigDwzTIte8P/EHUPAeiX4is7hwzSPy0SEA/Lz15rsPF3wo0eHwjdT2ayDUoF85bt2y5I5JJ79KyIgD+0veZ/55p/6Ctes+Kf8AkVtTx/z7P/6CaAOa+EOt3mv/AA+tbq+ffMjtDu7kLgAmuR0VF/4aN1XK5xbAj24Stz4CZ/4VpCT/AM/Mv8xWDpUiw/tGaoJGC+ZbhRnvwtAHrmuc+H9R/wCvWX/0E15b+z6q/wDCKXLAncZK9N8SXMVr4b1KWeRUj+zSDcfUqQK81/Z8jx4Qnb1lNAGM67v2l5MrnaIz9PlWuk+MXiy70q30/RbC58i41CURyOpwyITjIP1rnmUt+0vPg9FjP1+Vaq/G3T/M8faHPciRbGZUgZ07NuPT8xQB2ll8H/CyaUIb0Nc3br+9uDINxb1B7VjfCvUbzR/GereD7m7a4t4FMsBds7FyOAfxrf8A+FSaY6qV1fVAp54un/8Aiq0PDXw10nwzrj6rbTzyXLxmNjI5YkEjuT7UAdvmkPXNFB6igDwP47rcv428MpZNtuWhcRnOMHeK7SD4TaXf6YG1yae/1CSP57iR8kHHRc9BXK/GVxF8SPCMjEBVjbk/74r2u3ZTbxlT8u0HPrxQB4z8KdXu9F8bar4Ku5ZZYoS/2UuT8irnP58UnjNFHx78LYGNzDd71D4Xm/tL9ojULu3iJit45YZGHQHkCrPjn938dvCLswCl+/TrQB7Fff8AIPue37pv5GvIfgem3VPEhA6zL/Nq9b1KRY9LundgEWFiSfoa8m+BxSW48QTxtlHmBB9Rk0AUdaN18SPiq3h6WeRNFsU3vGh278Yzk+uTXQeI/hpb6Pol1e+FriXT7tIGEgV/llQDkEDHvWL8P5ltvjFrtrMcTujMob0yK9X8S3UNl4b1KadwifZ3GT6lSKAPOPgEwbwfOdp3Gdiazdfur74ifE4+F4buSHSLRN8/l5XzMYyPzNX/ANn4k+EJxn5RMcVQ+Hc8dr8XtctLgbJ5Fdl3dSMjigDotU+DfhpdHkFhFLb3cSF451f5twGeeKg+DPiS+1Kwv9F1KZ5rvTXwZHPJByAPwxXptzIsNrNI3KojN+AFeOfBvfeeLvFupJHtgnmBjPY8txQBV0hh4O+PM1iUIt9TUiI7fvO2Cf1zXQfHTUHi8KW+mwhnnvpvLVEGScDP9Kp/GaA6bqWgeJlG1rSYR5UcnPP9KW6uIvEvxo0byJRPb6fbb5U6qHIYc/mKANP4K6lJceDP7OuSwu7GVomVhyqjgD9DXPyK3iv4/wAO1j9n0ePzEYdCRtyPzNSaNqEfgj4u+IrO8k2219Cb0MeFUDc2KvfBnTmuf7a8RzfOL27cW0nfy9xz/IUAZlzL/wAIl8elllfZb60NzsTwOCB+qivRfiDq66J4J1K6ZiC0TRKQcEMwIBrkvjZo/n6HZa3CoEumzrK7DrtzjH5msTx7q7+MtK8JaRazrINTdJLpUPKqNpz+poA6b4JaCdJ8F/bJg4udQkMsgb2JAP4g16XVXT7SOwsLezi4SGNUHvgYzVqgDP1iJZtIvo3GQ8Dg/TBrwL4WaLqniOTVdMF/Jb6FBcsJkhbaznJwM+nWvf8AVsjR73aCT5L4/I15J8ApU8nxLESFka+BCk8n72aAKnxB+H1t4L0pPEfhqa4tZ7Ng0uJPvLnH9a9E0/Vf+Eh+GH9oSHDXGns0hHYlOaz/AIyXMUPw01WJ32vMqqg9TuBqp4NtJbT4I7ZCcvYSSDPYFOKAPNvhpoOo+M7S+0Se8aPw9bXBMqIcPIxJIGfTrXr9j8ONHsPCV74cjecWN04Zvn+YYx3/AAriv2dz/wASjXvUXa8/ga9iuLhLe3kmkICRqXOfQUAeJ+PPA/hbwT4Ye5iudQF3IfLt4/tPLMeMgY5xkV0Pw88F3Nr8Nbu0vZ5BcaohZgxztHO3HpwawdIjl+KnxEl1edcaDpbYtweRIwPUfkM17WFAQIAAoGAAOgoA8j+B+qyLBq/h28LfabOcssb9VTgY/PmnfG6+mu7bSfDNm37zUrlRIB1UAjBx+JqpqUH/AAifx2s7sfu7TWATK+cDODgf+Oip7OI+L/jldXIXfYaPF5b5P/LTkDH4igCX4k3d54a+HK+HrPT5riOWz8u4uEU7IgAASeKPgh4XsLXw6muKrNeXAxlmyFHsPWuv+J5K/DTxBxx9jbnvWV8IJBD8NLKVhgLGTj6ZNAENx8L21zW7+78Rard3drJKWgt0kKiNc8etcb4s0D/hWvijRr7QLy5jtppAJYXkJD89/aren3fiL4oeK9Tt01OXTNHs22r5I+Y8nHP4Vi/EXwePDN9pDnWLy93ygFJ2Jx7jk0Ae0+J9f/4R7wfd6y4H7qAMF/2jgD+deZeB/A8nj7TD4i8W3tzM9wxMMMchUKvXPfjmum+LkU0vwtuGiBKpEhcDuOK1/hfdQXXw40UwFSIrZY3I7MAM0AZug/D+88K+MY7rSb+Y6LJERLbTSbtrZH/16l1f4XaJqetXms3dzeo858xxFPtAIH+Aruy4yQWAPUA9682+LHiybT7K38PaWSdU1I7AE6oh/i/Q0AcT4K0BNT+KtzNo81ydG007fNlkLb2yeh79BWvrj3fhD46WF9vIsNVQRHJ4UfKGJ/GvRPAvhODwf4agsEw05G6eTOSznrXMfG3QpL7wedVtR/pWnMJd+eiDOf6UAdn4p1eDRfC9/qUzERxwnke/A/UiuH+B2mTx+FptYu94ub+Usd38SjkEfmaw/GviOXxH8OvC9vbDdPq8qxvEp+baM5JH/Aa9g0jTY9I0e00+P7tvGIwQMdKAL647U6o0dWYhWBx6VJQAhrxv41Z/tnw4B/z0P8xXshrxv408634bH/TQ/wAxQB3PjHxD/wAIv4Im1KNQ06Qr5SnuxwK4LwZ8OY/FujR+IvFVxc3N3fqJEVZcBUPT19a1/jJGx+HsEoBKQlHfHpgCuv8AA9xDceB9GkiIEbWqYA7cdKAMTwh4GvfCGv3H2W/kl0WRCUt5GyUbt/WvOfEltql38cGtdFuRbXMpw8x7DH86+gQ67guRn0714sgz+0M2fX/2WgDQ8VfCawTw9danHfXkmr20RnN3LKWyVG48fhW18HfEVz4j8ExTXshluoHaNnPcZO39BXWeJ/8AkU9Z/wCvGb/0A15t+z02fB12MdJ/6tQB6/VTULVL7T7m1fO2eJojj3BH9at0085xQB4z8FbltL1TxD4duC26K5ZoAx/gBYf1FY/x51WaXX9KsrXc62ifaJNnJRskc/hitbU45PC37QGn3caYttYiEAx0U/KGJ/GrPhu0HiP4heM9SaNLiwEZtYWYA4bap4/WgDvvCmtR6p4K0/VZZQd9sJJST0wMnNecfCuNvEXi/wAS67M26JZmtk9CpJxj8FFZXhXWJfD3wx8RaRJJ+9spJIf3h+YBxtxXovwp0MaH4Cs4mjCyTZmY45bccjP50Acf8KLu60Dxt4h8LX7kkSGaIsepOOB+Fb/xr1o6X4KNpCx+1X0qxRADO7kbh+RrnvibBL4X+Ivh7xXbIRC8vlTYP3mOev4Yqx4pUeLvjFpOjxsJrSwQXTleQrcnn/vmgDTvtHGg/APULM5Lf2a8rBuoLLkj9axvBfiWHwb8ILe+uSHnnBFtCG5kbJA/z7V3nxLAHwz8QDgD7FJgD6V41/wijah8J9F17TmkmudPPnSwFiQ2GPQdBwaAO/8Ahv4T1SW+fxj4kkkbU7tP3cTH/Voc8Y7dTx2qj8TPEupXvizTfBGjXcltNcsv2iZMgqGxjB9MHmu68D+LrTxj4dhv7YhZMbZYv7jd/wAK811CeCy/aXja6wFmt444i398quMUAdH/AMKV8PmwYNNem/Zcm48/q/rjFZHwv8Sanp3jDUfBGsXT3MtuWEErZJO3OfwwK9jz36CvC9IlF7+0rcy20WFt0likYdAQrdfrQBc+N895Zaz4cu7CQreRMxiGflLZGM1tr8MT4jsVvvE+o3N3qEibo/KkKRw8cYXmsT41t/xVHhVOxdv/AEJa9ktRizgA/wCea/yoA8f+Eur6lYeKtZ8H6jdtPHYHbCWOTkE5/DAFdj4u8K6z4l1myEGsTWWlRq32iKFipkPGAcH61wngkA/HvxZkAYmfn8WrU+InjTVn8XWfgvQX8i4uSqzXBH3Q2MfzoAreLvhRpuieGbvU9Fub6O/tU8xC85O45H+NdX8J/EV14m8B215dsXnicwO5PLlQOT+dct4h+G1xp/he/u7vxXqEjLDudGPyk8cdelaPwBOfhuT0/wBNl/ktAHF+d4guPjLqOlaLeLC9wh8yRxny4xjJAz15re8a/Cy207QbjXtNvrw6xa4meWSUt5h6fhVPwmM/tE6iT/z6Sj9Vr1vxVj/hFdT3DI8hqAOf+FPia78V+B4L2+5uI5DC7f3ioHP61w3hW4nb9oPUIWld4xaynaTwDla3vgB/yTpv+vyT+S1geEWx+0LqK4/5dpefxFAG/wDE/wAT6sutaV4R0GbyLzUjl51PKrzkD0PGc0r/AAasU00zJqd+2tKm4XQnIy/07DPvXJeOdLfVPjZplm91NZm5+WKePqvB5H5Gu0HwqvfMZx4x1M59v/r0AN+D/ii/1O21PRdXmM19ptw0Xmu2WkGSP0xXp9cJ4I+G9v4N1K7vY9TnvJLkkuZUAyT1713dACEV4Zr09yf2j7O3W4kWJY4TsDcHgZFe6GvCNcz/AMNM2uP+eUP8loA91ApaO9B7UAeWfHaaa18FRTxSshFyg4/Gq+heENU8daLZ6h4s1CdYfLBt7W2Yx7ccAt1yad+0Bn/hA19PtKf1r0LwzIkvhrTmjIKmBeR9KAPJtDvNT+H/AMUV8NXN9Nd6TdpuhEpLFM5xj345rW+Ol3cadoNjdQTPGY51OFOM1mfER1l+MGgwwjdMoRmA6gZNWf2hSf8AhFrUY+XzRmgBuneBtY+IOl2useJNQeCTaDawxAqEA7kZ5P8AjXYa94CbXbTT4Tq11A1ou0vGxBeun0UbdFsBx/x7x5x/uiqHi7xFbeF/DtzqlwQdi4QerHgfrigDxPxloktr4s0zwvous6ncXc5H2jdOzBBxgn866/4vaffWfhjSNQtLmdJdOkTzWRj90Dkn8am+FHhy4ma58X6wCdQv3Zo1bny4ySRg+hGK77xLpEWu+Hb7Tplys8RXj8x/KgBfDmrJrvhyw1NMEXMIfivKrWS48WfHaWRLmVdP05BlQ/y70wMfjg0fC/XJ9E8Ea7pd7KEuNMEhQM3Q7flX8xWt8EdJkXQL7XrsE3OqXDSMCPu4J6fXNAHn/wAaNak1zxVZ2Bsp7e2t3CCWRCvmknqMj3r2aLwtd6N4KbSdAu2S6ZRieY7iCeCc/SvMPj2W/wCEo8PRqOCoJH/A69U8ceJz4S8G3GrIvmSIqqgPTcxxn8M0Ac5b/COC4slbVta1K4vyPmlFwQM/Ssj4WaprVl4z1rwnql5Lcx2i742kYsV5GAD9DVjw54c8XeK9Li1jV/Ec9m04DxxW8a42HkenbFY/w5sZNN+NHiG0lu2u5IoAGuH6t9zqP0oA3fin4q1SLUrDwtoUvk3l4ymWVfvKhOOPyNTt8I8aQxi13UV1bblbgTnbv7nb9fesPxE6W37RGlyXQHlNaALnpk7sV7UeAc9DQBx1n4f1rUfAH9j6zfMmoMhRriNuThuDn6Yrh/GHhg+C/Csl9L4p1TzxhYUFww3N7D8a9meREiZ2+6gySO1eJoJfiv8AEjzenh7SWyDk4kYHgj8cZFAHXfCXTtWs/Cv23Wb+4uZ7vEirM5Plr1GM+ua5iC91z4peKdQgtdRm0/QLCTyX8skNIfSvWdTjKaNcx2yhSISECDGOOMV4P8KPDeo6z/br2muT6c0d0UeNEDbu+TmgDd8aaDq3w5s4df0LV72WzhkQXNtNKWBBIH65r0601Ua14QXUoXMfn22/5DyhIzjPqK4vVfhVqes2L2d/4tvJLdsZTyVwcHI711djoaeGvA8mmrM0qwQsA5GM8UAeS/DqfxX4l/tXS7XUjFpyXLLPcscyD2U54qz410rUvhhfafrekapeSWssuy5jmkLgjuT+fFa3wBwdO8Sf9hHg/wDAa0fjwcfD5+AQZUz7fMKAOyvdRN94Hm1GBmj86y85COGXK5rkPgtfXV74bv3vLqWdkuSA0jZwK3rT/klFue39lJ/6LFct8EhjwjqpGc/aG/kaAK2q67rnjvx5deGtDvWsNOsOLm4jJDk89CPXpUfizwjr3gzRm1zw/r17I9qPMmhnkLK4HJPXt6Vzfw/0bUdW8aeIhZaxJpsyNmTagcsM+9d1qPw88S6nYzWU/iuaS3lUq6mJRkH6UAdj4Q15fEvhWx1ZV2tNH8ynrkHB/UV0A6Vzfgrwz/wiPhuDShcGfys/OR0ySf610lAFbULoWOnz3RXcIkL7c4zivEPBltrHxM1DVb/Udfura3tbgxx20EhQD0PX0r3WVFkjZHUMrDBBHBryPVPhdq2harNrPgrUjBLIxdrWU/IfX1yc0AdX4R8L6v