PVKM PËR MIRATIMIN E NDRYSHIMIT NË SIPËRFAQE TË EKOSISTEMIT NATYROR “SHEBENIK” SHPALLUR “PARK KOMBËTAR”

PVKM PËR MIRATIMIN E NDRYSHIMIT NË SIPËRFAQE TË EKOSISTEMIT NATYROR “SHEBENIK” SHPALLUR “PARK KOMBËTAR” <img id="Picture_x0020_10" 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" style="height:56.25pt; width:456.75pt" /> R E P U B L I K A E SH Q I P Ë R I S Ë KËSHILLI I MINISTRAVE   VENDIM   PËR MIRATIMIN E NDRYSHIMIT NË SIPËRFAQE TË EKOSISTEMIT NATYROR “SHEBENIK” SHPALLUR “PARK KOMBËTAR”   Në mbështetje të nenit 100 të Kushtetutës dhe të nenit 36 të Ligjit nr. 81/2017 “Për zonat e mbrojtura”, me propozim të ministrit të Turizmit dhe Mjedisit, Këshilli i Ministrave   VENDOSI:   1. Miratimin e ndryshimit në sipërfaqe të ekosistemit natyror “Shebenik”, shpallur “Park Kombëtar” (kategoria II e zonave të mbrojtura), nga 33894.25 ha në 34507.9 ha, sipas hartës bashkëngjitur në Shtojcën 1 dhe ku kufijtë janë të paraqitur sipas tabelës së koordinatave në Shtojcën 2, bashkëlidhur këtij vendimi dhe që janë pjesë përbërëse e tij.   2. Zona brenda këtij ekosistemit natyror përfshin pyje, bujqësore, shkurre, kullota, sipëraqe heterogjene bujqësore, sipërfaqe me vegjetacion të pakët dhe bimësi barishtore. Mbulesa e tokës brenda siperfaqes së Parkut Kombëtar, jepet në Tabelën 1. më poshtë   Tabela 1. Sipërfaqja e PK-së, e përshkruar sipas mbulesës.   <table align="center" border="1" cellspacing="0" class="Table" style="border-collapse:collapse; border:solid windowtext 1.0pt; width:332.0pt"> <tbody> <tr> <td style="height:16.2pt; width:181.0pt"> Mbulesa </td> <td style="height:16.2pt; width:95.0pt"> Sip. në ha </td> <td style="height:16.2pt; width:56.0pt"> Përqindja </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Pyje </td> <td style="height:16.2pt; width:95.0pt"> 16359 </td> <td style="height:16.2pt; width:56.0pt"> 47.41 </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Sipërfaqe heterogjene bujqësore </td> <td style="height:16.2pt; width:95.0pt"> 1930.1 </td> <td style="height:16.2pt; width:56.0pt"> 5.59 </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Sipërfaqe me vegjetacion të pakët </td> <td style="height:16.2pt; width:95.0pt"> 1972.8 </td> <td style="height:16.2pt; width:56.0pt"> 5.72 </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Kullota </td> <td style="height:16.2pt; width:95.0pt"> 93.9 </td> <td style="height:16.2pt; width:56.0pt"> 0.27 </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Urbane </td> <td style="height:16.2pt; width:95.0pt"> 49.1 </td> <td style="height:16.2pt; width:56.0pt"> 0.14 </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Shkurre & Bimësi barishtore </td> <td style="height:16.2pt; width:95.0pt"> 14103 </td> <td style="height:16.2pt; width:56.0pt"> 40.87 </td> </tr> <tr> <td style="height:16.2pt; width:181.0pt"> Total </td> <td style="height:16.2pt; width:95.0pt"> 