
{"id":30993,"date":"2024-07-16T23:20:07","date_gmt":"2024-07-16T15:20:07","guid":{"rendered":"https:\/\/fineview.com.hk\/?p=30993"},"modified":"2024-12-31T20:10:59","modified_gmt":"2024-12-31T12:10:59","slug":"rising-wedge-pattern-a-bearish-reversal-signal-the","status":"publish","type":"post","link":"https:\/\/fineview.com.hk\/?p=30993","title":{"rendered":"Rising Wedge Pattern: A Bearish Reversal Signal \u00bb The Trader In you"},"content":{"rendered":"<p><img decoding=\"async\" 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dJ1KOeNJ4ZUlicbkkjdXSRT4qykqw+UGiLlUpSiL5w0pSvOl9lpQUoKIq762f4SL9A\/2jULqadbP8JF+gf7RqF122Hf3dnUvl7dn\/AIzUfm\/YL6Cfc87+SXR5zJK8hW9kjUyOz7EW3tNqLuJ2qMnCjkMmuB5CNiol12fHba94Z\/Rjadh82TK3z4HoFe77nH+J7n+fy\/4ezquPI86xIbLWdT064lEa3k7cJ3OEFxDLMFjJPZUzLIQCcZZEXvZRWeuVX76pum91J05uYWuHaOS41K1aMuxjENstwYVCE7RsMEeOXeW9JzoO80hPZZDc4G\/7zzj1LuFQ3z7Z3XPowK5+g9S1nbavP0iQy+cSh8xsycCJ5AollQCMOGcKc7nI90k5c120N0j6+bZOmEVwJgbKO3OmSTg7o8u7TPMpGQY0n4UbP3bYmYZGCSLq\/KM6Y3MXTGxjjuZESJ9OjWNXYIyzOplBQHaeIJCjZGSAAeQFTD7pBZqdPsZiO2t2YwfELJE7MPpMSfUKtrpX1N2Ooalaa+7SNLAInQRSLwLnhMZYHfClm2M24bXAYBQcgYOcvuh\/T6KaS10iGVXaB3nuNpBEUjAJHGSOQcKZGZfAMmaIti9ItDhuGtzOgcwzC5hVjy46JKqtt7nKLI7qDnDKrjmgIxn90R6T3nnUGmtGY7EIJo2ByL2b3rsx7swZCCPvXdvOeImLo8uHpBLZaba30EmyeDULeSN\/QwiuQQR4qyFkZfylZgeRNexhadM9C8I5vWfTr5F+tomz8m+J\/wAlh2SL5w1uDyc+oe0sr+x1WLpFDcyqruLVFi3SGa2lRlUrcs\/YEhf3h5Icgd4xp0u6Py2VzNY3EZjmhcxup54I8Qe5lYYZWHIqQR31LfJx6Yw6ZrFpqVwH4MRn38NQz+6wTQqQpIzhpFJ592e\/uqFUVpnyi+oizu72\/wBWk6RQ28xTiG1dYsxmG3RVVi1yr9sRhveDk3IHvOJDU+8ofpdFqWr3epW4bgzNFs4ihXxHDFESVBOMshI592O6oDRAvoZ5K\/SaPXej8mlXTb5IY2sJ+faaF0It5u8nPD7Ac8y8DH0V2XU50aToroFxcXWDKnHupyp\/hXB4cESE8u2qxIo7t8jenNZG8j3rD+9erw732291i1mz71eIRwpT4Dhy7cse5Gk9NXP90T6w\/wCL6DG\/ourkD6Vt4jj5d8pU+iE0UWXA8gLWpLvWNUvJm3SzQ8V28C0k6scZJwozgDwAA8K4vSX\/APUNf19r\/gIa9H3Nv8YX381T+9Wvd0lP\/wDMNf5xa\/4CGpULSPXh1V2+rNA1xqNxaGEShRbTxw8QSFCS\/ERt23YMYxjJ9NY28rvq4h0lrOK31K4u1mEzutxOk3CaIxqjLw1UDcJHHMZ7Jwe+tkdevUfba81u1zcTxebiUJ5uY13cUoW3cSJ+7hjGMd576zJ5Tfk2WejaadQt7u5eQTRRbJ2iZGWTcDjhwowYYBzkjAblzyCkK9eqTUF6R9FzaysGlaB7GZjzKXMAHClP8r+Aufnau16ltHt+jmlWFndOsU91NGjk4Jkv7oZ4ZK8iI1VYd45YjB8azh9zy6c8DUJtJdvc7tC8YJPK5twWwB3DiQcTJ8TEgrovLh6yzfar5nDIeBYFolZSRm6yDPICD3oyrCPQYmI99UJZai6FdSq2vSS91xVAhlhDxLy9zurhiLkjxGBGXz3Hzoj8ms99fHXOI+lkF4FMtvpji32IRlzhlu2QHC8QM7xjJAJhTmPC++iXXqsnRh9edlNxBE0Mqem+XbHGCB3CZ3ilx4LJ8hrEfURpNpe6rBHqd5wrd3Z5Hkcr5zIO0InlJ9z4z++kYjluAKsykEC3v0w6Oaf0qs4ZIdRk2xkvHNaTlGgdwp2zQnluG0diVA69raV3NnGXlVdXupadLbrfX8l\/bBWjtbp2dgoB3NE6uzGKXmDgs25VXDERlU1VpPkvWdvfJqljqF3ZgOsnBglUxsmVYxK5UuYX2gFHMgIJHdgCCfdDenVs1rBo6SpJci4S4kVSGNqkccqAPg4SSQyjCnnsDkgblJIFiQVbHV5\/FY\/nf+21VOKtjq8\/isfzv\/batPjf93H5h9CvSPsv\/wAWd\/8AU7\/cxSClKVya+gkpSlESlKURKClKkKCbBap8jvQdlnPeEc55Qin0xwAqP\/uNIPoFWpe64y6hb2AVdktre3LNz3B7aXT4kA542kXbk5BOVTBHPPB6moIk020jhlWRViRS6HIMvfKPSrCUuChwykEEAg1+OskLbD7+HObK3ujIANxks2EVxcRxqWVeMzWkOxmYAYYflZHeUkW9QtZyBfJmP4h5diE1RxOcbflGje4BTF6zPr0jajPd3ovI4dzy2cDSPteDS7Q51C6t1AIeSQZGeyQhkGR4aR1JiI3K++CsR8+Dj+mscWbEWi4PIaJOynvy82oFbg59O1sH5GNWqt1rDi1P0\/nWtpuYp85e9ps67Wg2vobk97RflbmB0XWWekXOsym3sYAtvbqBDA0ixpaxMSA75bMk0pBaSQbmLE88BRV0dJOqezUXdtxbW0NyLQ2xdg01s8ZHFC8VgxSUoF7L9rL5rMNnfvERJHIyMpDAqxGSp3LnB5gEdxrUvX\/Y6dMLLUb95xGybUS3UHjhwsu12IyoAz70qeZwRisCmLXMc4i5Fr3NhY3Hw0Xcbo46imqqeGJ5ZE7NlEbS5+ZuV3rAmzyXC9+Qm97lUX1r9XU2kyxB5hIsm5opo9yENEV3AjOUdSysCGORzB5HEq6En75K0smzcdttqW90iWa2cHzfUsuyxi4tZE2swyzHb8I1T3rq0+HV9KXV7a4kCWqTMkTAKjBSFmV1K7+IBGArBivLuO7NUX1ec01FT706dckjvBKPbuhx6RIFwfAmqXNEM3q6tIuNdv8APpcK9T1T8TwsyTHLUwuyuOWxBzWtbTisbDY8A7QtNdVvSCWfTrq3uGzPaLPZynxeSFHHEyebb02cz3kMapLq6\/8A0\/u\/muv78VanVMzFtcyPfJbOQDn3SSzLP4d+48\/lzVZ9XthIOgV3CYnEmLocMowc5nUjs43cxz7q3EBJYL9XZovKcYjayqdlFgcrrDYMzQ6w6BderydNTfo7qMOj3EpNhqsFtd2kz4Cx3Usce5CeSgu54BAzzFq3LeannVf\/ABfpd\/P9V\/uBUb639HXWNIs9Pt8G6s4LdtxVkaG6W3iPA3sBjepAIHLLRtkcOvR5Jl5NNouvPcbzcySXUsm9CsjtLaDtEEDm7K305q8tYoF5PmpydHZdMvpZGbS9YhVJmbAW0ukdkVmOMAJkHJIzHJN74xVoPqn\/ANaOkv6Ojf4Sqw0Poz98+jtjpciNGI7Z9rvy4d3vJjYpnd2OanIB2tIAcNz9vkBXNxLc6tNdbzJw9Ng3upG8WqTW6jJHbKxxxgtzJ7zzNEUL8m7p7odlBeQ6tFC07X08iGWwN03BKxKAHEEm0b1k7GRzycc6u7rwazfopfXWnwRRW08Mcy8GAW4lzNCu9kCId2FAywzgD0VSvUx0\/hsdL1XR7q2vke7uLwrLb2bSrHHPFHCH5yR5YFGOB4Y586tjrH6xE1votqc8FrNG6rFC8UiHdxd9vIRHjtSIA4wxVSefIURR3q+6xejMekWkF2LN51s4EnQ2DSStKsSrIpcW\/ak357e\/v57vGpR5BumzR6bcSPG8VrNdSTWccuSwt2VBuGTzRiAAe5irsMhsnsrLq0i1Dorb2XmqLcSadbbHMapItykMckZZtocEyqFbPMgsD3mu+8k3pY97o9vx1dbi3HmkokV1YmEARud4BbfCY2L8wX3jOQQCK2a9UlwAwQnm2cD04GT9Qr211c7M06AKNqBiTu59oY97ju7uefT6KIvnrSlCa86X2WSlBXIjsXI3CJyO\/IRiCPnxiuLuHfkVUWkbQrbZmO2OBt0qDdZ1i7yRlIncBCCVRmAO48uQNRH7zTfFpf2T\/wDbV0Bs+NeC49IrcU+LuijEeW9l5xjH2dQYhVyVbpy3fDewaCBpbbfoVW6LeX9upSCS7gVjllhaeJWOMZIQgE4AGT6K6t9JnJJNvKSeZJjcknvyeXOroWvyzgeI+ur3Dj+Z3rW+imm95d8o8VV8+oag0Xm7S3jQ4xwmecx49Gwnbj5MV1H3nm+LS\/s3\/wClXOrg9xFeWOPGnDj+Z3p6Kab3l3yjxVW6ffX8UfAilvI4ufuUbTpGc9\/YUhefjyrqfvPN8Wl\/Zv8A9KubiD84fXXlWB7iKcOP5neoH2VU3vLvlHiqhu7e6kAV0uHA7g4lYL4cgcgcuVeLK1uo8mOOdM9+xZFzjuztAzjJq32cekfXTiD0j66cOP5nenoqpveXfKPFU3Ppc7Es0EzMeZZo3JJ9JJGTX4+803xaX9k\/\/bVzhx6R9dfqnDr+Z3qofZRTnZUO+UeKpb7zTfFpf2T\/APbT7zTfFpf2T\/8AbV0bh6R9deNw9NOHX8zvUeiqm95d8o8VTH3mm+LS\/s3\/AO2uRqNpczOZZY55HbGXkWR3bACjLMCxwoAGTyAA8KuGvDMB3kU4dfzO9D9lNMP\/AJLvlHiqds7G5jO5Ip0buyiyKcHwyoBxyFPMbnfxeFPvzu37JN+fTuxuz8uauEOPSPrryxx3mnDj+Z3qPRTTe8u+UeKqnj335139c1ei9iu5BtkW4cZzhxKwB5jOGyM4JGflNW3xB6R9dOIPSPrqeHH8zvT0VUvvJ+UeKqCwsrmJ1ljinjdTuV41kR0PpVlAKn5Qa9UulTkljbykkkkmNySTzJJI5knnmrk4g9I+uvPEHpH104cfzO9PRVTe8u+UeKqGO1uhG0AjnETMrtEFkEbsudrMgG1mXJwSMjJrjfeab4tL+yf\/ALaucOPSPrrxxB+cPrpw4\/md6n0VU3vLvlHiqxsNQ1CKPgxy3kcfwcbzonP+SpC\/0V1B0eb4vL+zf\/pVzCQekfXQuPSPrpw4\/md6j0VU3vLvlHiqY+803xaX9k\/\/AG1ZvQWBktkVlKkF+TAgjLE9x513QkH5w+uv0Kw63EnVDMhbbW66Hc1uJgwaqNSyYvJaW2IA2kHi6kpX5Mg9Ir9Vq7Lu8w5UpX5Dj0j668k0sUzjlXmlcltPkA3GFwPTsbH14xXFVs+NSWkbVSyZj\/ZcD1G681IurXTOPe28ZHLfxG9G2IGQ5+QlQv8AvD01Ha0B5HHR4PLdXroCEVYEyMjc54knI8sgLH6xrKoId9na3p+mq0G6zEvIMLmmG3LlHW71R2Xv8FZPVFd+b3DaWBujkF7qAkbk6PLco8kXIbWXfcsVPIqqgHd76p7030EXlpc2DOUW4hmt2dQCyLMjRlgDyJAbPOum6e2YWSwmCKqRXfFlk5IsUXmt6m925AJxHjXJ5ZZamIruV8rqsejXWHLcQRzmGNC4yU7TbSCRjOVz3Z7h31SLhbfjwSkqlqL2PYsZc3On6mcpzDAqtvMxYyDdtPh6Lg6xdLa2vvPyV4FyltabBuDJdI9wyvtClX46ShWkypXzdAd2RtjR6vri9Mmpw3KiRN0dvE6YhliXcs0Mp5tJFcg4JJGxkyo7RIxqiMuFxxfzwPct5glcyCQskOVr+PkIuAdhtcFzSbG1720WarK3AeNJiVQlOIyYYqhIDldoYFk7QIAJDKykZBFaFl6VWV1YQwPbm6trOS1iXi8RGBbFtHI5Dxl1AkO7IA7+zyFVxfWK+cJpr2RjV5CFtJZOHc6a0gaWR4p9gSS1LK+3cZA\/uYOHYFuDf9D1WVrZLi5QFiCstjOd6o2N6iAsJuWSp2qCSMlMkjVxh0V8oBB5f6\/99S9LxCWnxIR79I+OSOzgWgkEcbrMu4EjjBy8bS4amQ9a\/WfI0cmjW9vFa2qnYRCpUypycLg4EasTlgAS2ffYJz1fV9apFFJDPGCb1O3mQxNaafCePJcMRzAldECocb1Tvwefvn6Fpaxi84cuEdE3anb+axSNKQFlht1Z5ZVg5s4kIBLJgHBFSzqp6tH1GUXs6yebENxJ5SyS6upeJ1jWLksVqGhjYcs4UBe8kVCOR78ztTxDkH8\/l9FiT1tFTUJghu1gIzv1DnvFjcak5r2Nr3vYEBl3CzOpSB4tOuNUdTxbp5r4K4CkRhAsCHbhQDGgbljk9dtofTiR0uGePPDW2CPwJrbdPcByYmhuDxMRLwX4oO1xLgc0NTyW0UoYio2FShXuBUjbtwPDHKuh1bS4mmji2JubYzd+dsG7hjAYeDyAE93PvxituxmUAA7F5lUVbZ3SPc3Vx0\/ygWsPgBZU5qLLZRPMFTjTSNI+6QhZZNrO+Cx5e5x7FAAGdnLFfnUtcls7u0vLecCK7doJ4ijOLnFtNPbyqdw4bRi329kdoSmryfovAWD8BcgEA5bkG2kjv8Sq\/VXCk6B2h4A81XFu2+IBnAiYRyQjADAECKV12nI5\/IMVWN+hY73xmINA9YHU8o\/pp3qq+j9278ysYTfNEVAIYPE7ozA+9ZXdGIUKpC7Tk8wHRvpDLp8l7H3xzTWctuzRM68e7mMF1HiJg8nDjEMip2SSWAJzgW1H0Ntg5lFsu85yct3nAJA3YBIABYDJwM91R7rX6OwraNc8EbbVlvXUMwZ47TM7ohzydlQhSSACRzFQAQFW6WIyA5fV0uOP669amOiSu0Ss7ZYjJIieHxOPc5GaRDjHJjnPo7qpebpbcWOo3dqEXFxfLJEGjc8VJILZZGWZX4SmKON5eEy7iF8Nwq69Gt1WNAoIXGQCzMRu7XMsSx5nxNV55QHR5DZvqIQCWzePUC4ZlZ4rQpJcxgDss8tpFJCocbcsuSvvhLgSNCogljY8l7cwI06NR\/P3G1cu56XTBSQEJAJAxjcQMgZzgZPLNRroL1jXU73KzBVMbxBUMJjZFeFH5qZGYgsWIcnDd45YFci3iExEOAd680ILAo3IggeGM5zy769HWN0SjsJbfUYVMavIlteNvLpwZI5IrYhZCzqxvjZwjhdwfmNoZhFjdQ18YjLSNTax\/nhycSlB6XTelPV\/zqRdCslHkcDiM7FmA7x3oAfylCMMcyBkgeNVVqSXEskUFogcia284yFYRWzyxrKTuZRkRF2KjLYHIZIzd9nbhFVFGAowBVQVgr5zVpXyT+gcTQtqk0SySM7JDuAYRLHyZ1BGA7Pld3MgIMYy2c1CtseTfAF0e0AHeJW+lppSTXJ4LE181zrYX+i+hPtNrpKfDAyMlu+PDTbm2cSPjYX6NF7Ok3XDp9pM1rLdHiIcOqRSyBDgHBZUK5GeYBJHccGq+6r9chvOkd1c27b4WtOTFGTJU2yt2XVW7wRkjnWfunshN9eMTkm5uTz\/AFr1ZvkffjOX+ayf3kFZTMQfPUNjIFg748a0VRuNpsLweWrje4yOhANyMvrFpNgADtGmpUh8tRAG0\/Axyu\/67WpP5IEYOnS5A\/jMnh\/6cNePKg6C3WoNZm1t+Lwxc7\/dI028QwbP4R1znY3dnGOeMjPe+Td0VnsbKS3uYeG5neQLvV8oUiUHKMw71PLOeVZTIX+Xufb1bbbabAtBV4lTnclDTCRplD7ltxmAzvOzbsI7VnLyhh\/pi9H8uL+4hrS3k96cLbR7ZmIUMj3LM3IBZGaQE\/II9vP0Cs2eUBAX1q8jUZZpIFUelmhgAH1kVpfrZK2WiXES4AS1Fqvhjeq264+XDcqs0TQ2omkOxt\/qT+y2e6mQzYVhlC0+tKI\/9rWjvd3Lq\/Kn0kTaU8gGTDJDOMejPCY\/MElY\/R8lUf5Kw\/0vF+qn\/sVpBE++OjAeNxZAfKHeL+sP\/VWb\/JTP+lov1U\/9ipq2A1cTx963871a3OTkbnsQpXbYs36hb6tK1P036YW2nokl1NwldiinhySbmA3EYiRyOXiRiuPavZatbbgI7qBty80PIjvHaUPGw5HPIjkR4VV3loH\/AMLafr3\/ALtq5vkdRkadMT3NcuV+UCOFTj\/eBrN8pLqkwEAttdcxwHFFgbMUY9zZd8y2uLbSLjS4Ol9q43VPq9no\/n2mXN4iNHeysnEBLPA0NuYmJVCM45Hu5g8udXLo97FPGlxEyvG4DK4HJlPcRkA1jbyjmB1i8x4GEH5SIIs\/9PorUvUYP9FWP6lP+dWqGoJkdDYWZe3as\/dXgwjooMTL3OkqMpcDa1ywE2sOVRXrS6yNPksb62S9jaVoLiJUCtkyFGUKCUAB3cu\/FZBbx+muw6R\/xif9bL\/bauvauerqt1Q+5FraaL2HcruciwimcI3ufvlnHNbTTisAvoDp9tClukrxRhViV2YovZVUBYnlnkATXUdHukWnX7GGCS3nYKWMexc7eQLbXUEqCwBOD3j01z9a\/Fsv80f+5NZd8lD8bJ+pn+rC\/wDPH9FdNPUGOSNgAIcvDsLwRtbRVlW6RzXU+rQNh2nXj4uJcrynegUVjPDPbx8OGcPmNeSRSxlc7B+Srq4IQcgVbHI4FmeR9pWyxmuCOc05APpSFQo\/4zJXB8s\/+LWf66T+7\/8A9VPOqiAWWiwOw27LY3LZGMF1a4bPyjdj6KxYadrK15AsAL9v8K3+JYtNUblqeN5LnvkLbnUlrCSOv7oXZdamnC70y7jTDboJGQjmC8Y3pjv\/AC0FZu8mHpNb2dzPJdTrEjQhVZwSGbeDgYU+GavnyctVNxpNuzncy8aJyfHbI+M\/OjLmse9JtM83uJ7U59ylli595COyg\/SADVrEJcpiqGji\/n7rP3HYaJ2V+DTOLbOGo26OsSL6fdb2rdvRLpDbXqNJbTJMitsZlBAVsBsdpR4EH6a63pD1gWFrK1tPeRxyrt3IytldwDL3IRzUg9\/jVdeRl\/Err+c\/\/wAKKqj8p78c3P6Nv\/cx1lTV7mUzZrC5\/r4LR4duSgqcbmw10jgyMEhwtc2y7dLfeWmdP6zdOldIY76NpHZUVQrZZmOAOaAcyakXSLVoLWI3M8ixxLtBdgcAsQq9wJ5swHd41h\/qm\/GVj\/OYP7a1qXyph\/oa4\/Ttv7+KlLXulhfIQAW+F0x\/cjDh+J01EyRzmzFtybXF3ZdLCy6nXOmNpealpCWtykrJPclggI2A20gBO5R3kVZPTHpTb2MQuLmXhxlgm7Y8naYEgYjVm7lPPGKx95PP44sv05f7matG+Ul0bnvLFYLaAyyCeNyoKr2QsgJy7KORI8c86ikqnyQPlA9a+g6gFXug3P0tFilLQPkIiLRmcSAQHPeTqRYW5SF03WJ1x6bPY3dvFe7pJLe4jRfN7hdzvGyqMtCFGWIGSQBUg8mNf9C2nz3P+JnrLPSbq5vrSI3FxZNFECqly8bAFjhRhJC3M8u6tUeTD+JbT57n\/E3FW6GollqP7VuUhp4iOMcqzd1ODUGHYMPIZd9a+dtzma6xDH6XaAOPYufD1qae1wbEXiifiGDY0UqDihtmwO8YjJ3jaMNgnuzmoJ5UvQOFrNtSihVJ4WQuyALxo3ZUYOBgMVLBgx5gAjxqi79S2tuq8ydSbAHM586PorVnlAOBpN6T4xgfSXQD+kiqmz+VQyh4Hq3t3rHnwpuA4lQPpZHHfshcCRxloI0A0N9huvb1FxA6TYnA\/gV8B6TWXOvnop5lqUiKuIpSLiP0BZGO9B4diQMNvguz01qfqK\/FNj+pX\/nUQ8qbot5xYreIuZLVuJy5kwOVWUZ9C9mX5kb01XV0++0rSNrQCOzVY25\/GfIMdlDz6kr3sd0Xccp+B06iVKOvCEfem9OB\/AN4fNUQ8l\/oJFDZx6g8Ya4n3OHYAmGLcVRUyOzuChyRzO7GSAKmXXgf9E3v6hv+Veeoe6V9JsWBBxCqf70ZMbD6GUj6KyDG11SCeJunatRFVTRYE9jCQHzgOtxgMvY9BPF0LqtU68dNikaFrtiVYq2yCVlDKcEBgmGwR3rkfLVBeUh0ttb+4gmtJN6rGyueE8Z37iQCJEUt2T3jI+Wv30p6i9Rjkdkt1nQu5DRSrkqSSCVkKEEg8wM888z31WWradJBI0M0TxSLyZJFKMPRyYZwe8HuI5jNaOvq6hzSyRlhfkP1Xqe5Hc7g0NQyqo6gySNabjO07RY3aGhw2ri1tTyatC820qDIAabdctyxni42Z+XgrGPorHXR7S2uJ4bVc7pZI4hgZ272C7vmUHd8wr6EWNsI1WNRhVUKo9CqMAfQBV3AobudJyaLX\/aviNoYaQfeJeeoaDtJPYl\/aJIjRyIrowwyOAyuPQQcgj5DUY6lr1pdK0+Z5Gkd7W3dpHYs0jNGpLMxyWLE5JPfUur8QxBQFVQqgYAAACgdwAHIAeiulXia4mvaUlxE0EigqwxzAO0+DDIOGU8wa91hZrGixIoVEUKqgABVUYAAHIcq5FcHWHkAUxKGO7tK3LKYPccjad20Zw3eeyaIof16dDxfWLoI42kRoZVaQe9SKWOSdVYKzIZIFkj7OM7h3d4hXVp1OboRcTzz27OWMcVnezqkcJJ4eWc7tzR7WZRyBJwcchZq6lcsGBsQBskxukDAuuQAVABKyHHLIwAeZyK82+pXIwDp4ACgYE68m7sDlgLgfLVDomONyFmQ4hUwtyRyODeS+nZsXV6J1S2EMnH81403wt073L\/OOMzKDzPMAd5qbqmK42lTuykyRCNskbQ\/EBHLDZ2r38+WPCuXUtY1uwWVmeplmN5XFx6ST9UriQwniuxXkVjAblzIL5HfkYyPADmMZ545EMoYBlYEHmCDkEekEcjXHsNSSRpY0kDNC4ikA74pCkcwRvl4csb\/ADOKqVlculdRrNzOre5QCRSFA7QUqx37mOSAVUKgwOZL9\/I1wxqlzyQ2WGKbtwkBXcBkqcDskt2Rlj3g88MARSOvzIgIIIyDyIPMEHvBHiDUZfWLpVBawzg9oJKCSCowAACc7iFJ7Q7LHkOY7\/TJmZFaSPhuRlk3b9h9G4AA\/OBRFwuh+lNb28du0nEZN2X5jduZmHeSeQbHf4V2dxEGUoyhlIKlWAIYHkQQeRBHIg1+6URRXoH0PFluUSs681TfgskedwUtjLEMW5+jA8K7zX9LW4hkt3ztdSuRjch71dCwIWRGAdWwdrKp8K9+oMwRigy4Vio\/OYA4HeO84HePnFdLFqdznabHOMdvjKgYEkcl7ZBxhipbAJIycBmIvx0E6MeaIwLb3JxxDzdo1yIwzYG5gOZOFGSeXiZJXR2Wo3DOitZcNCTufjK+wBTjsgDmWwPHl\/R3lEXzhFbc8nZs6RZ\/oOP\/ALslYjFa88k\/V1k0sQBsvBLKjAnmBIxlQ\/okOVH6J9FcpgbgJiOUeC99+1SFz8NjeB7Mgv1EOH1sst9OP47d\/wA5uf716tDyPfxnJ\/NZf7yCpP0\/8nmae7nuYLuJUlkeXZIHDRtIS7DsqwYbySO7kRXo6guirafrs9k8iyMtoWLICFO9rdhjPPlnFTBRyxVQc4WGbb2qjFN0uH1+BSQQSZpBCCW2IItlB2i2hVodc3Wiukm3DWrTcYTEbZBHs4XC9KNnPE+TGPlrsOqXp0NUt3ulgMIWRotrOHJ2qjZyFXv34x8lVD5a3vtP+a8\/rtalHkefi6X+cv8A3cNbVlVIa10V\/VA\/YLgqnAaRm5mLEA07859ibm1szhsvbYBxKvdc0rzjpaYiMjziCU\/NBbxT8\/2ePpA8aunr96MXF9YiztghZpY2fiPsHDTLcjg5O\/Zy+QnwqI9BdL39J9TuPCGOMfM80VuAfVSSux69utyTS5obeKCOUvG0jcQsNo3bVxtI79rd\/oFUsEbIpXSGwc51+q9lfq5Kurr6GKiAdJDBEWg7M2XOSbkDZbjUu6mNEmtNPgs7nbxYuIvYbcChkdk54HcjBe78mqJ6m9K826SzW2MBGvAoHghBZP8AgZatTqF60X1XzhZYUjeHhECMsQyybxk7ieYKHu9IrpX0rhdK0kC4E1q0ufSyo0J+n3JSfnFVSBkjYXx6hrgB1bP2VmlkqaSfEaarAbJJC9zgLWzaP0tcbHHYrO6caxaW6I15JEiFiEMyggtjJxkHBxXv1XUFt7WS5ji3pHE0yxxBRxFVS+EHJRuHdVP+Wf8AxW0\/Xt\/dtU28n7WfOtJti3NkVrdwef8AAkxjOe\/dFsY\/pVktqLzuh2WFwVppcGEeEw4jcuDpC1zeIWva3GL2N1jjpPrL3VxNdye\/ldpCB3LuPJRyHJRhR8gFbW6jPxVY\/qU\/51jHp3oRs7u4sz\/5UjouTkmP30ZPymMqfprZ3Ub+KrH9Sn\/OtPhGYTvzbePruvRPtIdE7C6Uw6MJGX8uTTuWJukf8Yn\/AFsv9tq69v8ArXYdI\/4xP+tl\/ttXXt3H6a0MntHrXrNL\/d2flH0X0JsYla2RHAKNCqsD3FSgDA\/JjNR7o\/oum2JaeBLaBipUyB0B2ZBK7mfIUlQSM45D0V2GtD\/Rsv8ANH\/uTWBlUeiusr60U2Q5cxPd3L583J7l340JwJzE1pAcALh177fWA0tx32q6vKD6YR6re2tjbSb4kcRcVfeyzXDohKfnKgCgP3ElscsE6K6xdGkm06eytgu94TAgZtqhWAQ5ODgcPd4Vk\/yddK42rWoxkRl52+QRIxU\/tNg+mtJdfHWI+lQwyRxJI8shTbIWACKpZmG3ByDsH01Zopc8ck8ugcbacmz91st1GHupqyiwqhGZ0TczQSNXOcXHNsGuW56F6PJ26IXOnW01tchOcvFTY+8BWRFYdwxzTP01n3ymdL4OrTnwlWKcf7y7G\/40Y\/XVydSfXPLqV2bOa2ijHCeRWjL5LIyDbhiRgqzN\/u1FfLO0nElneBffLJAzfoESIP8AjkP11TVtjko7xahp0+n7rI3Ny1lJunLa5oZJO05gLW1GYHQkalvLtUj8jL+JXX85P91FVR+U9+Obn9G3\/uY6tzyMv4ldfzk\/3UVVH5T345uf0bf+5jqxVf4fH1j91tMB\/wDL6v8AK76sUb6pfxlY\/wA5g\/trWpPKm\/E1x+nbf38VZb6pfxlY\/wA5g\/trWpPKm\/E1x+nbf38VMM\/ukvx\/2pu2\/wDIaDrZ\/wDos4+Tz+OLL9OX+5mrVvWz03GmW63bQGUGRYtivsI3K7ZyVbONuMfLWUvJ5\/HFl+nL\/czVqTrp6EtqdqtokyxESpLuZSwIVXXGARzyw5\/JV7Cy8Ur979q5t2Ba3d6KY4\/Tir0iyNz7fZzPvs17FQ3W313JqVm1ktk0RZo23mUOBsYNjAQd+Md9XX5MP4ltPnuf8TcVS\/Sryepba2nuzfxsIYpZioiYFxEhcqCWwCcYzV0eTD+JbT57n\/E3FV0In8pJnGuXo5RyLG3UuwkYI2PCnXYKgF3te0Y387XYAu\/0HWLGa4khgeBriMuZAirxEKtscsdoOQ52k57zVTeV\/wBKXSKLTBGQs2JnlOMMsTcolHfkOEdie4bQM7jiB9X2uebdJJGLYWS7u7ds+ImkcIP2wjP0VavlcdH+NYJdhcvbSAk4yRFNiNx6cb+Ex\/RquSd09NJl0IJB6v6hYtJg8WFY7RiUl8cjWOaXcTnAgfK+3aFNeor8U2P6lf6zXQ+Tt0lF\/pixS4d4gbWVX58RAo2Fs++DxEAnxKvXfdRf4psf1K\/86zd5L\/SvzTURAzYjuhwTnkBKMmFvpYmP\/wDc+SrrqjejCDscLHsbZYUWD+Xx4k5o9eF4e3qDpMw7NesBaP681xpN9+pb+sVmPqs64rjTYzbCJJ4MllRyVMZY5bY65wrHLFSp5knxrTvXmc6TffqG\/wCVZx6A9Rs1\/ZxX8d3Egk4mEdXyvDkeI5Kgg5KZ7vGsbERP5Q3ePaDe6\/StzuMfhYwiZuKW3p0wAuD7WS4tl1BsDrorp6peuqPUpxZm1eCUozjtrJG2zG4bsKwODkdnGAeY8Yd5Z2kKFs7sAB90kLHxZSA6g+nYVfH6bV2\/Up1Ky6feC+muY32pIipEHOS427mZwuABnsgHmRzGOfUeWdqy7bO0BBbdLMw8VUBY0zz\/ACiz4\/QNVTmU0Tt\/9r+otsVjCo6Bm6eEYSSYra7ea7Nq7W1rfFQnyU9C42picrlbeN5c+AkbESD58M7D9D5qvbp108khnVoo98MMkKzc8b0mZY5JQRnCW0btOcg7uERyyGqj+oC6ni4lutswju0aUXUZOdtrIsLQt2CqqxmchgwYlTy5Zqy9L6MLFC9sFkKPxdxcszkSlyV3HntUOVUfkqFHhWThUW9046dVpt3tf5Xi8tjdsdmD4bf1Eq7bK4WRFkVtysqurDuZWAII+cEGuh6ytTe3s5J4m2uphAJAbG+WNG5EEc1Yiuk6jrlhatZSyF5raWWM7skpA8jy2a7ioDbbNoVyM4KkEkg1NdUsEmQxSIHQ7SVPcSrBl+plB+itkuLXJpUU6t7tuHNayTNKbWbzQTSHMtwqQwPxJjyDSs0hyVCju5CpTvHpoi\/VK\/IkHpH103j00RfqvRqFxsQvjOPAePh417t3y11XSLnwk8GlUMMnDLtYkHHeO7keWcURcvRkIjQFSpxzBxkH0HBIyPkJqGdFY5LfVL6Bghju2OoIysxdRHDp9lscFQqktFI2AW5bDnJKifVVvX1avGseo23E87gWThiMsROOR4MkanEkZYhyvI5ReeBgkVpUqC9DusFJ4o5j2o5FWRJVUjcjjcpZCNwyDnkPoqY6ffpKN8ciuucblIYZABIyPEZ7qIuTSlKIldNcdIUW7jsDkPJFJOrEqFIjdE2DJ3FzvLYA7lY+Fdja3O4uMEbW288drsq2Rgnl2tvPByDyxgmHdcdiBbrqCnbNZsbmJtqtuYxywbHyMmMidm2gjtKnooinNeCa6\/WNXSFdzHJPvVHe3\/QfL3VR+o9KJ31VEMp4UsVywiydtu1k9uqNFz7LSC6fiMQS2yPG3bzKbLQNeu6k2qzegE47s4GceOKg2ndP44ikVzIFLsqLIeQLOwRFf0F3ZUVu4