4b1a+F1rE9/p0kY8hZmJaM55HJ9K4+71PUB+0HFp6304tPsgfyQ5CkkDtW58PPH974gvbzQ9atfs+rWPEox976+hrm7sH/AIaWQHn/AEJe3TgUAdL8UPGl34fSz0jSkJ1XUTtiIH3V7n65FUbf4Za2+lme58VaidVZdyuszBVPpjNc38VoLy8+K/hqGC4Fq7KVhmbkKcnmuybwl40WTdF4tJ44zAn+FAFf4W+LdU1C91Lw9rsvm32nyFBLj74BIJ/SvT6858FfDy98P+KLnW77UhczTqwYBQMk9+K9GoAQivJPiZ4y1UeI7Pwf4fkeG+udvmTKDlA2MEGvWzXiMWD+0qwu8Y+xHZn1wMUAbUvhDxd4dsTqOna/Pf3Kx/v7a5Ysj8c4yeDWT8CbiS5fWZ3jCSPJuYAYwcivZLk4tJicY2H+VeP/AANKm41wr0Mpx+dAFjxh4t13WfGCeDvC8nkyAFri6PVfoe2Oaff/AA88XWelNcWPi+9lv4xvKPIwR/brxWX8PVA+MviHzm/fF5Nmeu3Jr2uTHlPnoAaAPP8A4VeNrrxRplxZ6nganZHEoxjI6Zr0Mda8T+EpV/if4veD/VFFwe33q9sGaAHE4FeI6tq+u+NPijeeGbLVZNLsrElWMbENJjnPUV7b1rzHxj8L5NQ1tvEPh69ay1UtufLHa59aALei+C/EWheJre5j8RXF5phQiW3ncnB45GTXLfHDXNW0fWNEXTtRntY3HzrE5Xd83er/AId+IutaZ4sj8LeL4IxdyELHcR8bi33eMDrXP/tAhv7f0AkZiCHP130Aes+KPEcXhbwjPq0q7jFEu1fVjgD9TXn/AIc8O+KvGtiNc1fxDd2SXHzQ29uxUKp79am+Oj3C+AbNYs+Uzr5uPTAxn8aXwz4Z8Xz+FdKltfFHlRPbo0cfkIQoIGBnHNAEOia1r3g/4jW/hfVtRk1CzvuLeWUEsD9SenWup+JvjVvBugxyWqb768fyYOMgNWGfhprl54r0rXNV137RJYvlfkC8enFYvxu3r4i8M+YCbf7VH9M7qANXRPAfibVtI/tLUvFV/FfXUYkRI3ZViyM4xn3rpfAtr4n06wv7LxJMLl4H/wBHuN+Wdcd67NCgjUpjbjjHTFNm/wBVIePumgDyj4U6vqWoeLfEkN5ezzwxEeWsjkhee1etqMe9eM/Bw58X+J89d39a9nFAC14jqWf+GkNMz08l+T/utXt1eD+Jbaa/+Ptpa29ybeaS1dVkUZx8r0Aa/jPxNq3ibxNF4T8KzSRMjA3l5E2NuDyMj054rvr+z1jT/CD22kTefqkcIWOS4bO5/Uk15t8KL+Pw94l1XwvqqKupGZnjncfNOMnJz/nrXpPjLxInhTw1c6qU3vGvyIx6mgDjbf4d+K761Nxqfi+8ivHG7y4HYLGfTryKrfDbxFrkHi7UfCWt3hvGg3GGZj8xAznn8vpSaDN8SPFtimrLqNvptpP80MQjVjj8RWL4Agv7X41X0WqXK3F2IpN0iqBu6+lAHS/HDVNQ0fwrZXWn3c1u5vFRhE5UsMHj9KZZ6T4w8c6VBqN1q7aRA6ZgitydzcdWIP6VF8fz/wAUjpwHX7emPyavR/Dwx4dsFwFPkjpQB5r8NvE2tWvi6+8G65dG7kg3PDO5yxUZ611PjSDxfeXtlZ+HZobaykBFzcOfmQ54xz6VwmkkH9pWbHH+iS5/Kup+Ivj+78O3Vlomi2wudWvuIweif/XoAxdY8B+LtK0i41G18ZXs1xCvmGMswDAcnv6V1nwt8UXHivwZDfXePtCSNExHfbjmuZvdK+JkuhXk1/rtpFH5DF4liU8Y5GduelS/AL/kQW7j7VJz680AZd0pH7RKH1Rf5LWp8btZ1LRtP0N9NvZrV5b3Y5iYruGOhrNuTn9olR6Iv8lqb9oD/kGeHf8AsIf0FAHd6hYarrPgqGCw1FrO/kjRvtI5Occ9+9eb+J9C8WeEPD1xql144uJWjXEcRVsu/oPm+tewaSQNEtCTgCFf5V4/q8snxQ+IsekwMx0LTH3Tsp4dh1H15NAHWfCxvEU3gp77WLh7i5uC0tsJnyduMAHPTkVmx+GPH/iOWabVte/sqMOdkFoTnHYkg16Uxh0zTnYKEhgiLYUdABnivItN8aeNvH+p3LeGBb2OmwNtE8qg7/zB5oAhg1LxL4D+Iul6LquryalYak2EeUkkL36k969U8T67D4b8N3mrSjckKZC+pJwP1NeH+K7TxJafEvwqPEd5DeSM+YTEoXAzz0A712nx0luI/AUaRZMTuBNj04x+tAGdoWl+N/Htp/blx4hk0qCUk28MII47E4PNdF4Zg8YWl5qGia3Obi08om3v0O188cd66HwEoHgHQsY4so+n+6K6PGe1AHlfwh8QaneTaxo2sXctzeWkxYNK+5gvAAq78YfEN7ovhaODTZ5INQu5VWF0bBxnkfrXN6tBJ4O+OFpfW5ZbTVx+/GOC3I2/oDU3iVJPGHxo0zRsg2Olp9oLDn5hyQf++aAOm1JtU0H4OXc7X80l/FY+b9oZiXDHB6+2cVX+DGrahrXgtp9RvJbmYTFd8jEsBgd62viSoX4aa8oACizYfQcVzvwJTb4ADYxumJ+vAoA5uDxZ4qHxL1vQtNd7l55CsLSvmO3UE5OP89Kk8V6H418IacfEcfiie6eFt81uc7Md+M9Kn8FDPxt8Qg44Z8fm1d18Th/xbbXu/wDorde1AF/w14iTWvBlpr0ilVltzK6+mM5/lXm2n6r4p+KOqXb6XqL6VoUDFUmjBDufTORV7wpJNH8A0eBj5gtCBg+5zXMfCvTPGdx4MaTQNVtbe1adwEdQSG4zyQaANbXLzxX8LdQsb251WTV9HnkEcyy53L7DJPJwea9ZvLrz/Dtxd28hXdbNIjqenyk15X4l8CfEHxRYRWOpazYy26yB8ABfmH0WvSVsG0rwRJZO25oLN0LevymgDifgfrOpa34eurjUr2a6dZmCtKxYgfU16rXj37PY/wCKSuj/ANPDV7DQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUFyf3QP+0KnPSq9z/qvxoAqaRzFKe2+tIVnaR/qZf9+tGgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEbpXndh4L1G3+K914kkeM2cittA68g/416IRmm7Pf6UAcB8UvBeo+NdKtrOxnhiCShmMgP58V29jC9rYwW7sGMUSoSOnAAqztOfejBx1/GgDzm38DalF8W38UGaH7EVYbMHdyCP616HJGssTRyKGRhgg9CKcUyMEnFOxQB4t4T+D99o3jr+17u7iezt5mlhQA5ySeP1ru/iL4Tl8X+GH0+2eOO5Dq0buD8vIz0+ldbg4x296AD9KAOE+GXga48FaTcRXk8c9zcPud0B5xnGc/Wug8VeGbPxboc2mXowrjKSL96NvUe9bgHejHHFAHk2leGviF4Vi+w6bqVpe2KjbCJw2Y1HbjFbWgeG/Fo8TJrOu6zHJEsZVbSEEKpOPWu+2/nRt/wD10AcH4s8MeI7vX7XWvDuqrbPFGY5IZASJRnOKwNU8D+MPGtzbDxBqFrbWMD7zbwg/N+ea9bxRtoAoDSrb+xRpTJuthCINp7rjFeS6P4D8beELq8tdAvYBYXc/mMWByn0/CvadvXHB9aMHv+FAFcQl7Lyblg5aPbJ6Hjmvnn4eeG11D4vakVj3afptzKwx91WDHZj8q+gNXS6fSLtbJFa5eJlj3HAyQcVxfwr8Gal4W0+9m1dY1v72XfL5bhgeuOR9aAPQduFwP1rzPxL8OdRfxN/wkfhbUVsb92zMHHyyflXppBo2nOf8igDzGbwn4y8SX9n/AG9q0EFjbyCRoLYEeYQeMk5rO+P0Yj8EaZEuSFvUAP8AwE165IHMTBCN2OCRxmvH9U8DeOvGmoRQ+Jbu0i02CfzESDByATjIB64oA7TRtFt9c+Gtlpl4h8qa0Cn1B7H8K5PQvAvjfwrBJpWla1anTmZjG0isWjB7j3r1eC3W3t0hjUKiKFUDpipCvGKAPJbP4TXumeP9M8QQao9wI28y7a45Z29sDpXrKn/HmlwaNvOcDNACjJrhvih4OvfGmhWtlZTRxPDcrMTICQQAR2+td1SUAUNGs30/R7SzkZWeGMKSOlcPqfgTULz4tQeJ0uIharEiFCDn5f8AGvRwKaVPbpQBwvxO8G33jLSLK1spo42guBKd4PIGen511jaclxo39n3IDI8XluB7jFX9px79qMHr3oA8ksvh94r8G30reGNWhk09ySLScE4/LFa1hoHjnUNcs7/WdYggtLd9zWluDh/rnNeiYbPYD0pSpOOaAEwcgc4pwAznvSbfr+dOoA5Lx94It/GujLamXyLmJt8Mw7H/AArlrfT/AIm6fYLpMdzYyxoNi3rBt2PXr/SvVSM03B9KAOI8CeAz4Ve6v9QuRe6tePumnA9c9Pzqj8SvA994xvtLWFkFpE/7/wDvAc9K9G2kYxSbe2OKAPL/APhHvG3hdf7P8P3kV5pz8Rm6yWgGOgxir3gT4dy+HdRuda1e7W81e6JLSr0XPXGe/NehbSeuMdqNnqKAON8deBIfGVrC6XL2t9bnMEw7H0PHSsOy0/4m2EBszf2FyFG0XEqtnHqMV6fg0m08e1AHK+DtA1rSBeTa5q4v7m5YEbQQEAzwOPevP/isC/xW8HIoyxRunX71eq+IxrH9jS/2CYf7QGPL837p+ted6H4B8Uat4ys/Eni+5g82z/1MMBBGfzoA6L4j+FL3xb4chsrKVEkSQOd47cV1GhWUmmaDYWMrBpLeBI2I6EgYrQwe1BB7UAeaf8IJqo+MEvipZYhZuqgg5ycADH6V3mtWkmoaJeWkRUPNCyKT6kVfx7UuPwoA4r4Y+F77wh4RTSr542lEzyfL71i+Ovhreaxr9v4k0C7Wz1WEgsT0fHQ/WvT8c0m3PpQB5fN4M8VeLLaSDxNqiw2ojwsFrwJG7Fs5/Stf4aeEL3wbpVzaXUiOrylowvYZruscVzfjJfE50pR4WNv9s3jInxjb360AeXoDJ+0rcFDkBEJ9vlWvS/HHg218Z6QtrPIYpoW3wSj+FvWub8BeAdY03xJdeJfEdxFNqM6bNqchenI59q9MCnOT6UAeU6do/wAS9AtRYQ6jZX8SYVHkDZUfpXR+D/DviKw1S41LX9YW8eVdqwxghU6eors9vGO1KBzmgBaaT7U6m4NAHmfxC+H914y8X6HcMwGnW6Mlxt+9gtnj3qGXw/490iOfSNJ1KG406QYhnuMmSFf7vGP8mvUivFJt7Y4oA4n4e+BB4Rs55Lm5FzqV2d084HX8/qarfEfwBP4tW0v9PuxbapZcQuemOv516BtoI9uaAPLrbw/438S2CaZ4ivY7GxTKubb/AFk4xxknIxmrvw38CXngq41dJJle1nkH2f8AvBQT1/MV6JtNG0557dKAPMfGfw61G98Tw+KPDl3Ha6jGBvVgcSEdP5Ulz4Q8V+L7JofEupJbW3l4+zWvG9uxbOfavTyufTNG324oA4T4Y+Eb3wfo9xZ3bq26ZmQD0qh41+Gt1quvxeJNAvVsdViwWJBw+On416Vg0bSRQB5Xd6X8SNeszpt3c2dhA42vPEDvYd+5rsvBvhO08H6HHptqS5HzSSH+Ju9dFtP0ox/nNAHOeN/D3/CUeEr7S1CieWM+UW/hbsa5X4UfD698Hm9vNTkSS7uB5aleyDB7+9em7aTYcds0AeV/FL4bX3i7ULW+0yaOOUKY5d3Xb2/rXeeFNEXw94ctNMXb+5Tnb3bv+tbBXPalxgUAZuu2UF/oV9bXAUxPC27PsM5rw34H+HBN4nvdSeRpYLAGK3YnIbOR/QV7H40ttYu/Cd/baIqG+lTbHubaACeefpmsz4YeEZvCHhGGzuVUXbsZJcHOM44z7UAdopzTqQA55paAKGrts0i9busDkfka+e/hd4e1TUG17WdF1B7bUrW7KrE3+rlBycH8hX0Lq0Et1pF5bwgGSSF0UE9SQQK4D4P+EtW8K2esx6tCkbXNyJI9sgbI5/xoAy9Q8H+NPHNxaL4iuLaysLd9728QOZP516Te6SP+EVudIsgqA2rQRZ6LlSBWsVyaNvJoA84+EfgvUfB+mapFqWzfdTq6qvoARn8a6Hx5pOpa34TvNO0qRY7idQu4/UZrpsHPtRt/SgDx3w14U8feFdFXTNPk04Qh95ZlbcSeveu68IL4oVbv/hJDb53jyfKz0711GDn/ADxRg96APMfjhpcF54JN87qlxZOJIuxYnjA/OpvgxoTaX4Miv7jm71A+czt1KnkZ/M1B8WtC17xNJpOm6baq1kJxJPJvxkdxivRdNsE03TreyiH7uBAiewFAGR460q61rwTq2m2SB7i4t2RFJ6k1nfDnw/e6F4HttM1NBHOEKumc4zmuyIJGKQLjOfzoA8dTwd4u8D+Jb3UPDCw31peNlraTjbycZ5HrXOfEGx1m41fR5tZvopdWllAi0+AErEp6/wBO9fQ3OQa8c8U+EPFdr8TG8T6HbW14HjCgXDD5CAB0P060AeoXelwar4fbTruPdDNCEdfw/wAa8u0vw148+Hs8tl4eEGqaXI5aOOY48v3PI5/wr1bRn1CTSLZ9UjSK+KfvUQ5UHPar2OOmaAPO/Dmg+K77xSviHxJcpAscRjjsoei5I57+lc5qngvxi/xKufEVmLd40k/0YT8hV247H1zXs+09e9G00AecRD4ktqNsZjp4tvMXzfLDZ2556n0rvL+zivtOuLW4UNHMhVx6irW3jpj6Vk+KX1CPwzftpaF77yj5IBx831oA8J+EegG8+Il48kglg0lmaI8lck4wP++q+jOvTrXA/Cjwnc+GPDk32+IJeXcpmkIbJ/zxXf4yPWgDzHwJ4T8RaP441a/1O5Z7KVpDEC2QdzZH5CvUKaoxTqAGk84615v8S/Ceq+I9U0WawQPHbSEyZOMDNekEHPH40FSenFAGVqui2+t+HpdJvEDRSxCNh6HH+Iry/SND+IPgLdp2jxwarp+790JTjYPzFey4Pak2nPBGKAOF8JeHfEieIJde8RX6PK8ZjjtYs7YwcZ/lWcnhDVh8X28QNGv2DqGB56Yr0zb0wKMHPHSgChrVs97oOoWsXMk9tJGgPqVIH864z4QeFtR8KeHLi01OMRzPMWCg54yf8a9C25PTNKBg0ALTe9OpuDkjtQB538WPBt94p0q1k0oA6hbSAoc4IXvz+VaPw18Kz+FPDItrzBupn8yY+/T+ldntz2GaXBzQB4Z4t+E+q6p8Qn1CxVRptzNHLcLu4OGy3H0r223gS3t4reJQscSBFA7ADAqXBHTFAG2gDiPitplvqXgDUXnYI9solic/wtkD+tcn8AtGKaHd6/Pvae8fysvydq8g/wDj1dH8V9N1zWfDkel6TAJBcyhZyWxtTr+PIFdN4T0U6B4V07S9oVreFUYDuw6nNAEPjfS7nWvBeradajM9xbtGg9SRWV8OPDt7oPgqDStVjUSgEFOvBzXbY4pADgZ/GgDyvS/BGt+EfiFLfaJtbRbw5lgzxHnPT6ZrV+IfgCXxVLaanplytpq1kcxSkcMP8eBXfhcDjijHtQB5Ul38Unthpp0uzQBfLN4Wycev3v6VueAfAI8IrcXd5crd6rdYM84HB+n613JHpxSbOc9PWgDzD4oeEtX8ReINAutNt/OhtC3nHIG3JB7/AEr0uBGjtolP3lQA/XFS7TxRg0AeU+GfBus2Hxg1zX7qAR2FxI7RNkHfnPvUvj/wBqWoeJLLxX4faManalS0b/8ALQjG38sV6jt5/nSbSR0FAHld7pPjvxvo9zpuspb6TbEYZYuWmwOnUjGa2fhN4c1Hwv4OfT9ThEU/2qSTAORggY/lXeYPfmjbQB5VoHhDWrH4y3uuz2wGmyWzosgYck47Zz2r0HxHaz3vh2+trZN80sRVF9TWoFPejBFAHn/wf8Pan4Z8GNYarbmCf7Q8m0kHggen0rJ8PeD9ZsfjLe69cW23TpIJEWXcOSxGO/tXqxU5+vvSFTg49KAOC+IngGXxU1nqGnzrbapZNmOU/wAQ5OPzNZFvr3xTgQQP4ctJmUYEzOPm9z81eq7T60BccYGB0oA5XwXbeKIku7jxLcxvJOwaKCMcQjnIH5j8q6ykFLQA0nnrXk+p+Etan+OUPiGK0zpyxRqZSwwCAO2c16xg5o2+vNACdOp60poC46flSnOKAPJv2gHK+A0X1uU/rUGi2njnwZo1nDpUUet2E0YdVY4MGRnHJHH+Navxq0PUte8Ipa6ZbmaQTqSo645rudCilg0KyhmXZKkKqw+goA888J+B9Zu/GEvi/wAVeWt44Kw2ifdiHPH0545qb4yeGNY8T6JbWmk2pnZZNz/MBt/OvTSuSDj8KXaaAKmmxPBplpFIu144UVh6EACvMfi34Z8TeJdS02PS7T7RZWzCVkLAKW9Dz7CvWfm6dqMHGOaAPKf7U+KFrZpDa+HdPVY0CKgPQAYH8VekaRLfT6VbyalCsV2y/vY1PCmrpBzkgH+lI3yqTjOOcDvQB84fE/w9JB8T0tNNldY9XMTXManrlzk/SvoTStPi0rSbWwhUBIIlQEd8DGa8q0Xw9q+ufGa91/VbZ0srTdHb71IDLztAz1xnrXsQoA8e+L3gzXvEviXRbnSrIzwQIBKwYDad+e59K7nx14XbxZ4QudJSQRyuEZW91OcfpXT7TxnkjvS7TQB5HoFx8RtK0yPQX0iEeTiOO/lcbVToCQGzwKx/hdY3Nr8V9e868S+YQ4kuYwdpclTj/PpXsutWs95od7a2z7Z5YWVGzjBI4ryf4bWnirwtfyaXLoSNBPcF5rrcF49enNAHR/EjwHd+I5LXVtInEOq2ZBTP8YByBWd/bvxPm042X/COxxXRXZ9rEi4X/a+91r1QDK/WlC4FAHnepaN4ntfhdLpUUrXuryoVZ0IBGTnv+Vcx4QsviF4O0BNOsfDdm/zb3dm+Zieufm9q9qCn8aXBxQByfg3UPFd/9sHibS4LLYw8kRHO4c57n2rirrwd4k8E+K7vW/CcEV5a3h/eWROME8k8kelew468fSggk/jQB5bd+IPiPqluttZ+G1sZGOGuHkU7PcYau8e1vW8LG1uHE94bUI7Djc+3n9a1dpx0GaUA80AeYfBrw7qvh2y1uLU7N7Yz3vmR7mByuMdqt/GLRtS17wb9k022aebzVJVSB3HrXouOOeaQigDloLC7X4ax6e0LfaxpyxGMkZ3BAKw/hDouo6J4evLfU7VreR7gsFYg5H4V6Lg5oANAHkOu+C/EXhrxrN4q8JqlytzzcWZOM/yGKvXHjDx7dWZhsfCDx3LDG+SRdo9/vV6eVJHIB+tLg4wfzoAyPDg1RNCtBrRVr/B87b0BycfpitgdBzmm7T+HcU8dKAM3xBFfz6Bex6XKYr5omEDjs+OK87svFvjzTrIWepeF5bi7HypPG67W9z81eqnpSbeMUAeY/DjwfrNh4g1XxNr8aRXuo4zApzs5zVa58P6u3x5TWlsXOn/ZQnnZGM4FerkHtSbTQB598T/As/iq0tb7TXRNVsTmNj/EvXb+dYb/ABJ8V+GtIL+IfDLgw4UzI64Pufmr13Yc5zXmfxq0fWtX8PWcelRyTRxzlrmKM8unGBjvzQBc+GvirXPGEt/qV9aC208lRbJgjPXJ/lXodef/AA51/ULy3j0ufw5caZBaQqgklJ+bAx0wOuK9AoAYc5xXkfxL8Hau3iSx8X+HoTNe2xXzYsgFguMfhXrpU5yPxoxyM80AeVv4h8ZeMtLOnWGjSaU0i+XcXk5GF91AOf0qL4NeHdR8Ovq9vfRMoEmFkPR+nIr1ja2e1KQf/rUAeP8Ai/wnr+heOk8YeGbcXAKbZ7dTgkd+vrU938RPFGq2jWGk+FbuK/ddpklKhF9cc16wFNLtNAHCfDPwTN4T0uaW/cSaleNvmb09q7vNGPalxxigBkm4xuEOHwcfWvLIPFPjjw9ez22qaBPqVtvPkzwsu4j869VKmgg9QOaAPFtO8M6941+I9v4p1mwbTrC2CtDExBYlenQmpPjP4Z1rXtc0R9MsnuIY1w5UgYO7OOT6V7KFIHvSFCQPX1oA57xR4dTxN4Vm0iYKDJGACexGCP1FefeHtU8beBbMaNqGgvqVnBlYZ4GG4jt1PSvY9vfHPrRg0AeeaPr3jPW/Edq0uhnT9GXmRpWBc/kat/EzwU/jLQkjtpPLvbV/Nt27E+ldxg/40bfxoA8j0Xxl4y0XSo9N1LwrcXN1CvlpJE64IHALZNdT4JXxRNbajeeJMxy3L5gtgQREmMYrstpHTApQpxzQB5P8K9G1HTPFXiKW8tHhjmb5Gbo3NesjNJg/40uKAFryG80PVG+Pdlqy2UhsUiYNLkY6N/jXr1NI5zjn1oA8z+KHgm41RbfxBoke3WLJg428FwOR+WKsatpmp+P/AIZiC5tmsdRKZCS85ZeM8eteibf/ANdIAf8A9ZoA8e8M+KfGGi6PB4bn8MTy6hAPKilDL5eP7zc/XpVfwV4d8Q6Z8XZ73WIt4uYHkaaMfIpYZCjPNe1EZGMUbaAPLvjfpl9qvhqwisbV52W9RiEHIGDXoOiQywaHZRTKVkWIBgexrQ2nORRg4xQB47pei6lF8f5tRazkFmbaRRN2yRU3xO8K60PE2leLtDt1uprFsvCf5/SvXNtG09+RQB5Rd+KfFXjPSptM0nQ5dOLxET3N1jaBjooBzz0/GrnwV0q/0XwnPY6hbNDIl0+N3fmvS8HFG08jAHoaAPIZdJ1I/Hr+0FtJDZ+Wp809OAoNT/HDSr7VdO0JbK2ecxX25wgzgYr1bacg8Z9aXb16YoA4nxZNrFh8NjHpVs8uoNCsOwdVyME/hXAeBdQ8Q+DdDe2/4RK4nu5nMkswZcueevPvXum0/hS4x2oA4zQdY1XxZpOpW2o6S+msUaJd5BzkY7E+tedeEdR174Vm40TUNAub61aVjDNbY+ck9ev0r3jH/wCujb7dKAPB/EOneLdZ8aeHvEd/pZitUnAjgUgtEp/vc98Zr1bxh4cXxT4Su9JZgjzICrehGCP5V0W0kjmjBoA8U8MeMPEHgaxXQdb8P3l35BKwyW+CCvYda63wlqHivW/Edxqup272GjCLbDauQWZjj5uPTB/Ou+2nFAXn2oA85+MmitfeEhqlvKYrvTXE0bDqeQMVlfBTTru9tL7xZqcjS3l8+wF+qhc8/jmrvxpv9QPhy30XT7aaWTUJhHIyITsXOc5H0rs/COk/2F4U07Tiu2SGFRJx1bHJoAzviXj/AIVr4gz3tG/pXN/Asn/hAQDx++O3HpgVR+I/i7Vb+11TwrYeHb6QzR+WbsIxXB/D+tdr8O/DreGvBVhYyptuQm6YA/xf/qxQBxHgzTL+D4x6/dS20iwO7lZGHBBJxiu3+I0E138P9bgt4zJLJbMqqBya6nHeggnsKAOB+GmnSH4X2Nhe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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:39:37 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:38:36 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><br /> <em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii”
Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:37:13 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa<br /> sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa
sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:36:06 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, <br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:35:23 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:33:31 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej<br /> w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,<br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: <br /> Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej
w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich:
Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2022-01-21 10:31:34 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /><img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: Europa inwestująca w obszary wiejskie”</strong></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><strong>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej<br /> w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania <em>„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. </em>Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.