{"id":1705,"date":"2023-02-10T13:29:48","date_gmt":"2023-02-10T13:29:48","guid":{"rendered":"https:\/\/fundacioneamericana.org\/?p=1705"},"modified":"2023-10-09T12:53:48","modified_gmt":"2023-10-09T12:53:48","slug":"flash-news-okx-lists-verasity-token-vra-perpetual","status":"publish","type":"post","link":"https:\/\/fundacioneamericana.org\/?p=1705","title":{"rendered":"Flash News: OKX Lists Verasity Token VRA Perpetual Swap, Enables Margin Trading and Savings for the Token"},"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\">Market Profile<\/a><\/li>\n<li><a href=\"#toc-1\">What Are Support and Resistance in Trading?<\/a><\/li>\n<li><a href=\"#toc-2\">Identifying false breakouts of key levels<\/a><\/li>\n<li><a href=\"#toc-3\">Variations of the Volume Strategy<\/a><\/li>\n<li><a href=\"#toc-4\">Volume in the real world<\/a><\/li>\n<li><a href=\"#toc-6\">Trading Volume and Price Reversals<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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WX2fUt7bw1tIrWRnj+93OMngfrDUV1YW\/yivdxbHnMPwhvRfepb7O9tcReFlmHhdT94uGwR6FzionxAa5tOqLtYo\/gcrIpyOfhA\/wAa9E8C3kbS6dOWfmWOFk1vi+3qXHh+2lS7i8\/oRLRNuR4Gh+A4YKMH8xW29CW3XV54X6ULfpfRNX0ma5lhhS41FkkaVLsymMxMhTaQjFgDyNhP4SDiVuxdPji3Sy4OCR6GvWv2ZvCnojrvwvj1LVJNatb4X95C76frNxbnCv8ACTGJPLGA5JOzJ471pvHt1S0e0pXMk1vko7e1znn9DyvSbapfSnQXay0+n\/UzLqXp7Qdb1C0s7nwP1DR3intpdS+4WUM0kFuUcsoeFwXLuFxuGcB\/aoXU\/DvwWvLmS3tNQ1LQ2in8stqErwNGCQWBEsRDMpyoCkkjBJ4Jr1k\/2dpbS5u73RPE7XYJb1Yre6a9gtbncEEpU5VEP\/LSck99uTULdeB3iQ1ilnadVaBfvHbRW0TyW81uyKkahWJjcgtuUEtyTyDwTXnlPWLKX38l6FC4ppR7xnj3PL0\/g3pvkRP0R4jWmri7vLWCJJIYtqrPPHDvd0kDJt8zcfh7Keaher+g+rOiVsU6ljs1\/SKNJD91mMjEgAkMGUAexHP1r0i3gJ1Na6NDY674RdP9Q3cUEkM2oWV\/brLOXzlmEqJggBcfGOfUckY543dIXPTFvpGeiNY0ES3EqD79ftcRKXjBEa5mljJ\/Vv8AEuOAM4Pf0Lwj4srTvaNjCr8kmkl0cbU9NdSnK4qxy4rh5MoU4UYOOMkex9am4XK2iMCeCDUOUEjAsAGcZAGe3p3qStmf7oF2nvjivdav7zlvKxz9HyjFVsbVJZz7E3c9a9VXt6mo3PUeoz3kcXkrPcXDyuI++zLEnb8u1OT15qc6JHqcdnc7GDBpLcFmABBGR9fWq6FLd1IHuQQKkNX0C96e1O60bW4FtryzIE0RdW2njgFSQfxDsT3rnxt7KlttoRSaXCXHHv8A1Imp1Y+ZMmNL6g6TSOJNV0q\/gcF1mubGYKWjY5IKnv8AxqTF\/wBPSTR2ehdY3VqCPgOpQh1Vv+sYZ4PpjtVKS1jlyY7mNcHBBU96MmiaterMdP026u1t+JGghZwOM+g9qoXGmUIZryrbI+ryS0a8qrVGMVJ+iwSmt6aNP6hs3huNPure8uAYpLRztGJFDDae3fivoJandp0LE5J3ZPqea+b+mecNc0+F42VzdwfCwwR+sXuD2r6PWhA02An1U\/2mvK\/2kOdPVdPp1Jbn5dTD91mmazQYpabdYWMyhx+T\/wACbfiNcyPeiynLZFJ7196yw2UcLI4UkHgmllb4h8X86bKy4HNHT8QpGsjqY8iwW9+D\/ZXy262AHWXUWP8Ape8\/2zV9Rrf8R+h\/sr5ddbc9ZdRYBP8Awvedh\/1zVm9eWKtH8zR6N9yZX64exoZAOD8P9bgfzob0\/eH8a5a6LqE8H2oUpuHz\/MUVyOORTk8ChaFcyPeu8fvL\/rCnp5AFCulSBklf9YVz6c\/TmhvAAoV1Udvwox\/KgVIOCMH50xvIHMH2rqj4uRRwRgcihke4pAO4A7ChXMj0yfoM0M\/6Lf6poAxiRw54FFBIORXKNGnmSpH+82DVc6BxmJIBoEYpxeWi28\/lgsRj1pCQYbHyoALQopc5xxRqABQoUKAOqrOcKMn296dm+uZLWO2lVm8mUyKw\/ZPpmkrOQW1wlzMAUTsB6\/WnNtqsCNN\/Rw4mcMQR2+Qo6ImP36quZCwkg+BuDsO0gYxwaB6knlm2W9gw3cKm7cSAD8XPr70yn1SCZGgTTxGXGN3tTVtQa2nScBS8EZjOxSByMD8+9J5shBfT9VuNNga0ktVdWk3urMVJzyMEcjvSttq+oRte3FnagiVmldV5AyMYoo1uYwIYbeNyiKJMpk598\/TFJzaozXZeziMSkbZFYcMffik8xtiS6PXv2fNTS88N7O5nhMUkk88e0k9xIaj\/ABN8tOoziMsZLdHGD27inf2dLiS88K7N5QNwurkjA\/6w0z8WDHb6xbXMykh7Yrj+q5ArYeErqdvqCcXjKN34kpeb4Zp\/Rx6+rwykh7hJVkB2hWBxnuK9FfZ90G81TojWZ7HobU9Ymg1abybu0lVBBvtoMq2GD8YLce9ec47mykjBVXVyc4FemPsp+LMvSGk9R6NadN\/pWA3UN47G\/jgaN5IxGF2OBvDGLGQ3fIIHetP4qnU+z9tOXmS3xlzzhYZ5Vaxh8RJSTjhP1+pcepLjrDQFin0OTxN6eZLyAyrcwXdwFhMirJsQiSNxsaQkkd9uM1XtH8ePETQIp4+p\/FPzJFvfu8EF7p9qs8g+\/PBuMTLFIA0Bjl7jAyT2xW5x\/aCsUmit9Q6C6mtbjUFu2i2\/dpyRC6pKcRSncMyIDj97NP7nxz6DuJbmDW9M1aBLfEU8d1pMjKjSMu0HCnkjI+teWq7rSpxqVbZ8vGPb6nVVvBSxGr6GYH7Qnixp2n2s1v0noXUs13czxQR2KTQs8SSxoj70MqDcJA3pgAk1S\/tWeIF11X0rodlq2kWNlJZa4V82HURJmRbdzjawUlSJFIOK22TV\/s5az5E9xpPT6ySh0jafRPJcn4h+Ixj2x88Viv2nrLwhbw2s5fDXVtIS6fV4fNtrG\/ZgYyjrnyd+BwoHb0rtaDcWttq9tWqUZJqcem+8+xWuqdXyJ4mnw\/RHlovcWzwLKDkIue\/HHzqfsZxJZqVVssCwweeKrs1ysUklqyoNvwjHpgVP6egS0gAYjKnmvpXTqv2hcVqFKr8rz\/x9f1MBfx+FhTqOPITqXUV3xHTYvIMhB2MxIjACgn88E\/mKez6jf38093qtwb24nUfr5fx\/s\/F9eMUyS386eSaeMuzEKABn4fWlrKC4us2trA8kuWWMJ+szj0OBwMZ5q5p1lOjVda4kstYWXjo593cxqxcaaxyEYgSFuVBJIUdhWweA3iRpnSVr1Do2tSKtm9m2oq3dwyHlePccCs\/tPD7rXUbOz1Ky6Y1K5tLzaIriK3ZoZMkjKuAQBkHv7VpfhRa6b0E3UE3VT6HIJZ5tE23EpRvPhCs+w7GVlIcdytcLxvf6bW0OtRb3NYe2D+b7+H1z0XdApVIajCVPjC7kuEZd+k26i68t9VeFYHvtWik2AYC7pV2j8q+hVrIG0i1YA42kfzrwFeaTY6R4haNp9hfJdpHe2BkmjdXUuzoWA2k9jnua99woItMt4gchQ3f61gfHlehdapps7fO1UaiW7vumd3SYyjp9zv8A54f2kJNIORg96QLgHGK7IxDcUmTk5rgbURtZHCyAAHFLxuD8WKax\/FwaXj4+EU2SwIkl0OY3y2BxxXyd6\/6rFn111Lbfo\/zCmsXoLGQDtO49PpX1eU8MPQjmvif4pTSJ4mdWrGxUDXL\/AIBP\/nD1nde2Ly5PtHd0iTW5Fpues7h0dbe3hhKLnLHd+VIDqfVSP+OQc\/8AV1n0dzMLZV3H4pOT60d7qZJZEDnCEAVxPMidjyWXx+o9Vddv3+BPmkIBog17VP2tWH+oKohvpvSQ11LyY53SEUnmIPJZe\/09qf8A0qP\/AHYoh6j1EHH3yM49dg5qk\/en\/wCdNFNxLn8VKqqQeSy9DqjUlORdR5\/qCunqzVgP+MwH6xA1RRPKTjcaOszg8uaPNTDyWXYdYamvc2r\/AFixj+BpResNQIyY7f8AJSKpAuCP2qUS5O0c0nmIPJZdB1hqAIJjg\/nSn+WV5\/zEFUoXLE96P94KfECak3RYeSy5N1ndjvbQn8yKL\/lrdf8AmcP+s1VM3DOo5rnmv70B5LG8Vu1zzFwK7Z4juFWQZZX71M6RZyCyA2lW+Yximt1pEkE3EqyBzn4TnBqJUmnlloV1aBZCkyDGAd3zqMCpJHK+3lY8j65xS9ykEa7JZ3Dey800Xy1i2xsxHP4uDSzxjgBNlXcePWuMcDIohJyefWuZNRgHQknk0rCYxKDMpaP1C96RQgE5NGB+IEGgCZaDS2ltJIY2WOeNldHJyp3gbv4VISaTozjEFztDdtvfC\/CcZ9TnP5VCw2UUssQku2UzRl1I7IQcYJ\/Klf0K6\/E94gUdzvA49aXzEvQiaHctjodk0+biSWVImKgv8JOGxjHrwK5Yz2WoaZBbXpVZVdyIhtQuOOdx\/dGTj1qI8qGNXm84AxH4cHJP096Wgg0\/+jRzXQcTR7nYkfqzk8H50nmR9hCS02fS4tOvrS+uUKmViPRnTAAIwPXvSKTaLpOqz3NkWlijhHlKPiUyewz3ptLa6SpZVv3cA4BIxQWXRjHFFdhlRH4dOSR7ml8xZXAbN6weufs+NZw+GtoLJw0S3Vzn\/wB4alOvNCtNbkSS5dkMdnPIjKQMsrAgc\/U1kXhR4ialoXSEFjpSWxtklmZFmQkksefiHarv1f4ham88U0en2RiFu0fwSHlpUAPqe3Nazwx5FrqNOtd\/7fqaXXNctrnQHZUG\/NSWCr32gahYR288NuWE8Zli2ENldxHP8BVn8JX6attbv59b6w1HpicRRvb3FvdG2DHJV97AHO0EsM44Qr6ioCHxGuLQWklxp0ZW2gkt8JIxyGJOe3+lTez6gh0eNml0G58vUbaS3R2yFbGDwW781utSnolzP\/SXGyL7yuvwZ5fSrX\/luNelueO\/Vm5WEXk2l9q8X2hidR0SGVLGA3MMplQR\/GA5RgQxWLPbdgk1Zb+\/610vT7vWNO8cNEvbWCItk6bbt5zIv6sAIw3N+1yPUn0rz3D4h9PTsqv08zq8ls8ZCqRmIYb9nnOfzpqOrelJLTy7rp\/YTDMBuiX4mZ9ysB68YFc+VhpslijeQb+rZGpVk8uk0b\/d2\/iVrmu6TYxdVdI3F3Jb2+rGYQyQMFtpsCEqCVz+sLEDBKt6nFQvidpPiZqOg2kfVOnaHZWD3aZudJmcOzbZAFZXAGA8gOeM\/SsdbqfouQTbNMkR183YyqVK52FOzA9gf5VIRdZdJx3haLUdSS33rJ5UskpT4ZODtbOeCO3tVjTdGt6dxCcrinLD9O\/1Fr160aUnBNvBWbjp3UItSS2EUZa4UOjKf1f4A3BHyPPzzVkFtLaRJbOfjQfyoJ1N0pKunztfLutYY1jyHGP1canIx7K\/8aLfazpsl0SmoWzAogyJV\/5sfP3r0zQ6enWVac41k3J85kv8mV1G6ubyMKcoNbV7MkendsnUOlRywRzo97AjRyD4WUyKCDweMH2rUtf1I6LPfXGm6DoiyxtcwoLXS7i2mjXzNmQ0eAcKe+efUVjEGpWqyh4L2MyLypSYBgfcYIqcj631RbZ7VjZzs\/4ppEjMh+rA\/wCNXtSsaOo16deM8wjxxLjtPpP6YOdGnXprds\/Q0K21i6XprQ7XQ9c1O2utN0mOB4rK\/urdo5RcT5U+WMbtu0\/FjvVRfrnXdHspI9Wi1E6lPf3GoG4mlKyS7kjXDMwJbmP15quWmtarZtI9pcRkykl2YIx\/IkZphdzXNw3mSu7seaZYeHbO3m24x\/HCy+c8v1Hxr1prE28e3oSmiXNvddcaLLFDKhm1azL+a4Yk+cvtwK+iG4\/cYefQ\/wDzGvnV0PtPW3Tw4P8AwtZ\/7ZK+h8BxpVpuPIQ5z9TXm37SnFeIbKC6VGfHt+8ia\/Rtz0uu5fzw\/tIQcksc0mzEHANCUgtwaJWYEyLwu3vS6O24c01UjA5FLow2dxmkwMnn0HMbEk5PpXxO8U\/\/ACm9Xf8Ar2\/\/AO0PX2qTIOfTHevip4o\/+Uzq0\/8Ap2\/\/AO0PWX8RLiBoPD\/LnkgYgDbMT+ycj5Gk5mYsWzy\/4vnSlrzHIvrjOKTm7is6zQLoIn4qPSeCPQ0ZPWk4FDV3cfeuUKADKzbhzShJPc0jRkPPJoAUpRPwiksg9jXcmgBWjKSTgniiAj3FdpyfIDhJNh57U4EiY7CmKHnk0fcP3v51LlgTsOuNK6rKgiBPOO1OQ6TsPKYNjnANVbeT3oy3DRY8supJxkNTnUbWAHmpJItwXKNg9uKZ7vcEflTkXbOncg+u45pJmycsAT70wBue5oV1vxH61ymyWQBRlYAc0UAntQII70x8AHCyyHKO24f5tQO9OPul3kq0UwZY\/NOT+z70lDO0LpNG+Gi7HGcU\/wD0vJ94tLsxMzwR7JcsMTDOfy9vWnpoQZ3FpcwRh5YHUbipyp+EgZ5\/KiJBdCJpvurmIAM7lSNoPY8++amF6rkyWntlYldpIk747HGKb3Ov3V5A9rK0ggdQu0fF7fy47fOnfIuhm1ic2kSxWqXECmeN08zKckDJHP8AClY+n7iaygu7OUyeeoYKV7d+P5GhHqeq2lpHbCEsmCoynAXk5+tHTU9bthHHab9qJvDFe4Of8aRTjHtZFXyvk1zwvttJHSsNtqdsRd+fMqMp4DZqR15oWcbbOKF0O3MROGHzB9ahPD+01CfpuKSSFvMaeRlbttyTUrqFvJGu2aTL59q1yuKU7WMFHk50qU9zeCMdA4IbsV4+tah0L4y9WWOl6f0bF0noXUFvYBha291bu8q5k81yp3YJJYjGBxistl5PwtTnRrie11O2u7c3BuLSXzYfIOJN4G5QuPdlGe\/Fc+vQp3S2VMiQm6TyjT9d8Tr+5sbUP4QaJprXcUbQXMVo6tID5ZVlOOVJUHjPfHrS\/WPijJ1Vptz988I7fTtTt7ZNQtLq3t97QqJ4nkkb4VwhQOFB3YMg9qrkPiBc6Do1jaaL1n1Fb+TFHCtvcW0TpFgL8CSbssB3HwjgU+03rRNGtbG3s+peo7VoLCSNxJYxMiWxALEDu6F0T8Rxz6VW+ybBfzkvxlX6f0JEeJHQV5pl5PqPgT94N3DI9zdwSkoPM3BHCrFlV3qxznltw9KjtM8RPDC2vZfO8K0NlJcm9ljhkEj28vkxLGu7j9