34,507.9 </td> <td style="height:16.2pt; width:56.0pt"> 100.00 </td> </tr> </tbody> </table>   3. Ekosistemi natyror “Shebenik”, shpallur me status “Park Kombëtar” ndahet në katër nënzona ruajtjeje e administrimi, si më poshtë vijon: a) Nënzona Qëndrore A, me sipërfaqe 2129.62 (dy mijë e njëqind e njëzet e nëntë presje gjashtëdhjetë e dy) ha, e shënuar në hartë me ZQ A. Kjo nënzonë përfshin habitatet kryesore pyjore, shkurresh dhe përcaktohet si zonë me vlera të larta e të rralla për trashëgiminë natyrore e biodiversitetin dhe në të zbatohet shkalla e më lartë e mbrojtjes,  që siguron një territor të pashqetësuar. Në këtë nënzonë lejohen kërkimi shkencor, zhvillimi i veprimtarive ekoturistike te kontrolluara në natyrë. Në ZQ A janë të ndaluara: prerja e drurëve dhe e shkurreve; përdorimi i kimikateve dhe i plehrave kimike; ndërtime të çdo lloji; nxjerrja e mineraleve dhe e torfave; ndezja e zjarreve; kullotja, kalimi i kafshëve shtëpiake dhe ndërtimi i objekteve për mbajtejn e tyre; etj. b) Nënzona Qëndrore B, me sipërfaqe 14562.37 (katërmbëdhjetë mijë e pesëqind e gjashtëdhjetë e dy presje tridhjetë e shtatë) ha, e shënuar në hartë me ZQ B. Kjo nënzonë përfshin habitatet kryesore pyjore, shkurresh dhe përcaktohet si zonë me vlera të larta e të rralla për trashëgiminë natyrore e biodiversitetin dhe në të zbatohet shkalla e më lartë e mbrojtjes,  që siguron një territor të pashqetësuar. Në këtë nënzonë lejohen kërkimi shkencor, zhvillimi i veprimtarive ekoturistike të lira në natyrë. Në ZQ B janë të ndaluara: shfrytëzimi i tokës me teknologji intensive, me mjete dhë mënyra që shkaktojnë ndryshime rrënjësore në biodiversitet, në strukturën dhe funksionet e ekosistemeve ose që dëmtojnë në mënyrë të pandreqshme në sipërfaqen e tokës; neutralizimi i mbetjeve me origjinë jashtë territorit të “Parkut Kombëtar”; shpërndarja e kafshëve dhe e bimëve jovendase, kur ato sjellin ndryshime në biodiversitetin e sonës; riprodhimi intensiv, me përjashtim të riprodhimeve shpëtuese; ndërtimi i rrugëve, autostradave, hekurudhave, zonave urbane, hidrocentraleve, linjave të tensionit të lartë dhe sistemeve të naftës dhe gazit me shtrirje të gjatë; larja dhe spërkatja e rrugëve me kimikate; mbjellja e pyjeve monokulturë; etj. c) Nënzona e Përdorimit Tradicional dhe Zhvillimit të Qëndrueshëm, me sipërfaqe 17673.82 (shtatëmbëdhjetë mijë e gjashtëqind e shtatëdhjetë e tre presje tetëdhjetë e dy) ha, e shënuar në hartë me ZPTQ. Kjo nënzonë përfshin tokat pyjore, bujqësore e kullotat, ku mundësohet vazhdimi i veprimtarive tradicionale si punime për shëndetësimin e pyjeve, aktivitete bujqësore, kullotja, grumbullimi dhe kultivimi i bimëve mjekësore e aromatike, me përdorim të balancuar të tyre dhe nuk lejohen ndërtimet e veprimtaritë që shkaktojnë ndryshimin e gjendjes natyrore të ekosistemit natyror. Në nënzonën e përdorimit tradicional dhe zhvillimit të qëndrueshëm, zbatohet shkalla e dytë e mbrojtjes, që siguron një territor me ndikim të ulët dhe kontroll të veprimtarive ekonomike, sociale, agrobiznesit, argëtuese, sportive e ekoturistike, ndërtimi i infrastrukturës sipas planeve të zhvillimit urban e turistik të miratuar nga Këshilli Kombëtar i Territorit (KKT), të cilat nuk cenojnë integritetin ekologjik të ekosistemit natyror dhe respektojnë funksionet e zonës së mbrojtur, vlerat ekologjike dhe ato të peizazhit natyror e kulturor. d) Nënzona e Rekreacionit me sipërfaqe 142.09 (njëqind e dyzet e dy presje zero nëntë) ha, e shënuar në hartë me ZR. Në këtë zonë përfshihen pjesë të habitateve pyjore, kullotave dhe bimësi pyjore. Në këtë zonë zbatohet shkalla e tretë e mbrojtjes, që siguron një territor me ndikim të ulët dhe kontroll të veprimtarive turistik, si mundësi shetitje në natyrë, shërbime turistike në mënyrë të tillë që respektojnë funksionet e zonës së mbrojtur, vlerat e tij ekologjike dhe ato të peizazhit natyror, në mbështetje të studimeve urbanistike të miratuar nga KKT-ja.   Zonimi dhe sipërfaqet në Parkun Kombëtar “Shebenik” jepen në Tabelën 2.       Tabela 2. Zonimi i brendshëm i PK-së.   <table border="1" cellspacing="0" class="Table" style="border-collapse:collapse; border:solid windowtext 1.0pt; width:100.0%"> <tbody> <tr> <td style="height:15.6pt; width:67.72%"> Zonimi </td> <td style="height:15.6pt; width:19.12%"> Sipërfaqe ha </td> <td style="height:15.6pt; width:13.14%"> Perqindja </td> </tr> <tr> <td style="height:15.6pt; width:67.72%"> Zona qëndrore A </td> <td style="height:15.6pt; vertical-align:bottom; width:19.12%"> 2129.62 </td> <td style="height:15.6pt; width:13.14%"> 6.17 </td> </tr> <tr> <td style="height:16.2pt; width:67.72%"> Zona qëndrore B </td> <td style="height:16.2pt; vertical-align:bottom; width:19.12%"> 14562.37 </td> <td style="height:16.2pt; width:13.14%"> 42.20 </td> </tr> <tr> <td style="height:16.2pt; width:67.72%"> Zona e përdorimit tradicional dhe zhvillimit të qëndrueshëm </td> <td style="height:16.2pt; vertical-align:bottom; width:19.12%"> 17673.82 </td> <td style="height:16.2pt; width:13.14%"> 51.22 </td> </tr> <tr> <td style="height:16.2pt; width:67.72%"> Zona e rekreacionit </td> <td style="height:16.2pt; vertical-align:bottom; width:19.12%"> 142.09 </td> <td style="height:16.2pt; width:13.14%"> 0.41 </td> </tr> <tr> <td style="height:16.2pt; width:67.72%"> Totali </td> <td style="height:16.2pt; width:19.12%"> 34507.9 </td> <td style="height:16.2pt; width:13.14%"> 100.00 </td> </tr> </tbody> </table>   4. Aktivitetet shfrytëzuese të burimeve natyrore, të cilat ndodhen brenda territorit të parkut kombëtar dhe që janë pajisur me leje mjedisore dhe/ose vendim të KKT-së deri në datën e hyrjes në fuqi të këtij vendimi, do të lejohet të vazhdojnë ushtrimin e aktivitetit nëse përmbushin kushtet e parashikuaranga Ligji nr. 81/2017 “Për zonat e mbrojtura”.   