</p> <p style="text-align: justify;">Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.</p> <p style="text-align: justify;">Koszt wykonania całej inwestycji wyniósł <u>1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto). </u></p> <p style="text-align: justify;">Inwestycja została zrealizowana w ramach poddziałania <em>„Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em>objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.</p> <p style="text-align: justify;">Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.</p> <p style="text-align: justify;"><strong><em>Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice. </em></strong></p> <p style="text-align: justify;"> </p> <p style="text-align: center;"><em>Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,<br /> w tym inwestycji w energię odnawialną i w oszczędzanie energii” </em><em>Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.</em></p> <p style="text-align: justify;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: Europa inwestująca w obszary wiejskie”
„Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej
w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”
W dniu 30 grudnia 2021 r. odebrano roboty budowlane dla zadania „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7”. Budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek została odebrana 6 lipca 2021 r.
Wykonawcą zadania budowy sieci kanalizacyjnej we wsi Golanka Dolna było Przedsiębiorstwo Komunalne „Hemiz – Bis” Spółka z ograniczoną odpowiedzialnością mające swoją siedzibę przy ul. Sienkiewicza 27C, 59 – 230 Prochowice, które zostało wyłonione w drodze przetargu nieograniczonego na realizacje w/w zadania.
Wykonawcą zadania budowy sieci wodociągowo-kanalizacyjnej w mieście Prochowice na potrzeby działek 508/3, 508/6, 508/7 była firma „ROBKOM” Sp. z o.o. mająca swoją siedzibę przy ul. Poznańskiej 29H , 59 – 220 Legnica, która została wyłoniona w drodze przetargu nieograniczonego na realizacje w/w zadania.
Nadzór Inwestorski nad cała inwestycją pełnił Jan Węglewski Usługi Architektoniczno-Inżynierskie z siedzibą przy ul. Argentyńskiej 5, 59 – 220 Legnica.
Koszt wykonania całej inwestycji wyniósł 1 585 944,58 zł netto (tj. roboty budowlane – 1 559 961,41 zł netto i nadzór Inwestorski 25 983,17 zł netto).
Inwestycja została zrealizowana w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszaniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii” objętego Programem Rozwoju Obszarów Wiejskich na lata 2014 - 2020 na operację typu „Gospodarka wodno-ściekowa”.
Kwota dofinansowania dla zadania wynosi 992 603,00 zł (słownie: dziewięćset dziewięćdziesiąt dwa tysiące sześćset trzy zł 00/100) tj. 63,63% poniesionych kosztów kwalifikowanych.
Celem operacji jest poprawa warunków życia mieszkańców z terenu Gminy Prochowice poprzez budowę zbiorczego systemu odprowadzania ścieków we wsi Golanka Dolna oraz mieście Prochowice oraz zbiorczego systemu doprowadzania wody w mieście Prochowice.
Operacja typu „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7” współfinansowana jest ze środków Unii Europejskiej w ramach działania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury,
w tym inwestycji w energię odnawialną i w oszczędzanie energii” Program Rozwoju Obszarów Wiejskich na lata 2014 – 2020.