WGErbWHd6jE66bTbiwudO6ivLuHyRG8s2kxAxRrKdhQFmBAJkPpkhgPeo\/rHq89RacYpOrpb5owNts2nC3VgSc5dWJOPYjAOaT7MtFzGVRfmN+Kqy4cV+RT5fuwkYWaFIAcRqTkqvov5Dj8q7k+UJVBZfcelMUvlnuvuGnwvcTBc7QQB\/EcU8Ns9sx\/TGqJbkDJhgXecfXI5\/KrNKoofJCXXv2RO3b+bHYZXL\/ADH50V3RF3MyrggcjP58+n+NOotT6d+4t92u5ZZVIG2TAyPpRjZpf2v3i0k3EHJQYBPyzVidzKPMZZ\/Nr+wit4viURTUtG1\/Q4IZ9UsLyxiuCBGZE2BiVDcD+qyn8xTHz5wcG4m4\/wBI1b9Tk8VPES3iuLiwvdWg0\/8AAYo9wixCiHJUZ\/DGvtUavh114y706U1NoyMiRojtYe4OTmo46ncweXVx\/wApBO0pYSUEx14Z3d1J4jdLo8xKnWLMEf8A7y19N1\/8Xwf1T\/aa+YvhR+t8TulExjOs2f8AtVr6foPN063G3blSf5moKF3Vu9cgq03LFH+Ll\/fQl3Rp0dKm4LC8z\/p\/5I9hyTRN60vJGVzg5psEPqa10XhmVg8PkUHpShOBk0VU7c0r5W74d2M\/KiTyP3IUUhk2juRXxU8UmA8S+rAe41y\/\/wC0PX2tjj2eucCvih4pLu8TerucY12\/H\/8AkPWW8S\/cgaHQHmU2QVk6mYqO5jP8qLKfiBotn8E5bvhWX+NGm7is1lHeXQRmBGBQRgM5otCmLhiioIIyKFEV8DGK75nyqRNMA1ChQpQDKwHejg5GRSVGD4GMUAKDgilAwJwKSroODmgBWhRVbd6UagAUCM1xuxpPcfc09SyAtk4x7V0OQMUmhJ70soG3kU4BM8nNCunua4AT2FAjeBS3ZBIPM\/Ce9SdxDogCOZ5F+Hlc5JNRQgmlIEcLOR3ApzHpepSkNFYykDjOzdTJJ5G7kOLK80tPvMDwu0bY2Me545\/nXPvOkKPh04Fh279662ha0VkuJrCRY4ozLnGCQKcw9L6tLEJWhiVGXdkydh9KNkvYXcNU1CBTmPTolOO7cimr3b\/rFjCqJMZwO2PanGqaHNo7IZLhX8wZAFR9I44HD9Navkh8jcpXGMlee2P76Kur3yhVEvCoEHHoKZUKbjI2SyjWehtW1FOloFW6c5lbufman7uWZ1XzWznnNVHoZynTtsx5ADMR895q1X33qNilzGELIkqY4+FgTWmoxaoxZWlNdDMsQTTzQNQbTNZh1CO9S2mtnFzC7Rl13oPwkDn4uB+fyqPBJJya6ASzKWG0hchhheSVyT6gZNOTyU5dmmxeIN1oul2tlZdXaRqENuo+7JNoszSQ4PHJXGcLjn0P50XSOuRpVtapb9VaZMtva3UIaXR2kURSTb2ibdywIBPbA7ciuWWqx6LYTrqGndF60UiWGQSzoJm2ZBZQozzhMk8nPNN2122v7W6SO16PsYp0KJb5MS20kTSlZVO0ZcqSR6n4RUnmtfxv+hD6hbXriK2vI7efW9Nms\/ubwmX9Bf5rmQ7VRcbjvYsCcgF298VTPFPxNm1aOPpXSo7d4IW\/z0Gnx2bOxGDnYASPXn3q66t17AurSazplv05YtdTRtI9rp8u6N1Lq0xU8bsSk47Hy19qwPWNQuLvXJtTYxzmaYysyxhRljngenft6dqoX904w2KbbZesoebLL6LPptpYaHo09xqCRxXkqYh2PtYD51Xbdbm7bzGkZCrZ3MeTVv0HpjqHr+4gsLDTnuJSP1Ij42fNvlW42P2MOop9Lim1TWVhuGxujSIDiuRUrbksHbo2NaT+RHl37sUnJ88Et6k4qTsNQ1KzKlVYQp3IbOc17F6a+yR0Jp8KpqyyXc4Hxux4B+tSWufZ56LTT2gs9MVQAeeGpiqzS4LNTR63bweZvDvre\/tZ7rT59d1Sws7pW8wWMm2Rsr2IP4ga1mPqLpfSLErZeJviEYLUAFfujxRBMLhQSCBjPes98SPCtejIjqVlcbApACt3xnn8qaX3iTqg6Vbp+56xuUsLyAxX1u1rEAwONqoxXe2MD4s8YpHT859nLr0fh+JIL4Q\/+VHpU\/u6tbMPqJAa+oR+CzgjXsF\/vNfKrpLrTo\/pPqLTepzfXs8umXMd0sBtAA+05wcNXpRPt9wanE0Fp07p9q8aFle4EhBXd22iRefiHr6V2LGjKnqvxEsbVT2fnuUs\/hwcq+bq6e6EVy5ZPXLgYJ96bFQSTXkNvtw6oyjamnL3\/Bp7MP4mY0i323tTB5j04\/XTnH9kuK1nxFH+YzHwVb2PYSq24D0zToKAcivHEP229bbtaaQ3tm0lGf8A+2n1t9tLqGRgp0vQ+fa3n\/vlP9lKq1N9MPgq3sevEAJOfavif4ojHib1fj\/p6\/8A+0PX0Gi+2Rrhxu0fRmzxgRSqeeP3\/nXzr601BtW6v1zVJERHvNRubhwjZALys3ufes54janTi0+jv6HRnRlJSREwcXCr6N3o0nxZJ9KLB\/xmOjN2NZbOeTt9CVCuPwOK4hJzk0ChqFChTk8AK0KIrEkc0enbkKlkFChQpVyI1gMGOQKUpIdx9aVpQDR9zR6JH3NHoA6FYjIFGjjLNginccaFSK6gjWQZHan7QEEjKuQByO9KtGGOaJcuqSl17NRBKxGacAlcAZwe2cVK6Fq1rpS3IngaTeqCMr3X4hn+WaiZjnBrlNbwI1kuf+XFlHu8q1kLFR+L0IOaYaf1LqSwNHa2wkyzSMME4yargGfXFSeh6zJpJldLcyBhjGSOafGokuRjg\/QlLvqTqBbOVpNN2xNHsZipwATUbH1LrCxGM3o27cbRHjjHbNPtS6uudVs57R7QR+YqhfjxjHvxVaDZzlSAO5NNnPbzuHYXsx7f6realt+8uxCDABI\/uFM6PFDNO22CJ5Cf3Rmnceh6vN\/mtOmb3+HGP41HKpDHYq3N9DAkDuaG5fepiHo3qK5biwMY95CAKkE8PtYYANNaKw7gu3\/\/ADUUq9OCy2SRpym8JGk+FXQ9\/wBReHt1rVs23ypTFACwCsQ4Lkk+uOB9KsnUd3A09vFfWQW5trP7vKm8EqVGFPAqpdGa1r3QdvDZW96ssaNJuhbmJtxyPhPY091rWo9cu21KeAxzuPj8s\/CfyrX21Wm7WLj20c+qts2iLZ0JABxtUDHtUn0\/MyXc0McVnPJNbOUFxIqiPggPknghiD9KiWkMhY4ACfzp7D05rl9ADFpk5WQEwuI2wScc7u3piot7ZC4JvJfeote0aOMI3QvS9tOyyRJLbX\/m7Qy\/C+3JG74c5x3GMc0W76qs3++PPpvRIW9IjuF2SmRWTfH5yrjK\/Dk4BAOFpC2g0O3glg1fw6vXbgqyah5GwhRuA75BbcfzpGzutOBBg6P0iGK2vLW6gF3qQLoI1j3RSZAaRX2kEem4n0qV1pY\/3EQxitxE9ZdVTNoky2V9oPn3UAhkWw090LR+YG3nd3bIOT8qy\/SLVLzVo7VjnzZBk+pBPc1rl\/PpbzXKRQ9MaeLp3kMUN2Z2RTCqbFKggLlWcDP4nNZVptsW6qsoNKR5PNnCrx3wQK4uoym5rnKOzp0e8e59DvALw90TQun7e7itIzNIquZD+1W2XESG0GDxmqB4b2d1puhWdlMo3JCFJHbP54q\/3V3p1pYGS7v7WEKpYmSdFHH1NVKUHPODdQcKUVFENNbIjl\/SobU7JpkJVScZ9KsNrqGkalA1zp99BeQKcGSGRWUH2rMuvPFPVraVtH6V0aC4kUlXurx\/KgjPp839c8cfnTpU1F4kOqtuPDIDr3orTupdHm03VlCrIrLGWONpPrzXhnrDS5tL1a50K8z5un3DRvkc4HY\/mOa9f3l14iyXUepap4laNhQClrBYkxc91bcwJ+RxWFfaW6Wu7bqDT+s4bZY01i1VJxk4M0ZAz+an68Go1LY+DMahTbbZh9zEBICKd6Iw+9SR5+J4\/hHvhlY\/yBP5Uxu2ZZimRlaV0VzFqaSyHKhXHHflSP76mht3Lg4bS5YZiPOc543N\/aacwuufxUxd1WRlPfcw\/gcf3UaNyHwDxV2DSfBFglYpiG\/OpCG5wMioZJFYcdxTiKVguanjNroMFm0zU3gmQgcEjPyFYrq7F9WvnPrcyH\/4jWqW0jAhieMH+wn+6sm1B\/8AhC6J9ZnP86oai3KMU2WKHDf1ECwHBNKzc+YB33Bvy45\/mKbE5OacnmWT\/SiyPyA\/wNcwkxzgRYgjg1yP1otGj9aQftQehQoUBtQKMnf8qLXVIByaBUsClCuAg9q7TlLAyXZ0dxSgYHsaSrqnBzUgguh5pTafakEcE+vFL+ensaADiYqMxlWA74bmgHd+Y45WPsqE1rEOgaXbDMOmW\/Hp5YpzFYBji30xAQMkqoXj61z\/ALTb4jHkufBL1kZKlhqN2QINPupD\/oxHin0PSnUkgGNLkA\/0sKf4GtOk8u2Uma5ghx3DuM\/lUfN1BolqxeXU1kYd0iBc0nxlxPiMBfhqMOZTKWnQevzgGT7tD64kl5p7B4dzsu6fVIB8lBz\/ADqwp1Ok7btP0XVbtc5OISBj86f6jc3imM6bpDXYlQOwkkCeWf3TSp3tb7qS\/EbJW0OpZKyvhranDT6nIQOwj4NOk6E0KFgZmuZCP+sIqRF71MBhOmbUf17v\/CjLedWEfDoOnp8jdZodteS5cv6Aq9vDjGRGPpPpgDJ0hZD+8+ST+dSEWkWCYCabbAen6sZFIDUuskG1en9PYD1+80Pv\/WI+L9D6ePXm5pfsyrPmUxvx8FwoEktm2PLhjRB8lA\/mBSq2N0ezbcfPvUOdU6xP\/wCV6X\/\/ACTRkvusJM\/0DTEx\/wDqTzTlpUU\/mlwRvUJ44iTgtJSu2WQfTGaCWSJ+1\/Kobzes5P8AomBP3t7OaKYOrH5l6gtYF9ClsrZ\/ialjp1BPnlfmRSvqzWFwK6lE6TsjA\/CM5XmlrXSruWOTcArJ3B9sA\/31O9MdK9Y3to\/6P6U1zqJpmYLc2+kTyoCCuVBiXBxn1q0xeBnjprkrXcPhxq0SzYy1yiWo7Y\/DIysOPlXchdWFrTSlVSx6MqqhdVcvym2\/VFF6Q6XTqvVrjS7rqXSdCjihMjXWpTiOHg\/hznlvYVebfobpC5eaw1bxqt5IdOkWJWsLC6uFlyqMDH5fBxuZTn1U1N2X2PvGe+IkltNLtA2CwkvQxH12ZxWidB\/ZQ8b+lzeNpHX9jpMWolDc\/dbSS5LlN2OWQD9pux+R7CmvxDpNNc1Yy+iUm\/0WCRaRfz5cXFfgv8nnzXNM8M4On2n0frXUr\/WiIsWrWDRxklsSZZiTwORVMmbK7C+SM7Tnbjn5d+OK9l6L\/wCD7LIq6x1tqUyYHFvp6RMBjsDI7f2flVy0f7AfhhZAyanea\/fMOQLrUUi\/iIY0Yfxqk9etqrxQpTl+EGPWlyp81pwX\/Nf2PnyFKHhUUE43MM5PsMDnNSnhpamy8Yuk1dEe3u7xHVc91O4HII4OVPHyr6C3f2bvsv8ASgLa7F0pYvjYF1HUJH3N8hNMQWrz74v+FfSui+MPSfXHhfLHLoVskLzm106SK1gZHG7DBSrbldjndj4adOtdXCy6LjH\/AOSw\/wC5ZtfJpTUKdWLfsm2\/7Gs9dR3UkTxav1NJofT0KJJO1nJ5dxcsDwN\/\/JqPcVjms9QeFVldfedFnn1m6RTLK97cT3r7V5P+iO3evTV10lpfWmjPa3NjDcw3EY3qRwwI5B5qsw\/Z86UsI1gstIMSLwqgnaPyzTPLnjrBtI04yayhXwc6ittX0NbhdKt7O2u03RGGLy9y\/NSODWXdYJ1TfdY3ksEpJgc7FkPCRDuyoRgnt3+Vb7ZaFp2jXkdpbxxoII\/wr6cVWuvdDubTWItas7VHD7UCA7dxPPftjj1+VQrP8RNUhFRwkYXp3hD191Brdlea51XeTxrP5j2+9QhTPwqVUYFWX7S3SNqvhsTPAc6XPFMgXkhc7WA\/1v5Vt3Sdzo+taaNWtAqsSVZCgVg44NZJ9pHqq10Hpaa5vrf7xHFPE7wkn9YA64T86mlFKKaObd26cE8Hz\/mkMl27H60vZSEXCYHc4qOErl9xbk9+Kc2kji6hwe7qP506PZixS7BS6kUMThif9b4v76Ut5DkcUjfMfvJPqUQn\/VA\/sAoW8oGM96nT29CbUPomO4n50+hbIANRizKvanUU+Rgmp6cmw2omrZgxCD1B\/wDlI\/vrJ9S\/8Y3Q9pnH8zWmWtxtkQqfXFZlfsHvZ39WkYn65NV77mMSSlxIQpyBl0b96Jh\/Km1Lxkl0ye3wj6VzmSeoiy7Tigrba6ed+fQ8UWkJBRTkZrtJhiOAaOOwoA7QoUKAOq230rvmH2otCgTCFRyM0KT3N711WJOCacmyMWjxk5NKYX3NIV3J96kA1\/7x1xdn9VBp9kh7mUbmH0xXf0DrV2M6h1FcEHutthB\/E+lT9CreyPsQuXHZBx9HaIrb7hJZ395pWfP91SVvpOmWgC22n20WP3Ix\/binVcLAcE0uERHQAOw7VwIi5KoBnvgd67QpQBgewoYHsKFCgADjgUABkcDvQro7igBTA9qGB7VzevvXQQe1AAwPahge1doUyfCB88HtD7MGmdbX\/hRZfoOTp6wtDd3Oy8u4ri8mc+Z8eYFeFU7D9tq2NOgdWuQG1frjVJz3cWcMFmn0G0FwPlkn51RfsjyKngjpZJ5+9Xf+1NbC9yMfi9a7ltotg4Rqyp7pP3ObW1a8f7pzaS44IUdA9Nm28i4j1C6UOsi+dqU75YcZJ8wE8E8cD5Ginwy6FViF0d2APBN1Nk\/\/ABn+2pn7yPelEuQRjPNdGNlSh9yCX4HOlXqSedzf4kSnhr0TIu19EjYAYG6aU\/8A+ylovDDoKQqG6ZsZtoOBPbiZQMc\/jJ9KlorjuM0uLuGCFprplWJVZn3fugZPepFHHSIZc9diWndN9PaKirougadZbDnNrapFg\/8AsgVBeJPTidUdH6toyY+8TwBogBzuUn\/EiqBffaVTXhPbdB9OzXMkYfN7fsEgATj8MeW7c4YAEEe9ef8Arnx88aZ9RSCXrLTorRraeaOG1\/o0cpTH6ohSGDeuAwGCOScgNqxcItyXZdsqVVVI1d3KNp8OdX1Oxtl0jWNy3dvmF92QWKkgd+\/Aq8yaxbx273cjIoKkAnHHHcV4y6d+0Lq99rVhNqDTXrzg\/fId64iBkK7l3bcupHpnhuSeTXpDS9YtNe0sSwXSS25BKspDc+2Pf5Vk6tR2+YPo9f069hdwSX3kS95De+UmsW15H94lcmRZEyoUemKpfib1FqeqaXFFqF9YabaRP+sk83aZO3AHGP8AfVI8Q9U63XXbO41BjddOjJlsrW4eGSc4I2vMoyD7dgPekrjVelngki6c8L9PEzQeWtzfSPqUsZJOcNJnBPv8h7VFThGdPOTrRpOosY4LX0V13od9ING6e1C3uXjG0xxuD\/A+prEPtdarqd1bQ6TZI3mT3CAJklcogIy3oSRVz6b0hegrZ9b1CGG2mnkD5WIRlF9uABn6VXurLIde213bzRMsl+paB2725\/Zf6gVzp1ds3E5Oo02qThDnB41ntr2wvJLS+TyZeP1eOeeR9KNESksbklRvAz25zW72+ljVNKTQNcsbZpLWZmnaRVRCVO05kPptAwM8c1E9beCFvZ2I17RmmsrZiqBrmXejuWO1IwwDEja3Kgg+hNdZWlTbvTyjBNYeGZJfsRJGCeSp+v42H91IpLtGD3q6ax4VdawWUGpx6bJexyRsytDvYgGVsfCwB53DtmqZdabrNkgmv9MureM9pJYmVP8AWIxTHSqJZaYsXh8iyzdqWSfBFRvmspAYH059KWSUlgCabTkuVkJNPolbeVnkABOfT+Iqkalt\/SV3txt898