sQKk2vMW4cSgEOTk7yuEAGSCBz7wcZHIePdRQvnxXd9DulVxYy8e2nMbHAbuKyKDna6sCrD5xkZOCKr\/wBm0H5zeoaezaD85vUNcSyiqmG7WkEL6iqN02B1EZjlnjc12hBIIPwK0KPKL1HGNtt8\/BfP99j+iotY9aV2l7JqgdDcSJwmJjG0INmAqjGMbF58\/Gqj9m0H5zeoa8+zaD85\/UNZDm17rXDtFpYZNycIcGOhGcWPSNturQKz+sPrAudS4RuWQ8LibNibP4TZuzzOf4NcfTXN6BdaV3p0TW9u0YRnMh3x7zuIVTzyOWFHKqj9m0H5z+oa8ezaD85vUNUCCtD98s7Ny8ay34luadTCkMkW9A3Dfug3J2dZKubSOt+9hnuLtGi4tyY2lJiByYk4aBRu7IC+HpyajfTnpXNqE\/nVwymTYsfYXaAiliBjJ8WJ+mq99m0H5zeoaezaD85vUNHwVr25XBxG1KbEtzVNNv8AFJE14GW422AAt1WAHwVldAOm9xpzvLbMoZ1CMHXeCAdw5ZHMHx+U+mu+vOuK9e5hvi0XGhSSNCIgBtlxuDDdz7uXoyfTVL+zaD85vUNPZtB+c3qGjIa1rcoDgAqajENzFRMZ5XxOe4WJO0i1rH4adStjrB6yrrUkSK5ZCsbF12R7DuI28zk5GD3V56AdZt3p0bw27oEd+IQ6b8PgKSOYxkKPqqpvZtB+c3qGns2g\/Ob1DTea3Pns7Ny8acIbmfJvJd8i3q98ulr7b2U\/6adJpb6c3c+ziMFUlF2BggwCRk88YGfQBUu6N9dV9awR2sTxCOJQiBotxCjuyd3M\/LVJezaD85vUNPZtB+c3qGjYK1ri4BwJ2qZ8R3MzwsgkkicxnstOxvFp8FKbucuzSN3szMfnYkn+k16zUa9m0H5zeoaezaD85vUNWPIKjbkK2jd1mDBuUVLLDTar4uOvi\/aFrYiDY0ZhOImzsK7Dz4vfjxx9FVZUa9m0H5zeoaezaD85vUNXZaasltna42Wvw\/F9zlBm8mlijzbbG1+tWN0E6XzafMbm3KCQoY8um8BWKscDIwSVHOuV1hdYFzqRiNyyHhcTZsTZjibN2eZznYv1VV\/s2g\/Ob1DT2bQfnN6hp5NWZMmV2Xk4lPDG501IqzLEZRoHX9YaW29SnnQ\/pFLZTpdwMBIgYDcNykOCpBGRnkf6q7\/p91nXWoxLBcmMqjiRdkexgwDL3g92GPL5vRVSezaD85vUNPZtB+c3qGpbT1jWFga6x4lEuL7nJahtS+WIyt2OvqOo\/Eq2ugHWbdadG8Ns0YR34jb4953bVXkcjAwo5V0PTHpHLe3D3k5BlfYCVXavYUIMDJx2VFQP2bQfnN6hp7NoPzm9Q1DqascwMLXZRxcSmHGNzkVQ6pZLEJXbXX1N7bT8ApjoepNbzR3MeN8brIuRkbkIYZHiMjuqadNOt69vrdrOd4zE5QkJHtbKMrrzyfylFU17NoPzm9Q09m0H5zeoaMpqxjS1rXAHalVjG52pmZPNLE57PZJOosb6cmuqnHRbXJLS4jvISBJGWKlhuXLKyHI8eyxqxvwgtS+Eh\/YD\/uqgfZtB+c3qGvPs2g\/Of1DVccNbGLMDgOhWa6v3MVrxJUvikcBa7tTbbbvV4a714X9xDLbSPFw5UeJ8QgEpIpRsHdyOCedcXod1w3tlbx2cDxCKPftDRBj23aRsncM9pzVM+zaD85\/UNePZtB+c3qGqslfmzWdfYrAn3KCIw5ochIdbizAEA9diQpneaq7ztdlsStKZyyjGJGbibgPDDcwKnmv9dl9cwyW0rQmOVGjcCEAlWGCQd3IjvB8Dg+FUh7NoPzm9Q09m0H5zeoaoZBWMuGtcL7elZNTie5qoLDLJE4x+xf7vVybAru6Nddd9awR2kTxCOJQihogx2j0ndzPy1XMEpVg4YhgQwYHmrA5BB9IODUX9m0H5zeoaezaD85vUNUvpqx9szXG2zoVylxfc5Sl7oZYmmT2rfe27eXae1XZ0i66b65gktJZIjHIuxsRBWKnvwc8j8tenoR1w3thAlpC8ZiTftSSINt3s0jdpSrHLsx5k99U3H0zgJA3NzIHvD41IzVM0tVE4OeSDs15Few+gwGuhdDSsjkYCHODQCA6xAPXa4vyK35vKJ1EggC2X+UsL5HyjdMy\/WDVY9INZmu5WuJ5WmlfALHmTjkqqAMKB3BVAHyc666pp1H6F51qdrCRlVkEz+jZB7pg\/IzKqf71W9\/mqXNY5xNyso4Xh2DQS1UMTWZWkkga2Ava+3XkWzOrzQxaWVtaeMcSK3LGXxmQ\/S5Y\/TXfV4WvNdu1oaABxL5cmldK90j9S4knrOpURMptb2R3UmK7MYEo7oZkFvbxQMoyzGffI4cDaoiYMRuXMuro+mGmNMsATHYubaZsnHYikDNjkcnA5DxrvKqVtUz02tWt9UbEW23u4o3Vl2Ya+j8485Z+fFBNrHaKORTscsHdXEgu2muDYxwSs21WMqjZGAxYOqyMV90RVBIHdvTmOeLL6yejIvLcoG2So0U0UgHaVopI5TGDyIWdY+A+CMpIw591e3oNoPm8R3ndK53uQMAE9yKMnCqOXMnJ3HxAEKbqmejdg+nF9MuS+yN4ktbmVEjjvI5RhI42VirTLIkm6IniYaMkYYV3d9Y+c5sVlaMyq6NJGRxIEZSodR3g7iAG5Y5nI25Fj9Y\/Rjz22aJWCTKVmgdhlUuIu3CZBjLRcQKXVcFlBGRXW9V\/Rgw8S6mRfOZDsZwuG4URIVDyHZ3l3X+Sy5JpZLqv+j18eEyynEsLvDKpBVkKc496kkhngaKXHiJAR3ipP1J6fLIZr65h4bb3hgBWRCYF2kSFX5NvPMOCQQTjHPPs6UdAWl1DjKQLWYRNNGqKPd4SweZ3BDl5oOBAuAdotx3cqstFxyqUXmol1kDsx\/O\/9QqW11fSLRxOFG8rtJIOM9\/ycqIFnPoTuW0+9BYpLABY8WMkZWOGPdPGSBtbtEqO0QQpPfXP1yabTVhvre4bKSW9vNGwyl5FczJbguPCWN5o5eLzJEWzkG5WVcdB5RKXBRgFXaSSG3doHlggYXHPdz3fJXS9Muhbz28ttJASrryIyQrqQ8b5jO4bJFV+XioqFVopavWDFEoa5YRDOOJzKD5W5EpzwM8xkjmKl7XC7eJuG3BbdkbQo5k57sAeNZgmtnvbUWOWjkjRomEylS720vA4h5M4STh8VTzJV1z74ESLov0zuCJ4gF4guJoBGp9z2xqp3PuJOeZ7Sjw+tdU2V3dHXLK8pAAdyy4O7s4VeZwOe5W7vDFcvVLNZY2idFZWBBV1Doc\/nKeTDODiuD0SvOJCp2BdvYwO7IA5jl3HNdvUqFlvphZT6PDaT3d+5SF4baaQrvjurfCDikYaXcgRsDLMN7ennyulOn7UtbtkzJFcrI8jBVaGF8mXc2FCRnZGWBwMque4VobpX0ehvYJLO5hEsMilHRsjIYEHDKQyNgnDqQw8CKqzrx6KyLYXaxI0oaGQKFG58kclIHfnuBH9FQpBUO6w42kSSRcMtvLZzMqZZylrcRXUwUDO6QJE6rGBkttHImrV6tNKut\/nU0223ZAYrVk90jL7yzs5wUypjURAYGxiebnHJ6u+jZCC4mj2uxLiM96ZJILjAO7GDtPvfHmOU6ohK+NOaZpV5+T35Osmu2kt6moJbiOdrfY8LSFiscUm7IkUAe64xjw+WilUZmma15+A9N\/tqL\/2r\/bV0XWF5IMtjZXOoHVo5BbwyTmMW7KZBGpbaGMpxnHfg0S4WYM0zWoOrzyQpL+yttQGrpGLiGOYRm2ZjGJBu2lhMN2O7OBVF9b\/Qs6VqFxpbTCYwGMGUIUD8SOOXkpZiMb9vee6iaKJ5pmtIdTnkqyatp8GqLqqQibiYiNs0hThySRc2Eyg5KZ7h31BesHqaax1q16Pm9WRrh7RBcCIqI\/O5BECYzIS2zO7G4Z+SiXCqnNM1rPWPIqliikm+\/UZ4aPJjzRhu2KWxnj8s4xmsmUTRM0zVq+Tp1NNr0txCl4ttwESQlojLv3sVwAHTGMZzzqReUL5OT6FZx37aitwHnS24awGIqXjml37jK+ccHGMfld\/LmTRURmmaUopTNM1IOr7odcaldR2FpCZJnzjwWNR76SRjyREHMsfkABJAOqujnkQdkG51nDY5pb22VVvkkllBcf8A7a0UaLGuaZrWPWr5HwsrO61CLWC628Ms5iktcFxErOQJEnwCQMD3OqV6jupu71yVktgqRR44tzLkRxbu5RtBaSQgEhFHhzKgg0TRVxmma2tpnkPRge6627N\/6dosYHydqdyeeefL5q6Xpb5Ecqoz2erJKwyViuIDDux4cVJJBk88ZjUd2SO+iXCyHmmakNv0RlF+mkzoYJzcR2rh1yYXkdY8kA4YDduBU4YYIOCDWmbnyIpVVm+\/cZwCf4o3PAz8PRNFkXNM1+oUyQPSQPmzWu18h6X\/AG3H\/wC0b7eiaLIWaZq0+pvqbbVtSudJW8WFrdJ3MrRFxJwZkgI2hwV3Fw3ecYxV0\/gPTf7ai\/8Aav8AbUTRZDzTNa2vPIguAp2axCzeAeCRAfnYO5Hqms99bPVnd6POLW8hClhujlQ74bhQcFo3wM7SQCrBWXK5A3DJNFDc0zVzdQXk8XetobpZFtbQNsFxKjMZmHvhDGCOIEPJnLIucgElWAvW38h+HbhtalLeLLaoq+qZWI9aiXCxJmma0z1yeSY+mWM+prqyzpAodo2tjCzAsqYUiaUZ7XjjPyVGfJ78nWTXbWW9TUEtxHO1vsaFpCxWOKTdkSKAPdMYx4fLRNFRmaZrXn4D03+2ov8A2r\/bVx9R8ieaON5fvzEdis+PNX57QTj+G8cUTRZS089tP0l\/rFXk1Ubp\/v0\/SX+sVeTVzuPfc+P7L2b7JtlT\/o\/5LxWhfI00LMl1fEe9CW6H5W90lH0BYvWrPVbA6gLKa0022UWm4TFZmcOA2Lggq5XHcsewHJ7vmwcPBos8+bmi\/wCy6H7SsQ8nwoxA6yuDfgPWP0A+Kt1a81H5by6XkLVJOZ7QlEYx35IbcQe5doz3EkjOB79Cv53Y8S14SdvDGTLdkhQCuO5sO27I5bRjnmuvXzsu5pSlESleqaXvUEbwM7fHnkAkZBwSCPDuNdHb311gZs0z2c+74xkZY4CtyB7OAT6e6iKQ0qPwX90SN1kqjPPE4YgbsZ7gCdvbxy7gM5PZC7usB\/NlGc5j3jcvvcYcNsYkbuzgDu7XLmRSClRk6rd9keYDcRuI44KjHIqW2gA8wRybIz6Kkq0ReaUpREpSlEX4lhDcioPzgH+uuhHQm1DtKtqiO5JZoxs3M2NzELgFmwuWxk7Vz3CpDXUXl1OHYJbh05bW3hRjC5JySffFxgLy2L37+yRcvSNOWFSik4JLdogkZwPAD0VzKjk+oXeezZLjB75lOT+SR3chjJBxnI5jnjzDqF142SjJAGZ15DJBLYz4drAB8Bz7wRSKlfmEkgEjBwMjOcHxGfHHdmv1REpSlEXxprfH3OH8UXX8+k\/w9rWB63x9zh\/FF1\/PpP8AD2tQFUVL\/KX6+zoEltH97hdcdJXz5xwOHwygxjgS7s7\/AJMYqgesXywjf2N1p33kEXnEMkHE8938PiKV3bPNF3YznbuXPpFTby+ugl5fz6e1nYTXIjjuA5hjLiMs0RUMR3EgHl8lZN6VdWeoWUXnN1pk8EW5U4ksZVdzZ2rk+JwalQvpR5N34j0v+Z2\/9gVgjyy\/9Y9R\/St\/8Nb1vfybvxHpf8zt\/wCwKwR5Zf8ArHqP6Vv\/AIa3ogW1PIq\/1c0\/\/wCq\/wAVcVQflF\/676X+v0f\/ABK1fnkVf6uaf\/8AVf4q4qg\/KL\/130v9fo\/+JWihbK6afxS5\/UT\/AN21fH+vsB00\/ilz+on\/ALtq+P8AUFSFrX7mt\/G9R\/UQf3j1ZH3Rz8TW3\/zCH\/DXtVv9zW\/jeo\/qIP7x6sj7o5+Jrb\/5hD\/hr2pTjWAqUpVKqW1\/ubXRxRDf6kVy7SR2itjmiIomkAPfhzJESP8A01q0vKn68zoKW6xWqzz3HEKiRyscSRbMu20bmLM6gKCO5ySMAGOfc77YLokjfn3s7H6I7dP6lqp\/uksv\/j7BPRbSN60pH\/8AjVSpXR9LPK8u7yzurCbTrYLcQy25eJpVMYlQpuAd3DEZzjlmtLeQ\/oqwdH7RwgVp2uJ3I73YzPGjH0+4xRD5gK+a9fU3yX48aDpg\/wDhoz62T\/zqEIVT+Uz5Tc+j3\/3stbOGUpHG8kk5c9qQFgirGyYwmw7ixyWPIYybY8nHrN+\/enDUGhEUgkkgkjViyh49rZUkZwyOjYOcEkZOM1hfy13J6Sahz7vNAPkHmlsf6ya0p9zhb\/RF0P8A46T+m3talQoF5XOiLF0q0m5VQPOGsC5AwXlhueFuY+J4QiXPoUeitpal\/Bv+i39RrKPlqJ\/pvo63pnUfVc2x\/wCdau1L+Df9Fv6jRF8dbT3y\/Ov9Yr7Ip3V8brT3y\/Ov9Yr7Ip3VCkrDvkT\/AOtGqfqb\/wDxlvWpevzrEOjae+pi2842PEnC4nC3cRgmd\/DkxjOcbefyVlryJ\/8AWjVP1N\/\/AIy3q6\/Ly\/1fn\/XWv96KlQvV5OXlJJrl1JYNp7WsixNOhE4nSRUZEZSeFEyv7oCBgggNzBAB9Hl+6Es2hvcle3bTQSK3iBI4t2XPobiqSPSq+gVnn7ntbltcdwOSWk5Y+Ay8KjPzkitP+XBKB0cvgfyjaAfP51bt\/Upoisbqt0FbPTrOzQYEVvDH6NzBBvY45bncs5+VjWWOtLyxLm2vrmztdOgMcE0sG+dpHaUwu0bPiN4woZlJA58sZNa16F6is9nbXCHKywQSqR4rJGrg\/SDWP+t7yQbye8ub2zvLd0nmmn4UxeKSPjO0hQFUkR9pbaGJXIx3URQvrE8q+51KwudMm06BROgTixPIpjwyvna+\/d73GNw76u37nD+KLr+fSf4e1rIfWd1QajpID3lk0cbHas6MksLN4DfGzBGIyQr7WODgcjWvfucP4ouv59J\/h7WoUlS7yl+vs6BJbR\/e4XXHSV8+ccDh8MoMY4Eu7O\/5MYqmNS8twyRvF94QN6smfP8AONwIzjzMZxnOM1YHlm9TV7rU1k9mkZWFJ1cySiPnI0ZXGQc8lNZf6xfJy1LTLSXUblIRDFw95ScO3ukiRLhdoz25F+jJ8KlAqm0\/36fpL\/WKvJqo3T\/fp+kv9Yq8mrm8e+58f2Xs\/wBk2yp\/0f8AJdj0W0k3NxDaL3yyRxcvAOwBb\/dUlvor6B2qLGgUYVFCqOYAVVGAPoArEnUftW+SZn2bAQjcwDNKDGi5A5MVMhGSPek+FWb0p1KTiffTDSRWxYMpf30L7RPOuSTm3i3zGPaS+wKvPuycEiyxF\/KfotN9qNfv1fHTg6RsufzO1+gar\/1PpPbxKzvcIqqCzNnIRVGSzEclAAJJJwMV1Wm9PIpiBEC\/bEbHIGxjtOCOZB2sr4IHJlPcQarLpDEtxEtuULxzgqwDbMxMvazzB5hhkejPf3H09GIhFqbwp2UeO3uGXvDTGQ2\/E5888GCJPRhB45J3S8ystAClBSpVKg9iu3W7l2G1ZNP06ONm5LNJFcaq8qITyd40dHZVyVV1JwGFTioB16vwrWO8VQZYrmxjjc59zF3d29pMRgjmYZnUE5wcHwr9aR0rdOy44i+n8sfT3N9PP5aKbKe0rg6Xq0coyj5Pip5MPo\/5jlXOooSlKURQ7riu2jsw6SMjed6Wu5WKnbJqFnG65BBw6MyEeIYjxqY16ry3DqY2GVYYI+Q\/1H5fCqV6CdIJjC8XGYLBcXtnGNxJENnczW0IYsSzNwok3MTljk+NEV30qr\/v3N8O311DtX6czJeREXbi2BNvOe9VuJCq28fMZDF3OSvIArvIG2oupstA0qr\/AL9zfDt9deq76QyopczPgc+RyT8gpdLK1N3hXms+axrt6ipfJcygiWMSRM26M20k0AkmIZhw+Bb8eQHljcdwO0CpkuuSkZE7YPPv8KXSytGlVNqnSp4Y3nlumSNAXdyThFHMscAnAFRvor0ivEnaCW5kaJ4kmieTk\/FaS4EkAJOWWKFIGwRuHEJJOeS6WV+0qr\/v3N8O311wNb6TzRpylcs3ZUAn3x+UA4+QnlkjmKXSy+ZFb4+5w\/ii6\/n0n+HtawPW+PucP4ouv59J\/h7WgUlXh096ybHTWjS9vUt2kDMgcOeIFIDEbUYciR3+ms4+WX1t6bqGjm1tNRjnm48D8NA+dq79x7SAYGR410P3Sz+MaZ+quv7cNZDooAX1V8m0\/wCg9L\/mdv8A2BWCPLL\/ANY9R\/St\/wDDW9bo8lK8EmgaawOcQcP6YneIj6ChFY48tDoXdff+7nWymeKYW7xyJE7rIBbwxsAyKRlZEdSp58gcYIqUC1n5FX+rmn\/\/AFX+KuKoLyij\/wD9vpf6\/R\/8QtaS8lTQ5LTQdPtpo2jlEbu0bgqycaWWZQykAq211yp5g5B7qy7163ofp1ZqD\/B3mjR\/Tvt5P\/4lFC2300\/ilz+on\/u2r4\/19gul8Za1uFUEkwzAADJYlGAAA5kk8sV8rh1Vap\/sO\/8A\/Y3H2VFIWhPua38b1H9RB\/ePVkfdHPxNbf8AzCH\/AA17UF+55aRLbX+p29xBJBKsFtuimjaORNzsy5RwGGVIYZHMEGrN8vno\/Pd6Tbw21pLcSC+hcpBE8zqgt7xS5WNWIUMyjceWWUeIonGvnfSpg\/VbqYBJ0S+AAJJNlOAAOZJPD5ACofUKpfQz7nu+dCI9F3cD\/hhP\/Oqd+6SL\/pCxP\/wrD6pn\/wCtWR9zfvwdMvLfPaS8MhGe5ZYYVXl4AmJ\/6a6f7od0Hubg2N9b2sk6RrNDLwY2kaHcUeNmVAWCNiQb8YBABwWGZVKxKK+qHkxn\/QOmfzWL+gV8yD0TutrP5hcbUDO7eby7Y0UZZmOzCqoBJY4AANfSTyP7\/i9HtOb0RyxfsZpovD07M\/MRUBCsS+Wp\/rJqPz2n+Etq0r9zgH+iLv8An0n+HtapTy4+hVz9\/JbpLOaSKeK3dZI4ndCyRrCy7lUqHBiyVznBU+IrRPkGdGJbPRm48LxPNdTThJFZH4eyGFWKsAy7jExGRzUgjkRUooX5azf6a6Ofrwf\/AO5tP+las1L+Df8ARb+o1jPy79cWPW9Iy2BAkVw38lWue8+jlAa2hcplWX0gj6+VFC+ONp75fnX+sV9kU7q+UOkdWd8b2OxbTrgScdIiOBJhe2FLbtm3YObb87dvPOK+ru7Az4UUlYd8if8A1n1P9Tff4y3rbGr6XFOnCmgjmTIOyVFkQkcwdrgrkHuOOVYX8gK84uv3s2McS0upMejfc2zf86v7y7pCNAnIJB41rzBwR7oPRRCrm0XQ4LcFYLWKEHvEMSRBvnCKM9\/jWQPug\/WkjhOj0O7ejx3F0xUqo7G6GFdw90yJBKzLyG2MZJ3hZz9z06V+caVNZM+XtZ2wCckQ3OZVJzz5yif6qrP7o90S2XVnqqqds0bW0hGMCSA74yfHc8cjL80I+ki6DqF8qyXS7WPTrmy86gi7MUiy8OaGPmdhDIySqp5LzQqvLJAFaL6tfKo0zUJ47Mce2mlZY41uI1CSSOcKgkid1BY4Ub9uSQO818\/V6FXmxZfvbc8N1V0fzabZIjDcrq2zayspBDAkEEEVLuo\/oNeyarYbNPuMJdW0juYZFWKOOVHd3ZlCqFVSck\/IMkgVCnRfSHra6NJfadeWMigrLBIoyAdkgUtE4yMbo5FRwfAqKor7nD+KLr+fSf4e1rSHSK6EcE0rHCpFI5J7gFVmJPyYFZv+5wfii6\/n0n+HtalUqz+uvrvs9DeCO7inYzq7oYI0cARlQwbfLGQcuMYB8e6s9+Ub5TOn6ppF1plvFdLNL5vtMsUaoOFcQzNuKzuR2Y2xhTzx89c77ob0aubqfTjbWU9wFjuQxggkmCFmiwG4attJwcZ9FZWfq61AAk6ReAAEkmznAAHMknh8gPTRSFHtP9+n6S\/1iryaqN0\/36fpL\/WKvLGTgAk+AAySfAAeJPornMe+58f2Xs\/2TkBtST\/k\/wCS1D5LnQuOTTZZp4g\/nEpK5HMJCDGpVhhlO8y8wRyNT3pF0BDRvCih4nVo2iPZyjgqygjAIKkjwNSLoHonmlpb2g\/8qJEJ9LgdtvR2nJP013tbymi3qJrOQLy3HMQNdXzVHE9xI6tg7rLO\/Q3R5UYyXSsJ03wqrABI4VllMWxQAM8IxgvzJ7iezy9nS8cOfT70+9hvIVcKO1ILoPYxqOYBVZrqOQgnkqsQCcA3zqOnJKMOgPoPcR8xHMVXfWF0DZosxlnEclvdCNQOI5tJo7oRrnstvMITwPa7jV5au6s+lcDo9qq3EKTrjDDmoYMYpFJWSJsdzxSK0Tr3qyMCAQRXPqVSod11WLS6ZdxxqGlMeYc7ezcIyvA4LdlWSZUdWPvWVT4VAOjuorNCkqsSO0hJBB3xM0Unf6JEYZ7j3jvq2emX8Xk\/3P7a1njS9dXT4LuKZWJtTcXA2jndRSbrvdED4KZDAWJxvQ8xUFVBdtLrzx38aYbhS4t0IZRsuY0ubiR+\/fgxJGg7ufhyOZxL1k+bA8ZGlVRudk9\/En52BzkPcAoGeff6YTfaMjWjq8WMf+IAzgrLERNG3ZbAw0aEqDhu0DkMwPM6qrOSe2jnCMzyrG7sBtUuVUse4KuXLHlgEknxopKuvRdZiuFEkUqup55Ug\/1eHyjlXPqr9M6qAoH\/AImS32tG6C2ZYzCsbIxjRggwkgThsCGJV3wRnNSnq6157iOSKaPZc2zpb3KjBTjtBb3R4bBm3Jw7mMZOO0GHcATKoUnqgTJ5veTxvhIp5f8Aw6gAK07caa5HZGRJIweYlvfbXOfTf1U7006HSTneIpQ8UrTwsmARIFkQe+BQh0kdCGBGHzyIBEFSFx9Tv1iXcx5nkqj30jYJ2oPymwCcegE+FcHo9oqxxMjJkys0sis28b3CqRk+AVVH0V79L6PzXDQ3E1iyvEgOGB9xuWXbLsB5HaHli388jOCQQakP3km+Ab6qKpQfq1mxA1oSC9q5tiwOTJsCkSYPNA24gKc+9PM1xekxuJbmNYJV4CnhTxhQzZkaNhKc9wiWKRcA8+L4947\/AKS9FLtpFaMERuDHJEYd3EYlCj7xkoqqjqRjnxATnAFdp0f6HPbxLBHDKVUAAuS7kAYG5m5scAczRQuu6Tab5xbz2wYKZYZoQxGQhlRkDEZGQN2cZ8K4fQTUzPbRyFQrAFGUEnaY2KDvAPMKG+mpZ95JvgH+qotqvROaO8S+4MmGj4JjSNiXky7K7FTg5BCdocsZyKKbrjdKLeO7D6e3bVuU4V9pjQgdlivaV2VwQvI4IPcRXF6wJGiks70AMI51hZTkdm9eK3MgIBxwgS5BGDjvHfUr0HonJErEWhV5G4khAyZHwEDMfFtiov8AugeFdg+hSkYNuxB5EFeRB7xRLrri4xuzyxnPhjvznuxjnUP6Py3Ml20jurWjBpYdq54e0RwGIvyyWdJZ+48nxn0frSurycg2LrKUSRpi6b42BaXjIqNzGFUpEyAgFS3dzFT2DQJVAUQMABgcqIvl5W2PIH6cWVnpdzFdalbWzteyOqXFxFCzIYLZQwWR1JXKsMjlkH0VielEIWo\/ugvSq1vJtOa0vYLkJHchzbzRzCMs0WAxjZtpODgHvway5SlEC1p5GXlBW1hbnRtQkMMQdnt7nazRpxWy8MuwFkHEJkWTBXtvuKhQTrKz60tMcbl1qyI\/nkA+sGTI+mvkyDSl1Fl9Pun3lDaTYxNIdTiuHAO2C0dbiSRhzC5jJjjzj30jKB6e4HBfR3pobvpHa6vdOsYk1K0uJGZgI7eJbiI4LnAEcMShdzY7KZPjVa0pdLL6ue3HpP8At2x\/93D\/AN9Pbj0n\/btj\/wC7h\/76+UeaZpdLLfPQPrH09Ok+tXj6rarBLb2CxTtcRiKZo4kDqjltrFSMEA8quP249J\/27Y\/+7h\/76+UeaZpdLL6oa11waUYZVGuWRJjcAC7hySVOAO3318r6ZpRAFcPkp9b40O9d5VZrS4VY5wgBZChJimUctxjLOCuRlZHxkhRW+Oj\/AFzaVcoJI9atMEZ2yTpA4H8qOYpIp+QqDXympS6EL6XdfXWvpn3q1G3XWLV5ZbO7hSOK4SZ3klhdEULEWI3MwGTgDPMgVnfyM\/KAg02JtJv3KQF2lguNrOsDPjfFIqAsEZhvDgHDM+cA5GWaUSy+slh1raXINya1ZEfzyFSPnDSAj5iK6bpd18aRaI0j6vbyEZ9ztpFuZGPgoWEtgn0ttUeJA518tKUullOuvjrDbWdRm1FlKI22OGIkEwwRjCKSPymO6Ru8bnbHLFbR6gPKcsbu1igvrtLS8jQJIZyUiuCgC8ZJiOGu\/kxjcqwYsAGA3H56UzRLL60nrO03G779WOO\/Pntv3ftKpnyi\/KZsbezntLC7W6u5UaJHg7cVqJAVMzS44bMgyVRC53BdwAr5+UpdLLQfkF9Ibez1aea6u4raM2UqCS4lSFGczWzBQ0jAFiFY4znAPoq9fLR6wLC60OaC21W1uJTLbERQXUUrkLICSFRyxAHMnHKsD0pdLLQXkKdPYtP1SSO4uUgt7iB0LyuscayxESRlnchV7PFQZIyXA78VoDyvekumalotxDDrFlLPCY7qFEvIGdniOHVFVyzM0DyqFAySQK+ftKJZfSnqN64dLXStOt31i2jlis7OGSOaZYWjkihjjdTxdudrqRkZBxyJFWA\/WdpoG461ZY78+e2+MftK+S2aUulluXys\/KPtPMZtK064W5muFMMs0XOG2gYYkw+NsryITGAhIUMxLAhVbr\/IK6eWVlpdzDd6lb20jXjyKk88cTMhgtlDgOwJUsrDPpB9FYqpmiWX1c9uPSf9u2P\/ALuH\/vrg6\/1v6U0EyjXLIkxyAAXcJJJUgAdvmSfCvljmmaXSy9+n+\/T9Jf6xWqeorQvOtUtYiMqj8d\/0YPdBn5C4Rf8AerK2n+\/T9Jf6xW+vI10PLXd+R3bbZD8pxLL\/AECGtTXRb5URN6SeyxXoG5fEPIcIxCQbSGNHW7M3uvf4LSuKZpXQatoDsxkju5I2JLEDBU5RECnxC9jd2SDlmwQcEbdeerv6V6rSMqqqW3EAAsRjcQMFseGTzxXtoiiXVNpzw2rxyoUY3mqyhT3mOfULyaJuXg8UiOPkYVLaUoi6vpXGWgkUAknbgAZJ7S+iq3g6uZpbtLxnESLFw9pG52PEEmcA4Axy5kH5Ktee5ClVJwXO1f5TbWfHqox+ivbRTddDYdFYVHaXiZ79\/NSPRt96R8hzXdW0CooRVCqoCqqgBVUDAAA5AAcgBXTyaC2WIu5l3FmwGGFLMW5ZHIAEKF7sL8pz+7TRnVw5u5XAbIQkBduNu04wW\/Oyc8\/TRQu5qLwacU1JpVi2xvbEu6rhZJ+JGoLkcmk4SKu45OxFHcAKlFKIlDSvXdR7lZQxUkEBhjKkjG4ZyMjv50RftB\/+fPzpmo\/H0dcBV8+m2jaMbuZVVK4LDmS2QxbvyMjFeh+jEgVtuoTbyB2jgjI8Sox3jGQpUcuW3NEUopmuhn6PHcWW6lQFnYqpGDvJJHdkcz3jngD0AhpGhyJJxGvJJPDa2ApGMDd6WBLNywO13DAoi76vDjPf\/wDmOY\/p5167WcOoYdxz4EdxIPfz7xUb0XUGvPPYWwggu\/N1K5O9Y47a4ywJ\/KMhQgcttEUppmuhTo+45efTHu72BPJ9\/fgcyvuZ8NueWcEen2MNknz6fOMA7xkejvBBwefdz8c0RSTNKjzdHGIU+dyLJtRWdOW9lG0sQ+4578ZLEZ7zk5\/Np0cdZRIb6VlXbhGPeNwZgxz2gdqjkAeTZLZwCL5Rexqf4u\/1U9jU\/wAXf6quLNM1y\/DsnNHevdvRTR\/jP\/T4KnfY1P8AF3+qnsan+Lv9VXFmmacOyc0d6eimj\/Gf+nwVO+xqf4u\/1U9jU\/xd\/qq4814zTh2TmjvT0VUX4z\/0+Cp32NT\/ABd\/qp7Gp\/i7\/VVxZpmnDsnNHenopo\/xn\/p8FTvsan+Lv9VPY1P8Xf6quLNM04dk5o709FNH+M\/9Pgqd9jU\/xd\/qp7Gp\/i7\/AFVcWaZqeHJOaO9PRTRfjP8A0+Cp32NT\/F3+qnsan+Lv9VXFmmajh2TmjvT0U0f4z\/0+Cp32NT\/F3+qnsan+Lv8AVVxZpmnDsnNHenopo\/xn\/p8FTvsan+Lv9VPY1P8AF3+qrizTNOHZOaO9PRTR\/jP\/AE+Cp32NT\/F3+qnsan+Lv9VXFmmacOyc0d6eimj\/ABn\/AKfBU77Gp\/i7\/VT2NT\/F3+qrizTNOHZOaO9PRTR\/jP8A0+Cp32NT\/F3+qnsan+Lv9VXFmmacOyc0d6eimj\/Gf+nwVO+xqf4u\/wBVPY1P8Xf6quLNM04dk5o709FNH+M\/9Pgqd9jU\/wAXf6qexqf4u\/1VcWaZpw7JzR3p6KaP8Z\/6fBU77Gp\/i7\/VT2NT\/F3+qrizTNOHZOaO9PRTR\/jP\/T4KnfY1P8Xf6qexqf4u\/wBVXFmmacOyc0d6eimj\/Gf+nwVO+xqf4u\/1U9jU\/wAXf6quLNM04dk5o709FNH+M\/8AT4KpLLo5OGUm3fAZT3eAIrXfQLUri208XFs0imPi3QjQHF66s8PCcDJaMblO0DJaNPQRVVaRZ8WVIh+Uyry8BntH6FyforUfRzTEghSCMYQbiATnHEZpG5n+U5+atjh9S6qcZHC2XQfHb9Fxu7DBYcChbRwyOfvpD3ZraBlw3YBtLj2KYdHOn3FjSYYlidVdJE7JdGGVYA8jkc+5a73o700guGMaybJO8Rydh3QbQXUHky7m27lJGRjvyKoPoEZEsF00OI7iACw4ijiKJIoYi8ybtoIUOWUOBkqBg5wex6X2fAiiu0Y8WBkXPhcLMwhdJfymjzKZggYASJGe5cHbLz2y0dSqT6VdLZrO3MsUoBDwIFk7SkSTRo4Ck9+xmPLuxnwqbdGusGOeOObbmORVkSRMkMjgMrbW7QBBB8TRRZSy4usSRx45MHOc8xs28sY55yeeRjA788uVXRabeLcTcRJQyRArhQffv77cT+bt97gd\/PwrvalQoJ116ek9vHbyZKSSlGAYoSGhnBwykMp+UEGuk6nOsCSW3WO8DceIiCdyEB46pG7ZEZKsuJF7S48eXjUm61l9yh\/Xx\/Ryeqg0xmtru7Ruccuy6RipXdPJvia3VskOQtvG2AM+6DlzGYVQWjIZQwyCCCMgg5yPTX7rPmm65eWCeesEk90LXEEZYK1rlgHTf7yaCNlkc8zIIWUe+UC7ujmvR3Mayxt75VbaeTAMAwyPmPeKlRZdrXEgnJldDjaoQjlzy27OTnBHIYGB49+eXLJrqNClLvLLuRkJCJs\/kbskncQchh3Y7j6eRQu3rjajfpEAztgE4HInn3+APgK5NQ7rXvligWR2CgOObMFBZuyignlud2VAPEsAO+iLk3vT21SQQ8fL4VioRyURiVVzhcBSykZPoNc5+lUA5mX\/AIW\/7aozotpUksLz3IPnM28YbavBiSRxBEpjAPD24lO4sS0shyAQo4eo3LXUtrpqR71D8S7VGVlEEcb8ONu6UObg2koVQDtB5lc5hTZXboHWLaXECXcc+YnQSBmRlwpUNlsjs4Byc91ei46w7Z1IjlcudyKFiYvvAJyFKEt3cuRB5d9RKx6pA6LbkmC07Ia2QntxqNvBwSVWJ0LI6YyRgeAxZui6FFAAI4guAF3Yy20eG7vx8ndRF7dCjIiUMMHmT3jvJPceY7+41HLcLZXpTf7nfyF1XGWF2kTtMzMWAETW9vCqooJDq5PJuUxqsPKCYRx2d4QWMN1EoQEAMbwixJJIOBGLgy4HfsxkZyJUKz6VXOk9JJIuRO9fQx5gfyW7\/ryKkHRXpzbXcksEUw4sTBJImBVlYqrjGQA42uvaQkc8cjRTZSalKUUL5w0pSvOl9lpXusrR5GEccbSO3JURS7N48lUEnlz5CvTWh\/J9020trWTWvPZInRDBO0kamKFmZGCxZj3MxHCHZL83A51lUlNv78t7DaepaHdFjfBVLvwYXuJDWgAm7jsBsCRfq1OnGuk8njokvHu4r7TGZhbcSOK5hZWYKw3cNZVB3MSgDjBU45jNdX1w9WSW8Eeq2ayC0k27oZ1ZZrNmOFyJAHKM3Z7WSCV5sGBEu6c9a0Asgtpq1xPexyB4riWAI+1ziRG9wjhZNhPYZDkhO8quPV0I6SXF9o+ty3c5mxFhGYKArrG7bVVFVFwwibkBzOa25jpy3eB6xsSDppx6kFedtrcXjqDi0gMTDIyN8bi8Zhoy7WOaNt7h2hBBFiFQqWblDKI2MY5Fwp2A92C2No58u+vbpWkyzkrDbyTEd4ijeQj5wikitUdBOmIuEjmjUW2j20DQ3AuYo1W5l2qoEJDMdidzE4DFtu1i2U\/KdPbDC2dhrMNio7KBbI7N3pZ5lER5+PLP51WBhkZAO+aHqF+q52dK2cm7utDnRtpDmadTdzmsGukmVhIdaxsL6HbfRZf1bo\/cQDdNZzQjuzNDJECfndQK7Dq8Fn5wPvgZBbhXPuWclwMqrYBba3Mdkqc7eYGavS76dX1jfR6XqfBvLa42IJRCqb45WCB8ABCFY4eNlPLuJ5Z43RvoJDY6nqkxhEsdnbi6t4m7QBlV5AMHvMfDdFJzgEHvANUtoAHgsN7GxDhs0vrY6iyvTbrXvpXtqW5S6PPG+F+jwXBnqlwBY4OcL3GmumllFZeszSouzB0ajkTkN9w6byPT2o5zk\/p12umaHpeuI6WcJsL5VLrFnMUwHyAlGXJAJUI68jhgOdlW+rxPFYahNDGl1cWT7LxbZpYbeeRYHCOqkkc2JUMwzslUMNxz0\/TLTVTVtEuVK+dSmRZnjjMPnCJGMyGMksg2tIMMSQDgk7RWxMDresWuabaZQNDbYRqDr\/VcezFo89oGywTNa8h5mfIC6MOcQ5rhlcw5SCdCD92yy1eWzRu0TqVdGZGU96OpKsp+UEEV6qm3XuB99r3b3cXw\/OKJv\/491QmubmZkeWjiJC9rwypNTSxTEWL2NdbkuAUpSlWlnXSlKVNlFwlKUopulKUqESlKURKUpREpSlESlKVKjMEpSlQpBSlKCiFWT5P3Rjzq5kkZNywx5H62VhHH9OOIRz71rUl30MGBw5Mcvevz\/wCIcx9RquPJb0Hhacbsr2ri5jIODnhwuI0z8m\/inPdhqviu0wuHe6dvKde3+i+Zd3eJGsxeUg+rHZg\/07f1XVPX2gPHOXeDuQHiBcjJLD3w8cbuR54PyiuPqdmssbRsoYEdzDIyCGU\/7rAMPlAq6CK6vUej8UnMptP5ydk\/9D9INbCy5C6oTQLBzFZ2s4SYwxqszuTJxpIVWPi+6DLFpAH7XaBIOTjJ5PRq4ET3dsFVIbdoVjRRgIjwpJsAHIKpO1VUAAYAHKrBn6vmjkaWOTeDnCHs7dxDN3kqxLDOezjOMVV\/TWyeLU7aNkaNJoLgygZRZ3WawSMuRgOwQsikknBIHKilXT1Uq3mxZl2lpHfaDnaG2nBOBzHzVLaj3V\/\/AAB\/Tb+pakNSqCop06smmeGEOFXdvOV3EsCqrz3DAALZGDnI7sc4\/rPQSRmiwVZQxY4YqRgbl8O4sAO\/xqa39uGuIs4yodwCAeYBTIz3Y394+T0121FIKqvXuh80kUsHDI4iSR7l2tt3qV3Y3DOM5xyzVd9GtGvpLcFzLa3MEixxsYZI0C20\/I7Sc4ubaNVZtzYWdiMjC1pilRZLqsujfWgrnzK6haK72nshWMcwBjUvE+3DL7qpz4cwQrKVqxNLjIjUEANgZAOQCeZGeWefj40uLBHIZolYjuLKCQD3gEjIr3xRhQFAwB3AdwqVC\/VVz14aOLpbW1YttM6S7EwTI1sy3CKQVbcheMBgBkjPMd9WNXT2MZed5SFwgMS4zuIyp58uXPd3Hub5Mkijej9EGbBkPDX80c2wPD0L\/T81SfQejkFsXaGBEaRt8jqoDTPtVNzt3sdqqMn0Cu1pREpSlESor1kxgxICAQWIIIyCCp5EHkR8lSqvVc2yuMMgYehgDj66IFnPo1dNbJJYyHfNHulQqzPvguJZTEx3qAhRg8XCy2FiUjkwUevXNOML2l+rP7m+y4xndJbzLIoThqvaK3T27nuIWMnwwb+uujNu7B2toywxg8Nc8jkDIGcA88d3M+k17m0OE\/8AkJ9VRZVXVRaZ1rukKXyoZ7LaJGkIYSLAUMhmAwX2xou4oQWO4AAGrT0DpVBcYCTLvIzwywD4\/Rzk\/wD5nFfjSOh1rBElvFaokcaqiIM4VVAUDmSTgDvJJNdR0j6uLeSIiKJY504slvNukJtrl4pYVm9\/29omY7WyOecZAIlQVhalKV50vspKufqb12znsJ9Bv5vN1eTjRT7ggDdg43sCiurpkb+TK2O+qYpWRTVBhdmAvpYjlBWpxrCGYlAInOLC1wc1zdrXN1BC0EvUTZL7o+vpwhzJHBU7f02lZRy8dp+aun62um1pDZDQtLO6EsGmnBJEnMMVDnBkZ2ClnHYCqFXIPZpTFeayHVrQ0tiYGX0J2m3x2LRwblZnzMlrqp1QIzma0tDG5hsJA9ojiWhur3pFBq+myaFcPDZuixCFkAUOI2D71WRsb8rh1DZIdyCM8ufqPQbTLi3j0aLVIUubYh3uAke6fdxN6ltyh8E+8WRjHhM9\/PNVeMVcbiILQHsDja1+jk6OtYsm4pzZXPpal0LS7fGtADg2Qixdc6uBH3Ty7VqPphY2FzcWcj6vCsGmBI3y6l7l1Ebqgbdg44aBiocksyjB7oRY9ciDWbi+aMtZzqLZl29oQoAElKnvOdzFO\/bIwwSADSmKVEmJOJu0ZTe54720Hcq6PcPBHGY55HStyFjbgNyhzs7iLfeLtbnZoNi1b0Z0lUQ\/erpQkVsSWFvMsNwIN3a2pxHSWMDPvG5+nJya4Ooa7ZaU8moS6kdU1Jk4adpCEH5irFmO3QnmxJzjdtHaIOXyK8irhxWzfVZYjZqSB1DYFhs3AAyHfqguY72gI2Ne8cj5GjM4H73KuTql800kk8hy8jvI59LuSzH6z3VxqUrUk3NyvQo42xtDWiwGgHQhrSHVF1BxNCl3qG5mcBxbK+xI0YZXisuHZ8YJUMoXJB3eGbn7q3L0m09NZ03ZBdmJJ1jYSxjfgAhjG6hlz3bGTcDyI8MVuMIgZIXOcMxaNByrzn7RMWqaRkEUTzCyVxD5ACS0C2y2uwk2FibWBXX+Z6JanYV06M+Ic2+\/l6S+W+uvPF0SbsZ018\/k\/wDhudVkPJeb\/ay\/+zP71Xou\/JilA7GpxsfQ1uyD6xLJ\/VW0MlSNkIt1hcG2lwR2pxOTNy5H\/vr3qwuk\/Ufp12heGPzdiOzJbPlPpQkxMPTt2nHiKy10+6KyafcvZzYLLgq6+9ljb3rrnmAeYI8CCPCr06pOhV9o13vnYGxZJOK0LPLGrYHDcxBOIrZ75NmAu\/LAVDPKm6Q291dW8ltPHMBBhniYMATI5CEjuYDJ2nmNw9NYNfFG+DfC3e3g7OXx611G5Cuq4MU8jbUGrpnNJD9SGmxIBJvlOli0njBVQUpStAvXUpSlESlKURKClKIVf3kydH7C8trq0njElw5DMGTDRQgbEaGTvDBmYllIILLkYAzZujaHYpcNoa6KWjSIO1zJbK0Mhwpw0zDc8hDA7h47h+Sap3yPfxjN\/NpP7yGpb119dV1ZXs9hBFCAgi2yurM\/ukSSHlvCZBYgcschkGunpJo2UzZHgCxtsvfo+K8L3QYZXVWOzUdM9z8zRIAZC0NJDRmFtuXYBtty2VF9ZWiLaX1zaRklI5GVMnJCnDKpPiVDbcnmcVHa91\/dtK7SyOXd2Z3djkuzHJY\/KSa9Nc5K4FxI0F17TQRSR07GSnM9rQHHlIAufiUr9RoSQoGSSAAO8k8gB8pPKvzU46h9C861S1iKkqj8d\/QFgHEGfkMgRP8AeFTDGZHho4zZUYlWto6WSodsY1zuwX71sroPoYtbS3tMZ4UUSH5XUDc3zl8t85rvK\/KV+q79rQ0WHEvkWSR0jy92pcST1nVK4ep6isW3ecA558gFCgsSckdwBOBk\/JyOOZXhlz4VKoXQp0xtiAwnyCzIMRyEllCswxszgBgd2MfLyr0XPSy2Kgux4bdzNExU9uSMfknnviYgYzjDd2SJIkYHcAO\/uGO85P1nma87R6KIo3o3SC2EgtoiQXJIHDcDcANy81yhAHPIAGPTyqS142\/JXmiL8NENwfHMAqD8jFSfrKr9VfulKIlK9UVwCzIO9cZ5Ee+GRg9x5eivN1cKitI7BVUFmZiFVFUZLMTyAA5knkKIvxqF0I0eUgkIrOQoyxCgsQB4nlyFdDD03tz3ykdkOcxv2QdveVUge+XnnBJwCSCBJa\/EsIIKlQQRgggEMDywQeRGOVEUdk6b24YoXYEf+k5ByMggqDgMO4nH0VyejetQTM4hcsxw7Aq4C57OMsoUZI96D6TXdFB3YH1fR\/VXiKEDOFAySTgAZJOSTjxJ5k0RfulKURKVGry\/calBbhzw2tLyVk5YaSOaxRG7s5VZJB347R+SpLRFHj0vhBkQllZC4KmNznhhiSCoKkEI5GSCQp5V+ZOm1sP\/ADie1t5Rycz4kEoAQoySQT3HGTyqRFR6K\/LQgkEqCR3HA7ORjl6ORI+aiLxazB1V17mAYZBBwRkZDAEHHgQCK9lAKURKUzSiL5w0pXts7ZpHWJFLO7KiqO93chVUfKWIH0152BfRfZL3hgLnaAbV6SakWmdBr2Ybo9OuGH5wgcKfmLKAforTHQzoPZaFa+fXbIZwBvncb9rnuit1wSPRlRubBJIHJWn9bt1eZfT9BmnjyRxZpkt1bHoLAofoc1uo8KY0ASus4\/dAuf3+i8wq931TMXHDoA6JpsZJXBjCei5aP1X6As13vV\/fR820y5A9IgkYD6VU1HJ4yrFGUqw5FWBDL84PMfTWwpesPUohvn6MyBBnJguo52AHedkasTVG+UB1kJqb24iieNYlfesqqr8ViAVOC3JFT097Nyq1V0UMTCWuN+Qgi\/bZZ+5\/dTiddUCKWBmQ3u+OQODbC+uUu27BqFFur3oDc6k7R2yDC43yyMUijz3BmAJJODhVUn6Kn+reTheohdJ7eVgCeGrOjNjwQum0n9IqPlqdeS\/r9tb6Y5luYoT5zLvMsixliVi2ntEE9jA5eg+iuD1L9Zd1davNaSTie3c3JTaqbYEjYmN0ZQCYyu1O1uzuQ9+ScmCjpgxme5c\/kOxaXFd0uNuqqp1LlZDS7Q5vtgbdSNTx2BGluNU\/0E6sby\/keOKHhrGxjklmyiROpwyHkWZ1Peig48cZq4dO8mNNvuupOW\/9OFVUeszE\/Pyq+dThfhsIWRJDna0iF0Vic5ZEdGbxOAwyfGqD604tes1a7GoiaFe03m8UaGBR3sYmjLFB4sHcjJJwATWScPgp23cwydXF8LrRs3Y4pjVRvcM8dJewAN\/WP5ix2vR6vUV1nSfyaZUUta3yykd0cyGIt8gdSy59GVUekjvqjdc0mW3ka3niaKRffI4wR6D6CCOYYEgjuJq6urXyhZ0kWK\/2yxMQpnVAksOeW9gmEdB3kBQwGSN3vasTym+h6Xdg18gBmt14quMe6Qd8ik45qFPFX5V5Y3GsWWkp54jJT6Fu0Lf0G6LF8Iro6PF7PZKbNkFtuzaALi5FwQCL32LN+ndW1\/KokTTZyp5gmPZuB7iA+CQfTiuh1rSJbd+FPA8L\/myIyEj0jcBuHyjIq8OjXlHGGG3t207icOOKN5OPtZyihSyrwiBnGcFvqq5NR0+213TlYjMcqF43IHEtpea5B57XjcFWAJBwRzBqhmHQTN\/sX3cBex\/gWRV7s8WwyZpxKmDYHOsHNNz1+0Rs1sQ0kLD1W11ZdAtY2ecWjvaxvzG+cwiXOO1wuecgDDMgyO7lXA6iuhwn1cWk6Ai2M0kqHmrNbsIwp9K8Zl5eIGPGr86f9Y0sGq2WkwRowlMbTM4JISRmXamHAVlRHckg96fLVNBRty77ISNcotturu6zdHPvwoaONkh3syuMgu0MAJ2HTYL3PKBxqlekGva7bXKWMlzOZpP4JUEcgn+VGVCDjBLZwVHNsDnU3s9O6SxqJfOUfAzwXNszN8mTGBn5pB89XLqc0QvraNgOMYbxoiQMhQ1oJAp9LAqcDvCt6K6UrqY1InNudNOBtPKUDYOYwu7iCXwJ2lPQe7bCjyk+u862Fjs6158\/dIJ42htLTRkMLnF8Y\/tLEizOu2gvtvqoZ1ZddrS3A03UbcW9xu4YcAojSeEbo5LRs2QFbcysSO7IzEPKo6uUhxqtvGEV32XCLyUO\/vZgByG9so4HexQ95Yn9eWRpCpNaXidl5EljZhyLGEo0bcvFeIw3d+AvoFWh02m876PSTvzMlglycj8sRLPn1hVp7TK2SCX1izUHjWwppY6CaixWhG9MqHZJIwbtuDlda\/EdoB2EBYwrlaZp0kzbIoXlb82JGkYD0kICQPlqweobq0++czPKWW1iK8QqcNM55rCp\/JyObMOYGAMFgwvjpF1j2WlMumWtoZphgea2iDsMRnDt4uRzIG9+4kDOa1NNh++M3yR2RvFynqXoeObsXUtSaKiiNRMBd2tmsH+Y9W3YBfbfRZnTq11Ajd967jHf\/BMD9R5\/0V0+rdHbiAZmtJoh+dLDJGv1soH9Nayj6c6s3aXox2T4Nfwo2PlVgrA\/Jtrg6r12tajZfaNcWrENtOVlhdgCQvE7AOcYwu4j0YrKdhtOBfM4dJabfQLQU+7bGHvyinil\/wAsczS7sD3HuWSK91laNIyxRozuxwqIpZnPoVQCSfmryzNLJnG55G7lHvnkbuAHpY4AHprYXVF1fQ6Ram6nKi42cSediMQKBuMSH8lFHJiObkZ7toGBRUJqHHWzRtK63dNuoZg0DXObnlfoxg4zx3PIOq52Dopvon5O95MA88kdqp\/JbMso+dEIQftM\/JU2g8mOHHa1KUn0rEij