{"id":8325,"date":"2024-11-07T11:51:35","date_gmt":"2024-11-07T11:51:35","guid":{"rendered":"https:\/\/i-wapp.es\/imarkt\/admin\/?p=8325"},"modified":"2025-07-02T18:50:50","modified_gmt":"2025-07-02T18:50:50","slug":"co-to-jest-wolumen-czym-jest-wolumen-na-gieldzie-16","status":"publish","type":"post","link":"https:\/\/i-wapp.es\/imarkt\/admin\/co-to-jest-wolumen-czym-jest-wolumen-na-gieldzie-16\/","title":{"rendered":"Co to jest wolumen? Czym jest wolumen na gie\u0142dzie, czym na rynku forex, a co oznacza dla firmy?"},"content":{"rendered":"<p>W praktyce, inwestorzy i traderzy powinni obserwowa\u0107 zar\u00f3wno wolumen, jak i LOP, aby lepiej zrozumie\u0107, co si\u0119 dzieje na rynku. Wzrost wolumenu w po\u0142\u0105czeniu z odpowiednim ruchem cen wskazuje na si\u0142\u0119 tego ruchu. Warto tak\u017ce zwraca\u0107 uwag\u0119 na sygna\u0142y dywergencji mi\u0119dzy cen\u0105 a wolumenem, kt\u00f3re mog\u0105 sugerowa\u0107 potencjalne odwr\u00f3cenie trendu. W analizie technicznej, obok ceny, to w\u0142a\u015bnie wolumen odgrywa kluczow\u0105 rol\u0119 w zrozumieniu dynamiki rynku. Jest to jedna z najwa\u017cniejszych informacji, kt\u00f3re inwestorzy i traderzy mog\u0105 wykorzysta\u0107 do oceny si\u0142y ruchu cenowego.<\/p>\n<p>Wolumen jest miar\u0105 wielko\u015bci handlu i tym samym jedn\u0105 z najwa\u017cniejszych informacji dla inwestora, jakie mo\u017ce uzyska\u0107 od rynku. W uproszczeniu mo\u017cna stwierdzi\u0107, \u017ce wolumen to wielko\u015b\u0107 pozycji handlowej. Ma\u0142e wolumeny charakterystyczne wszak b\u0119d\u0105 dla mniejszych inwestor\u00f3w indywidualnych, wielkie wolumeny b\u0119d\u0105 ju\u017c raczej domen\u0105 funduszy inwestycyjnych. Pocz\u0105tkuj\u0105cy inwestorzy mog\u0105 wpa\u015b\u0107 w pewn\u0105 pu\u0142apk\u0119 polegaj\u0105c\u0105 na uto\u017csamieniu wolumenu z obrotami handlowymi.<\/p>\n<ul>\n<li>Zrozumienie znaczenia wolumenu oraz umiej\u0119tne wykorzystanie go w praktyce mo\u017ce przyczyni\u0107 si\u0119 do osi\u0105gni\u0119cia lepszych wynik\u00f3w inwestycyjnych.<\/li>\n<li>Je\u015bli cena aktywa nie spadnie poni\u017cej poprzedniego minimum przy drugim spadku, a wolumen b\u0119dzie ni\u017cszy podczas drugiego spadku, zwykle jest to wska\u017anik zwy\u017cki.<\/li>\n<li>Chocia\u017c mamy r\u00f3wnie\u017c profil wolumenu i zakres wolumenu, co pozwala nam zwizualizowa\u0107 obszary, w kt\u00f3rych powsta\u0142o najwi\u0119cej handlu.<\/li>\n<li>Ca\u0142o\u015b\u0107 wolumenu to zatem zszyty i oprawiony tom obejmuj\u0105cy ca\u0142e dzie\u0142o, jego cz\u0119\u015b\u0107 lub kilka r\u00f3\u017cnych dzie\u0142.<\/li>\n<\/ul>\n<p>Od 74% do 89% rachunk\u00f3w inwestor\u00f3w detalicznych odnotowuje straty w wyniku handlu kontraktami CFD u broker\u00f3w. Zastan\u00f3w si\u0119, czy rozumiesz, jak dzia\u0142aj\u0105 kontrakty CFD, i czy mo\u017cesz pozwoli\u0107 sobie na wysokie ryzyko utraty pieni\u0119dzy. Inwestycje w instrumenty rynku OTC, w tym kontrakty na r\u00f3\u017cnice kursowe (CFD), ze wzgl\u0119du na wykorzystanie mechanizmu d\u017awigni finansowej wi\u0105\u017c\u0105 si\u0119 z mo\u017cliwo\u015bci\u0105 poniesienia strat przekraczaj\u0105cych warto\u015b\u0107 depozytu. Inwestowanie jest ryzykowne i mo\u017cesz straci\u0107 cz\u0119\u015b\u0107 lub ca\u0142o\u015b\u0107 zainwestowanego kapita\u0142u. Podane informacje s\u0142u\u017c\u0105 wy\u0142\u0105cznie celom informacyjnym i edukacyjnym i nie stanowi\u0105 \u017cadnego rodzaju porady finansowej ani rekomendacji inwestycyjnej.<\/p>\n<h2>MBANK Sp\u00f3\u0142k\u0105 Dnia Biura Maklerskiego Alior Banku<\/h2>\n<p>Aby obliczy\u0107 wolumen obrotu, nale\u017cy pomno\u017cy\u0107 ilo\u015b\u0107 sprzedanych towar\u00f3w lub us\u0142ug przez ich cen\u0119. W takim przypadku nale\u017cy przeliczy\u0107 ceny na odpowiedni\u0105 walut\u0119 z uwzgl\u0119dnieniem aktualnego kursu. Mo\u017cemy r\u00f3wnie\u017c wykorzysta\u0107 wolumen w naszym szkoleniu handlowym, aby okre\u015bli\u0107, czy rynek wyczerpa\u0142 kierunek okre\u015blonego aktywa. Kiedy nast\u0119puje gwa\u0142towna zmiana ceny i gwa\u0142towny wzrost wolumenu, mo\u017ce to sugerowa\u0107, \u017ce trend mo\u017ce si\u0119 zako\u0144czy\u0107.<\/p>\n<h2>Liderzy polskiego rynku kapita\u0142owego nagrodzeni za osi\u0105gni\u0119cia w 2020 r.<\/h2>\n<ul>\n<li>Je\u015bli linia OBV ro\u015bnie, oznacza to, \u017ce og\u00f3lny wolumen jest po stronie kupuj\u0105cych, co mo\u017ce by\u0107 bycze dla ceny.<\/li>\n<li>Ale w handlu jest inaczej, wolumen pomaga nam przez ca\u0142y czas okre\u015bli\u0107 sytuacj\u0119 konkretnego aktywa.<\/li>\n<li>Mo\u017cemy r\u00f3wnie\u017c wykorzysta\u0107 wolumen w naszym szkoleniu handlowym, aby okre\u015bli\u0107, czy rynek wyczerpa\u0142 kierunek okre\u015blonego aktywa.<\/li>\n<li>W uproszczeniu mo\u017cna stwierdzi\u0107, \u017ce wolumen to wielko\u015b\u0107 pozycji handlowej.<\/li>\n<\/ul>\n<p>Wa\u017cne jest, aby przyjrze\u0107 si\u0119 rozbie\u017cno\u015bciom i zbie\u017cno\u015bciom, kt\u00f3re mog\u0105 wyst\u0105pi\u0107 mi\u0119dzy cen\u0105 a wolumenem. Aktywa o niskim wolumenie mog\u0105 nam powiedzie\u0107, \u017ce ich sprzeda\u017c mo\u017ce by\u0107 trudna ze wzgl\u0119du na niewielkie zainteresowanie zakupem. Ponadto aktywa o niskim wolumenie mog\u0105 charakteryzowa\u0107 si\u0119 du\u017c\u0105 zmienno\u015bci\u0105, poniewa\u017c r\u00f3\u017cnica mi\u0119dzy cen\u0105 kupna i sprzeda\u017cy jest zwykle wi\u0119ksza.<\/p>\n<h2>Godziny handlu na rynku FOREX<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"609px\" alt=\"wolumen co to znaczy\" 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HKSQjbnkZCTOCVRDPkdU+4nzUl3IPubuzx7Q5+PtLarXWRxdSkOHQrYrSuxgn3BCEKSZAEIQkDBTkKEIEkMhA6IQMEIQpJ2AIQhJsAQhCQGQhCFITBCEIGCEIQAIQhKwBCEJACEISAjcFBOSjzwhSrgTYIwShTu9kLkEQBzyp4HKgnKEPgYHkqMgIKVICSclQhCa7ACrqR+Yf7tIViWRoc3JPTlCIpnDviMLpIpPtAq61kxzD+ErbzTeHXGVow2QcLDo3kTt9NyzTRtg7R0TiUA5UE5AKAVSy+IysZwqx1Tg4SaJlrXeRX6S9xkZ7AaE\/3Srf2wvzPmqNrmhnU9V+lvcPcX93yid\/dOt\/bCcO5Tn8J9BEBNTljaiN7ngAPBJzx1XF3Kw0D9V0sJkrRHWQVU0zW10zQ57XR7SMO+H7TuBgcqKjUN2Y2puzZaT6NTXA0Bo9hM0mJBGSH5+2c7g3bjC6L0SlFq+5zJZd0XF+Z2GmdI9nuiqu8VulLLbLXU6grX3K6TU8eJK2peSXSyu6ucSSeT1J9Sk1Jo7s51dd7FqDU1itdyuWmqk1dnq6iMGWilJaS6J3VuSxmfI7RlcJUXW614tlylrIIaae9R04pGsLZGBsrm4c7dySG5LduMEfe9PqW71lwhioiz6Lc2VP0KaWnDWgsaXMcMSFzhxg7mt65Houf\/R+G7d7R2cT8nx3u3uz0TVFp0frSw1ml9V0dFdLTcGCOqo6gB8czAQ4Bw8xkA\/csu2NsFmtdHZ7R9HpaGggjpaaCLAZFExoaxjR5ANAA9gvO7RdpNTvdSzU8QpY6Noro3Z3CpcSDF7bdrs+fxNSXC6XK2XinpC\/wrY0wwiZ0Rn3PccYkdv3sJ4w4ggk8lL+j2Kq3uiP5Nhra5M22v+yDsS7U7hTXbtF0RYdQ1lJD9HgmroBI+OLcXbGnyGST96wdH9gvd67Pr9DqfRfZxpuzXaBkkcVXSUwZI1kjSx7QfQtJB+aq1RcrrbjBJQ7W0ojkkqJWwiZ0YBbglm9pLeXZLckYHHK0tZWV9TVmW2V8dNE+9xxl4Y8iQOpmOBI3Djr8PQ8dMc2LocYx2LJKif5Wox2rJKvQ9K0hpns90BpyHSGirRbLPZacyOioaSMMhaZHFzyG+7nOJ+a5+l7Hewug07R6SpNDWCCyW67tv1JQMpwIKe4NBDahjOjXjJ6ccn1WldqKsxjMWTezb8Y\/7rcR6\/ax5\/qWLTakutZXxwxOApbjFUSUcz6cMwGDLXNAkLnD13BvkQoroEE7WSXJFdLhy1OX6nr\/ANbWwcfTo+PdeX37u5d2bVF6rdR6h7KtK3C53Kd9TV1U9IHSTSuOXPcfMkrQw3uvtlvtlxmcysqPqWWYPfvB+1CAHfEcj4sucRnjPHKzbnqC+WYVFNJVUFbN9GjqIpY4SGMzMxha5u45B3ZacgnBRDoMMXMMkkPH0qGPmE5L6M7Ls97OOx3snbXR9m+lLJp0XMxOrBQReH45j3eHu9du9+P74rl7v3au63ftUjWN27KNJT3XeZHv+iBsUzycl0sDcRSuJ5Jewk+aybVW3R1xuFsuU8UzqNsMjZY4zHkSBxwW5PQtPOfNaOTWdVR1HhVjGOit8ssVzkawjaSXCFzR5btufvSXRVuclklb7k\/yuFuSySt\/M9cqY9J1lkm03PHQutVRSuon0bWhsJp3M2GINGAG7TjA8lTpmg0Vouw0Wl9K01Da7Tb4zHS0dM3bFCzJOGjyGST968muWpb9Q0wm2NfPSUkM9bEKcFjHuyS1z3SAjgcbWuOfwWybd7o3UBpa17IqOSZ0NPtgD2y\/BuH5wPy1+c8OaBgKH9H8bVKbK\/ybFVb3\/wCfY9MvTdH6itc9j1FTW26W2rbsno62Bs8EzeuHseC1w9iF5zpHu9d2LQGo\/wB1+k+zbTNuu7HiWGpEBe6neD9qEPJbCfdgasDVOoLjbJZ\/qtpk+hU4qJ2mBpaM5xucZGkA7f0WuPH3LN1FcK2ipKN1DLBDJVVcVOXTN3NYHg84BGTwPNSj0KMIuMcjSZKPSccFtU5JfX+R3Gsbb2da\/wBPVWktbUVtvNnrTGaiiq2b4pCx7Xs3D2c1rh7gLbM1Bp+ONsLLhA1jGhrWg8AdAP1Lxar1Dd6aWSziJk9UytZT\/Soqf4Nrot+AwvAMgxjG7CeCv1BVy2+hLIqWWpNS2SSWHO5seza4NDyATuIILjggqH5Bjqt7oj+TYmq3Ovt\/wbvWPd\/7snaJqJurdW9nGmLhd\/E8WSq8ExOqH5zmYRlomP8A5gcu5nsfZ1U6Rm0I60Wdum6ikfQSWqKBkVKaZ7S10QjYA0MIJGAB1K8dpKm62f6XJG4VNTXXaSj8TwCSzYX8gOkDTnGGtyMfwluKe836qdSW1whoaiofUD6RLFuy2PbgtY15Acd3I3HG13VTfRFJJSyPgm+lY2knOXHbn+R6RHYOzqHRo7PI7Xav3NCg+qvqoxg030TZs8HYeNm3jC1NP2ZdjNNBpeng0rZWxaKkfLp5vh5Fsc9wc4w5+xktb+AHkuToJbrJqqSGa6QyQtoIJHRxxnY4uMgy34jjkZzzxgeWVfW3e5Ul8ip3hkNvdJDEJfB8Xe97sFjiHh0Z+zglpHPJQugwXbIxLpGKKtTf6\/yPVmXGzCd9VHPTNmka1r5GgbnNbnaCfMDc7HzK5S2aY0TofSlJpLQVoobTaaSd8kVFRs2RRl7nPeQPdziT7lcPbble6emhpn3OB8tbcqimZPNEdsOx8meN3xE7QGtyAOnKvZfb7UVkNogqKPxxWT0slSIXOY4MhbIHNbu+18WCM4yFPB0PHikpKbJ4OnQwZFkUnwzsG7eDkeysb0XGOvGoHyh0dVRsilukttY11O4loBdtkJ3jJ+E8LoNN19VXUc7a4xunpaqWle+Nu1r9jiNwGTjPplbcumjji5JnchkcnTPyh71jg3vEa75\/sof2GryKSTPmvVO9nLt7xevBnpdSP8xq8j8QEdVzWdmHgX0Jec+apc7Hmh8gAVEjz5JoZb4uPNQZgPNY+XFG1xTIGYyf3VonOOqwmMPqrg0gdUAZHju\/fI8V3qVVt904bxwgBvGdnklT4qrwVBaVJITLRN6o8XPmqtrlGCOqZEymTkeazqefeA3PRalrvJX08ux454TS5K5He2pnh0jB68rMWjoNRWxkTIZZdrgA3lbaKspJseHOx2fLK0rsYJW2XIUDn0+5SmRBCEIAEIQgCchT1SqWoAlRuCHdFCAJ3BSDlKgHCe0BkKAcqUqEzIQhCkMEIQgAQhCiAIQhAAhGQo3eyaQEoUbvZG72ToAd1UIUHhAEoS7vZG72QAHqoQeqEMAQhHTkqHbuFWCMFKJRnhBkA+0cJe0Rb7GdDIxnhS3BHGClkljhjMkvDW9VNNSK3Gu5otTw7YW1AGS08rQQn86wjzOVtrtqWhmgkhlo37TwHFaShnZO8OY4EAqmcS\/H2OnByxp9kJWO\/Ntxzwjf7LOakWN9FTUz7B16I3kdStZcKkteGtOfXlIkmWfSMPLi7qv0+7gb\/F7u1C4dPrSuH+eF+WTpd\/zK\/Ur8nwf+bhQEHrda79sJxVMrzeE+hXW2B1Q2qdGwysDmseWgua1xGQD1GcD8Fiu0\/axXNuTrfSuqx\/8AqHQtMg44O7GcrcHokIGOi0+85PU57xxNP+52zGrNwNrojVOeJDN4DfE3A5Dt2M54HKVmm7TTyPqaS30dPUncRPHTsD2kggnOPcraoPRP3nJ6h7OJprXYI7TTyRMqXTSTzPqJ5XMAdJI7qSG4A6AYA8lE1gtc1W2vmt9LJVRkFszoWl4I6EOxkYW2ckd1R7zl9RrHE1NdYLZcnMdcaCmqTH9gzRNft+WQlqLLa6iKWCot9LLHM8SPY+Jpa54AAcRjk4AGfZbRyqkA44S94yeonjiax9htDqv6e61UbqkODxMYG+IHDod2M5\/1JILFZ6SY1NNaqOKYkkyRwNa7J68geeT+K2ZSkeqPeMj8wWOK8jXQWa10oAp7dSxtDXtwyFoG1+Nw4HQ4GR7BVR2CzU8MkFNaqOKOYh0jGQNAeRyM4HOCAtmeqUjn5pvU5F5htjZjtpoGzSVDImCWYAPeGgOcB0BPnjJWLNbLdKJ\/GoKaT6TtM++Jp8Xb9ndnrjAxnphWV92tttGa6sjhBHBcVzdd2naNpRgXZksnk1jSQR8+iqlq5x7sshi3dkbqqs1orpfHrbXSVEm3aHywNe7Hpkjp1Uss9qiqzXx22lbVHJMwhaH5PX4sZXLO7W9JNYX+JUSbTj4Ij+POFRH2zaLdK1k1c6nyTkyMdgfgCo+\/NfxF3usn2iddXWa1XCUT1ttpJ5GtLA6SBrjt9OQkuloprvFBBVtDo4J2z7C0Fr8AjaQRjHJ4Wih7UtDVLxGy+xtPTL2uAz+HC6Cgu1uubPFoK6CoYOronhw\/UprWTfZlUtPXLiViyWcUbrc22UgpS7cYPBbsJ9cYxlXU9st1L4IpqGniEDXNiDImt2B2N2MDjOBn5LIHUph1R7zkfmQ9nExp7Xb54ZKaWhp3xTPMkjHRAte8nJcQepz5pHWOzPo2299qpDStO5sPgN2B3qBjGfdZyEe85e1k\/Zx9DFjtFtbJFNHQUzZaZhZC9sLQ6Np\/RaR0HsPUp32a1S1zLjLbqV9UwgtmdE3eCOnOM8LKZ0TgHOUe85PUi8ULujEdZLRKKhslspHCqcHT5gafEI6F3HJGTyfVXU1roKZsLKehp4m0xJhEcQaI8jB24HGfNZDU7VNanIvMi8cSgW2iIGaSAYmNRxGP64c5f\/fcnn3V9NTw0\/ieDDHH4jzI7Y3G5x6k+5TNPkmUZZ5zVNlixxi7R+Pfe2eR3kNfD+6p\/wBG1eQuf7r1rvbk\/wC+R1\/t5xdT\/o2LyMRyv+ywqnZZ0oT+FCudnzS9fNW\/R3n7Ra35lQ6BreTMD8kLGweVCtVg4SAMB4zlTuAUvZsh7RFrfVWDPmVjhzifhBVojnd0BH3qawthvfoXAtzyQmBj\/fBUfRak+X61Boaon7ePvT9lXcN0vQyC+MdXBR40Y\/SH4qgUFQesoU\/V0p6y\/gltRFykWGeMclyUzMPQpRbT+lKm+gMHO8pqiDchfFHqjxR6qTQs67ysaUU0bi10wBU0kVtvzKa2GaZ+6KTCmmqbrRu\/MTN4+8q0OgPHjtH3qT4WMtlafkVMol3NjTasv1PgPcHt9FvbXrUzyNgq6csceh8vxXIZH79GT1BTSBI9QhusEvoP8YFZTJo3\/ZcF5O2qqo\/sVDh96tjvF0i4ZVP\/ABRRGj1YAkZCF5rBqq9QYxVbhno5dtpy4z3S2iqqQA8uI4Q0Jm0QhCQgQhCCIIQhA0gTJR1TKUeRMyEIQokgQhCEwBBOEKHIAnIwlyfVCE0gBCEJgCFBOPJRu9kATkKHHKg8oQKwQhCBghCEACollGdo8lc52xrnegJXK1F\/FM927ccEqjNLajVpMe9s6RjgSrQGkfEAVorffqKtAAkDH+bSeVt2S5HB6rNdm+UdvcHMlhcHRHI8xlVzyCdha9nHosgEEYK095uDaDeA3LtpIVmObujNmxJqzk9VUla2R\/hx5jI42+S0lgqZ4ZfCmB5dwT5LcG8zy7jKC\/PqsV84kfvDGtd5YC1uFoyKVHX087Po7HOcAcZOSkkuFI3rM0FcmZ5SOZXY+aGRyyn4Q5w9cqt4kixZGzoJ71BgtYQc+i1kldG6Qk5P3rGipBLMIHTtD3dAStmNOBnMkwx7JKMU6JpyZgmuYOgK\/VX8nfJ43dqt78Y\/41r\/APSBflsbTBGcdV+p35PeJkPduoGMGB9a137YTyRSXAp3XJ9InolPRMeiU9FnKGVIQhAhMZSEcZTpD0TQ0ys9VVIAriDlVSDgpAypK7jlMsC83e32OgnuVzqGw09PG6SR7ugAGfx9kdhJW6Ql4vFvsdBNcrlUxwQxDJL3AZPpz5rwm9d6Koqqmam0dpj6XTsc5ja2Vzgx3P2gMDjoeSuG7Ru1Oq7QrrGZwaa1QZ8Cj3g5BJ+OQ9NxGOOcBef3TtAsdn\/4FQtdXVWcBmT4YPkOP\/8AFjzah\/wnW0+hVbsh2921BqDUNe6632se973bgwcMHXDQM9BkrAmuVFTzmWYxNd5nGXYXnQ19WXOpNMJzU1By57ofgijHoD6DzP4LNff7PTUwdU1Lic5Owuw77xyVjcnLudKEFHhI6urvgq3t2XR0TP3piOAPxCSSeIAtirI3y4zlzOFzlBdae5lrqayuDDj87LBgOH39R962VRX08TCHU8UYIwPChDcfr5USaiywfSjkm5x7852szgLLoNUalsv5ygvEkLQckMk6n3bnlcxI2mlfuhqph6MLQAPfPVBrZIIiwGV7HHnoRlNSaE1fc9h0v3ib9Z9lNeqNtxjB5k8Ytfj0Gcr2rQvappnXWYqCfwKtvLqaZwD8eo\/ffcviOqraZzhJJ4jHZ\/RfhbCy34WyojqaepljfGQ5kjDhwPzC0wzOJjy6LHPlKmfoBkeqkDJwV4H2S9uNRcq2Gx6mqxI2X4Iql4O8u8g7HB\/Be+Ag4IIIPoVrjNTXBycuKWKVSLGjAwnHRKmHRTSsobGb0TtSjomapCRI6p0oGUyCyz8fO9tMR3j9fNYzaRdTz6\/m2LyBzpj9p5Xrne2djvI6\/wD8KuH\/APGxeQl6vXY1xhwiCOeSmDWHq3Kr3DqUCoiby44CZLai0NBPATiB7jwqBXQj7PJVzLlGOoOFKMJS8g4LGUkxOcq0RTt6ZP3qIrnB58K5tdDJxnlaY43FdiSaEM0jBkghR9La7gkZ+avcY3txgLDmp2Zy04VGdqiToyGSZT5PqteHTQn4gSPVZEM7X8Z5KyWQLi4+qMcZUZTN54QgYjs7ThaCphqXzucIHnJ8gujDDkY9V3lBRU4o4g+CPO0Z+EK2Hcy5nR46AW8SQuHzGFO6MHhuF7O+3W6QYdRQn\/ECwp9M2OoOJKCP5gYVpRuPKGP5w1ZMbvUru6vQFsmGaaR0J9eq0dXoS6U7yaYiVo888lG4LRqGUzpWkg4IGceqo5HUYW5hsd5pHeLPTkMAwStVUjEzgpJ2DKiMr0fR7cWOMnzJXnBdj5r0zTEbo7JAHNIJBPPzQyDNopQhRECEIQRbsEIQgLAdUyUdUylERkIRkKC72SomSo3eiN3soR2Aku8lBJKDxyl3eyLAZCXd7I3eyLACcFQhCGxWCEIQgsEIQmMEIQgAQhCAIl\/rEhPk0rzu6NBcSPMlehVGfo0vP6JXCXeMNeMAclZNSdLpzps0oiMTxJG4gjoQV0VjvdS0+BVOLm44ctS2HdxhZ9JThuOBkrMjqZKo62nqhIBg9VpNVgeKx4\/TYQrofEpMOa7I8wr7gyKtoJMgFwblp9CrIOmYJq00cC30TDgpQCHFp6hSfhznyXRjJNHMcWmPFE6okIBwxnxOI6pnvulW3wbbSObH0BAwT7q62yupYpJowHFxHBHl6LsLJdqerhaGRNjc3qAFlzZXGVG3DguG44u22G8wVbKurhc1jTnldVJP8GPZbquxJRvIxhc67pyq45HJ2S20xSdzl+o35P7B7udCR\/bWu\/bC\/Ljov1H\/ACfv\/ZyoT\/dWu\/bCunO40VZuIn0aeiU9ExOFCpMjdlKEz\/tJUAIoPVOQMdEhBzlCFYh6rHnJHRZB6rXXeugt9HJV1MscbIhuc57toA+aGLuabV+q6LSNlnulU+LfGwvbE+QNL2ggOI9cZzhfGvan25X7WtU589RUUdsa7dDRxuGc4xyQBk\/Ppkrc9s3bTddX1tRpmijkpqSnkxI2N4cJHDgguHVvAwOn6l5LFRzVB\/OQMDieCTkrJqMlKjsaDTfxSXJrJqq43ZhbvNPFJ\/3UZ+ID0JCyINOtgZumyTI3BA67fmPJdbYNLTuqfGEW4NHLQOF1Vy0TXQ0weIiGydQB0PouVPURTo7+PStxtnmf1WwU30aMiOMu3ENG3d80sVmiidmJxLxzl3P6l0tRZ5KWVzDH9k46qyi3xvHiUTXMPBI5KXtQ9i\/M1tOy6MJeZ3OGMBu7j8EtU+uEZeGtOOpd0C6KSKOQtfHFI1jejBgZPusWWCJ7SKgub6ADqq\/aNMtWDg4ySslzl9cyMeuMYUNfCW+I2qmncfRxx+C3T6WllmdDEwsceUk1vniaASeVastkJYGjnZ\/iyWwPGeMlEdTUwjJw5o6NK2E8D43ESA4z6Kh7Wu4DQfuV0ciKJYpILVqT6JWY5hduBYdx+E+WD6r7h7EdcTa10dFNXTtkrKIiCQ5+J4A4cRhfBNwte13iNzj28l6V2EdptXoHU8D657n0E35mpa0ZcYyeo9x1Hyx5rThmkzn6zC8kPmj7xadysA8ljUNbSXGlhraKeOaCZjZI5GHIc0jIKyR1XQXY8+006Yw9E4HklHVOOqkgJAwpUZypSA\/HXvcuA7yWvx\/dV3+jYvHnP9F653us\/wC+U7QOP7Kn\/RsXkbGZI+a1RXB04eFERxyTO2taVTcIHxYbnnK39BA0EHhY13o\/jEuPhJVuONypkJOjT07NmHlv4qZZWgj39FleG1zC3oscUga8Occgeq6EYxguCm2K8HAcla+VhyHHKynR5GAq3NaXNjGMkpZMigmNNsuFTVNYC0ZBTQ1+44l4KzmU7WRhhGeFgVkUbTw3BXFyT3MvRmNljeOqpezwZN8XIPksONzmHAJ\/FZcUhdwVWBmROLwC7qr4+Vjx+yy4mcZQDLKZoNTECOrgu+YQGN9MBcNTgNqIzjo4Lt4juiY71CtxmPUKi1CXPCNyuMzGBwmafVITwhrigSMe6kmgm\/vSvMpY3T1jYo2kue7aAPmvSru7bbpiT+iue0\/puUVkdzne0sHxNb55QTT4NjbdI2yjaHzxeLLjnd0yt01jGANY0NaOAB0CbPqhF+REEIQggCEIQAIQhAAOqD1Qpz7KUQL1ClK7qgmTkeqMj1SoQAZKEIURWCEIQJuwQhCQgQhCYAhCFIaYIQhA7BCEJWKyJW7qeRvmWkLiblE5zg5dwOQR7LlbjDiR7CMbXcLPqFas6OglUqNXFAMjothSw7pWgBURM5AWxoYz42T0AWRHTyMypKd2OPMKgYaCx4OD1WzwCAMKKijZNA5obh4+yfdMzM0U9gttRlwZsceeCudu9tNulDQcsd0K6mOQszHJ9oHlYV6pTWwBjSN+RtJVkMjTK5wUkaOgY18Bb7+S3VnpdsrizrtWHR2uakYRKR5Ld2WP84846BLI90rLsS24tplGfNO6I9SFp5GkHC3tVS\/A6VmMegWsdEA7JHCinRAwiD6L9RfyfxI7udC3+6td+2F+Yrow4cBfp53A2lvd2oR\/dSt\/bCmnZn1FbD6OxlKeqYnASH1UjEK8eaRS45KhArA9EiYlKeiaIsqeQMnyHP3L5t703aRSwWs6VoJpWSTjdUPPDfD9Me\/6uV7b2i6nbpPS1ddvDL3xxOLAHYy7HHPzX5\/6pvFy1Ld556ySSaSZ7iS8kk568lVZZ7DZpMPtJWzFtNJNcJW\/RgXMkI+\/7167pLs5fWRMe+mAzyQR1+SXsr0IbiyN\/hCQRBrXcYX0hpzTkFDTNc6MZI4z1AXmNdqnOW2J7PR4I4oW+5wemOzengY7dA5jS3H2ACfvwugm0rHFC2F9KydjG424Pw+69HhjgbGGtYOgRPRxTxljgQPYrm7n3Nx4PftA0VdSPitlMwFmAYmt2\/F8\/vXCzdn1bA\/wmsDC3IX06\/TVOJxOxrQ8eYGOPf1WLdNK004M4jjLmtPBU45pLgNqZ81fuVqqdm2bDj0AIz94K19bp6pjcQyEZxnnhe71mnoYw576Mc\/ZIHK0cumaGvfNG3DZcZZkYJ9seyl7WRNY7PFmaXqKh+6Okc559MBYd303UkNY8ua9vQZC9mqLEKMB0cTQ5vTjzB9UldpmGuaJXRgPcOdvRHt5R8ya06fc+ejbXMmfFWhzQP3w4WfNo7\/gorIonFjhw4NyvXJez2Od72zsblwyHbf1EFZ+l9NTW+mqrZcKceGx2YXdWuB9PT5KS1bE9NR88DTtXWeKwN4a4gOH8i1r7JWUMviSxOaWHOSML6gGk7XC95+jt+P7QHmtRe9CW25QvjiYGuIx6crZh1bumc\/NpEraNp3au0qGro49EV0pZPG930XJADm9S359SPXn2X0M1fCtdb6zQV+jqIvzbopA9jwPfIPoV9raWuzb1p63XVj2v+lU0chc3GCS0Z6e69BpcvtInkeoaf2U9y8zbjqmHXlKOqZa0c4YY8lKhvRSjzA\/H\/vZ210neO17L13XU\/sNXkgtbt2RkL27vVj\/AJw+uv8ACh\/YavK2gei3RXB0oP4UYNPTzRdeQsiWH6RCYnN+XssoHHQBKX8puSiSas0UltqIzwMhYz4ZgSHRH8F0MkxL+QEpkbtyWg\/cn700R9kc65kvRsTiT7LLo7c5n56UZPXkdFszK0c7G\/gp8TcMYCzZcrmCxpFLmfCsN8DS7LgOVnkEjCQ0+7nKz2SowvosbugTx0RHQLLbDtWXDE0s5CLFRhMp3DyKyoYzjkcrKELfIJmxhvkopiKgwB4d5hdfSkOp2EegXLFmfJdNb8uo4j7K7EzLqFxZkIRghCvMgZQOqEZCBdjX6gfttzmg\/aICy6NuyjiaP0Wha7URP0eGLPL3hbaNu2JrfQBLzJeROT5qcj1SoTEMD7qUilvogi0MhCECBCEIAEIQnEC7cVCEJkwQhCABCEKJAEIQgAQjCEACEITSAEIQgAQhCYAhCFEAWnukQ+l5I4e3qtwsK5x5jbJj7BUMkbRp08tk0zRMi21OwjgnK2cMYa8n2WNOzEzHjossZaM4WJ8HYk7MrIx1VrHxgfE4BaqorRE0knC0ldfpAC1g6e6i3ZFQs3N4bTtf40Ttrm\/rWqc8zPj28gOXOz3CuqXEvlwD5BbGxVTjK2mmJJBBaUJknipWdC5rfGAd0PCvoGiAyAjgkrGrMsaXY5acrLdxCXt5DhnKkypNkzXWnbmDILn8BYuD6LUtcX3OP5rdcKNsJIrwfRfpx3CRt7vNCD\/bSt\/bC\/M1jQTyF+mXcO\/7PlD\/AITrf2wpQ5Zm1HhPoguykc7yUuOAq1aYW6BCEE4QQdiuSO6pkjlIZ4F3odRy09NQ2Onh2CQGWWcjnHk0fyn5BfOlvsUtVVfTWjcwx4aAOOuc\/evbO8yyafUVNG9r9hhaGH9E+uPl\/OuY03bPEpYQ5oBdtBGMAYGFy9XNps9B02CcEz1Lsi062jt7akgAFoHHmV6cQIwMLQ6UgbS2eniaANrQFvHODgD7Ly+R3J2emh2QzJyx3PQrIbMx3mta+RwPlhVmp8MZz0VDZrjFs3TpGgZysaep2NI4KwY65n6WfxVVTXxEfZ46dUrLVjJdNGSQWDC1VbZ7fJK2sjiDJAc5aFMt1ghd8bQAOpWJVaqoY24dj7z1QpF8YGNW2iGYEknPlnyVbaWCMAbRwqKnV1CQQ3aCOmXLXP1RTkkktx6hUylyXRgbSVsbju2Dj2WJVytij4GcrCjvjamQsijc75BJV1Tntw6JzR7hKL5G48FclVFnDyQ5Yr5Wl2Q4KuaeAMLpHgeSxd0RPDjlbccjBnjRyfafbmVdvE7Wjd9kOx0PUBey9gFzNf2d0lNI746OWSAD+CDkfyrzDUcJrLRU02AXGMlmfUchdv3aJ92kblSO2boa8ngc4cxv84K9H02dujyPWYfDaPYwQnByqhwU49V2UebGBwcpuqQEFSDjoFID8le9QA7vD665BxdHD\/MavK+i9N7z2494ztBz0+tnfsMXmgZnnKveWuDoQ5iiMpCclWlnolMeFBzstKiwFRsB4Vu0KQznKrZJFAhJ6BSICD0WQBhSOqg+wFHhH0TCIkdFem4VVhRjiLywsiKLA6JgOVa3onYmAYAp2hSoJPkFIi0K5oWmueoLtb6gQUtSWx44GFuT7rmdQt\/4W1w6EK7B4ijOuDMpNdXiBwFQ1srfPPBK6O16ytlxcI5XeA\/phx4\/FeejpylewfaHGFt22YGeuh5lP5rlp5z5FQx721JY4cOHVcPpTUstNUMoKx+6J3wtcT0K7kuHitPBz0VbVEWma66t8a4U0A8jkrcHphaiJzZb298jgGsZgEnzW1Dmu6OB+9RVsk+EShTg+iNp64TEQhGChAAmBylQDhNIXcdCgEISEShCjIClFCLkKdpxlYtZdbfb2l1VUsZt6jPP4JkrMrHujHuFx9w7Q4InbLfT+IP3z+i0lZrm9VAIY5kQ8to5T2sVnpRIaMlwA+aofcKCL+u1cTfm5eSzXi61BJmrpTn0dhYck8z8+JM93zKe0D12TUVji5fcYhjyHJVLtX6eaM\/WDPlgryPd5ZP3lQXAeie2hHrf7stOj+yDfwSHWunQf\/z3+aV5Nv8AQoL\/AFRtQHrjdZadf0uDRn1BVjNU6ffwLjH9+V49uaTnCnLfMI2oD2RuoLI84bcYj96tZeLS8gNr4iT05Xi4cDwCpD3jpI4fejaB7YK2jcfhqYzn3VgljIyJG4+a8SFTOOlRJ\/lFWC4V2MCsmx\/flLaB7U1zT0eD96nj1Xi7LxdIvsV83+UrG6ivTPs3CX8UbQPZOPUJJ4xLA9nqF5EzVF9actr3591ks1lfGYDqnI80nHgnF8o73Y50TcjJAVjnYZ06BU2eqbcLdHU7gS5vOPVWOcC0hc2apnbxu0jUXGXIIWhlaXuK3FwBL8LCZBuKqNMaRhspy7yWVb6ZzK6F+OjlnU9HvIBattb7cxkjpHt+y04TSFkmkqYVDA9kg9WlY9tqHT0r4XA74vhP3LJZ8RI+5a6kkFFenwu4ZUDPPqp2Y7EjhIr2uI6HhbcD4sKaqibGW1DQMeSUHzyoPuSstHC\/S7uIEDu+0IP9tK39sL80Wr9LO4p\/2f6L\/Cdb+2FLH3M2p4hZ9CudkqEIAycK05z+YKHJ3ANGMJHcBNEU+RScJHYwpJylPVN9iZ88d5BkrtQWps0H5ja0Mdx8bi8bvuAA5Wk0tQlzomOwRnPHpnheid4uka+x2qt2Rl8VYGbj12kEkfqXM6LoI32+OYMO4t4PtnhcbqHB6Lpcrxo9Htj\/AA6OMNGBhZ7JyeuVqaWTYxrB0C2EDmuOMry83yepxJUh5AXctaVjyQTPGGx5x7rNAHQHKkAg5CpbNMeGaxttqXkGSTaPMBZbaKiib+cG4+W4rMMb9uQMkjosGpt1bOOalkLfLHxFNKzSiuaa2U5y5sQP97laqs1LYqbdkROPuAAsp2naJ7\/+F1FRN6jftB\/D\/WnfYbBHHtjtFLk9S6MOJ+ZPJT2liaXc5aq1dapHnw46c\/IBYb9S0bgdkUQ+TQuhuFps4BBtFGf\/ALLf9SwoLZZIj4v1ZTN288MHChsstUovsauLUQI4Axha+tu3juLeefNdVVi1uYWso4B64YAtJVUVqPxfRmg+3Cko1wJs5yUxubkgZ8ljBruSAVtprdSOduYwgfNY88UcLC1qtgqMWbk1c35xpa45zwV0vd8Ahr9SQt42Op8t8sHxMH9RXJTTbZdoOMldp2CQvFfqeUt\/72naD6jDzj9f613umNuR5XrMduNnsodnqnaQqWvzxhOD5L0J5QszlM1ID5JkIT4R+Sfeid\/zidfAeV2P+javNWL0fvQZ\/wB8dr1vrdXH\/MavOYwhvk6ePwItawYyoczPkrGjhNgeiCxIxjFjyUbAsrZ7JQwBOyRQGqQ3PQK8MBU7AFXICkM9VIYMq3Z7KQ0DyVQFe32UtHsrMD0RgJp0JiqCcJiMJHc8KREVxz5rntQtHjMPst+eMrQagOZY\/krsL5Kcy4NSg+6FIbu\/kXRRgK3DaQ9pwWnIXoFguRrqOGV7wXRMId81w1VAImAbgSRzhdFYGvpLS+Q5G85CjIDA1PXTNnDI5XNJJJwVp47jcmn4KyYfJxT3So+lVbng5A4VEbix24IiiE2Z8Wo77TY210uPcrY0uvLvCQJmtlb7lc\/PKZMEgcBVjGOQpUQPQKHX9BNxWM8I+wJC39Fd7bcPipatjz6Z5XkBbnoFLZaiB2+GVzD7HCW0D2k+ygjC82teuLpQNEdRidgGPiXY2fVNtu4DGyCOXzaeFFxoadG4Ugo4I4OfcKFFod2Nkeqh3VQOql3VC4EcPeNd1lXmOgYYYyMZPVcrNPLUO3zSve7r8Rykc4eQSF+FbQiS4AfJIXnySudk8pck9U0BJflRklQeiXJ9U6sB0pd6KFBPKaAlBUDKlJuwBCEJAClqhS1ADKCT5KUIAXcUbkBvqp2hABv8lBOUEBQgZ2WgLo5r322Z52kZYMrqw07ntcOQcBeX2esdQ3GCcE8OAPyXqYka6QStwRI0LBqI0zqabJao1FbGS\/OOirgiy4cLa1NJuJOOFjtibGfRZqNykZVFTNLmghbKdogZjHB4WHSTMDm8gLZVcYlpjI12dvKkkUZG7NE37bh6lavUIdE2Ksj+1E7P3ea2bXAyEjzUVkDKmB0Th9oYSaoimX2+4R1luDnu+2AW+x9FDB5LR2OqFDO+2VGACTtJ9VvsAHKg0MsZ6L9K+4rx2AUX+E639sL81WY6r9Ku4sf+QCix\/bOt\/bClDuZtV4D6EUE+ijJSk+SuowFm\/jGUjnc8KBwOUhPKaXJDzJJGEucFQSRyl3ZKb7UC70eXd4WmMuim1oxupqlmPk4EH+Y\/d7rmdDTtZQMidjdG0DjoV6B2z0jKvs3vOWbzDEJmgdS5pBH+3ovM+zWTxrC2WZzd+8ggfonA4XF6mqR6DpErTXzO98TI4UxSyNeCBx5rEgkcZAMcFbmlpW7d7yMDkrzE42z2GN1FGXShzsO9lmhpwtXJebfSvLA\/JCU6moGA\/nGg+hKioE9xti9wGAOVj1MpazLiBjlaGo1rRMY5\/jsbtOAD5rmbh2mWwb\/Fqo8tyMA8\/gpbTTB2ddPXscCWuzhaypuczBkOwD0wuDoddMq55ImygsceMeS2Tb9SyMwagcHonVGhRZu33KRww4BZVudBOT9Ija5g6Z9VzbqwTndG4FvkcqKm4up4Q\/ftDepSpE6Oiun0IP2Npmc+i1tVRt8MOiac9cZXOu1dQROJqKjbngbj1VTtfUfSKqafLqmoW+CmT2nQstrtu\/bjHqtPcaZwyMcrCqO0Fm3ZAA4kY8lpptcBzi2ducnyCmsbZjnOyKxoY4hwIXoPYc1zJL+\/dhsksDg33DXc\/wC3ouDfcKC6RFsMjfEGCB5r0fsdhcyjuEpadpmYA7PBwOR8+R+K7fTIVkPOdbf9k\/sekZwrGuBCpb7p2kA8LvnkrLx0U5wka7IyFO4+iAZ+THejiz3jdcvH9tDn\/IYvO2NwF6N3ojjvD669frQ\/sMXnMTsjlVeZ1sS+BfQfaVLWlSpGR1U4llABwUNUhwIwoyBlSEMDgKFG4KchQk6HQIRkKN3Kr7hRKhyC70SlyGqCiCcpXHyQSkcUIgyHHIWg1AR4jB7ZW9JyccrQ3aCpq6oNggkcGjHAV+F1Ipy8xo1W\/BQJADlbOm03WzEGYiNp65PKy30NltuTPL4jx5Z5W5ZL4RhcWu5gUNFPWyBob8PqVsbvXw0FG2ghIc\/GCQeiwavUJ2eBQxiJvTJ6rUPe6R5e85LupUqvuQ3UR15KEIUysEIQgQILT0U4TIAqLSoa6SJwewkOB6gqxyUjKAOjsGtaqhc2mrCZIfUnkLv6C40lyhE1JKHDzGeQvGnNAWfab5V2iYSU0nB4LT0Ki0B66RhC1tkvtJeYQYztmAG5hK2gZnoVFpkrPFi4JCfVBOUpKsIkE8qCfRQTlQgARkeqDwkTVgNkKCcqEIfADDopSjqmSAEIQgAUtUJmnjCAJQhHGEACFAIUoAg9EqlyjOUAAznIOML0PTte642Zoa7EsHl5leeey3ulLp9X1wikOGSnHKqyxtGnTy2s9LopmV9NwMPA5B65WBVQujeQf5FWJTb6ltRESYn\/AGsfyrcPFPcIRLCRlw6ea577nUg6NIx+1w5W4oaxoYWSnIPCwnUD92CMFI5r6VwDuQVHlE5ck1EDYashpyHchTtCWWVsr2uaeMYTNKRVRrLrafpO2aE4lZjBxytlDu8FgkPxBoz80ykNKTAZhX6VdxYj\/cAouD\/0nW\/thfmq0YX6T9xc\/wDIDRf4Trf2wnj7mfVeA+hC77kpKjJKVzsdFc36HP7jZ90pPKTeT5pXPx5pq7BxGLwEjn5OB5pXOJC1tVdqWmq20JmYJy3eW7hkA9OFXmyxwR3zfBfptNk1mT2WJcleqaCS7acuVsY4tfU00kTHYyWuLSAcfevCOzCpP0O4Ur2ljop2uIJ6bhz+GF7jqG\/S2e0VlYDTtdFE58U0rvzIIGfjGQRj5j5hfK3Z32msiuOpKjWdPT2KomrHPYzdmOVpcSHRhpdkfEeAThYNVWrxb8XJ1tDinoczx5+D3SOsho2Gpnka1jByStPqTtGiow6np3tbloHXnpyvLtWdrdsuTGUNjnnqA1xc9zIHYPHQDC5b6zr6qT6Q3Tt5qBJyXCEtz95XIXTs0+dp6OGrxNUmekx63hleZZJfxyuYvHaZFBO5sMckp88dFzNRcLrEzdDo24YPm6aMfzrk7nrP6G90U9hkjk\/emoic4\/cCSqJaScXXBojmi\/X9DO1N2oXColfBG6Zjd3OW8n71rbXqaatmLXl+D+llaGp1LPWvLmUbYwfKVzWfrJAV9ufd5g6amtMkrWj4jCWyY\/ySUnp5pfzNcNRBf+j1XT9cIZRKx2SG8ZK2zKppnD2PdmQ7hk5K8lptQS0bw2qbLTk+T2Fp\/Wu40xqXT1Rs+n3aCBzR\/wB4\/H8qg9LmXO1mmGswdnNHpFpqqou2veTG0cdFRrC+NpaJsYO0H4nEngLCg11oK30h36moC9o8pNxP4LyLX+updQVLvq2sjbS5PLy4Z+QARDR55PwsMmt08P40Zl71TG9z42z8\/v8AK5GfVFYyUx000j+fIrVShr495qHvd54AaD95P8yilo2yv3U4wfRz88\/gFsx6DKuTHk1kJeFM6i2anvRZuc4t+Zyth9e3ZwLs7srTW+yXR7A+QPDD08FzSf1q2KCinldD9cXFr2nBjc8NI+7atk+mzwRU8j4ZTvbXETbUupbnSVDZhuYR55X0R2MdqegKe0\/VF41XbqC8Vc7phTVEwjc5uGtGC7g9D55XzMbHSuGTUVrx5kzn\/UtRcezLtaYw1F27H78+IE7ZDSPmGzPXLWu+a1aPFGL3JnnerTlKOySo\/ReCop6mMTU08csZ6PY4OB+8K9pK\/N7SOrdX6QmnpdM3GrsdS3c+akA2ZLQf0HDGcD0yvpTuxdrfaFr\/AFLc7Pqy9tr6Oit\/jx7qaNjxJ4jGj4mtBIwXdV0lFep5ueNx5Po\/OOU7X56qpSDhNIq3H5Q96Q\/84bXJ\/uo79hq84icC3GV6L3pHY7wmuRj+yZ\/YavM4nLO+GdvF4F9EZjcp8gjlVMOVYjcyyieB0KjJQhPeG0EIQot2FMg8IGcZQSlyUIKHUYGOXYSFxCRz8eaHyIfZH+k8j7kB8LDgguVBfnzSk85yhITRa6Yg5Y0D9aQ1D3HkpHPwOqrLiVYiposdK798eVyV05rpTnzXUOIAyfJclVvL6qVxP6WFp0\/cyah0iocnlMkUjqtphGQhCBAjB9EJh0QBKEIQBGMpcFOoPRACEAhVObjkK\/BSvbkYQBda7lUW+qZPBIWuHovT7VqW3VdEyaokDJOjgSF5GRsOcrLhrpo4wxr8BAGO52eSlJygnKhAEFRuKlyVHkBJOVCEKSAEIU4KjYEdEwJKjBUgYQBKEIQAKQcKEIAncUE5ChCABTuKhCAG68lGAgHAwUZCAIIyUzSWkEHBBUfpFSOCk+VRKLp2emWKqiuNrYHHc4AB2eqSoZX2p4mpXl0WeR6LjtP3h9tq2tJPhPOHc9F6RG+Krpw4ZLXBc\/LBxZ1cGTcqK6G+w1kbWuAa8dQrqxgkZn1WuntHgyiWHgZGSFuDD4kQx5AKiy9s0jQ5jiFex3qnqad8XxObgZ6qphzykyDL+qYEJAeEE54CBIbe0L9Ju4vI3\/cAov8ACdb+2F+axHqv0i7jJ\/5AqIA8fWdZ+2FLGrlRRquIcn0O6TzVRl8uUhUYPkOqvfDOa5+hJOTlT1SnjqjkJoi22P8AevlzvG0d2d2l01bZ62opqqKnjMcsEhY5hDW+YPuV9P5x1K8s7VtNMr75Q3Tye1sbuOmHBpP4OZ+C5nWIOemdeTPT\/hHPHB1FOXmmji9RVGpdWdlVbYLoTPcJqPxKeSNnM72D7JaMDLuRwvnO02GaG\/ttOoKevoPCYHytbTbpo8lrQfDfgOHxZwTzjz6L7DrLrozT2nW0+qLlDSRxwbBIQC9jvIt988ryq20+ne0K6TampJvpE1M1tviqQHM3Zc48sPqduM+q4ml6hPTY5Yo+Z6fV9NhqdRHUZFwnz6UO7R1B2c0H1bZNQXK6wXT\/AIU+Sve1z2v+yWtDWgNbgDjC1tZdY6Smc8seSwY2tHJ+S9Hu0lp1FXzNt1O5poZPo82\/oZMAnb9xH3hYsnZ7RVuHycBvJaPNa9B1aWCe3JymReCOOXwqjwa4XhtZUhtW2oqJpn7YbfTOIaSTxveP5sBebas1\/rPTlzrLLSWG32w0nxFsNO17nkjI5I+LOV9T3HREFBOX0UTIgP0dgxn1Xn+t9C23Ulc2a50cklQ1gY2WllxI4Z6OBB4GTjzXT1mfQZIe0x9\/QrzQyZF\/Zuj5+01c9basvUNNXywNZVRyS\/nIGja5o9OoH\/suv0\/drhaamppqy3udF\/W5J6dpcwY\/kXf2js6tFilebVbJxUPGx0s8u9xZ+AAGfLC7XS+mbXQTiZ1rjmnPxF72Atb8h5lcRbc2ZbeEacG\/Bj\/tHbOaptBSVcMX1hEyanqmB4a4ZDgRkdei4fQfZ7JrDV0lhjkc2mhnkbJIOcMa7GQvVtedpNt07UR2GknEl1llZE52w+HACNxycYLtvOPLjK3fdj0fJBYKrVVeCJrpO4xD\/wCkDjP3uyflhdfqM\/YaZPHw2YcezUanlXVsxq\/u2aGpKOUsFZI9rTtzUO+16r5urbNNSXqezBpzBO6L4uuAf9S+\/btSAxOHkQvlDtr05UWTV1HqG3hjWVrjE8OGAJsYaSfQjP4LkdPz5JZdk5Png2a7BD2Sml4XfB5FX225i4voGwyRtY7b4uw4x6qrVejKm010dVDUOmglpmmIvyWF\/O7J8j\/rC9m0xdaK+0f06gY4sikMZa5o+F2Af51sK6Oaf4BG0NzkjwwQfYr1uHUYOnzUpLc15Fbx+840ouj5\/wBO0N5fdaeno7rUMIGZTGfhaMHJIPTngLbSvvYrJKSvhfVNY\/EdUyPa9pz1Hy\/WvXodPSDd4DaeMP8AtBkbWZ\/ALMt2jo21TJnMYSXZOTnK4nV+s\/mGbdLhLsiePSywxabs5nTlE+o8F1RGXtaWmTLeozzwvuKOUbGlpy3AI+S+bY7NRwRYawNyPIKLR3xrPSXiaz6t0bVUNLSSupzW0dSKjBa4t3OjLWkDjPBcfYo6ZedyUfI8z1\/G1tkvme2dqFppr5ou7U5oKSatqKY01NLLG3cySQhjcOwSPicOi1\/ZN2Uaf7MNP09PS0FOLzNTRtudawuc6eTGXAF3Rgd0AA6A4ysue+0mprXaam01MNTR3KtoqiCaF+5ssTX+Mcf4sR\/2C6wk5zjqunG02jzrfw8lo6JgcKlrk+SrSiq5Pyf703HeF1z\/AITP7DV5jHIBwV6d3pRnvCa5PX\/jM\/sNXlDnbHZCyy7noMS+BfRG0jd0wrmnPK19PUg8FZjH7vNIuouQlB9SpyEDRKFCCQgGhSSVG5SkcD0QRIeVU4+SdwKqd5poTILvRKTjlDshKXKRXJgT6pclKXHKN3sporkLPJ4cLnuPABXJPcXSOcfMldFdptlG\/wDhcLmQeeq14FwYtTzwWKQcJAc+abIWoyUMDlSlzhG4oIjKWnCXd7IBygCzOVBJCgEBBOUAG4o3FLkKUAMT6JTz1QhACPascnBWWqXR5KAFUA5UKEAM5KhCABCEIAkdUyRMOiGqAlCEIAEIQgAQhCABCEIAFI6qEIAl3VA6qEIAbjKlIOqdAEt45XX6Sv8A4RFFVSnGfgJK4\/PGFZFI6J7ZGEgt5CrnHcqLcU9jPZWvbI3IAKpirmwyFj+MHAWo05dhX0DHE4e0YcM+az3tbI74gudONM6sZKStF9yqIZ6YBhy4Fa2J2OFkTxtZEcLCBw7CgMzAchSOqRh4TA5S+YEnkr7Y7tXeA7OuyXsDoqLUFdPVXR1wrJG26ij3zbS74S4khrAfc59ivifotxb5zHbgwOxhzlo0kFkyUzNrXWL7n1rqfv8AGqJyWaW0Vabe3JG6snkqnYzx9nwwP1rgqzvudu0zi6G82unGfsxWuEj\/ADw4\/rXz\/JUEnqqS8nzXWjiguaOMmz3pvfW7fWSbjqeicD5G102P2Fsabvx9uMRBkrLJOB1ElsaM\/wCS5q+dGjPmrmdEbI+hOz6Zpu\/p2sRE\/SLFpaYeWKSdn\/8Acu27Nu9zce1LWFu0XrDT1roBXb20tTSOkB+kbcsYQ4nh2Mf321fGSybVc6yzXWku9ulMVVQzsqIXj9F7HBzT+ICo1GlhnxShXdGrRah6bPHMvJn3D2l2ep1Nfqek+IxuaHAeuQt7QdnD9F6dkp6Sd0VbdIzMx3QRuY0GJ3z3F34LaaRvVq7R9L0N+spijrp4BU07CRmSPo6Mfw43ZaR7A+a31yuU9VR0FNdojDcKNxaQcZkhcDg\/cR+tfO3hWGTUu6PrOTVPPp47OxptLuttdRxX+0O3xXjFW5rhh0UmA18bvcFpH3LrqZmPYlclYbMbNWVwpqomjqpvpMdPtGIJHZMmD6OODjyO71XUR1AGOVnbqVmSnMS7UbJG42jPVc5NZXSB2R18gurln3ckqhzwTkOwrsc7lYnjcTjZNOyEgNY1rQfTlZsdsp6TBGCR5gLdzHdxkBa+pfBTMM1TO0Mby7B5wlLNJSL44rR47qTssoNYa3kvD5pIpppXUobH+iA0MdJ8w0Ox74XvWl6OhsNtpbLQM2U9JE2GNo8mgYC4jT+6quVXefCETCTHTNI+It43PPu7A+5oXUUtRKyUOJ4Us+sy6lJTfCLI6SON2lyzf3iV7KfxGcg\/CvB+1ahgvtE+gqQefia4EgteOhB+a9tuDpHWyQwPHifo5XjOuGyufkj2KqUmnaLvZpxaOO7PLfHSmqip2ARPnM+AOA532x9zgfuwu6dbaeoGdgBC5TTlS2nrHx5xv5+9dsyUFgIPktePUtv42Ux07XhMdlmhZzwr20cMQ3DjHspMjsZ3KiWrZG3Mj8BZcklJ2ibxOuSqtlaxmGuyvljUz6d2qrqx7w1rq6YHHpvPl5r6TrLjSlrste854y7DfvA\/1ryftFdbNJWGa66et1JS3KrqwDVuj8WYF25ztrpC7aeDy3BXb6FqPZZXFrl8Hmeu6dzx7vKPJqNQ6oueneya2aLdXTxVNXXy1kLWvLJIaMHLMgHLQ57pCPmVy9o7We0zT8jHWLX2oaVsYGIzcZJI8\/3jiW49sLl6isqrhUPrK6plqJ5DufJK8uc4+5KRoyV7GONJco8JlnufHY+jdC99nWlmmZTdoVlgvtGSA6qpWinqWN83bR8Ehx5Yb819V9n3aboztOtH1xpC8R1TGAePC74Zqdx\/RkYeW\/PofIlfmW4AtxhZ2k9aan7N9QQaq0ncJKSrgOHgElksfmx7ejmn0KjPBGXK7kL4ow+9C3PeA1uQOTcz+w1eTz07vtArue1nVzde9o181i2mFP8AWk7ZzCHbgxxY0OAPpkFci4AjBXHmtsmj0WHwJ\/Jf\/hqxJ4bxnIWwp58jkrX17djmvHRRTzYxyolxvWyZTggrAhm3eaymv90Emi7d5ZTAKrcE4dx0QRY+BjySEZ6qQcBQT5oIlbhyqnDnhWuVZ4UkRsqcMqp3BV56Kh5TRXJUIeqg9EHoozwclTRCRp9QTn4IgcDqVpuqybrP41Y4A8N4WIDhb8SpHOyvcxh1TjqkBypBx5K4pLMoyPVIXKN3sgVFmR6oSBybcgiODlSkDh6qC5AEqclLu9lG\/wB0AW5HqgYyq93spB80AWHHkkI9kyEAYiEZCM5QAIQhAAhCEACkHChCAGBypSjqpyEAShRu9kZCBkoQhAgQhCABCEIAEKcFQgAUg5KhSOqa7APgYygHCMjGFCQ6N5pe6fQq5scjg2OXg\/Nd+14d8QOcryVhIcCDgjkLtdP3zx4mwTO+Ng9OqyZ8d8o26fJXws6eduYHfLK1xByss1LXwluevCxXZHOVi7G0tY4YTg+YWNG7CuDuOEAWbjhZUEh8Hb7lYWSroZMNAK1aH97x6GXW84i7zypAyoDgehUrrWcmhw30TggBVg+6YFA6LEzTk8D8UmQUwyEBVH0P3Y+0q1wz\/wC5dq6Qst1xnEttqg7Y+kqyR9lw5bu8iDwfYr6u1FT0cNsidUXZ9Tc7eAxxkb8czSR8efkefcL804JXxubJE4te0hzS04II6EL7b7Le1219ouiG0tdVBt8gijiqoSRl724HiAejsZ9jkeS8l17QbX7xjXfuez6D1Jzx+65H27HpNNOXwMcx3UZV0c87jsa48LRWqt\/NeGerOMLcUk2SZMEleWl3PU4jaAyyRjIJPqq3RyjlwVFPcBI4\/CQAeMhFbcBGwnAyAopnQhFMWqAYz85MAFy12u1rpiInSCWUnhmeFota65Za6aR7vjk+zG0OI+L5LiLTPdjLDdbqx+J3bnew9FVJ26RthhSVs9btUk0mJHR7WHoupoaE1TWuDc4PVchRXuidDGIX53AY9guwstwic1jPEaAfdWJUZMyrsZlTTuZC5gJI6BcLqSyNnje4jB2kr0yudS\/RA5nLySCfJcFqGsZG1xdyACptFcbZ4jXQV9qmmngjc4wPyQPNq6fTepqW7UrHteA\/HLc9Fp9U36goJJZZJmNDiersLz\/TF0npas1MWRBJIS0fwSThRao1YIrse6B3ighjvJau5RyNY4F2cZWJQXbxYA9pGdqKitfI34sEJpkcsdrNFcJXxuLPI8rx\/ttvAa222lr\/AIsvqJG58sbW\/wArl6teKgF2R6YXzJ2kaiF51nXSRPzHSuFLHz5M4P8Anbl6DoeJzzJvy5PHdfzKGFxXnwUxVAcOTwro5xuHK0DKpw6lZDKvzBXs7PByibp8zSc5CC4SNLcAghaj6S4+atgqTuxlMhRzF0YI7hOzyD+FhOcFmXuQG4T4\/fLUvlwc5XEyeJnocT+BfRFNyLTHn0WFE48Kytm3AMz1VcTeAVUXIzIJSDgrYRSZC1TDgrNhfwgnZnh2fNWNdhYzHK0Pygix95CC\/hVl2eClB9SmmRY+71SnolQSQpEGQ5UPIBVrjxyqHc5QiuXIrnZBAWPUTeBC+QnGArcnkLVX+oMdMIh1eVbCO5lM5UrNHI7e9zz1JS5IShwKP0l0VwqOa3Y4cn3eqrUg46lSIjE5Ujok3KQfQoAdSCAEmT6oBwgSQ+4qM85UbvZRknogY5OQoS8hGT6oE1YyZrscJA71U5BQKi1p5TqlpKs3e6BGIpaoQm3YDIS5KMlIBkKfLKhAwQhCAaoEIQgdAhCEDGHRSk58kzSUCaJQhCCIKR1UIQAx6JVOSoQAKR1UIRVgOhQOilA0S3qrYZpIHh8biCDnqqRwmByk0mTTaOmoNRb3MikGCSBnPVdIeRgLziE7ZmOz0cP5V6NHzFG71aFg1EFF8G3BkclyQ1XMIwqHfCcpo3EhZjSi9M0kKsEkIacefVa9Fxk+xn1f7syWOI5T+J0WO1x6JwSepXUTOXTRkA5GQrA4BUscOiZInVouDuVYCDyVQD5p2uKCO1+ZkxFdh2VVrqLtF05KHlrXXKnjfg4y1zw3B9RyuNjOCtjZq4267UVyYSHUlTFUDH8B4P8AMqs8d+OUfky7BPZki15NH3izfT1jgDwVt6Woex2A8gYWqmliqGtq6chzZWh7SD1BHVWQ1GMcr5lNU2j6bhmuGbl9S7Od3VaLUNwkhie9soBA6E8LKlqMRkg9AuR1D9Mry6njJIPkPNUNnYwNWcrbbXU6w1R41V8VHRO8R2eQT+iP516RW2ygqre6lbGMtaAPbhVabtUdpt4gjaPEd8Tzjlzv9srZNjc8EBuCevupQS8y7JmuVI8R1fQ650\/VCSw3Nppi7DWSM3fd1yFtdI9p97t8zKfUUIi6NErHFzD788hegXqy\/SotpHuRjK4DUmlfCp3yMiJznqrdqGsimqZ6VJ2j0raQVDqkFmM5z1K4bVfadb\/osjmzb34OBnC8iur75C000L3mP03Fc+6guVS8fSdx9iUqH7NLsXXC51+qrsamulJgY4mKLPAHqfddnaWRNo2xYAwOForVaDuG2M8e2V0FPE6KVsDeD6KzamivfsZ1dnqcU\/J6DCy3zu2k+SwbXCWwZd19ElxrhExzANpxjqqkuaIajJUbOa1tf\/qWxXG75B+iQPkbz1fg7R95wPvXyWyvdI8yvcS5xJOfXzXunbvdm0ehZIS\/ElfVRQAZ6gHef2f1r52inB6Fez6Nj2Y3P1PnPXMry5VH0OhjqsrJjn3cZ+S0UNQR1KzGVQA46\/NdxM4O02onx5qyKf4s5WpFQSftKxk5DvtZUrItXwa68ThtXO5zuN3VaCWv3v2xnj1Vt7qny180TDgA4KwWRHdlcfJ439Tt4l8C+iL2F0jgXLNjaAAsaJgB5WbGBxgqtouDHsrInY45U4HolbwUgRltdhZDHDCxWEFXx+YQDHJ5UKHKMlNERiUpOUZ9SoJAUiDFe8dFS44UuJzlVvOSmiptEea5W9VRnqtgPDF0VXN4ML5D0a0lcdLIZZHPJzkrVhjzZkzy4oFIdg8pQ71U5C1GOiwn0Rkpd3sgHPkiyI4KlJkeqZp4UrAnPkgHChCYD5HqjPukUg4QA2coUbvZG72QBKlvVLu9lIPpwgO5YDhBd7qvJ9UIIsVCjIKlAgQhCAJzwpBylUggIAlCMhGQgYIQhA0wQhCBgpBwoQgCdxRuKhCBUP1QoBGEZCBEoUZClAgQhCEwGHRSoBGMKUDQKR0woQOqCQ3TB9OV6PQu8Whgd\/AC84PTleg2STxbXC4eTQFk1S4Rq075oyHt9UsfBTyJG8LAzYi1vBQSA7CUcj3QcF5K16P959inVeAt3Hqna71VTT5Kcn1XTZgqy8HnCsa7b5rHDimDufVFioyGu8irGnBWKHHKsbIUwMxrsHhXsfhYTXnqU4lx5pMjXPB9p9jGpo9RdndqkMm6ejhFHNk874\/hyfmA0\/euwc5zHFzeML5X7vevRp\/UT9O1khbSXUjw9x+zOOn+UOPmAvqiKRlREHtPmvn3VtK9NqJLyfKPe9L1Pt8CfmuGWsle8YceSiOhZ4wm2goiZl49OFsXRmGndJt52rjS4Z6LTzuNGgvt4fQRhlLKyJzXDLnNyMZ58x5JqDVlFIN5njDTzy5cVrKiud8mdS00jo2Hq5o5+a8A1t2Z9pmmG1FTpnWlyMoBlEMr8teOuAHZA\/BbdPhWZ7W6NDi6tH2G7U9mLcOrIwSM4yFpbvdrPcWSRwVUTjtIwHDK+KrFqLtHmiq6a63OqFXQs8SYGMODB6nA6e6am7SdbQygNrIpMHGdpB\/UVreia4TNOGGGrbdn0jW6cZJI57XjBOVqKuy0dCTLPJHgDzOF4yztI1tN8D6rw88bsE4XMaz1Xqh9LIx15qHSnGGsGOPwUY6N3TZdOWOMW7PfDqWx0DtnjRA+3Ki3XSmut4a+leHMI8l8n2Cxaqv1yM9TWVpw7AzK7I\/WvqDsu0VLp+Bv02eZ8paHZe4u\/WjU4I4Fw7MEJvKtzVHpETRBTkBcpdKl8s7mN8uOV1FQ76PTvlf9kAnquGuVfT0cU9wq5WxQwtdJI9x4a0Akk\/csuni5yMmuybInhfeN1CyS62rTcTs\/Q4XVUvPG6Q4aPmA3P+MvJYpehBVmrtSTaq1Pcb5ITiqmLmNJztYOGj7gAsGGTAHK93pcXssUYnzfWZfbZZTNrFNjqsls58itYx4wrWyEdCtSZkZsRMfNM2bBzkLAZKT1KfxAPtcZ6KyyNGvrMOrZnDzdlSxvHCiUb5XO9SrGjC5U\/EzsY\/AvoOwc5WS3yVDFc3oolllyXGCENKbqotDLGK8HjhUM6hXDokMYkqEIQRfAKHHAUpXFSRWypxwFWT5oe45wkJCmils1eoKgx0gYOshwfkuZzj71ttRzbpmQg8tGSPRacH1W7EuDBldsfcVO5JuUq0qLA7PVT181W3KZAkMpBwkBKYHKCI4OUw4CRoTZwOFMAB5ypBylQDjySVgOhLuKNxTAZSDhJuKkHKAHRkeqVCBUK3qmSJh0QDJQhCCIIQhAAhCEDSGHRCB0QgAQhCCSBCEIAEIQgAQhCAJHVMlHVMgTBCEIFYDqn8kg6p\/JAgR0QhBJMl3ThdzpSTdamsznaSuHHRdZo6cGmlh6Fpys+o5RoweI6Bw5SnjyTOOSUp6Lnvg3kbsKC7D0KuVxEn3LTo3eT7FOo5gWiT2UmUdFRu90E8ZXUMS5MhsnHXCYPHkViiT1CPE9EmgMvJ9Uwf7rD8b3TCXhCIszhKcYUichYYmwMoFR6goRFmwirJYZWTRSFj2ODmuacEEdCF9adiPavTaxoW0Vwlay5QANqG\/vvR4Hof1FfHnjF3AC2emdWXHSF6pr5bZhHLTPyQ52A9p6sPsVzOp6Fa3FS8S7HS6drJaTJfk+5+iMONwHBGeCthXEupfDa7BIxwvP9Ca6oNWWO3Xukk\/N1cYfgnkHOCPuII+5d817Zow4EEY8l89y43GTi\/I+h6Wakty8zTRW+GN28tJcfVczqq0fSq2OV8Y8DbgnHn6LtJhtdla64Q\/SIjEcYIOFZgnslZ18WTa7PMptJmimqq60xROkqoHU04MTXb43dWkEcrmZNF6OMkcN00uyLwgW+JT5ac+4XpMlbVWOp3Oj3AOzn1wqbjf7Ldm+LVUrI6jOTgYXahNSXDNHu+PUu2ufVHnz9JdnIpGiK3P3GbDg5xLgzd1\/Dlc5etJWKomqaW321kdNOAC7b8Rx7r0l8dmdvcdpPXPstBdq63RP8OnjBcPfhR5uyWPp+LG7bbOftenrbaGM8OlY3acjA5XoVqMbo2ufgE\/yLiaR1RWz52ksBXXUEUnhAPGAAOixaqalwZs0oufBbf52NoXlr+CF81d4TXbbZZY9I0EuKq4jfUFp5ZBnof74jHyB9V9AamqxFSeEw5c74AF8W9u8dVH2n3eKZ7nhog2ZPRphYcD2yT+tauj4Y5M3xeXJ5Tr+ocMVR+hxEbznOVlxSAcZWAwkDJbhXRvK9nFcHhmbKObnqr2yrXMeFe2TyypJXyJsy3Py0gOwT55SxlkTA1riT6klUeIlMmPPCkRMxvxfH6q4NSUw3RMPqFkMaFyp+JnYx+BfQGsOVZjCMIPRRJN0AOFYCqm5JVzWlA0yxiub0Cqjbkq8N46qDJWQOqkjCh3HmlLjhBCTJJwq3v6qXOJCoe4kfJSXBVJik5OUuCSg581Ej2xxOeT9kEq2Kspk6Rx93mMtfKfQ4WJkeqmeTxZ5JM53OJSLbDhGCTtjg4Uk+iXIQrCI6YHKRvopHqmgHBQDhKDjyU7kNCassDuFO72KrB9FO4ophQ2SjJChQSQnQqG3exRu9koJU5HqgRO72Ug5S5Hqp+SBocHCN3slBymAz5piIUg4UIQAwOVKUdUyABCEIAEIQgTJ3FG4KEIGMhCEACEIQAIQhAAhCEASp3BKhADA5UqBxwVKBUA6p\/JImB45KBEo6oQOqARIGFutL1Hg15jJ4kGPvWmyFfb5jBXQzZ6PH4KvIriW43TPRuo4SpY3bmAj8Ux6rlSVHSXYUjzVMw\/OZ9gsgjKxZ3ESFadH+8+xTqHUBHkjzS7zjqkc8earM3lhdUxWXb\/dRvKx3SjGVW6Yu6FOhN2Zhkwc5CjxseawXVAb1VUlZjliEiDaNm6o2\/bcB96llSxxA3dThaRjnPfuc4q5tQRPGMcNKaSIWPNQan1pfYtGaPt0tZUy43tj4Gc\/pE8AD3K+rOx\/uBspqaHUfa9qGWdj2h4tFATGP\/uTZ3EezQ35pu5VpW2TXSuvs8LTO+YNDiASBj\/WvtW+FkdGwMGC7LfwXi+qdXze0lixcJcHrNH0\/HDHHJLltWeH12kbZp6iZR6RtsVFBbWbKekgBDfC\/egdSepB65J9VudLajp6yjjY4\/G4YIPkfdbO5RkVZfjGVwd9pK3TVeb5Qt30TjuniHVh\/ffJef5l3O9psuz4T08xMqGZY5Y9TRhnJaVr9OahpLnSxz08wLH4XUhsVQwA4PkouNHZw5lLg4W6W4TfA+MOBz1XC3rT8kbnGA7AegPkvY62gbG8kcgeq5q9W0OYZOPPhXY2zbjm14WePS264biN7uVQLHUPeHStJHyXpP1S3kvPJ6LHltwZkcEq2U5epY8k2u5zVotD3SBjGEAcYwt\/JTNoaX4xgjOVubbQwUzTLLwcZXIa8vMdPG6ngJD5DtCofJhzTUEcxcJ\/p9yDW8sgO7Pq7oFymvuwnSXabFJcJHS269bA1tbBzvwAAJGZw8Dp5H3XS26P4NzjyTkrobU\/a8t\/2wrMWeeCW7G6Zxc+JZo1NHwtrTs6vnZ1dZrJe5Y5g746eePpI3zODyD04XN4GcNX0d3uaNoqrHXxNHxCaN3v9khfN24tevcdNzy1Onjkn3PEdQwrT53CPYcOc3yVrJOeVDS145TOgYWgtkwfMELoUYiTIPIqC\/jPVUuDmfaHHrnhDcPa4l2AxuT7+yKE2dDQN3U0ZxwRlZTY1Vamg0ELndS1Zu0eRXIn42dqHgX0KvD4yqn4assjDeViSqLdjJj6rIaMhY8RBKyQOOEroaLGdVb5KpjSFaFEkIRlI5O52OirefdCIyKycDCrefIJnuVWcqxIpmwWLeZvBt0jgeXfCspaXVVQGwxwA\/aOSrcatlOR0jmSc8+qYFI0YClbUYH3HUg+SRpPmVOfdOwLAcKcjKTPCkHKYDoS5wpDkASm3BIDypQJjA+inKrB5U5TTIjox7hIHAFNuT4ZJEqR81Xn3Rk+qBloKncUgPolLnZ6pisvQhCCJOFCMoQAJmpUw6IAlCEIAEIQgAQhCAGHRCXJRkoAZCgE5UoAEIQgAU5IUIQBJPOUyRMCSUAShCEAGT6ph0SqQeeSgiMpzggjqFGR6qAcpPlEonfWas+l0MbzgEDaVsFyelKzaX0jseoK6ljshczNDazo4pbkP0WvrXgTEey2GQFrK7+vk+wVuiX9p9iGpdQMdzwBnKrMh6pi3I5VT3NHHoutSOa50Q548yqXzABJJKMnBVD5MlNEd1sZ8hPQqAcHlV7vRMThFMT7lwdjokc4te149Ugfkpn8sJ9kDR9Y9zrVcFFNUUrngObI0n1X2dX17aqGItdnA4z7r8vuxLVkmndWQ\/nS2OpIY4ZwM+R\/29V+iGi73FebXHmTLtoI814PreleLUua7S5PZ9Oz+206T7rgzrlECWnC19VRMqIHRvYHBwwQfMLd1jNzMAchYO3HVcZcG+MqdnmslBWaOuD6u3OdLb5X5mhHJi\/hN9vZdlaNW0skYcJwcnrlXXa2NqQ5wG138pXAXe03C3SvntxDTjJid0dz5HyU18zoY5+Z6m+909Q3IIPusCulhqYSGuGfJeOSa5uFve6OojkiLTgsdwtlS9oEM8Tcv2nzyVZFpHSxZ0dvLE1uMPBOOiwaglj92QOFzP7tA1xLnMIPQ56LQ3jXsMQcxkwdKejQcptoteZI7C7Xuno4i6ScDaM9V5tXV8l9rnV7gfCHwxA+nmVgSVVyvtSH1Mjo6cc7PN3\/ALLZww+GNobgeSpk\/Qyzam7MmkZgjhbakc2J5J9Fh0UORuHRZrmhgLiEkrZjyHh3ed21Vko5uphqMD7wf9S+YpAfEX0p3iqlh081jncuqm7fwK+bCdz3Z8l7fo0a0q+p4zrNe8fYG5KsBJSDhN0C7COJyZNPO2M7XtD2nq1wyCsl1Fa6oEtfJA8n13Nx8uv61q3Eq+nl+IDKkC78nR0TW09LHC2QPDRjdjGVaZAOchayKpDYmtJ5A5UGq\/hFcacfiZ3cb+BfQ2nigjCx5pOeiwxVc9T+KYT7zyo0SozIfJZrBkLBg8lsIxwq2PgcBScjzQBgockNiPwFjyOKvk81jSJruVyZWSSlaCD81OecKVYUvkkDJ5XIajqRPXuaw5EY2rqqiVsED5XHAaMrgp5jNM+UnO5xK0YY+ZnzSrgjPCkH1Sg5QtNGQdAGD5oyCgcIAdCgEFCkAwPkpSqd3siwJQoBypyECYKQcKEIFQKcn1UIQA+QoLglQiwscFCXcp3eykh8GShCEyIAZQRhSOqHdUAQpaoTNCAJUbgpUYCAJQoUoAEIQgAQhCABTuChCAGyEZCVA6oAZCEIAFI6qFI6oAZCEIAEIQgjQIHByhCCVGRQVL6SqZMxxGDg+4Xe0s7ZI2uacgjK86XTabuG+M00jsuZy3jyWXUQtWjRgnTo6gc+axKsxNdlwy7AyrmO46rVXWXbUkH0ChouMv2J6z939yqpqAMjIWE6oI5VM0uTyqvEHryuqcqrHc8n4lQ+XB4UulHQdFjPcdx4R2JKkZDXlx5KuzkdQsEO9llRk7eVImWAp3ctVfXopc4Nb9yTQC09Q6lqmyRuLS1wIIOF9vd2jtWptQW5tJVTMbW0zQyVmeo\/fgeh\/UV8LuLnOyuj0TrK6aJvlNe7XIWyQOy5pPD2+bT7FczqOiWtxbfNdjo6DV+7T57Pufqw2VlRG2WMghw8lizsLeccLzvsZ7UbVrmxQ1tLUDa4Yc1x+KJ\/m0r098Tpm5aCR7LwmXFLFLbJHrYtTSnHsa8NDwQ70XP3ulDyQQCT0BXS+EWuIIx6LCuETS0uLRnHBVJtxu0eX3m2Qy5jnp2SM64e3K4+u07bHPd4cUkX\/lPLf1dF6fdY2ZduHHyXP1FJTPcSRg\/ypFydHnkthjHwRyVbs+RkVlBpdgfuEOOeSeSu3NAx7hhuVmUlqHJDPuSZYpHOMtEdPGMM5+SrFJvlDQ0rqLhTCNga1vJVNutu+XcRn0+aRPekjDpaDw4uRhYd3mZBA4Z6Lpq+AU0JfjGeOq8j7Vtb0WirFNdKwh0ryWUsOeZZMcD5DqStGmxSzTUYmPPlWODlJ8HhneN1PDVXqm05Syh30RvjVG05Ae7o35gc\/wCMvG2E5z6q67XSqvFyqLlWymSepkdI9x8yVjB2PNfQdLg93xRx+h4LV5nqMjmX9EE5UZyMgpd\/HRaVwZQeojk2OyocQVWSQeUWBVVXGoEzmNkIA4ACRlfVk5EpVErS6dx9SsmCDzIWCaVs62C2kXtras4G5bKhlkkxuHKxaal3v6cLc0dG1mOFmkajPpAcchZ7TgKuGIBvAVoByqWFDA5QhCQmxJOMrEkOSsmd4AysTOeVOKKpMU9QmSu6qN20E+gyppWVM1Gpaww0ogaeZDyPZcpz5rYXusNXWvI+yz4QtctmONIw5JbmSOCp3BQhWlY4Pmm6pAmHRRAlS1QhO2A6FGQhPgCUIQhgTuCNwUITFyNkFCVST6IBEoS5PqpBQBKEIyEWJoy0IQpiBCEIAfj0QhCABCEIAMH0QlJI81IOUAShQgHKAJQhCB8UCEIQIEIQgAU5ChCAGHIQlzxhSCcoAn71OT6qEIAPvU5PqoQgCcn1QDhQhADZCvoqp1LUMmYeh5HssZHzUZR3Khp07PQqOpZPC2VhGHDPC1F7kxWOx12hYenLhsP0SRxOfs8p71IPprjn9ELPpobc32LtRJTwmE95I5K2uitM1muNZ2DRdvnjhqr\/AHSktcMkgOyOSeZsbXOxzgFwJx6LSFxK7\/u7H\/nA9mWT\/wCMbN\/62JXdRzT0+jzZsfeMZNfVJsxYoqU0mfojpHuxdx6kqqfQQskN9vVPUzWyWprq6u8Wetia58sL3scyATBrXP8ACYAdjS4NIBct9prut9yrV9TWUWn+zWgqamgbFJUQvq7jC9sUm\/w5Q2SRpfE8xv2yNyx2xwBJBx3bewyZsexmr5Int1xWaybLFSAPZ48E8QgaS8gOZ424SYP2fs88L2O9itz7NLrVXq76kt9zqqm2U9te6jt09N4xhkkf9IlM1TO6SZ5kcXu3DJx6En8Q6v8AFmXJp8ufH1fP7Wlti5ypyt32iko1VLivV9j28NMk1F4o160ecUXd57iFwvjtO0WibPJXtqqmhMf064BhqqcvE9OJDIGGZgje4xAl+1pfjbyte\/sc7gUWmYNZ\/uPoTYalhkiuUb7s+mc0NY4u8Rri0NHiNGScZ3N+01wHoGnuxbW1bVNj1ZqSggsNBrS96qorZBb81Zlmrax1MX1TZiwxGOpbKWeEH7jsLwAWrIq+w\/WlPpLs00fp7X9mjoOz63UtPPTXSwSVVPdKumhjjgqXsiqoXN8Mse9sZe5u97XHLo2Eb59fw4s6wvrGdq+Wss6pKfmsbttqKSSaW7xNdorC3G1ij+i+Xz+pyk3dm7lUdOZo+z+1yuNzmsrGNuVfudXxNkc+nx42Q8Nikd6bWl2ccrj6Tsm7lNZ2f2fXB7J7fG640mna6soX3is3WyC7zwRQvnk8bY0NExfgkFzYnEccr2G19mF7uHbjqLXNfBX2uwMoQ230U76eSKqvEsZpp7mxsT3OZikhghaJNriJJvhGSTo9I91C26R0RQdn0epIa6z0tbp28SxVdvMxfc7dLAamdpdKS2Ophp2x+E7c2IkluR8AeL8S4cEUtT1bO5XilSyTfwy5nC48XFNW+93VVQnp3LlYo+fl+hpX92buRRX2fTtToC2U1dTQT1D21NZcYI3RwgGZzJXyiN4jDgX7XO2ZG7C1mk+773Ldbaql0zpfssoqwRWll2dU\/TbhEfDfK6Nn5uSRrtrg0ubJja4cgnquyuvdim1Je71V6n1nDUW+7vvTHPp7fKy4Op7hBUQ+FJPJUPjd4DJ2ti2wsaGxgFvxcdrors\/1ratZza41xrW13quks0VlbFbrIaCFrI5nSiT4p5XF7i85G7aMDaG\/EXYtX+Jlh0856fq+eeTZwnkyJbn6fDz68uNf4vKcNPcluxJK\/RdjyW0aU7unZSbzc6LsTvtipqOrp6A1LHVc0dW+S51FAwsb4zsgOg8bJA\/Nysxku2n1cXnsYpL7Dpd9dSxXGd8MAheZwGTStDooJHn4I5ntc0sie4PcCCGnK6LtC0pV600lVaft9zht9Y6akqqWpmpjPHHNT1MVRHvjDmF7C6FoIDmnBOCDhedXjs0qbXcBTXztNsNv07qbUtvvFdRT2\/wamuvMboHtgpKiSpxHHLLSRuEXhySgeI1snLSzNg\/EUOrQU82szY8tyVLJkk2koU18Mv8AG6tX2biqZbtyYG1BKvsv9\/oZ\/wC6\/sdrdX2bR1ojprlWXavrKAmOSVjIzTU80sz2Od8M4Y6Hwn+GSGPe0OIPBzKK7dhl3mFLDU0zZn1kFvFPUiop5RPM17oGmOUNeBII37HkBr9pDSTwueoO71qqjttl0vS9p4orDpZlyp7B9Bs5juNNFVUdTTRukqXTOD5YRUNLXtjYHbCXtJcHN0Fx7v8AqzSektaTWQ0F51HqG32yns8Fjohb2W6vt8tTPS1rnVtZKX7Z5o3v+IuOw4a8uK2e+9PztY8PVcylUUvjny3Npyk3GKVQabV0mmrb5GsuoirceP5fX1PRP3LdmdyqHT0WmqGutFJPWUl0r\/rCSNtBPTn4mua5wDmgtka5wd8DgBgjcWRpvRfYpqy3Pu1isMctLG\/a+SZtVTkfCHbtspadpaQ4OxtIIIJC6HSOiG6T7OqTQ8Vc2smgoHwVFbWQCUVdVIHOmqJY8jf4kr3yObkZLiM8rTdk\/Znd+zuy3W11+pKWtjrpt1LR0VJPDb7cwR7NkMM9RO9gLgXOYJBGMANY34i7gT65N4c2zX5U4SSh8c\/jju5k+6TrlduPJvvoU8tx448\/kzlv+QWppbXcrHZKarorhXOpDM51ZE7YKOoqhJDG5u6oDmU5Ldg2ubuc1ztuDkaJn7B9a6Qt2saCy\/QqW42b69ENa2eKaGkAaXveC7BDdwBLSQfIkcpND9gF40vXWirrtaUrqSy32O70tqttunprdAxtvraQsgimqpzA55rQ92xwjAgYGxtJc84dN2Aa+odGWbSVs7T7PA+26XqtHT1DtOvf41vkbE2GVjTVfm6lgiOXEvjcZD+bG0Z7efqvTpL2OHqmW7j8Tnk7fG2mtnlUFwl3482Uxyaq7cf\/ADj5\/U6CpsvYR9c0Fhq7dAKu4hpow5tWIpnOjMjY2y\/1syFjXPEe7eWgnbhc1pO+9hOo7baL\/R6cp7VZ7jbrncpqi7VUtI+ljopIGSOcx52ln58EvD9rcAckkNiTu8XC5a6tuo3doVuqYLNdrbdmNltsstdGKWNsP0Rs30rw46YvikcGiHIe5xJcQSclndsqaiw0GnbnrdhprPbrza7dLS2wMnjhrKqkqYHyeJI9kkkMlH8XwhkgcBsaAdx+Z9NwpRn1PM5NK25ZFVqV0tvNPZX+6tC9rqpO9v8A5x8\/qZk8\/duqLc64Vb6JsbKuKgdFMKuKoFRK1z4Y\/AOJd0jWOMY2\/H+juyM6m+dhfdK19pyHX180lba+yQh7G1stdWxxwkTeE9r2iRpjc2QFrw5oLS0h2NpxvYOxLUFy1bTa\/wBY6zoa6\/RXG2Tv+gWh1JSGloWVgihbE+eV4kc+vmc6R0jhw1oYMEnqqTsytb9Fam0Jfp\/rC26pq7zNVta0xHwbhPLI6LhxOWiYt3ZGSM4Cwanr2LSOL0nUs7knG2py8L8aVxjbXk3V\/wB0mva5VtyRVc9\/9L5Z49B3Ve5FU1sttpezyyy1UN3+oZImXCuc5tw8D6QacgTfbEPxnyDQSehWsHd67hn0OurnaCtkbbc6njnhkmubKndO4sg2QOeJZRK4ObGWNcHlrg0uwcdvpru0zWC+0mpqjtKu1RcW2Gqo66eCnjhNReZ5J3G8MaS5sc4bWVTA3DhtewZwwA6m19166UFNqAVmotKV1RfLdareIpdOVZpgaKeolFRIHV5mdO81GfFbMxzXsDhk5XXj1\/TbpL871FLbXxTV3Kp\/wvtHmN\/f0MjwTa\/cxEPdD7m406NTs7J6N9t8ITeKypuLnlvAwIhJ4hdnjbt3Z4xlfHHfb7ufZBobSNj7YuxCR1JZbhdn2K5Wx08r209WI5Ht2sn\/AD0Tx4ErZI5DkHZgN5z+gty7KtQ3Hsio+zmXXU0typ3QPmuNTFPLHVtjqBK6nmYZ\/GfTuaPBLTOXmPhz3ndu+Re\/L2XzdlPdfhtlRdqWvkvPaVFd3GlonUkEBkttQwwxxullcGAxZGXnggeWT6H9nP4l1E+vYcUup5cspZXBQk5SjPHT+J7lSfn3TVduSjX6asLaxpJK747n54OOAqyT5qw9FWeq\/XJ5YmKmMjy\/GQthDS84wsmgpA6nY\/HUZWbFTYP2VzZv4md3FFKC+hFFRHrtWxbBsxx0TQNDB9lZDRlUt8kwjOArAchQ1gwmDMeaqAYDhK7AUnhI93wnhBF8GLK4nhU8DzVknXqqVZHsUyJctfea5tJRvw7DnjAWeSAMkrjr9XmqqzG0\/BHx96uxxtlGSVI1pe57su6ko4yq8n1TAnqtZjux1LUoOVPPkVJEWMhQD6lSigJB8kyUHCnd7JrgCUZKM4QoAGT6oyfVCEAOhLkoyVMBkJclK+Tb5IEWIVTZXu4wMJslAx0JclGSgDPQhCmQBCEIAEIQgAQhCABCEIAFIIAUIQA24IBylQDhADoS7lOQgCUIQgAQhCABCEIAEIQgAQOChCCLJ3BG4KEIGmTuCnIKVCBlkb3xPEkbsOHQrOnqzVPbMRg7AD8wtbn1V8LiW4zyiCqVhJ3Gi8H1Xed3+ogpu3zs2qKiVkUUer7O573nDWgVsWST5BcAHIy4Hc1xa4HIIOCD5EFQ1uD3zT5NPdb4uN+lqiEJbZJ+jP6BcEcFC\/J3Sv5R\/vIacsdNZayfTd8fSs2CuulvkfUyNHQPdFLG1xAwNxbk4ySTknbn8p33hvKx6G\/iyp\/pK\/HOT9gP4pjNxhLE1fD3vn\/6nrvz3TJc2fqWj2X5ZH8p53iPKw6E\/iyq\/pKgflPO8RnBsOhf4sqf6Sof1Bfiv1xf53\/1JLrmlfr+h+p3lhC\/LQflOu8Mf7B6G\/iyp\/pKb+qb94X+0ehv4sqf6Sj+oP8AFfri\/wA7\/wCoPrmlXr+h+pK+cu2DU2paftK1hZLbde0Hx6XSFsqNO0mmqWaeBt3lmuAa+YRsc1u7wYm\/nyKcta7fyGkfIX9U47ww62LQ38WVP9JVLPylnb1HVy3CLS\/Z+2qnYyKScWmoEj2MLixrnfSMkNL3kDy3Ox1K7fQv2MfibpGeebJDFO40lv7PdF3zB+SafHZ0UZusabLFJNr7fzPsO3XHtrk7Y3W\/UdTdqGR99ikphS0dwmtL7MKZm+PcyE0jHOPifHLIJmy4A\/NlrXX6G0PrK4WXsUv2tKvVtx1BA2a53eW41EzDS1T7e7DJo2hrI2teGxhrmgnLg7c57i743f8AlOu8S3JFg0H\/ABZVf0lVH8qD3isbfqHQeB5fVlV\/SV2sn7N\/xfsUcGHTwe1RdS\/wzi6+C0nuurfK788VR6jpf4pSf\/tfP5H1Loq594aTTFydX1+qmahpLJGzUNNLb6p8zq76VD9Ilt0lRC2jMjIBWCOOmc+J5MJ5Iy7tBT2656l7PdUWhvaTVWqh1FWU2+6Ut1bPTvmow1niRysbOaYyNwZZgY2l8gLgw4XxKPyoPeKH9gNBn522q\/pKg\/lQ+8aORYNB\/fbKr+kqWp\/Zt+Kc85Thgww3bvDkriUdrX7vmruH93tyEOoaZJXJv7fP6n3b2lXXWNs7ZNNG1O1LcrZVNt9ObXQ0VfBTQvdWOE1W6rhjfTPAiIMkFVsAZEDG9rnlcbZYr\/pG20Nmr4e0Sl0xSat1S7URt1Jcp650kldNLbjG6Nrp30kkUhkfJTZBlMe93MgPyC78qL3j8Y+odBY9Pqyq\/pKU\/lRe8cfi+oNA\/wAV1X9JVek\/Zn+KdNpIaX2OFqKSb9pTdKST\/d0mt7adN7qk2+xKXUNNKTlufPy+nzPsCOPtwr7Xqq5XC763jltfZxJU2Gk8MQyVdyfUXYU8kwhYN9c2mZQF8LCG+JINzCQzbs7lYu1Gy3e\/PtupNc1kNnoNM3K2eNPJKyprpquVlxjcA3ErDDDFvh+xEJXOY2MuBHxX\/VRu8djH7n9A8f3Mqv6SnH5UfvFY+LT+gv4sqv6SpZP2c\/iyc5OOn00U64T4STi\/7nnUk\/8A5MI9Q0qr4pH6Zaa7OtJ6Svd01FYbcaatvDCyrcHktfmsq6snB4BM1fUu48nAdAF0y\/Kj+qj94r\/5f0F\/FlV\/SVB\/Kkd4oD\/q\/oL+LKr+kryOr\/Yh+MNdlebUZMcpPzc23xwuXHyXBqh1fTQVJNfY\/VhC\/KX+qld4v\/5f0F\/FlV\/SVI\/Kk94w\/wDh\/QX8W1X9JWf+oT8Vf3sX+d\/9SX51pvn+h+rKF+VH9VH7xQ66e0F\/FtV\/SUf1UjvEn\/w\/oP8Aiyq\/pKP6hfxV64v87\/6h+daZd7\/Q\/VdfGv5VCeJnd\/07TukYJJNYUrmsyNxa2irMnHoNzfxC+cv6qR3is\/8AV7QX8WVX9JXhPbh3ie1LvC3mmu\/aLd4ZIreHtobfSQiGlpA8N37GZLiXFgy5znOOAM4AA9f+BP2N9d6D1\/T9T188ax4m5fDJtt00klS83y\/Qya3q2DNgljgnbPNcqCcoQv1AebOntbM0MJ\/grOY0BY1rafq6An95\/OsgnC5mTxM7+P8Adx+he0+iyGdFiRHJWWwgBVWMsGM4TEJM85Ul\/CqHQEZVbyAFYCqZUIhIxJTyq+vKaQjKqc8NjLumOqugjPJmvvleKSkcGnD3jDVxrnlzi5xJJOVnXmudWVJ5+FpIb8lrlsxx2qzDllbBSDgqEwGRlWFRIOU6TopGT5qQDJgRjqkGfNSgBsj1RlKhpCAHUghKhADZBUpE272Ue4EoQhSEwSublMjOECRAAClRuQ4g9EB3JyPVRuCVCBPg2aFG72QDlTAlGcoQgAQhCABRj0Kk9EoOEhjBCjd7I3eyYiUKN3spQAIUE4UZKVgMhRu9lOR6pgCEDlCABCEIAEIQgATbglQgBwQeiDx1SZwjJQR5GyFKRTk+qCVDIS7ijd7IAZOwlVbvZOwgnnhSj3EzJb0UkeihvRB9lMQKR1Vbs5GSrG8Jp0DohRt5zlOQlJwMobsF2okHCdp91WMFMCB5JCokpdxUk+SrcSEEkS\/7OcrFd1V5cSMKl4wkxi7ilcfdBKVRHYdUO5HRCXJBPKB2CR2dx64wnUIdh3AdAkcSTj0VnHokIxyEch5CKR1QQR1ChRtiY5eB7qWuB4PCrQi2Ky5CUOCZS7j+oIQhAmdXa3f8XQD+CsgkZWFbXYoIRj9FZbDkrlzfxM70OIL6Ivh4KyW9FjR8K9p4VTJFm4o3KBygNUKCxhyqpDweVYfhCokdgJ0VyZjS9Vp9QVopqTwg7D5OPuW1e\/c5c5q1pD4D6tKuxL4jNllSOecfMnqlBBUO9UNW0wN2SpyVCExEh3kUygYPkpTVgGT6qefdQp3eyYACmUA5QOiSAYHnqpSqd3smBKFG72Ru9kCsbJ9UZKhCABTk+qhCfAAhCg59UhUyUJQT6qd3sgdGxUggKEKYDZCNwS4CECaG3BSDlIpBwgdIY9Eind7KEmLawQhCYwU5PqoQgKQIQhBEEIQgCclGT6qEIAnJ9UbioQgCSTlTkJUYQA2QpSYQgB+fJRz7KMlGSgTYyEiEAmOhRnPRQ54jG6Q8eii3QxkzOqwX3AZIDMLKppDMzxB6qUJcg1RnjplCGY2j5IVpWmRty7KbaUDqmQNrgge6WTkYCfOUrx6IGuCrfkYHkm3j3VZ4QDyglRYXjyylJ4Sk4UIAC70VbslSTkqCcKLYCuHkkTk+qQ9OEgJ+9IeqMn1QgaBCFBOEDSJQka7JJKne1ANkSeiRM8g9ClUWLuCEE84QgGiR1Vg6KpO0kH4k0LuOhCjIzhMKOntrSaGH+9WdHGsa0s\/4vgJ82rYMYuTkfxM7kHcF9EQ1hCtYCRhAb6K1jFXZKyAPZMeikt9CocOCCkhCOcSPJYs7sNKuecLDqH\/opohIrjG5wWk1lHmOnI9wt\/EzaM+a0ur2uNLE5rScO5wrcb+JGfKrizkSMhLg+inPUHqjctpgfBABymUbhnCfaSMhMCMEcoBOeqM8YQOqkAyEZA6oQAKchQhNiGypSZU54wkJMZCjKlOh8ApB8lCEURGzjqo3KCfVRnKEh2SpBwoUE4TpCG3BLkeqjd7KD7KI7NqhCFMkCEIQJgjp1QocUESchCVTu9kDslCPLKgnCAskqNxRkFQRhAidxRuKhCAJ3KctSoQBO4I3BKpQAEoyfVCEATuKNyhCBMncEbglRkeqBWNu9VOQUmR6oDhlADoUbwpzlAIC5sbN56LX1FSXk5P\/ALK+sk+HaDwFrSXPdhoJ+5RkyyKsbdz1W2tjs04+ZVdt09X18gDIi1p\/SIW0qrYbPKKNxyQ0OP3qOOScqDJGo2yWfZTJIyeitGFpKWRjnlN7I59UIHwxQSEE5UkZSpWTKXqB1TSdUgOUm7G1RJ6pScKSlJQ3Yg8spCcqSfRQeBlICHJCcKfPKh3VA6IQhCASBQeQpQgFwVtZyc5QW4OOcKxIXDok0HzIIAAwlU5JUEhIEQeoUpVO5A6sdoHU+SgnJz6KEIEh95x0Utx1z1VanOEWSOztAzbac\/wP51sGNKwbID9WUxx1Z\/OVtGtz5Lk5PEzsY\/AvohQ05VzGjCkM88Jg3hV0SEVcnRWkYySVRK4KXyIyddil5wDlYL\/jer5n4BVUbM\/EUFb5LRwB7KwxMlbskaHA9cqscq5vCLoi1Zzt10dFKXS0Upaf3hXK1luqqKQsmY4bT1I6r1NoCx6uip6ppbNC149wr4ZmuGUyxJnlZ6+YKyIeWkFdDd9MMbulpG7cfokrQCGSncWyNwei0wyKRmlBxEc0Z4UBqdyQnCtK7IJPsoTZb6KMAnhAWDUyXoVO72QFhu9lIOUiZvRNckRh1TJAcKd3spAMoJwhBGUAG4IyEqErsBjlRgo3eynPGUdwI2lG0o3eyMlKgNohCFIkmCEIQJsgk5UIQgQIQhABk+qEIQAIQhAAhIhADZHqjI9UuEYQBJPooyfVCECsMn1Rk+qFBOEBZOT6qQeeUhdwl3FANljnJTJlJnKEESwHPVTnHKRTkp0kBO4kq0HgErHaTlXg\/Cixrua+cPkk2jlbywWJsr2yStOPIBYVHT+JO0EZGV39jomsY3jhYcuXyN2LHxZtLTa44o2ta3HC5PW7dt\/cz0iZ\/IvRKWMNxj0XnuvM\/ujfj\/4Uf8iWkleX7ENUqxmmjHn7KwYSMaQE4HBXTMKGyu+7D+ya89tXaFbtB2SWOGWrcXzTyfZhgYCZJCPPDQTjqTheftz0X1b+TfjiPbvWVExIEGn6x+7958UbS78CfxXK63qp6Pp+XPi8STr6mrS445MqizyfvEdnehOzTtNr9IdnGpp79a7fDCyeqkAJZVAYmj3AbSA4Z46Zxk4JXY6i7rdEO7Jae8BozVP1vMwk3+iADW0bS8MDQOu9jiA4HrvBHAyfujsT7NOybs77J9Y3fR+qKLW1DWvq6yquc0Mb\/iZT5dDxngcn\/HK+WdGvbY\/yefaDXSHDrzqFlNG3HXD6Xp+DvwXitN+ItTqYwx4m7hOEW33lu72vI689Hji5Pyo+M5Meo6KlzlZJjOR0VLl9IOIwJ46pSThKXe6guCVchRO4oLyl3KCcoETu9kpPmpSFwygkhicBAII6hI5wIwlRYMu49QoVZBHVSHEDCVioc9FWeqYO65SE9UN2IMj1SnqhCRJAhCEDJB4UZPqhCCAw6ISgkKQcoHZ3liZm10xx+h\/OtsyPha7T7S60Up\/gfzrbsb8IXJn4mdrH4F9EKWjASkAK5zeOFTIMKBK6KZXgDOVhTyYBV8ruD7LXzyEnaEytuxHHe7CuaABgKuNqtAQQolvVO084SgYUjqgDJaU3BGFW3gBWN5UWIxauHc08dFxN9iEdSCB1XoEjQ5rh6jhcRqeMsnaccK\/A6kU5VaNE7gKsnKd54Va6CMLQ2R6ICVMOikhE7c8qCPRMPRTgIaAqU4Pom6FTylQCjKlBQmAZ90Zz5pFIOEWAyEu4o3FMBkx5GVXuKYHIUUAKNwQeiVSA3CFDuiGoAk8BLk+qZ3RKgCMj1UE+ihCADJ9UZPqhCADJ9VOThQhK7AMn1UbvmpSnqmBIKCUqEATkoyfVQhNgTyjJUE4S5PqkQH3FQ4nCVCAIJwoByVPmjAQBKkAYUJh0QgBQXKUh6KQEtPxK5pVDOqtb\/Oovga7mxtUe6ob7lehWqMBjR6LgrSAJWfNd\/bvsD5rl5fEdTH2N\/CMDovN9eH\/8Rvx\/8Jn8i9Ii5aF5vrn\/AKwu\/wDKZ\/IrdGry\/Yz6rwfc08bi5qcHGeFVGcdFLXEnC6tUYLaLM45C+ju4nr7S2iO2CppNWV30Gn1JZ57LBVlwa2GaV8bmlxPAB2EAngEjPt84KQ4t5HVYuoaOGv009PN0pKi3BkeKe9eR73c+27tK7F3at7A9H65o6nSz7hV0cs7KWN\/iMf8Am5HMkIJbuaOcE4OcFeod5G46J7Iu7Dpfu\/WTVUF8vVwrIb\/Vy0hDoRE4OdkkeTi5gZ5kMJ44XxlvdkHPLhkn3STzzTYMsjnloDRuOcAYAA9gFzJdAwyyYp34GpOl4muzZtetlTj6lT3ZPskcfRMfsqs9F3DDJ0xHHyUIPVCATsEISu6IGQ53kEiFA6qLGic5QoagdSgbdcjEk9UYGOqhCKoN1hnCg+yHIHQoIkIQhBMEIQgAUZUpXIIrsMgHCgdFKAPSNONH1LR8dY\/51tQAAVq9Of8AQtF\/5f8AOVsiSuTPxM7MPAvoD3ABYs8iskJwsOdxwVB9gZj1EwAICww3cS5TM4l+CUM6JkS1oAVg6KsdU7UAMpHkoPX70w6JLuRkWNd5K1nRUN\/nVzf50mIZxx0XIasjALXLrT5rl9WD820+6uw+JFeTwnJv6KtWSearXRRz2CfokTqSEGcKclQhMBsD0QOCoyVI6IAcNY7guwlewNOGuyhCAFLceSjHsmBJOFDkqAU4x0Spj0SpgMMeykcuwPNIrYQNwUWBErRHhpPJCrTykmQ5SJoi2f\/Z\"\/><\/p>\n<p>W