Y7YzVysZU+8RnPEfxtx2AIJP8AAVS7xWW7uCR\/yrf20yu+Baf3siNLx\/5xfrTfvTiMgFJD+EsOaqE+UJf84P8ASotdcESOSO54rlAZBQyfc0KFAoMn3NGQ88mi0KAFcg9jQoiEDuaNvX3oA7QoUKADDODUpCIPKXcEzj1xUSCAQT2zTguqfCxwRSiZRvtCgTgZom8+wrpFAMzbaIxyc0CxbvXKADhwBjFDzB7UShQAfzB7UPMHtRKFACoORmhSYcgY4rock44oAPRlbbRaFAB\/MHtRwrsMouR689qRqC6w1i602xhs7Fws9w+WJ7Bf8aZL0FUW3wfQ\/wCyc8ieC+mxsOBdXeGzwf1prXHnJO08Vg\/2J7qeT7P2mPNIZGW9u1BbvjzTW4P8fJ4+lbS0WaMTPXCzVYqZiPnSkMjMc00HwkD3p3boOO9TtYK7WB\/A5bCqMseB9axPx38arC2abobpzVYZbqSQrq00DZFmqgbIw44DlgoIGccg81qfVt9c6T0xqN5YDN0tu4tyTgCQ4UfzcH8jXjjruw0PpjV4BfafPd2k6vLLGI8PvSUbnJHHIO7tyVz86hlwi7aW\/mLcyc6KvotH8K7iO6mka9jW6jUR8szhicE55\/Fux3+LHYCsm6t0yS\/tOn9V6p1GGOyXUIwYoAN78EPkDnGNmfyqX6O6ksJtfuul7q8ubLTbm\/iltkaP45jKqoxBX1PlsPYHkiqt1vqDv03qXT7mW4u9M1Cb7o5gkZxE6rn9YhC7SdgBxwW78VDc1vMgkjr0LbE8sdR9G6d0dLpl1eTX63suuXen2ltuHl3UBCcEEYGN2TuIB75rXuhdKvOnri60rS7pkk3NPKZTlfMlbIAA4ClgBkdqy\/qa6g1HV+nr8zxTZtEuECSoDgxRmX48lsZK4+LuQDnPEza9T9QfpubqTTsvb2UMXn2dywVngOWYZB78kg84PoRWfr0PiKUmjRadcRtaqfobFB1FJod+bbqzRmtopeVkiyyP8zwalb3xG6FsIUjsGhGQfgjiJYnjHGK70x1jpvVejx3Vs9vqFg2USRPiMTAkGNgDlSMdz39qk9N0bQLe7W4TTLTecnJjLH+ZrO+ZOHyo3G9ThmD7MzvNJ13xO1SK51Wzmg0ixJeNGQqZT6E\/KpfROl47jXY4ra3JitIh5nHp\/jWkTQX+pu9npNsqLjLuAQg\/7imvUE1p0B0ZrPUNrNDPgLDZtINoadwFBLe29hx7A\/WoY051qmF2ylVWyLnI8nawk8Ws9R6vGYru2ilnjt7YuXTPmsu8gDvhWI+lMb7rjp3WpdNW4hurvWoGdhbzkeUHfOwnax+LsQjbWG08Y3Ust3NpRk6b0yOeS51GWWR5U3BvIf4FkZycLuczbRjOOcjHMX070\/F0nbw3F1bWuoa9bSRB0SRUWEuSiKm1jucNncWHIJ5yBWxhF0VGKMBJbqja9TeOn9O0B5rmy1Szju5Zz59zFKw2uxVZFQYIWOIMnCggfFjvxT\/qS30dNIuNJutH0c2iOwaykt4WhEeMKGXDMfyxVHTUtU6cujb39zNHaT2JWQXBjJe8lYnZl8FUJYsPUow5JyaM1hpsl9eW+tySpZRzwLb\/AHZSYWCoPMVAoYEk4I57k966SnGcMOJWrZSwjFeu\/AfSHtZ9c6XNxZ3MTKJrZIz91V3zgIp+JBwflisKube4sLuS0ul2SROUIwe4+vpXr2\/vtT0611SCSGVUmU7ZZiY3+IgKNhwcqOB2xzWN+LfTM1\/Y22t\/dhDcwqq3DICzMhICls+5I7Vyr60hjdSWBtKTx8xmWlySJMxVgQ8bIfzGB\/bTS\/0B3uZnSSFFZmf4pBzkk1KNoms6PtOo6ZcRw3Cq0bFcBgGB4P5V2Gwu7mHy3s0gUMAueWYY7k\/lXI8vMMS7LMHu4RTZ7OWBiJAAo\/aHINJo6lUiz2Yc1bNSs7ezhje5O55FBCDGP4UytbNLh1MVljkcMOTVV03keV+UjftBotWu96dDuitEYweTsGW+gqGu+ntTtsEW7lSSQcDkenr3pHTaFTwRtCnD2F6m12s7gIc5OzPb6U13DsGJPqNuMU1prsduQahQoUgqeQUKFCgUOHHAxRqSHBzRlck44oEfQoF3kIDjJFCeQGVuKNCMyg+wJoyQJMolYkFu+KCM3zcfeuUKK\/aumVAOSMYNdU5XJpOhQB0scnmuqxLYJotCgA7kgcUEJI5olCgBWhXE\/CK7QAZSSeTR6InehK8aRmZ3CqvqTigVLIS6uo7SF7iY7UiGf6xPYVnfUmoX1zKishJlGVPsKkOq9ci1GWO1guSyxkH9WcjNQ2rDz1guwxaVAFRvb5H50jWVkkgsH0i+xSSv2e9HIP4ry7J+f601uiEk8mvPH2LtTjtvAfSrfeufvl3kZ7frHreI9TQnh17e9beyh\/p4v6Gcr\/7siSUAsMinsIAIxUTBeB27inF5qlnpWnXOrXciJFaxNLIWOBx2FTTjt5K3MpYMq8dNcuptXtNFGpGKyS2kEkCIAJZ2X4SzkjaEQE\/MmsW6mjtv0D9w1W+a51COCX7u7Ywhjk2YLJ6DIB+R5p5ql7L4j9d3HUdzEZoUvJCsRTCvC8O2ID4W3FWXtxTW++5dR6UqTyrcTW120liZPNMFwrFgYHfOI0yZFJCn8EfbOapOWVg0VrBQp7Sm21pFb3Gl3GgybLhrOJZAr7irmSTksBhCC0gJ9Pgq49VXtlp\/Rt\/LLpkct5JprpNK2I3RRIQ27aAQpyGAGSCT7VSOnrKTS\/FhrTSpoXs7y5Fu1mbVnZkdQ6hzIoGc45H71ax07nVddu9KmML2hWa2ELuMfFtATa3GPhOCOeD7VTypJ4OjShnk8+rrdhdRdAyyXzQWaWstvfyBN+0hWGwgEE\/sDjn4hxkCrZr0Fl0pam90rTfOttXeOa33ysDwuJIiuCqjABBDkjf29Kp+qwDSPD7QJNPu52XTNW8wwKhQQKZGAZS7AcmPite6p6c1KPo3RtQtLGCeZNQUS+Xj4gxB3bT8A4PKqcEd6ht44Uodjakn0iB6W13V\/De90nqDQ4IG0q+j\/p1ruAcqCPjZB\/pFuTz2x649cdM3midQWEOtabChiuEVhx2PqK8mXelQ22rapapLa+ZKzSCWGQh1BZm\/WRk75EG08gbT6dqc9Bdf9V9LaveW0bI0a\/rmLSgl1fBVV3ev4uB3yPaubd6fme6J3bDVVTxGoey0toI4xsiVfi3ccc150+0prP6V1PRvDvSp41t4GF5fRg\/CrnKxIT6dy3yzmpY\/ag6a0TSLbWNae6uP0tdfdYVt49\/3VBGWLtGoJCgr6c1418XfFHqjWOudXn0\/qq7e0aeX7q8QkhDeaDlgGAOPjK4PbbValThbzUpk+qXyqUsU32a7pzaf0109qep6rfWtu1\/bONOlEZnb7qygJ64LFB8PA5JNQHS66Na63DrGrTXtxNbwoLeze2MsLXDkkkKGz5kcTgdxgs3OKj9Mk1f\/ACXsre\/6d\/pMtqllZSSQREg7AC\/xEEceWpUc\/FXpvoHw\/wCn9C6Uiku7e1bbHHc\/e1tkD3ErBWdlJYyK7kbmBHBJxyBXc2ebLMXwuzgU47uSi9SXuv6+un6fb6WbPTx+uaYRG5tbFo8FnlLY+MEkYUvxg55rPryfTBrUNlpN7Pf313cRxTSLiQRT5C+aUbGSf2VB4XHrxVx8Xut9bk0kaZoFvayRffms02tjzWVlDvI558pRxk\/EwG39qqZ01baPoflyB4r2\/mEYeNYTMIJg4yzEqQgyCdwPI5NTLj5UVq8ORDrrSPuiWEWoap5l\/EpgkSVsmWUIrMzZPYnvn94+vFVrVb28l0OXTfvQmtXgbdERuKsBnG70AIyPpU11XpOrz39rb3LRxS3k0mLpTlEcrk7j6KQU59hURa2I0OyvJdURA1pA8jKhyEDN2b+qHdSPfioLh8YIEsFDfrL71pX+Tur2gxCNlvKxyQCOCKqQuwJZII8cfhJJ5xxn+2rp1JqvTOqxrf6dEsUyFCCw3E+mQfX+7tWeprEEDSF7e6uVMjF\/MfABz6fyrh1sU3xyT0exJbOe81BfPfeFT4Qewp7JcLDbLDayia9zwCPwn0NNJtZhvhLHYq8WUwvmHmpHp26dId4QphGWeQj4pW3cCqy5LDiPLewWC9tL+4LSybfj+PCjNFHS9sLiWaW5llV5C4TBwgPzP\/filLaVBCI7hUlFs5kQE8AU\/E7yyBbYSeXjcQRwc+3v2qVQx2ME4LaxtWAhjdiv7A7\/AMKjdT0jStTjkhkgkR2ckuVwY+e3FSFpstnkdrN1NwSrNj4hjtTKeG6LvJM5KOSyxH1H+l7GlcEwKZq3TVzZEtYTpdoPX8J\/hUNtkRtky7XHpWgqllEnnujL5p2kn0NR2pWdrexs0lgFSE7ElX8WPfFQVKPqhVLBUKFObuymtyGMnmxtyrDvj5+1NQQeRVZ8C7jtAHHahQpBz6HMXALDvtP9lO7JFa1jJUEkf31Hx\/5uT6CnMcsaIEaRVIHIJoIzeCcDNEZgRxQL5GMUWumVAUKFCgAUKFCgAV0KT2rlHTt+dAHVGBiu96FdX8Q+tAHVXDAt2zVL6o1bUdQvfulrtjt4SwJBwW7f4VatYu0tdPnkO7O0gbRk59KqsMaSQo7sDI4G4eoz60EtOKayQCRQCJ5IFkZlcK2V53GjQI7mSGZTvfgp6qv71Osta3ZtjKphLSZTbgk7c5z+VOJ5rKa2SZWRXt4wV8xt35Htx8qMpdkm1+h7K+ydqUlt4OaYFfhrq64zzzIa3Gz1lt+1n9Kzb7Jnh9Nr\/wBmnTdf0cFrq2vr4SQ7PidRMwyOfl2xVgiuHSTax2vz8J4Iwec+x+VbOzrLyIozdZRlVlj3NEtNUbIO7NZ39oTr6Oy6Zi6Sgv44rzWZESRQ43rCDnkDtzn+NPbvqSLQtKutYvN3kWcZkfb3b2UfPOK8z6lrcviRq1zcvZhtWln\/AFbLneI++xj2z68elTVa0XDC7H0acWx5F1Nf9K629sIZDGsv3oPGx4WTAByOwDBgPYmpvU7vyL5obZjDadRRre2aW8ufJuVAaRwq8AhckjPxDcApYgGKisrmSW10fUNSsDcbthLcRrCCRsYDBJDfFye5oasbw2s2j6jKW6l6Ovg+n3lrGfJWEhn3qpySTnGFZSAe\/FUqnynXo9Fc6r1iaW9t9U0+WR7m2uI7LULb7xtSbBjmSRCuDhkcYI9UIzwa2LobRt3UK3cWpTxT\/pstOqRbiw8k8uGA43yHlTjhfXNeceruobXWGj1Oye5mcA\/efMUASOj7Vbbuzna5Xjj4Acc4rbvBDqhZryOy33k4hSUKJLdYjDKYizncD+sTCDBwCCDxXMpTW+UUdCh0Um16bk1PpHqGPVbU2sd5b3UtvIu0gXFvK0uwA9sASE\/1R71oVn1Nc3ngnpmpahY2kr2UcKNE8ZCzMX2qGKkDsAeDyDzUH03f9P6atv0xq80V0+pPNcxvFJlJ7kB1mJIyo+AvnJHKrxwcxvhBdXBv9e8Kbu5aCKV5ILYyp5rB1ARGUEgEbkAyO27POObdD5J8epDU7JjqK86bl1eLUdT6pgtoHhhE6IGZ1nLFSkKlMkfAMHJA3ZrRb200HWuij1Dp+gppSajeQ3NzbzSqTOoz5Zbk\/Dj6KcYJwDnKNc6Gu9T1fTNE6tv44dd08yJeRpEqrHAxUQBSx5+LJwMH4xzUhr3iVBaad+lRaxx6No1wlnp8Icf8ITuyk+WWIBwq7QAMASE\/IunU4bl0Ogk4jfqrwsuNEtp9V6m6l1LS5rm7Vks7QNG8rM7bDEVJE0argjBKgjvgYqC8P\/Cbp3qHqyO9g6XupYrBmllt7u+85pmUgIXLHJ3MxyOFBDY7VY+hov8ALPrG86p8RLm0d7jfHG9q6rFavhvgjVVIUEKVPqTjnHZhqXWep6Z1xqd\/aySIkenpbwLFA8TYWSWQy4GA5VctxgHPpiqsadNy8ySzEKqwkVbrHqK3i620zTYZYLW6\/SsOnqtvP5ccjo6PLLuzyQ5Vcrx8Na63iTrNp4Z6xZX17ZwXuiw\/cWQxeY0bvHh5s5O99oYj03bd2BmsR6g0DTepuo7+Oee6+6dLaWbqO5jb4mumHmyseSN3m7RgYHxCrNoFzrGrmy6l1V7a0sImEsvmoF824aE\/i7BiAW2sNue55wpj3uVWfpkmo8RI\/p65nsZFMNtPbWsW21tlZvNCLIhfPG4l2kIO7kjKAkYFL6hf6x049u1800WoGBwFSFNjbmICZGCefiG4k849KtUnUPR1hp9r0omkveubkhZWuTEkiB2CMVAy+DhiC4JPcD0i+oOlOpL2\/lubrSzb2a5EcCjbJbRpyVUBSSuActt7j8QzVmC2w4KlaTbJbpDVYenehprvUre0mvb2J2t4r1XzAV3ebK2M7gSpUD0O7Axis76uji1HTb+7trl44bn4p4N+WVpmJRSfUYycehHyrQV6c1aLTrnWoL6W4mggeCK2jlDouA3mlW5GEXaN3rljj3zHxNu4um+mLLakHn6lcQttjJby444yO\/ueCT7596rXUntwQmU3ml3WkXSkwNJBuXbn0AyeP41TboXV9JLcySiODewXPw8Z9vet10PqLpnqO0hs7yNI5wQASc4J4z6e9YyuliTV7s3cqCCKdwodtqj4jgdjnjH8a4VdbEkvUno9jC0tknMaJAwgA\/WPnHmnPp86te9LOCKA3scwmU7I8Y8lPU\/P86YSXccMtusZilhiYylF+HDDsPzpWyZLyUtPEsaznPnAbtp\/dA9B+dMXBZY\/062dldItXRQ\/7OATj8+KcXrXljLDJZIbmHbiXkKQfT8P51X5BEb4QLcABW\/5vv8AzqWkj\/pcfkMQpByEOP41JGTbGOKSDT3kaOGMgtGk7oGLZ\/j2pnPqDO3lRZwhwM+tCdC2oqJmSQDGTjkD6U8m05bi5ESI0W\/4kO38S+\/yqQaM7kqJkhLDfckAR+zU4VImgaPO5UIDkduc\/wCFMrtbaC6N0uSiS7QCckD3zRVvgsLSY3lI8HHwhue\/15qOb9AGlzbwSeZEBxn4aruo2b2D5YAq3bbzVhkYvIGHGRmkNQtxNbSBhkgcH2qrKKyBWt60aieXtOM9vlRvSohdzFYSDCz+hKj+dEuVPnvyO9FGRD5QPrnNckUyOX3Yz8qBD0FQoUK6i7KgKFChUmEAKFChTJLAAo6dvzriAEnIo+AO1NAFAEA5Pb1oUld3YtraWdYwzRozBT+0QM4oFQy1uaJITaFsSOp3H2B7VEhLRGigt5Ayqg+IDJZvXJpi13LexXU2oQTeY\/4MOcj2H0pvDJf20kccMcaodu9FXG36\/WgspJdDPVUkTVPOZdsaglsHPcEVGSW4bzE2\/C4wfpVmntbW4Fw0xKqxw+P5YqCaGdXKhYjg4+KQg\/nTZZ4wh0fU+n\/2Br+0sPsw6RJLeKJPv12HMj7So84nPPzq8eJ\/SWnavJL1F0zPHJfY8y7t44z+t45fd2J+neqH9h\/obTrjwJ03U715Lgz3d2PKMzNEpWU5Ow8V6TttJsodojTccgKmPXt\/IZrW27owox59DGXM\/Krt59ejye1tFrCtplxAJIp12GNxzzxkj0NVrqPwJv8AQbKTUNELC0hUS\/ebckzW7d9rqASUJ53jJBONvrW8a3oGg3\/X9xc6DbJGsTeXeuoAja4H4tgHAxxn3Jq4IbexthaR7Sg5PsTXNur1xrry1xE2+m6PGrQ3VO5foeENQ0hb2zv+o7y4sCtsPNlEp\/WyTnAbcufwsR3DeucHkBl4ja2uv9OWPVOgwPZzW1v9yv4cFZPKGNgP7xHw8juDzXpbxd8FOm+sZW1rRZItK1p1IEqAeTNnk+YvcHP7X51458TF6s6D1mXT760uLKOZQpiZiY3VSPiVj+LcVB49BS1L1TixtXT61q+VwZpZ6uq2upW7Q5JtZTGD3OMc\/wCiTz+Zr1t0hp+mXOo6Fb6Zqsdhqt3bybbyGNJGjt9oDgbeUOJE2nPOXrx22p6fcapfXiW8cbS2F1C6rlNxeJkH4e\/xMvFeieh+oZOhun9P6qk1SK+Bjh3KhDSRhYnaONkVcj4uOSeG+dc+0rrc2\/cfT4iS\/UnQ8Nt082o6XcfeNW0m6vQqTsScpITMilshsjIyvfJ9c0tpUSnxGsOub8rJYXulwXUFx5IULcBTvACk8B1bOM\/UVf8AQ9Rttd6RtuodNeO8tLaZZ53mh+KNXBMmc8MSxOdoGdy5yRVauun7TWdEurbpzU7OOysCbqxJAVvKlVt6YcHdiUvnPoVxkBc6CcFDE0VXlscdQ6hoT9S32tajdWqXFzpkwkjadXeKQodu8qAyqFKH04HrXn4PqOs+IGk6FYaUzw2MMUz24bKST5DLuHG4fF6898d6mdO0G+6p1VTBpUkVvON91L+snZXC7WSJST5uVHCjj2Y4xVt8MfD681DqbUOuNTFxYRyzJLA1yrCZ0Vs\/slcDaqnjJBXABNUq8\/iJKnBY9ySj3g2vw06L0np7VtTu9RMbRJptunlxwbIpZ1TY8m1\/i5BbAPOCfWsM1C4F54japq+oWAXp7zp3w0KbDCkbLKCQVY5AcDBz8Q9q32GI2uoXt\/dX0ktv9xguVRL7zTD5QOGLtiQNtyDuGSQSVYgGvNfVGqWB6S6m1+a4uE1G8hitrJnTYAWRCAcHnlWwOxzz3qxVjGMNq6HTWXgYaPpYk8Lx1XftGjdQdQSQsxUgSW+5XkXZ8wqep\/DUtpOo2V3d2c1rpM90ulv5rWci4wXYlmOPQ8Ek8ZOON2RL+G50zUul+nekLqymez0ZjqOoowVpNzEJlc\/hXByQK2LVpItG6Znt7Po2O0gCuGnYDYk7NgkLJiTdlzgHI2ofYVWo0vM+dCye1cGU9X6jd3v3mH7qljB5AJnjtyNr+cfhCnJ\/5QrhQVxnDUp0Z051Q2oxXmn9WmOZVjSZ7y7EojTe29lgXJU7ArYLcliOO1NNZi1HqCe2je+SZZnguElhuwqwbNqTckklXyzgduF9TmuaXeXXTjNqLf0m7WOOB3SN40tn8ze4LE\/FkOT9SfXNWcLBTqt4LDqPUOqxMmk6TPAZ7W3M15dvI4N3CxAG5QCMtgMfq+TWOeM2oxaR1NHokkAuYJbQShgcqoY5Gwf+yfyarr0xJBouuyaqYBcWrwqqorDC7wMfD32jb9KxXr\/qOOfr25MS7ltLa2tcA4yFhQv+e44rl3ssR4Y6KWCCl062ll83Tr3ypM529iPWou6uSkcqyhAiOfjPO6TA4x9Mc1b7WPpPqAJ5VybC7LAE4xu+Waot7ZPJdXdvGfM+7OwO45DAftfX\/CuVW5RJS+8cutQZrKKKeC2imumBLLwykHgk9sVYtPs10+Pyo4hsdgx81snPyqD6ZgSJn1O6j2wy\/q42kXcAPkD2qy2EVmis8MhcKNx3e1V02WBhLpjwrLe3FqiyE5jw4wR789qR0q5iWSaTyHZmGWPmhguO3FO7y8kyytbI1ufntyfyqKW\/8lJoILZreObAkYKFPGcYI5Pc1IJLodSG2kn8wTeT5iDdJtOR\/Gk5L+cgW0F48zg+XGw4KqOAxptNZGzEXlXPxS42hhng+tLXKR6QAEWG4uZly5ViGjPrk+o+VLuZGHvdPkhWOKRyTIQOQNp+p9KRuZIYoJLVjDgMB8DZPz\/gcVzT0iksZ1xOpI+B3clW5H4R6Uwu7d5LoSwIBxhxjGfnQ3kBe0MM8+1s4A9KXlt2kDIv4GppGYZJFitjtYKSxHFHj1KeNNgjBCkjJHPem4QEDd2a22oGCQhUIzljwPmflT06NDKjNDHInZviOSQeMKB2B9C3BOBSuqsGkS+25bgcdwflRbG8C4RpAYwpG1lwCMei9tvpk9u\/pUWEBEzWUkJyXVgTgbTkfxHr70n5Tf8AcVM3aI5M2xCW4LbwVHyJ\/CD\/AFRzUaWkU4RHwO2FX\/6uf40YQG7UKJ5g9qHmD2rplQPQonmD2owORmgDtChQpslkAyEA80cEHtSVHTt+dM6ANUZr77Y445RxuGR8qlAMnuB8zVS6mvZhfJbo6tIJRGADnJ\/woJYjeL4J57Zp1TKFkYnhPahuMU8VxJMsiOgDqGByR68fWoe0eW5JiPMh\/WRAjOBnHxfKpa3dbTZaDT2ldiSz7PhB\/L++gmE5dRWG9W2iKSxuC+COUz7fwqFuTDJdRSRSOsJO15X77vXPrUpq6S20iaolvHAY\/gJPqPl6UxlsLy6jfy9siTjewXuHPc+1I3hDkmj6q\/YJf\/7uGkM1z5wOoahhsH0lINa34kdWL0d01c6kmDeSn7raIfWZ1OD+S5bPbgVjX\/g8jIPsy6M0mHZdR1Ice\/3g\/wCNSXjJrLa51t+h45t0GjqFkUHg3Dcv\/Dt\/GurOv5NqpI4GnWH2lqLptcR5ZAaXcX9naD9bmQkszfvE85Pzzn+NJ3nWOp2Tk3JLIPSuoXCHGcelV\/qJiI2JzWaqVHGTPVtm3iPRP2nVi38bSs6gDnHt8q86faq6n0u+02HQhGst1czCRXkBLRICMlf7Pzq06tq0unuJreR1ftj9mvLHiN1Ze9W9f3dxLMfKtybWBCewTvnHqcmm0qrXZzdRqtUtrKjIsVolzE88yzjKKyjMbxH3HBDfPNbLp3UdqnQ3TTzOJnf9SPNlZtioDyCRgchfhJ+dZLqe1GJjUeaQOT2p7ocon0w2xJEtvJujfggAnlcdwPmDV+hNKecZM4nnlF\/PXvUnSok0IXksOmXBUQJBkHdjOQT+L4cn5HGO1SvQPifa6Nq8+nXiPPHdW8aAx5b9Z5gY5DHjhmXIzUOmm3XVmnXERiur2bT0TYFUZ2Nkd2Oc84GM9vSqFJYXPTuq\/wBLc2l1bsWHndspyB8+3Hv2q67qpbNT9BX0ejoze9Oav9wS3kigeSDV4PLDKk0RyHQEAlexG7t3rYUm1HVumNQ1npfVNQluLUJMZ9oKzbA3mRlXAUA5A2j4jgEjtWB9Aa3L4t6Tp\/St\/wBUhNZtYpo4pX+EyLIrLtPoBjaQxI5LcDgn0v4fWdh09pZ0O6uVuJrdjLLLJ+snEp9fIyFjyrKNwJztHbHPftpKUd+eyKlFxeWZ1aahb\/edR16x0xv0LqEb2CrFujkhkZfMO9CdxLB3HA\/FtORivP8A4ky6WmhWk1hc3NtPqcjsY7orNwg2gKP2BkEZ4PFbx4n3XSum3M1vp6ukWpxhGePU0UO0S\/FIqtGcOrDnB7V5j1a20jU9f0rTtQu1TS7DyVuZEbfJ5DkNJhVGS53ScAe3auTqFV8QXZPLvJ6M8NekU6V6bgtNPvVt9evrOK+vL28xGltaNtwd7LhRxs2jPOMkErnY9Y17TLi21G41KwtLHT4NRS3uDdswZkGxnlGfQOCM89jg+hzPSLrQ+ttetpLSG7is5XMLKZDCFjUZijjXaHDKS53t3Lnb5eSKkddg0bSZ4LGyilVNQP3lijsHMjMd0WWBLZ2HBJAPxluQldK1Tpx2oiqTi3lMa691H4dS6KNO1KwkkjjFzFE9vG8EgzKPKZBgF1VXQE4x8Hes71++vdRtdc1aPTbzStKazECi7Vl3SqW3SfFhgRkcKMZNabNqmjaHb2t3ql1K4LOIIpfhKgAMFydxVjliQPhYnbwORnHXHVD69ZSafo2k3cUTLKDOSWikBcnkg4HHowPGKlrNKDKU5LdkqcVw11eW8D24jmMQgaSIjBjUev8ACvO2p3r6hqNxfS\/iuJHnP9ZmOf8A6v4VtmoakdJ0S6v7RjFJb20m8n0JGAD25yfasMTDq5Pc\/h+XP+81lbmS+76k1JcCi3MqIfKfa+OPnSrkxaStqrN95vJzIzJ+IR4AwfkcGm6x5OW9PiB9iKkdL0ma7uIdRv5jBEx3EnhT9KpRTwSQTcwDV5re1