5. Zonat urbane brenda perimetrit të zonave të mbrojtura, të identifikuara në Vendimin nr. 10, datë 28.12.2020 në Këshillin Kombëtar të Territorit, do të jenë pjesë e Planit të Menaxhimit të zonës së mbrojtur duke u harmonizuar me rregullat e parashikuara nga Planet e Përgjithshme Vendore dhe Planet e Detajuara Urbane të miratuara.   6. Ministria përgjegjëse për zonat e mbrojtura, në bashkëpunim me ministritë e linjës, me bashkitë, me publikun e interesuar, shoqërinë civile dhe me pronarët privatë, pronat e të cilëve shtrihen brenda territorit të zonës së mbrojtur, miraton Planin e Menaxhimit të Parkut Kombëtar dhe objektivat e ruajtjes së zonës, të hartuar nga specialistët e fushës në bashkëpunim me Agjencinë Kombëtare të Zonave të Mbrojtura brenda dy vitesh, nga data e hyrjes në fuqi të këtij vendimi.   7. Administratat Rajonale të Zonave të Mbrojtura, Qarku Elbasan dhe Dibër, kryejnë funksionet menaxhuese të Parkut Kombëtar “Shebenik”.   8. Me hyrjen në fuqi të këtij Vendimi, Vendimi nr. 640, datë 21.05.2008 i Këshillit të Ministrave “Për shpalljen Park Kombëtar të Shebenikut”, shfuqizohet.   9. Ngarkohet Ministria e Turizmit dhe Mjedisit, Agjencia Kombëtare e Zonave të Mbrojtura dhe organet përkatëse të vetqeverisjes vendore, për zbatimin e këtij vendimi.   Ky vendim hyn në fuqi menjëherë dhe botohet në Fletoren Zyrtare.                                                                                                                                KRYEMINISTËR                               EDI RAMA       SHTOJCA 1 <img id="Picture_x0020_1" 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GuUicru3EYBIAP0Wor4N+FH/AAVC/wCCkvxr+F/hv4yfDb/gh54u1Lw74t0Cz1nQdQX48+E4RdWV1Ak8MuyW4SRN0bq210VhnDKpBA6L/hvb/gq1/wBIH/GH/iQHg7/5LoA+0KK+L/8Ahvb/AIKtf9IH/GH/AIkB4O/+S6P+G9v+CrX/AEgf8Yf+JAeDv/kugD7Qor4v/wCG9v8Agq1/0gf8Yf8AiQHg7/5Lo/4b2/4Ktf8ASB/xh/4kB4O/+S6APtCivi//AIb2/wCCrX/SB/xh/wCJAeDv/kuj/hvb/gq1/wBIH/GH/iQHg7/5LoA+0KK+L/8Ahvb/AIKtf9IH/GH/AIkB4O/+S6P+G9v+CrX/AEgf8Yf+JAeDv/kugD7Qor4v/wCG9v8Agq1/0gf8Yf8AiQHg7/5Lo/4b2/4Ktf8ASB/xh/4kB4O/+S6APtCivi//AIb2/wCCrX/SB/xh/wCJAeDv/kuj/hvb/gq1/wBIH/GH/iQHg7/5LoA+0KK+L/8Ahvb/AIKtf9IH/GH/AIkB4O/+S6P+G9v+CrX/AEgf8Yf+JAeDv/kugD7Qor4v/wCG9v8Agq1/0gf8Yf8AiQHg7/5Lo/4b2/4Ktf8ASB/xh/4kB4O/+S6APtCivi//AIb2/wCCrX/SB/xh/wCJAeDv/kuj/hvb/gq1/wBIH/GH/iQHg7/5LoA+0KCM18X/APDe3/BVr/pA/wCMP/EgPB3/AMl0h/b3/wCCrWf+UEPjD/xIDwd/8l0Ae6/tI/ssaX+0Jr/h7xLP4wuNJuvDttfW9v5dqJo5Y7o25fcNyncDbJghsYLAg5BHCL/wTuQjJ+Lrf+CH/wC31wg/bz/4KtE7v+HEPjD/AMSB8Hf/ACXS/wDDen/BVn/pA/4w/wDEgfB3/wAl16GFzXMMJT9nRquMd7I2hiK1ONoy0O7/AOHdsf8A0V1v/BD/APb6P+Hdsf8A0V1v/BD/APb64T/hvP8A4Ks/9IHvGH/iQPg7/wCS6P8AhvP/AIKs/wDSB7xh/wCJA+Dv/kuuj+3s4/5/S+8r65if5md3/wAO7Y/+iut/4If/ALfR/wAO7Y/+iut/4If/ALfXCf8ADef/AAVZ/wCkD3jD/wASB8Hf/JdH/Def/BVn/pA94w/8SB8Hf/JdL+3s4/5/S+8f1zE/zM7l/wDgnfGq5/4W63/ghH/x+uy/Zf8A2QtD/Zs8ZeMPG9n4yu9WvvGEOmxXqS2qwwwJZi4EexQWbLfaH3ZYjhcAc58TP7ef/BVrt/wQg8Yf+JAeDv8A5Lp3/Dev/BVojB/4IP8AjD/xIDwd/wDJdc+JzTMcZT9nWqOS7MipiK1SNpSufZyjsRTq+L/+G9f+CrQ/5wP+MP8AxIDwd/8AJdH/AA3t/wAFWv8ApA/4w/8AEgPB3/yXXAYn2hRXxf8A8N7f8FWv+kD/AIw/8SA8Hf8AyXR/w3t/wVa/6QQeMP8AxIDwd/8AJdAH2hRX5l/tvf8ABdz9sr/gnx8IbX46/tSf8EZvFHhjwzdeILXSF1G5+N/h26BuJlkcIEsTcy7vLilYZQISmC6ZBr2Qft7f8FWsf8oIPGH/AIkB4O/+S6APtCivi/8A4b2/4Ktf9IH/ABh/4kB4O/8Akuj/AIb2/wCCrX/SB/xh/wCJAeDv/kugD7Qr4U/YQ/5Thft9f9gv4S/+mLUa22/b2/4Kt44/4IQeMP8AxIDwd/8AJdYv/BL/AOFf7ZM37ev7VH7Yv7Vn7JN78IbL4tWngSHwroeoeNNJ1qWX+ybC/tbomTTp5AuDJCw3hMiXC7trEAH3VRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADSO39KO/Ir8+/jd/wWS/aj8L/tyeNP2Qv2Zf+CWHir4v6P8AD/WNI07xR4+0HxstvBZS3tnBdEPAbKTaY0mOR5nzeWT8ucDC+LH/AAcR+FPhd+0leeDLf9if4hax8GfD/jmHwd4y+PWnzI2n6VrEp8tUS3EZ8+FZmjRpPORhubCM4WN5j71rdQfu3v0P0iHBwKXgV+e/7RP/AAX18EfAL9r7VvgI37JnjrXfh74N8Q6foHxK+MmmyJ/ZvhvVL1UaCEw7CZkAdd7mSMrzhXxR+1v/AMF9fBf7MX7UWtfBDw7+yP468deC/h7/AGV/wuT4peH5YxYeEP7SRHtB5RRjcko+58vDswcb8NilrYNj9BnIxzX5Rf8ABuAksP7YH/BQjzEYZ/ae1AjPf/T9V/xr1n9tj/gvj4J/ZN+NVx8P/Av7Jvjr4o+E/Ceg6fr3xc8eeFJI1tvCWlX2DbXHlsh+1MUJcxs8AAH3jzib9tX/AILreAf2VPiTpvhD4Ifsm+MfjFYnwZZ+NviB4h8GukMPh7w5c48nUGDRkzuy/MI28r5QMuOlAbbn6AAhhQAB0FedaP8AHPSvij8LvB/xM+Cmp2d9YeOraC70DUr6FvJa2ktmuVkZFZWOY1wBuHJHbrWtvjF4omto/E8ul2H9l2+2C+hUP57TFGJeM52hAy7dpUkhs7hjBOtgPTqK8xX4k/Ex7mHwy9voa6teRpdW03kzNbxQNEzmNhvyzgoV3hgDkHaMYoi+MPieSyXxeukWP9j/ACwNbszi5M7Wwm3h/u7NxEezbn+Pd/CQD07NFcv4B8ReJdWa80/xaLH7ZamN9+nxusZSRA4GHLHcM7Sc4OMgDpXUDpQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFGQeKKQ9yBQAoAXpTWBY012KHNfnv8ACn/gs9+1N8bP2ttW+DHw0/4JVeLNX+F+h/E+/wDCOqfG2y8bK+n26WdyYJ702/2EHauNxjEpx03HrRvKwPSNz9Cwc9aRm5xur8/f2ev+C8vhv43ftpaD+zF4m/Y3+Ifgvwn481bVNK+FfxQ8QbRaeJ73T1ZrmMW+wGFMIdkgkkDZXITOareAf+C//wAP/G37ZMfwEuv2T/HOm/DPUvHl34H8OfHC4kQ6XqXiK2YrLa+SEGyLcpVJfNYscZRc0cuyDY/QvLZ60N97k1+eV/8A8HAvgLTf2xLr4J3f7JvjlfhLZ/EY/D26+P3mL/ZUfigHBs/IEZJhDFR5/m7uf9VjGX/F3/gv/wDD74Q/te6h8ENT/ZS8cXnws8N+NbTwd40+O1tIn9laJrtzt8uB4QhLwgsm+XzAy5OI2IAJHW1uoPS9+h5Z/wAGcCPF/wAEldUSVCrf8Lg1ngr/ANOmn1+ru0kV+fH7S/8AwXn+H/7MX7WmtfAWy/ZG8beIPAPgfWbDTPix8XtHaNNN8LX9+qvAjQ7CZxhw0j+ZGV5wHIIr7T8ZePtch/s2PwMLGT7ZptxqRuL+ORke3iEXyqEZSGbzk+Y5CgHINH2VIHo7M7bnNFeZXHxg8WxWra/DpFhJp96rR6Vb7nWZZhs2+Y/KlGL84AK7f4s8JdfE74hWVxdaK0ejSXuiia41a4FrMsVxAojYCJfMJjcrKBks4BU9QRgA9OorzW6+KvjW2DagNL01rXUWki0WM+YJIpUmSIecclXDby/y7CgTaSxbI63wHretazps8XiE2zX1leSW11JZxskUhX+JVZmKggjgscepoA3aKBxxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFC5xzRVHXtWttC0q61q+fbBZ2sk8zMcAKilic9uBUvQNy4eeDQcZxXwB/wAE8v8AgsJ+11+3h8WvD+k6l/wSf8XeB/hf4ihvprP4vXXjZb2wMcMcpicRfYoiwleMRj5xguDz39B+GX/BX/4JfFr/AIKI/Ej9gvwd4fM1v8LfBMuueKvHZ1Zfs8VxFJGs1msIj58tZMtL5nBUqFP3qrb7r/JB/nY+vs4FAzjI4r89/wBiD/gvz4H/AGvfjtp/wz8Y/sk+Ovhp4X8baffal8IfH3iiRGtfF1lZkieTYqL9lYBSQgeUEA/MKb+yj/wX98EftKftOaH8IPEv7I3jzwL4C+IWoalY/Bz4sa9IjWHiy5sCwuYzEqD7LypEZEku88HbzhB3Po7/AIKtoX/4Jc/tJImSzfAPxiAB3/4kl3Xh/wDwbQho/wDgiB8B1dMH+zNZ6/8AYd1CsH4H/wDBffwF8ZP2w9N/Z91T9k3xz4c+HvjDxbe+E/h58ZtTdG03xBrdqWWW08kJ+5VmUrG/mPvYgFVySG+GP+C+vw2vv2xv+GeG/ZK8a6b8K/8AhYFx4A0r44s0f9kXPiWBzHJZCBU+WLeNqzCQkkj92Ac00728w2ufocDmiuH8b/EDxJoGu3EWjWtl9h0mwt7vVftUbmWdJpXQLEQwVCoicksGySowOWGe3xK8ffaI7A2ekrNq06ro7eXKy26mR1YzDePMIVCw2lMk7eMbqPUD0iivMbX4s+NHzd3Njpfk6Sywa8Ejk3TTGeSEtAdwCKDEWAfcSGAyMZMkfxJ+IjGHSZLTR0vtYkgfR5DHI0dtHIJSwmXePMZBDncrIGLgYXbkgHpVFY/gXXbnxJ4YttWvoY47hgyXCw7tnmIxRiuecEgkZ7VsUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTX5wKdRQA1wfSh+ua4X9qD446f8As0/s8+NP2gNV0f8AtC38HeGbzVn0/wC1CD7V5ETOIvM2ts3EBd21sZzg9K+I/gT/AMFs/wBqTxd8HfiB+0N+0x/wSe8YfCPwL4L+F114w0zxLrHjVLqHXGiMRjso8WMXltLHIzh/mwIz8pzS7vsHkfooPQmnAf3DXwN+y9/wWX+NvxA+CPxB/ae/bL/4JteMPgb8O/BPgMeKbLxJf+JE1U69b7GkENtH9mt/3jLs25bDGRRletQfsdf8F5PBnx4sPGh/aV/ZQ8b/AAR1Lwt4BPjvS9N8STLdHXfDRUtHeQN5cWJG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style="height:393pt; width:470.25pt" />                                   SHTOJCA 2   <table border="1" cellspacing="0" class="Table" style="border-collapse:collapse; border:solid windowtext 1.0pt; width:453.0pt"> <tbody> <tr> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> Pika </td> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> X </td> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> Y </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> Pika </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> X </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> Y </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> Pika </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> X </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> Y </td> </tr> <tr> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> 1 </td> <td style="height:.2in; vertical-align:bottom; 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527957.7 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 4571201 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 105 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 528379.5 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 4571886 </td> </tr> <tr> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> 6 </td> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> 527418.06 </td> <td style="height:.2in; vertical-align:bottom; width:55.0pt"> 4570812 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 56 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 527978.1 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 4571206 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 106 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 528375.4 </td> <td style="height:.2in; vertical-align:bottom; width:48.0pt"> 4571896 </td> 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