praktyce oznacza to cz\u0119sto wi\u0119ksze zainteresowanie danym instrumentem. Je\u015bli wyst\u0119puje do tego trend horyzontalny, a wolumen intensywnie si\u0119 zwi\u0119ksza, to mo\u017ce to oznacza\u0107 akumulacj\u0119, zwiastuj\u0105c\u0105 przysz\u0142e wybicie g\u00f3r\u0105. W zale\u017cno\u015bci dziedziny, mo\u017ce okre\u015bla\u0107 warto\u015b\u0107 r\u00f3\u017cnych czynnik\u00f3w. Przyk\u0142adem jest&nbsp;wolumen obrotu, jako&nbsp;jeden z&nbsp;wa\u017cniejszych wska\u017anik\u00f3w wielko\u015bci handlu, okre\u015bla liczb\u0119 sprzedanych akcji w&nbsp;okre\u015blonym czasie.<\/p>\n<p>Na przyk\u0142ad, je\u015bli wolumen dla pary walutowej EUR\/USD wynosi 1 milion, oznacza to, \u017ce zosta\u0142o sprzedanych lub zakupionych 1 milion jednostek waluty bazowej <a href=\"https:\/\/forexarticles.net\/pl\/wolumen-sprzedazy-co-to-jest-wolumen-slownik\/\">wolumen co to znaczy<\/a> (w tym przypadku euro). Dla akcji na przyk\u0142ad, wolumen jest to ilo\u015b\u0107 akcji, kt\u00f3ra zmieni\u0142a w\u0142a\u015bciciela w danym dniu od rozpocz\u0119cia sesji. Kontrakty CFD s\u0105 z\u0142o\u017conymi instrumentami i wi\u0105\u017c\u0105 si\u0119 z du\u017cym ryzykiem utraty \u015brodk\u00f3w pieni\u0119\u017cnych z powodu d\u017awigni finansowej.<\/p>\n<h2>Wolumen \u2013 wielko\u015b\u0107 pozycji<\/h2>\n<p>Wolumen to liczba transakcji dotycz\u0105cych aktyw\u00f3w, kt\u00f3re zmieni\u0142y w\u0142a\u015bciciela w danym okresie. Aktywa o wi\u0119kszym wolumenie przyci\u0105gaj\u0105 wi\u0119cej trader\u00f3w zainteresowanych ich kupnem lub sprzeda\u017c\u0105. Je\u015bli sk\u0142adnik aktyw\u00f3w o du\u017cym wolumenie obrotu ro\u015bnie, oznacza to, \u017ce istnieje presja zakupowa, poniewa\u017c popyt ze strony inwestor\u00f3w popycha aktywa do coraz wy\u017cszych cen.<\/p>\n<p>Derywatem obj\u0119to\u015bci wolumenu b\u0119d\u0105 w tym przypadku akcje (st\u0105d cz\u0119sto mo\u017cemy znale\u017a\u0107 okre\u015blenie typu wolumen akcji, czy wolumen akcyjny), czyli zdefiniowana i podzielna liczba udzia\u0142\u00f3w w danej firmie. O ile inne s\u0105 czynniki rynkowe wp\u0142ywaj\u0105ce na wolumen gie\u0142dowy, to og\u00f3lna zasada tutaj b\u0119dzie taka sama, jak w przypadku rynku Forex. Co wi\u0119cej, tak\u017ce w tym przypadku wyposa\u017ceni jeste\u015bmy w mo\u017cliwo\u015b\u0107 przeprowadzania podobnych analiz i obserwacji, a wielu s\u0105dzi, \u017ce na gie\u0142dzie elektronicznej wolumeny \u0142atwiej analizowa\u0107, dlatego mo\u017ce to by\u0107 dobry krok dla os\u00f3b pocz\u0105tkuj\u0105cych.<\/p>\n<h2>Analiza wolumenu<\/h2>\n<p>Wolumen to s\u0142owo pochodz\u0105ce od volumen \u2013 formy w pierwszym przypadku \u0142aci\u0144skiej deklinacji (nominativus). Wolumin z kolei to s\u0142owo pochodz\u0105ce od volumin \u2013 formy w drugim przypadku \u0142aci\u0144skiej deklinacji (genetivus). Wolumen to \u0142aci\u0144skie s\u0142owo, kt\u00f3re pierwotnie oznacza\u0142o zapisany zw\u00f3j pergaminu lub papirusu.<\/p>\n<h2>J.W. Construction Holding SA (JWC) Sp\u00f3\u0142k\u0105 Dnia Biura Maklerskiego Alior Banku<\/h2>\n<p>Warto jednak pami\u0119ta\u0107, \u017ce wolumen na rynku forex jest trudny do dok\u0142adnego okre\u015blenia, poniewa\u017c rynek ten jest decentralizowany i nie ma jednego \u017ar\u00f3d\u0142a danych o wolumenie. Linia OBV jest narz\u0119dziem, kt\u00f3re pozwala \u015bledzi\u0107 przep\u0142yw wolumenu do i z rynku, sumuj\u0105c wolumen w dniach wzrostu cen i odejmuj\u0105c wolumen w dniach spadku. Je\u015bli linia OBV ro\u015bnie, oznacza to, \u017ce og\u00f3lny wolumen jest po stronie kupuj\u0105cych, co mo\u017ce by\u0107 bycze dla ceny. Opadaj\u0105ca linia OBV sugeruje, \u017ce wolumen jest po stronie sprzedaj\u0105cych, co mo\u017ce by\u0107 nied\u017awiedzie.<\/p>\n<p>W tej lekcji przyjrzymy si\u0119, jak wolumen w po\u0142\u0105czeniu z liczb\u0105 otwartych pozycji mo\u017ce dostarczy\u0107 cennych wskaz\u00f3wek co do kierunku, w kt\u00f3rym mo\u017ce zmierza\u0107 rynek. Kluczowym wska\u017anikiem s\u0142u\u017c\u0105cym do definiowania trend\u00f3w jest sytuacja, gdy cena sk\u0142adnika aktyw\u00f3w spada, ale wolumen ro\u015bnie, zanim cena sk\u0142adnika aktyw\u00f3w odbije si\u0119, po czym nast\u0105pi kolejny spadek. Je\u015bli cena aktywa nie spadnie poni\u017cej poprzedniego minimum przy drugim spadku, a wolumen b\u0119dzie ni\u017cszy podczas drugiego spadku, zwykle jest to wska\u017anik zwy\u017cki. Mo\u017cemy r\u00f3wnie\u017c zastosowa\u0107 t\u0119 sam\u0105 interpretacj\u0119, aby wykry\u0107 ruchy w g\u00f3r\u0119, kt\u00f3re mog\u0105 prowadzi\u0107 do korekt. W przypadku telewizor\u00f3w g\u0142o\u015bno\u015b\u0107 mo\u017cna regulowa\u0107 za pomoc\u0105 klawiszy pilota. Ale w handlu jest inaczej, wolumen pomaga nam przez ca\u0142y czas okre\u015bli\u0107 sytuacj\u0119 konkretnego aktywa.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>W praktyce, inwestorzy i traderzy powinni obserwowa\u0107 zar\u00f3wno wolumen, jak i LOP, aby lepiej zrozumie\u0107, co si\u0119 dzieje na rynku. Wzrost wolumenu w po\u0142\u0105czeniu z odpowiednim ruchem cen wskazuje na si\u0142\u0119 tego ruchu. Warto tak\u017ce zwraca\u0107 uwag\u0119 na sygna\u0142y dywergencji mi\u0119dzy cen\u0105 a wolumenem, kt\u00f3re mog\u0105 sugerowa\u0107 potencjalne odwr\u00f3cenie trendu. W analizie technicznej, obok ceny, [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[143],"tags":[],"_links":{"self":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/8325"}],"collection":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/comments?post=8325"}],"version-history":[{"count":1,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/8325\/revisions"}],"predecessor-version":[{"id":8326,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/8325\/revisions\/8326"}],"wp:attachment":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/media?parent=8325"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/categories?post=8325"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/tags?post=8325"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}