6izH+mudpPWBea1LcQabLHZxQhDxpkMk0wcsoYDDJGOwTtKseY5jmBx7vqr1hzubpE2f5Mk6D6k2r\/RW4ZS04H9nGZBy3294+i84qsexh0pbV1kdI7Q73lJIuLi9mO4iNC4kcdipJ1UdTi6XdPdJemVWiaLY8QUjLI27cHIPvMY2jv76pDypdKkTVJZ2iYRyiHhyEdmTZFGjgEcsqwIKnB8cYINWTf6FrGmQSXza0lxHChkaGZXlEoX8nLjeM+kOD8tTPVzHreiGbYBxYXkQHnwLiHcORwD2ZUZM8sqSPEirk0DJYTC1pYR6wB4+8rCoMXqMPxFuJTStqmP\/ALFz23Fr2OwtbqAL7CCARe6xbSvANea5RfQCVoryMdCy11fkd2y2Q+jPuso+rg1nWtteTtofm2l2ykYaUG4bIwczdpcjvyI9i\/RW3waLPPm5ov8AsvO\/tMxDyfCt6B1lcG\/AesfoB8VYleC1RLrL6yLLSouNe3iQ5zsj5tNNjAxHEuZH5kAsBtXILFRzrK2ueVVDfXkYFoLeFHiSOSc7ndJZUSeSThnbBsgLOqgyDKnLcwtdcvnhbWzTNUzY3aSqJI5FkQgEOjB1YEZBDKSDyIP0178VF1VZW\/mmaqDFMUullb+aZqoMV1mvvkLCr7WkO3uySp5Nj1gOXPnypdLK74Jww3KcjmMjxwSD\/SDX7zWd9bsJtJe6uJoXktHK3KyIxk83VLe3ieEo3vXaZZpQAxXbk5DHFdvLvnkNpChZjgFlJXgkMMsxxgKB45593M4BlRZXDoKdkyFixZmyTj8lmUAYAwABj6K67rN0t7jT721iUNJLbXEKKSFDPJG6KCTyALEDJ5Cu30exEMSQr3IoUE95x4n0knmT4kk1y6KF1XRrWFnViFKPG7RSRPjiQsvNQ6gnbxIykyg8ykkZ\/KrsppQvMnHPH01UvSq7a21WSKOdlS5g86kTIw1wnBtQynbvHuECjbnHJj41GtbQXsktrIspRI8GbcVHElyPcXySJY1RsuMFN64PbNFICvC616FO+ZfmXtf2c1FfbSt2SWSPc3CYxOCAuyXCsEJ588OhyARhs55Gqq0LWJHhaCaUcaOfzNpVwnnDIkTvKifkbjJ7wE48DzGOP0a0aWO5uLBIXmE0sN2JduFAdVheNiQELL5sZW5gBZF5E98KbKw9A60pLjiIbZbeSOThsjPxchyWgdWG0Hiw7JduMrv2nmpqyNBuC8SOxyxGT4VA7nqsSSOcsQk0sToCncshj4UcrEYYtEAMbSuMePLEm6s9U49nHJwwm1p4NoOR\/wCFmltt2cD3\/C348N2OeM1KpXVddMnAtJNUTIns0eZCpC8UYIMEh2ktA7bXaMYy0UR70FcI9J5\/hB6i\/wDSpN1i6ek1nPBIu6ORNjLkjcrEAjKkEcvEEVUXQbU3lgjE+BdLHGbiPAVopGBzlR3KWVgrDKna2CcGoKkKaS9LJVBZpgFAJLFUAUDmSSRgADnk1GehPWHdSyXMMsq9iRTD7moaW3aOImTuwyi4M0QYAAcPb3gk8LplAJomstzAzq0RMeNyRuCrvlsqMKT3ggnlg91dX1h2PCtTdx8pLUQzM6nZI9rayJPPCGUdriwJKgjbCFn54BJoqrKyvZRN8J\/wL\/0rrdd6bzxqAJO02VXCKT3cyOwQSPBT3kgeNcKC4DKJM4BAbJI5AjPM9wxUT6OX1xLeSLLGqwIiywuqsd4laaMoX5IWj4CuVAyOIvgRRLKT6L0uvI7hrWScSIycaNzEitGAI0MLFECOdyyy7sA4YD8nnYHQ3WJJXZXbIC5HZA55A8BVMdZrmI2V7gFLe7jLru2ki6SWwUryIJWS6RyDjsq3jirX6uj7q5B\/I7\/TzWighYbqfeTzAH1ezVsYDyNg+LJFKy\/SGAP0VAa7joTrps7qC8UZMUiuQO907nUZ8WQsv01wNO8Nla47AQV9bY1A+ehmij9p0bmjrIICvfysW33em2sjFYGJLc8DtSRxu2e7KR+PhuPpq1Osia8tbWNNKs45HDLHwztCwxBTgqvEjBwQq43cs5wfDr+sXohBrtlFJHMAcGWC4A3AbhhkdeR2tgBlyCGUeKkGKaFb9IbNBbhLW8RRtWSSTLbRyALM8Lty8XUt8prqyHMke6xIeBZzdSF8\/wAckVTRU0QcxslMXh8UxLGuzOve+gJ4iCQdORWD086XHT7OO9mjBIa3SZA2NvFKrIUPPcYySwB98FIyM5FSeVx0OjEcerRRhXLiKbaABKrKxjkbA5spUJu7yGUH3ox3EvQPU9UmibVZoobWNhJ5rAcmRh4HG73w7JdpGwCdqgsTXq8sDpEiWsOnhhxJJFlZR+RDGGwT6N0hUDPftf0VRWOzwPLxZoAy3235fosnc7AKXFKWOlkD5XOdvu9klgYberfYbAOJI02akhdTB5O8M9ok9vfu0kiRSI8irwdjhWPZRd+dp5dvvxVg9W\/QG20OCW5kuQzso4tzJiNVVeYjjXcdoLc8ZZmbHoUCK+Sp0\/WWAaTK+JYtxh3cuNDzbYPS0Rz2fzNuM7Wx2fW31JtqEhuI9RkU5LcC4Z5oUY+MXazCDz5AMOfLA5VEEcW9iaBgLrcuzl2qvE6yuNZJhmK1To4c175b5m\/d9kXsRxeyDtFwqP6wOte6uLyW5t764ghyBFEkzoojQBQxQME3Pgucg82x4Cr78m7pvLqNtMl0RJJC6oZNoHFjkXI3gDaWG1gSAARt5ZyTWdn5M92Ww97bqv5yCV29Uog\/4qvDoH0Ut9Fs3HF7C7pp55MAuQoBbHcqqoAVB\/SSSbVBDVCUvl0bre5\/ZbHdbX4E\/D2UtAA+UFoaWt1AHK6wuTyaknVY76xdIFtfXVsvvI5pVQehNxKD6FIH0VrHq7l4nR+IyfE5UOfFFWRF7\/5CiqbvepfUL+9muZY0t45pnlLvIjskbsSAEiLbmVMAAkDI5mrU67tai0vSPMYzhniFnAme1s27JJD44SPJLfnFR+VVFHE6EyyuGVtja6yd02IxYpHQ0MDxLPmaXFpvY2ANyOnU8gFysfLWvvJLcnSgD4TzgfN2W\/tMf6aztpHVVqE6RzRWDNHKquknEiCsjgEMcyAqMHPMA\/JWr+q\/QBpOmpDNIo4ayTTSZ7CscySYJA7KDsgkDIXPjVnB4JGyF7gQLcfwWy+0nF6OooWU0MjZJDINGkOIsHA3tsNzayq7qzkVOlOoJ3b0uFHyuXt5T\/QrmuF193BsddstUZCYtsRJH\/pM6SqPSwjdXA8SwqpY+mzpqbavGO15xJOFPLdG5bMbYzjMTbCeeO+tbTW9lrtkpPukTHcCDtltZQO7lkxyLnBHMEH8pTzvUzhURujYbODsw7brV41BJg9ZT1dSwuhkgbDJbaPUyuHXsI2XsQuH066Jx6vHa3ttfmGWItJb3UHbAEgXerKGXOdoGMgghgeRZTzuh3R68hbiXetNcqoOI1tordCfzpHGXbHfgFRnvzVWt1B3lszHT9ZMak52s0sB9HaMJZHP8rYPmr8XHUnqtyNl3ralO4qJbicH50dYlb6ay88odm3o5uh2h7\/qFz5paJ0IhbXx7wL2zQkyNBNyB6pI\/wBLgL6hRbyhuk41W\/t7GzImEeYkdTuWaaZl3FSMgxoET3QcuTnuGau3rc22Whzwg9lbZLRfl3BLdcD5jn5K\/fVd1T22mZlXM0+CDPJjKKe8RqOzGp8TzYjkWI5VS3lPdZCXbrp9u+6CJi8kinszTAFQqkHDJGC3a5hmbl70E2ZL08Uksp9d+gA4uQLZUYjxitpMPoGuNNSnM5x0za5nOPJmIs0bddgVoeSxCE0gSIMu0tw5H5zKdig\/7qKKhvkd26Sve3jkPc5jBdsFws293ceI4rg5Pjtrz5InTJFEmlSPtYuZoM\/l5AEkY\/lDaJAO8gufya7npB1S3dpeNqOkXKR8Qkvby8l7R3MgyrI8ZPMK20pz2t3YQetHDKwZgy4IG3Za6Ym0QVmI0VQ\/eX1Ba6N7r5SA4uykjYHA2vsuLFT3opqOoPf3UdzaRxWS7hbyKwLS9oBCTvJO5MsRsTacDn3la61Ff3OoaNPArrBwQ2e0k0c8ayA8+aSRsSvI+CsCDyEPm1HpE68MWdnETy4oYHb\/ACgDO4+XmjfNUh6oegh05J7q6uRLdTkSXExY7ECbjgFwMqNzMXIXwGAFFZkcjnENANrm5cOLXT+ci5mppYIY3zPfGJMrWxthcXHMC27yQSB6oO03LnaAKkeqboOI+kJsmO9bRpphnvdUA4JP8oGWJz8q1Ynlha6Y7OCzU484kYt\/KjgCsV+biPGf92o11LdJFuukd3dL7yaOcR55FlQwhDg+LRxbsfPXP8tO0JSwnx2Va5jPyNIIWX6xE\/1VrhZlFKY+cey4H0XbSmSo3S0LazaImE35+Rzu3OqO6F9NbmwMjWs\/DMgUOSiSbghJX+EVsY3Hux31rrqV6TSX+mRzvPuuDxo3fanYlVm25RAF5IUbGBkEenNYjrv+hvTK5sHMlrctHuxuXAZJMfnI4Kk+G7G4ZOCK1tBiBgdZ1y3k5Oldnuu3HsxaHPThrJ7g5iPaAFsriBe1tm3YFoXV+hmvXKvaT6nbNbyAo7CMBmQ9\/ZW2Ug\/IHHz1LOks0OiaMYQ+eHE8MW47WuJ5d5yAPznZpGAztUN4DNUU\/lDaiRjMAPduEB3fPzkK5+ip\/wBXnQRdctI9S1C6uJZS0qqFkSONERynYRY9qZKnJA54591beGojlJEFy8ja47AvPcSwWromRvxXJFTNkF2wtF3usdSAANgIuToDoFmQV5ov1\/L6flpXLFe9tNxddl0X0g3NxDaLnM0kcWR3qHYBm\/3Vy30VunpbYSNALW2uTau\/uSTpGkptgI5GDBJAUb3gXBxyPIg4rMXknaHxtS45XK28TyZ8BI+IkHqtIw\/RrTnTbRJJ3s2idFEN1HPJvaVS0SpKrKnBdQzneMLLvjxklSQpHU4HFliL+cfovA\/tRxDfa9lMNkTbn8ztfoGr5zdPura6nubh4dTTWJkeVZQkrefgwnY++1uCJ5ArAgG346YA7XMVB+jPQa8u5GhgsZndOUnYKLb45njSPtjgH8qRlFX3Z9FLTUdVnjTo5fSKdRe3nvYNQdktmkuWR7hkXTisYTLTbGkGFHvuWak3SXo8l20unmx1S+htZZIQn31mlReHJIiu0YsmVWbaTk5PhkgCttJM2P2uNcBQ4ZUVmbeQDlFzdwaADptcQNqhPUFoNzZzSmHVFuI4vN3uLXTmN3Funk4QE0hjNspVVLGW3MvJcb176vno51hw3DW6LyM1utyRvU+bblhcRS4OQ5WeM\/MwPca9XkoaVaWcmpcGyltSkcRnE1ybg4jMxIKm3iMZXDZ5nPoGOcA6N6vHq4udRl6R2Oib5GW2sVFnHIFQKqS3fEZZmLIqRnBGRHlcLtWqmPDxmbsVuro5aSUwzCzhbjB2i41BINwVdGt6msEbTvnaoyQBkn5ACRkn56iSdaNvgnhT8u8iNSACTtJPE5ZH9ORzxUf6prwX2g6jJLcSSXFnviciYSwy8KJRHLGxXcUlAYsdx3vvcbQwVfx0JvIooUlOnajK23tmEDzSfhmTZuPCZtqbiCQeTbiPCsWeUteG3sLX2XXQYRhkU9I6YxGVwkDbB4ZYZb316VKrzrAgZBwpDuZJ5cFDlUtxGZTz7O9eLHgHIOSeYBqd9T+nrexx6q7bkLScGMqAEaN+GXPMnIeJivP8rPoqE9T2kxw6VqGrRyxNdCC7KNH2nsF4XE4R4i5DF443IIKkJHzYZJ7KTpfdexpb8XTC54pTjhU3Y88aLu2bP4MBfe\/086MqTYF3NJNuj49ympwJhkfFB+OyJpcTcZgdCMuoB+90aNIKvHVbNJY3hkRZI3BVkcBldT3qwPIg+g11XQrVLeaHdaFTEhMWUTYoaPAKgFV7vSBiq66J22p3tvNevfi2WeKI2yqodoER0cyOhVVLTxqy53MQJMjHJR1XkraXObcXYvSLbdMvmfDXHE7HuvEzuz\/JxiqxUEvaANCCf5qsN2Cxx000j5W54nNbYXIuQSRfLa9xYa2uDc2sTZ\/V504i1GOSaFZFWOQxHigKdwVHyNrMMYcePpqVA1mHqL0K7u7e4itr\/wAziWdnaRELSTTNHGoTO5dkaKoY4OSXHLAqy\/Jv6Sz3VtMlzJxJIJ2h4hxll2qwDHA3FWLAMQCV2555JiCoL8oI2314tFcxfA20xldC8Fsbmgt1zAO2Em2U3PIdNLrj9eejiSe2uA+x7ciVWCqS29bi3KnI5Lict86iuLolgwVYwu5zzbaCSzHvPPJP6R5+mrM1\/o1HcHMm48guARggEnnlT4muw07TkiG1EA9J8W+c95rKXOXVV9FuqHh30uoPLiOZYy1uCze7Lxt0u4sUTcrxrtQf+UDnNWvZ2ixjaiBR6AP6flPymvfSpUJUd6uNFe1tRbyFS4lu5OwSV2z3M86cyqnISRQeXI5AyOZkVKIuq6WITbyADJwOQGSe0tUpqmmPb3QvVjkZZ+DbTLwyViWLjPHcbgMoqFnRgQQxkj5rtw2gK\/MiAjB7qiykFUhoGiENJdcCQSTEEl1bdsX3gwfeDH5PL5RXazaeWBRoSykFWVkJVlPIqQRggjkQe+rXniJKkOVwckDbiTkRtbcpOMnPZKnIHPGQfbSyXWcR0cupGNq7GKON1kjNqHRjCCjBJlYFTxJFlQqBt2DvJJAmUGnMoCrEwUDAAQgADwHKrcxXrRDkncSDjlywuM93LPPxyT3DupZLqp59OLDa0TEHvBQ4\/q+nNejydp5A1xbzRzLJHJdEceORcwSXlyLfY0g7aiGNcYJwhiPcy1cddZe6Kr3EN2S2+FJo1AI2kT8LeWGMkjhLjBGMt355ShK+elKUrzpfZSlPQLrAutOJNvPhCctC43xOfSVJ7J\/lIVJwOfKrUsvKanA9006Fm8Skrxg\/7rLIR6xqgqVmQ100Qs12nb9VzuI7lMLr375PC0uO0i7SestIv8VdvSDykbuRdsNtDBnPaO6Zx+juKoD+kjCqd1fUpJ5GnmlaSRzlnc5Zj3fQAOQA5AAAAAVxKVRPVyze266ycL3P0GG38liDCdp2m3Jc3Nui6\/cExUh1YqykMrKSrKw5gqRzBB5girc6J+UJfQKElWK6UflSKUlPo7cZCn5yhJ5c\/TUFKphqZITdhsruJ4LRYi0Nqog+2y+0dRGo+BWgJ\/Kdmx2dNiB9Jmdh9QRSfrFVl0\/6zLvUcLPKBECCIIlKRZHMEgszuf02bHhioZSr0uITyCznadn0WuodyGFUb98hgAdxE3cR1ZibHpCuy98pK8K7UtbdDjG4iR8fMOIBn58j5KqbpT0gmvJTcXEzSyHlubuVR3KqjCoo\/NUDxPeTXWUq3NVyyiz3EhZWG7nMPw9xfTQtY48e09pJKvTo\/wCUbLDDHAdOibhokYKyug2ooUdkq+OQ9NQ3rK63bvUV4LlYYM5MMIIEmOY4jMSz4PPA2r3dnIBqvaVckxCd7cpdp8Fi0m5DCqafyiOEZ73uSTY8oBJAPTbRK7fop0muLKTjW1w0THAO09mQDuDqQUcDJxuBxk4xXUUrEa4tN2mxW\/np452GOVoc07QRcH4FXdo3lJ3iDEtrBL\/KAeJj8+HZfqUVy73ymrkj3OwgU+l3kkH1KYz\/AE1Q1KzhidSBbP8ARcw7cLgrnZvJx2uA7A63cpv0361b6+UxzXO2JuRhhHCjYehsEu4\/ksxHyVCKUrDklfIbvNz0roaLD6ajZvdPG2NvI0W\/761+opCpDKSGBDBlJBVgchgRzBB5gjmKtvop5QV9ABHKI7pR+VKCsvydtCAfnZGJ9NVFSq4amSE3YbLHxLBaLEWhtVGH22XGo6iNR8CtAv5TkuOWmRg+kzsR9QjB\/pqvOsHrcvNQUxSSLFCe+GAFFf0byzM7\/MW2k88VAaVekxCeQZXONuz6LW0O47CaOQSxQNDhsJu63VmJseld71fdIDZXlvegZ4TgsB3tGwKSAfKY2cD5SK2Z050CHV7AwrKCkqrLDMBuCP76OQDlkc8MuQdpYcqwtVj9UXW1PpnuO3j2xOTAzYMRPNmibB2ZzkoQVY8+RJY5OHVrYwYpfZd3LR7tdzFRXPjraE2qIdg2ZgDcWJ0uDsvobm6i\/TPodc2Ehiubdk54EgBaKX0FJANpzjOOTDxAPKugz8tbJ0Prx024XDzmEkc47iJgB8hZQ0Z9aveelWiDt8Wwz35EcW7P0Juq+7C4Xm8cot0\/9rVRbvMTgbvdXQvzjjaHAH4Fp7iVlfq\/6CXOoyCOCI7M4adgRFCPElu5iPBFyx9HeRqzpdexaJo\/CRuccXAhBwGmncNhuXiXLStjwDGuk6Udf9hbqVtw1y45BY0MUYPhl3UYX5UV\/mrOHWR08n1KbjTsAq5EcKZEcKn0AnJY4G5zzOPAAAViSCiYRG7O86XGwLHNHiu6eqjfWRGnpYzmym+Z3bYknZewABNrlRQCvNKAeAGT4AcyT6BWgGq9dJDRdat8j\/Q+HYy3ZHOeUgH0xwZQf\/cMtXiaj\/V1oQtLK2tMDMcSK3LGXI3SH6ZCx+mpARXeUsW9RNZyBfJmO1\/l1fNUcT3kj8uwdwCyn5LUlyNa1hLbD6b53cmd51CSC44kuwQhGYli+9SGJUxKrHhuwUzbqHL+da5wtvE84fZxMhC\/FvNu\/b2tu7Gcc8ZqDa9aX\/RS9udTij890m7nee5ULtktWd3fLH\/y2UyELMfcpAAjiNijV3\/UfrrMmuX9shdmzcwIUJaQyG6liUop3FjuUbAc5yBVM5\/tGfH6LLwlpdR1QHGIxrs\/9Ru3oXM8n6zaefWIrnIuJfc50CqFUubhZCCGIzuZxt7sAEE55QXqyvRoMMuj6n0YuLyWOSVre6trBLtL2Nm7I4je9y3NRklVYKyoy4a7OozoRPam4vrtwbi7Ku8agYi7TudxXkXZpDlV7K4ABPfXt6Pvqsdod8Qlud2MTmHkPMzz9xlVCn3xC5JbcYmkwi4XFVK0tjAPT9ePpVrdFURzVz3RkOFmj1fZu1oBDf8AKCCB0KO6JbXcuhX0tzpMFlPPHOY7SzhKycHbiITKCxec5bkADgjKoxZF6rq66wprKyisjoV9I0YftLBIqsWd5B3x7h77B5Hu7jVvq10ZpFaJeEs0JiZTtLQFDxN44uSyyeGACCvIkHHUC91MRofNYDIbiMOM7FjtGt0kkYDjPvkS7L245jKgNtxzMvhJdmabG1lapMSjipzTyxCRpfn9ot1At93oVZ9XvRa5Wy1u8ltmia8guDHbBDvJKXUnKMDeO1MI0QgNyblzFeufRpvYqLfzWXjcUngiGTi48+Z88Pbvxtw3d3c+6rfnur0E7beMgXcaDuBexON8gzKNsiEk8+8KcJlhj360brzuAxIPNVBEwLKGm4u5QUBG4G3KJISWUMsrBQ7DC2\/JG2tfiI7VnO3TTOk3wsH\/AKsco2\/+23K1vVbadq5HRSEiyt0KlW83hUqwIKnhqCCDzBB5EHuqqfJs1WS2U6JPZTxyq8snFMZEIACZUuSOZIO0qCrDBzVhG7vsW\/8A4VCzTYuMlVW3g3KDw8TsZWCFmV+W7bkohIQ8KefUgs7pbxtIZUWKOQhYkhDSBnGyZ2c7eGxZjGWyTw0I21dMN3NcDa2nWP4FrIsQywyxOZmEpDtpGVzb2I5faOhUd8ljTpIbW5WWGSIm6ZgssbRll4UI3AOASuQRkcuRrz5MunyRJfCWGSLddsyiSNo967R2l3gbl\/lDlU0kkvfOTiOLzbiADs+6GLbBubf5xjdvecj3LugUYO8Meb0Hu5pYmkuEVWEkkahFK7kiPCMuGZiBNIkk6DPKKSJTkgsYZAG5dfZv3q9VYw+cz3aBvxaT0ZeTluu\/pSlX1p0pSlESlKURKUpREpSlESlKURKUpRF84aVWftgTfBxeq\/2lPbAm+Di9V\/tK5Dgao5B2r6M9JeDc5\/yFWZSqz9sCb4OL1X+0p7YE3wcXqv8AaU4GqOQdqekvBuc\/5CrMpVZ+2BN8HF6r\/aU9sCb4OL1X+0pwNUcg7U9JeDc5\/wAhVmUqs\/bAm+Di9V\/tKe2BN8HF6r\/aU4GqOQdqekvBuc\/5CrMpVZ+2BN8HF6r\/AGlPbAm+Di9V\/tKcDVHIO1PSXg3Of8hVmUqs\/bAm+Di9V\/tKe2BN8HF6r\/aU4GqOQdqekvBuc\/5CrMpVZ+2BN8HF6r\/aU9sCb4OL1X+0pwNUcg7U9JeDc5\/yFWZSqz9sCb4OL1X+0p7YE3wcXqv9pTgao5B2p6S8G5z\/AJCrMpVZ+2BN8HF6r\/aU9sCb4OL1X+0pwNUcg7U9JeDc5\/yFWZSqz9sCb4OL1X+0p7YE3wcXqv8AaU4GqOQdqekvBuc\/5CrMpVZ+2BN8HF6r\/aU9sCb4OL1X+0pwNUcg7U9JeDc5\/wAhVmUqs\/bAm+Di9V\/tKe2BN8HF6r\/aU4GqOQdqekvBuc\/5CrMpVZ+2BN8HF6r\/AGlPbAm+Di9V\/tKcDVHIO1PSXg3Of8hVmUqs\/bAm+Di9V\/tKe2BN8HF6r\/aU4GqOQdqekvBuc\/5CrMpVZ+2BN8HF6r\/aU9sCb4OL1X+0pwNUcg7U9JeDc5\/yFWZUx6ldD861O0hIJUSCV\/0IfdSD8jbQn+9VBe2BN8HF6r\/aVJ+rfr1u9Nma6htrV5Chi92jmYKrFWO0JcJzO0DJzyz6avU+DzNkaX2sDrqtZjP2jYbLRSx0xdvjmkNu22pFr36Nq+oS15rAA8tXVfien\/sbn99p+GrqvxPT\/wBjc\/vtdSvBlvu5gDgqyhlIKlWGQynkQQeRBHIg99RHoJ1ew6fLcPbjZFMIsQfkwGPfyjPeEO8YT8nBAOMBcZfhq6r8T0\/9jc\/vtPw1dV+J6f8Asbn99qktBIJ4ldZO9jXMabB4AcOI2NxfqIW\/6VgD8NXVfien\/sbn99p+GrqvxPT\/ANjc\/vtVK0t\/0rAH4auq\/E9P\/Y3P77T8NXVfien\/ALG5\/faIt\/0rAH4auq\/E9P8A2Nz++0\/DV1X4np\/7G5\/faIt\/0rAH4auq\/E9P\/Y3P77T8NXVfien\/ALG5\/faIt\/0ArAH4auq\/E9P\/AGNz++0\/DV1X4np\/7G5\/faIt\/wBKwB+GrqvxPT\/2Nz++0\/DV1X4np\/7G5\/faIt\/0rAH4auq\/E9P\/AGNz++0\/DV1X4np\/7G5\/faIt\/wBKwB+GrqvxPT\/2Nz++0\/DV1X4np\/7G5\/faIt\/0rAH4auq\/E9P\/AGNz++0\/DV1X4np\/7G5\/faIt\/wBKwB+GrqvxPT\/2Nz++0\/DV1X4np\/7G5\/faIt\/0rAH4auq\/E9P\/AGNz++0\/DV1X4np\/7G5\/faIt\/wBKwB+GrqvxPT\/2Nz++0\/DV1X4np\/7G5\/faIszUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoi\/\/9k=\" width=\"600px\" alt=\"rising broadening wedge pattern\"\/><\/p>\n<p><p>This&nbsp;retracement helped offset the risk to some degree by allowing us to secure a favorable risk to reward ratio. In many cases, the wedge will confirm, and the market will either continue in the direction of the break or&nbsp;retrace half of the move. Likewise, a structure that\u2019s developing on the daily time frame would need a daily close beyond support or resistance for confirmation. However, both are considered terminal patterns and both represent consolidation after an extended bullish or bearish move.<\/p>\n<\/p>\n<p><p>A rising wedge results in a strong move down and is one of the most common patterns in crypto trading. While a rising wedge pattern can sometimes confuse traders, it is generally bearish. Whether it appears in an uptrend or downtrend, the key signal is the potential for price to break downward once the pattern completes.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"604px\" alt=\"rising broadening wedge pattern\"\/><\/p>\n<p><p>CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. Two touches to form the horizontal trendline and two touches to form the sloping trendline. The Descending Right-Angled Broadening Wedges (DRABW) have a descending trendline below the horizontal trend line with price action in between.<\/p>\n<\/p>\n<p><h2>Key Characteristics of a Rising Wedge Pattern<\/h2>\n<\/p>\n<p><p>The measure rule for broadening&nbsp;wedges&nbsp;allows us to determine the position of a take-profit\/stop-loss. When price touches the bottom trendline for the third time and starts climbing then buy. The lower highs make a falling trendline, this forms the upper boundary to our pattern. The lower lows make a lower falling trendline, this forms the lower boundary to our pattern.<\/p>\n<\/p>\n<p><p>The bearish ascending wedge pattern is typically most effective in extended bull markets. This pattern is characterized by its upward-sloping converging trendlines, with the support line rising more rapidly than the resistance line. Confirmation is achieved when the price drops below the lower trendline. The rising wedge pattern is a bearish chart formation after an uptrend. It is characterized by two converging trendlines, with both the support and resistance trendlines sloping upwards. However, the slope of the support line is usually steeper than that of the resistance line, leading to a convergence of the two lines over time.<\/p>\n<\/p>\n<p><p>The sentiment exhibited during the formation of a rising wedge is that the market believes an uptrend may be forming as prices increase during the pattern. Each retest of support is increasingly bought up and prices push higher in a tightening pattern. When the pattern breaks down, the increase of selling takes buyers by surprise and stops out orders placed on the way up. This causes rising wedges to produce a notoriously sharp movement when the price eventually breaks down. Technical analysis patterns come in various shapes and sizes, with some being &nbsp;more bullish or bearish, while others are neutral.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"607px\" alt=\"rising broadening wedge pattern\"\/><\/p>\n<p><p>For a comprehensive look at the bear pennant pattern, this resource has got you covered. When we trade broadening formations, we have no choice but to break. That&#8217;s to say, after an extended move in one direction, they tend to mark a significant change in direction. Third, the formation can take a long time to develop, which can lead to frustration for traders who are trying to trade it. No matter what your level of experience, the expanding wedge can be a valuable tool in your trading arsenal. However, breakouts can occur in either direction, so you need to be prepared for both scenarios.