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2021-10-11 10:53:58 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 90px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 172px; width: 210px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 105px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:52:49 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 90px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p style="text-align: center;"><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 90px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:52:12 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 180px; width: 90px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 165px; width: 240px; margin-left: 10px; margin-right: 10px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:50:25 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:49:22 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 227px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 227px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 200px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 200px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:46:29 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 240px; width: 135px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 240px; width: 180px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 300px; width: 169px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 300px; width: 227px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 302px; width: 227px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:44:09 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 240px; width: 135px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 240px; width: 135px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.02" src="/fobjects/thumbnail/1094237/666" style="height: 240px; width: 180px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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2021-10-11 10:42:53 |
Mirosław Kulczycki |
Pole full zmieniło wartość z ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 240px; width: 135px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /> </p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' na ' <p><img alt="Unia Europejska - Logo" src="/fobjects/thumbnail/1094021/666" style="height: 180px; width: 220px; margin-left: 15px; margin-right: 15px;" /><img alt="PROW 2014-202 - Logo" src="/fobjects/thumbnail/1094019/666" style="height: 140px; width: 240px; margin-left: 10px; margin-right: 10px;" /> <img alt="PPK-Logo" src="/fobjects/thumbnail/1094020/666" style="height: 140px; width: 90px;" /></p> <p> </p> <p> </p> <p style="text-align: justify;"><strong>Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020</strong></p> <p style="text-align: justify;"> </p> <p style="text-align: justify;"> </p> <p style="text-align: justify;">Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.</p> <p style="text-align: justify;">Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.</p> <p style="text-align: justify;">Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków<br /> w Prochowicach.</p> <p style="text-align: justify;">Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb</p> <p style="text-align: justify;">- wykonanie przewiertów pod drogą krajową ( 40,9 mb)</p> <p style="text-align: justify;">- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb</p> <p style="text-align: justify;">- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.</p> <p style="text-align: justify;">- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb</p> <p style="text-align: justify;">- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m<sup>2</sup></p> <p style="text-align: justify;">- zasilenie energetyczne pompowni PIV w il. 1 szt</p> <p style="text-align: justify;">oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb</p> <p style="text-align: justify;">- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb</p> <p style="text-align: justify;">- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb</p> <p style="text-align: justify;">- odbudowę nawierzchni oraz roboty pozostałe</p> <p style="text-align: justify;">Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.</p> <p> </p> <p> </p> <p> </p> <p style="text-align: center;"><img alt="image" src="/fobjects/thumbnail/1094022/666" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"><img alt="PROW.2014-2020-PPK-Zdjecie.01" src="/fobjects/thumbnail/1094236/666" style="height: 240px; width: 135px; margin-left: 10px; margin-right: 10px;" /><img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /> <img alt="PROW.2014-2020-PPK-Zdjecie.03" src="/fobjects/thumbnail/1094238/666" style="height: 240px; width: 180px;" /></p> <p style="text-align: center;"> </p> <p style="text-align: center;"> </p> ' |
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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Projekt współfinansowany przez Unię Europejską z Europejskiego Funduszu Rolnego w ramach Programu Rozwoju Obszarów Wiejskich na lata 2014 - 2020
Prochowickie Przedsiębiorstwo Komunalne Sp. z o.o. w Prochowicach realizuje Projekt pod nazwą „Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6, 508/7 ”. Projekt współfinansowany jest ze środków Unii Europejskiej z Europejskiego Funduszu Rolnego na rzecz Rozwoju Obszarów Wiejskich na lata 2014 – 2020 w ramach poddziałania „Wsparcie inwestycji związanych z tworzeniem, ulepszeniem lub rozbudową wszystkich rodzajów małej infrastruktury, w tym inwestycji w energię odnawialną i w oszczędzanie energii”, typ operacji „Gospodarka wodno-ściekowa”. Dofinansowanie stanowi 63,63% wydatków na realizację całego przedsięwzięcia, a całkowity koszt inwestycji wynosi 1 559 961,41 zł.
Projekt składała się z dwóch zadań inwestycyjnych, które obejmują budowę sieci wodociągowych oraz kanalizacji sanitarnej.
Planowana inwestycja pn. „ Budowa sieci kanalizacji sanitarnej dla wsi Golanka Dolna etap 2 oraz budowa sieci wodociągowo-kanalizacyjnej w Prochowicach na potrzeby działek 508/3, 508/6 i 508/7” polegać będzie na wybudowaniu systemu grawitacyjno-tłocznej sieci kanalizacji sanitarnej we wsi Golanka Dolna etap II wraz z włączeniem do gminnego systemu odprowadzania ścieków komunalnych we wsi Golanka Dolna etap I i docelowym odprowadzeniem ścieków do oczyszczalni ścieków
w Prochowicach.
Uwarunkowania i ukształtowanie terenu objętego projektem wymusiły zaprojektowanie układu kanalizacji grawitacyjno-tłocznej. Zakres rzeczowy projektu kanalizacji sanitarnej we wsi Golanka Dolna obejmuje:
- wybudowanie kanalizacji grawitacyjnej o śr. 200 mm o długości 962,9 mb
- wykonanie przewiertów pod drogą krajową ( 40,9 mb)
- wybudowanie kanalizacji grawitacyjnej o śr. 160 mm o długości 231,68 mb
- wybudowanie pompowni PIV z zagospodarowaniem terenu i ogrodzeniem w il. 1 szt.
- wybudowanie rurociągu tłocznego ze studzienkami czyszczaka i rozprężnymi o długości 756,54 mb
- rozbiórkę i odtworzenie nawierzchni o długości 2297,01 m2
- zasilenie energetyczne pompowni PIV w il. 1 szt
oraz zakres rzeczowy projektu budowy sieci i przyłączy wodociągowych i kanalizacji sanitarnej w Prochowicach ul. Rogowska obejmuje:
- roboty ziemne sieci i przyłączy kanalizacji sanitarnej o długości 206,34 mb
- roboty montażowe sieci i przyłączy kanalizacji sanitarnej o długości 131,1 mb
- roboty ziemne sieci i przyłączy wodociągowe o długości 243,83 mb
- roboty montażowe sieci i przyłącza wodociągowe o długości 164,2 mb
- odbudowę nawierzchni oraz roboty pozostałe
Inwestycja nie obejmuje budowy przyłączy. Ich wykonanie i przyłączenie się do sieci kanalizacyjnej i wodociągowej należy do obowiązków właścicieli nieruchomości – do wykonania na koszt przyłączanego do sieci. Realizując inwestycję stworzone zostaną mieszkańcom warunki do podłączenia się do sieci, a w efekcie właściwe warunki do odprowadzania i oczyszczania wszystkich ścieków z terenu objętego projektem.
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