<\/p>\n<\/p>\n<p><p>Unlike other chart patterns like triangles, the lines here move away from each other. Volume often increases as the pattern develops, adding another layer of complexity to your analysis. The broadening wedge is a bilateral chart pattern that you can use  to spot potential breakouts (if the market is trending) and short-term trend reversals. The Margex trading platform includes powerful technical analysis tools built directly into the platform. This allows traders to properly identify and successfully trade a rising wedge pattern. If accompanied by diminishing trading volume, it strengthens the evidence of an impending trend reversal.<\/p>\n<\/p>\n<p><p>\u201d observed 19,646 Brazilian futures contract traders who started day trading from 2013 to 2015, and recorded two years of their trading activity. The study authors found that 97% of traders with more than 300 days actively trading lost money, and only 1.1% earned more than the Brazilian minimum wage ($16 USD per day). Your profit target points can be found by taking the height of the pattern and adding it to the entry price. The horizontal trend line can act as a support or resistance level, depending on where the formation appears on a chart. The break-out from the wedge formation is often accompanied by an increase in trading volume, which can confirm the strength of the move. If you are just starting out, you can use this pattern to help you identify potential reversal trading opportunities.<\/p>\n<\/p>\n<p><h2>How do I find a rising wedge pattern in a chart?<\/h2>\n<\/p>\n<p><p>Because of the confusion and surprise, the resulting move can be particularly strong. After a valid rising wedge completes, either an uptrend has ended or a downtrend is set to continue. Because there are also <a href=\"https:\/\/g-markets.net\/helpful-articles\/how-to-trade-rising-falling-wedge-patterns\/\">rising broadening wedge pattern<\/a> broadening wedges, falling wedges, triangles, and diagonals, we have created this FAQ to help solve any remaining answers. In this post, we perform an advanced analysis of broadening wedges patterns.<\/p>\n<\/p>\n<ol>\n<li>Project this distance downwards from the breakout level to set your initial target.<\/li>\n<li>The price will usually trade within the wedge until it breaks to either the upside or downside.<\/li>\n<li>Similarly, knowing how to read trendlines in relation to broader economic factors can give you an edge.<\/li>\n<li>Typically, price breaks down through the support trend line with an increase in trading volume.<\/li>\n<li>They pushed the price down to break the trend line, indicating that a downtrend may be in the cards.<\/li>\n<li>In an uptrend context, the ascending wedge pattern anticipates the onset of a bear market.<\/li>\n<li>But know that it can also trigger a bullish reversal if found at the bottom of a range.<\/li>\n<\/ol>\n<p><p>This bearish bias is why many traders look for shorting opportunities when they spot this setup. By contrast, contracting wedge patterns called descending broadening wedges have decreasing volatility over time suggesting trend struggles are ahead. Descending wedges are extremely similar to symmetrical triangles except triangles have clear resistance and support trend lines versus angled sides. In an uptrend, the pattern often signals a continuation of the trend, but it can also indicate a potential reversal in a downtrend. The direction largely depends on the breakout \u2014 whether it happens above the resistance line or below the support line.<\/p>\n<\/p>\n<p><h2>Incorporate Technical Indicators<\/h2>\n<\/p>\n<ol>\n<li>Together, rising and falling wedges constitute examples of bullish wedge patterns telling different market stories.<\/li>\n<li>The amplitude of the cyclical variations within a\u00a0broadening wedgeincreases over time, thus potentially highlighting\u00a0volatility\u00a0clusters in higher time-frames.<\/li>\n<li>And that assumes you\u2019re consistently scanning for these formations and trading a couple of dozen currency pairs.<\/li>\n<li>Although I don\u2019t know anything about you or the way you trade, I would be willing to bet that you\u2019re overtrading.<\/li>\n<li>In this article, we will focus on the ascending wedge pattern, a significant pattern that often signals a trend reversal at the end of an uptrend.<\/li>\n<li>Just like the rising wedge, the falling wedge can either be a reversal or continuation signal.<\/li>\n<\/ol>\n<p><p>Watch out for price reversing at the upper trendline on the fourth touch. The best time frame depends on the asset being traded, its volatility, your strategy, and risk tolerance, though daily and weekly charts tend to be more reliable. Strong volume on the breakdown suggests a higher probability of reaching lower price targets. The most common approach measures the widest part of the wedge (typically near the pattern&#8217;s start) and projects that distance down from the breakout point. For example, if a stock trading at $50 breaks down from a wedge that was $5 at its widest point, the target would be $45.<\/p>\n<\/p>\n<p><h2>Trading the Rising Wedge Pattern<\/h2>\n<\/p>\n<p><p>This method helps provide realistic profit goals based on the pattern\u2019s structure. The breakout from a rising wedge pattern typically occurs below the lower trend line, indicating that sellers have taken control. This bearish breakout can lead to a rapid drop in price, especially if the pattern forms near a significant resistance level. The rising wedge pattern can form in both uptrends and downtrends, making it versatile yet sometimes tricky to trade. The pattern typically signifies a weakening of buying strength and can often lead to a breakout in the opposite direction of the trend.<\/p>\n<\/p>\n<p><p>With the Descending Broadening Wedge formation we are looking for two  touches to each trendline. The Descending Broadening Wedge is similar to the Ascending Broadening Wedge pattern and the descending variety of wedge broadens downwards. The pattern is more reliable if it forms over several weeks to months, as shorter durations may yield less significant results. And tracking results isn\u2019t going to make you money, at least not directly.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This&nbsp;retracement helped offset the risk to some degree by allowing us to secure a favorable risk to reward ratio. In many cases, the wedge will confirm, and the market will either continue in the direction of the break or&nbsp;retrace half of the move. Likewise, a structure that\u2019s developing on the daily time frame would need &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/fineview.com.hk\/?p=30993\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Rising Wedge Pattern: A Bearish Reversal Signal \u00bb The Trader In you&#8221;<\/span><\/a><\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/fineview.com.hk\/index.php?rest_route=\/wp\/v2\/posts\/30993"}],"collection":[{"href":"https:\/\/fineview.com.hk\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/fineview.com.hk\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/fineview.com.hk\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/fineview.com.hk\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=30993"}],"version-history":[{"count":1,"href":"https:\/\/fineview.com.hk\/index.php?rest_route=\/wp\/v2\/posts\/30993\/revisions"}],"predecessor-version":[{"id":30994,"href":"https:\/\/fineview.com.hk\/index.php?rest_route=\/wp\/v2\/posts\/30993\/revisions\/30994"}],"wp:attachment":[{"href":"https:\/\/fineview.com.hk\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=30993"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/fineview.com.hk\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=30993"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/fineview.com.hk\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=30993"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}