SBVjBQY4Qsf4EYp1Zuksxur+dgGXYsUanlD3NSTaRZwOZ4brzFY8Hggn2p9HbJ8D+WqhFIDY7n5VOovBMyu6jZX28w2sc\/k8EeoB9Kdqo0+0Fvf6e5mVctKR+FT6\/yqZu3ttNijSe4kPmHc5BHf0HvVT1C\/+\/Oru8z\/ABttBfk4xjj1HNIJLoPcalCYVLo875KRbWHK\/snHpimGmi5bUxFNkyOSCWP4j60SOCSW5V53SORydzhSFUew9M1M2VokW25h3RtGxbzAPMLjGc49MilSb6IxzcWa6fBIuQsSLmNT8QTHfnvzUPqV3Kr2zgJ5mMsFH7XoD8sE091GWa5+8lZA0bRvtx6cGoe+YmWGTcCrRpIMf1e314oaa7AVWKGCd5wwwO5H4cn2ojlZl3seTTWaVnbahwpOTmnIIYZUHAIWm5QDTUUaJF3qRvHw+uaiuQfY+x4P8Kst1bCRYxJyEBBIzgfMn0+tR81gYiF243HaDjIJ9gx7\/UcelRMBgk\/7PrSnmP7GiPAVf29s8H+Hp+dHAwMUzawNo3n2FDefYU2E5JAyOaPvb3rrFQcKxbOaOGIGBTUSOOxo6uxGSaAF959hXVck44pEM2e9KA4ORQArR07fnSHmEdzR0kJHBprjlgIatfC0tNwwH3bV+dUaIQrrEM0tsC1xI8ZUy8cjGaluqNQMl6LGI8ovJ\/cfuD\/DFQNttvp4wY0e6tn37iAFOOd3Hv2phPGPCJTSvvmnXdxKsKmOWLnBBKnPekpUSSVxb3MzM2CHDlVJ9R+VOre5ijkiaNYo8MEdAckjPzpjq0s9lfK+B9ykdvgAA29s896RvCySrsfZ064tpnvb5hDGgRoyCwD+h\/spCxgvI50tdRlRIWH6plGFK+lckjgjtXuLJUe2PM6u5yPYrzyaTjnjNhIHYvKD+rYknAqOUk0OlLbyz6B\/Yq8afD\/oX7O+n9M6z1TpsHUS3epPFphmBmd3lLIAB7gVOaQ0t80t9dO0lxdN50sjd5Gb4iT88k14y8CNPjl6zsY0iUC0ae7Ax+9u7+\/de\/bFe1enyBahmA5FF1cb4xhH0OzoOnxoqpX9ZdEg6COPtVX6jmUoykCrNfXKpDk+g4qj9QXqsjMx5rn1mp8I0TW1cmcdRhriV4h6sVH8azfxU8ALvpeKfrXpqzkn06TY94iKWNo74LH3Kk+vz9q1q1shqGtxqU3orh9p9TmvVvhh0ZZXejkajZLNHeoY3gfLLIrDBUgnGMfyrQ6NZQuKEpzXoYfxFffDVFH0PkXrYaG4VSpG5Ox55Hfntz6Ut0iWl1GW3YqI3jPPrmvTP21vsnar4W3Mnid0VFPedE3LBZY0TLaS57L2JMJOcNjKk4b0NeT9OnmtL+N2BjO7DY+Yz\/fj8qoV6bo1cIr21WNWmpR6ZfuidUv4+poEBwcumc5GOw7+3eprq\/pleoLGXVrG4tGvGuRudA+9PTDIeNvz7DvWdrcql0t9aO8ZhJOQx96tuk9Xu90J3u5o5ZyEkTzMblPBHPGCOMdscHipoVd62y6JymaTqOp6HfGexk8mSEOoKPwUPG0+p5rauivGOy1WC8\/y6vtTW5uLdIWurLBkkZM7A4JG4YwMjsBWcdUaVZTQtqdkuyQSSORhOV3MOdvGeBxVe3TYiRicldxYAADP4c4GfeoIVatrL5XkVRb6NA8TPEQ65bwaakK\/crGMxWUckakxBid7cerZOcmpP7P3SXWHVGuXOuaH0197is32\/eC2xYCqbgi5\/aIxj+stQnh\/4O9SdYapHoqwyqptvPSSdDtyx4yc9u+K91+Ffhtpnh50vB0zaSGVFfzp3wQsrkcjPc\/L2wPYUkrmdSr5lQ6NnbOr95Fc6I8CNTtZZLjWNR061eURhlWUM2FZm\/EBknLHufapHqL7M95rb3d8viFcxtczpcZSNyUZQcAPv+daZCLazG6JNoH+kaD695fwpKwB4Iz6Vb+0ayg0XXpVuuXk83ax9n7XtPW8jTrh7pZ4thE6swG3AXALHsFA+gxWSa9exeHGqWei6vqMcF7PO7wzWwKiSIxqrRnngbgxx2Nes+qdbt41mkkYfDkjcM9uSeflXgTxj6ivuruub3UbTTpHtomENo0K5+Fe5I+bbj9DjtUUL6tuKN9Y21CC29ll8bbrS10CK60Ke2ktNYby\/wBR2+Ft+eOPXH0FYnbw7pFjeVYlPd2GQKuktlqep9KQ6fdxG1isH80fCAGJHPHcdvTiqtLbNE2Nu9fVqhrzdaW7GDkbdo9Tpi5mi8yyvre4YjiJQQT\/ABqZtLFLGNLO5ka6jUAiNwCFPqP45qvWU9zb3KPbSMGXJAB7kelWvSHkFsoZPO5J8w\/tZ5P8yR+VRpYQ+n94dwRWpjZ4bZBt5CEYUH3FR+q3MqrM88+bNNsZRTglj3ANP7mScqUAjVT6ZwapuuanbLdiziUlwS+3JOc98g+vsKl3rGCR9hrmSWGEXlyjJaoy\/tBiDz784qCSS5uJzeTTKlsrkxP24PsPXsKnb+5W\/FvapEGR\/wAUQwpL+5+XypFbW4h3NNKrzKdojjXaFX0xj+6oxsuhdIZJrbzkIeJTuGyQEE\/MGuvdQ38KpBDHDLJIwdVG3auMelMTbGNGmLlVPfnufanttbWTWq6gG8shQj4JxH8yO5p0XgjEGtrqIF4ypGcYzgFTx2PPrUVdoLdxasWJiG0E+oJqXlmgfyLdVaWRMLNJkkkUrcaOl2TO\/mriVcx7e4wec9++KJPIERJp7JMifFhk3ZpaCMhQnB+LLn2qQvY9Qs4WS5kQ7cAYAztplCEhUyIMRP6Zz9ajccsBtqUqxSpIoVmDAqWHIOfSiffYDGxBG5htZyDuVc8jPt9PrTPW3Pnqi\/gIHHemEblGHxHA+fb6e1RbkA9nYY3KgXJyQOOfcj3x601MzA4wK6ZNwwMfM+p+pou1T6UbkBre4e4oyOM8v\/Om5YKcGhvX3rqFfaPAwPZs\/nXcn3NNUkxnaaVWZcfEeaA2jlWHGW\/nSu9f3x\/GmgdT60ZTg5NAbR2hBPJFCe4is4Jrx8nykyAPeko2BbaO5qtdQ69HkQW8uVxjkY2tn19xTZS2rIbSJMk810JZ2DSOxZiDnv2\/likRMLTUZrcHykeMhUHJye305oWR2uXbjJz3zXdViie3F9Eyho2G5ycE\/LFR5yskiljgUtr\/ABbzTRxqZnIUA91we9Stx5N9YzBi08xJOVGcgAZwB7VXXV7UwyGNgkpHx4+HP1qZ0WUKiLJJKuLpQRGMk5zwflUbnlYJE8DPR7q0htmZXaaKRjEygbvKDcbvpxjPyoriKwuJUVdkDuQuW4\/qE+n1ruryzaRqoFtF5T3Dty4GCpPYgdvlTllkigiVohNaOP1XnLnL+3HNNSyOcuGzcfswRx3mpXd6rLMYYPKD55\/Gf8K9c2beXbpjj4e1eXvsk6HJDYajcPEVElwEiJ9QrPn+0V6oubU21qrjAJGO9QVOeTZaasW8X7kNq2pLFtXzAc5GM1S9avvvDvHnA96kNeuGWRcEcNk1XIfN1C\/aBV3bm4qGlTlWqKMV2S3NeNKDcvQm+irRm1mPERfgEDHevW\/RWqCys4YpNPjjHlgbjLjBrHvCLwynkkGoXFz5ZIGFjHOPbmvQ2mdH6eluiM1wxUcqzDFby2hCxtFQqcM8p1m8jcVd3Ye+1DSNW0260zVrG3ubS9jaGeKXMqyIwwwIx6ivl79rH7KV14O65c9bdD25uuir24GAQWfSXcnEMvvHxhH+vPFfVa26e061O6OEkng5Nc1nprp7XtLuNE1vSYb2wvIXguLeVAyyRsMMpz74H8M8YGaNxTpV44XZz7LUHaSx3H2PhHZyomUZdoyRhv8AvzUrpujm+t7i4hdd0SnLE8KccZPpW5fa8+ypqvgJr\/8AlH09bSXPRmqvts7plLNZzHk28j\/xCucZAHrxXn\/TdZvNOaSzgVw9ww3Jznce3bms\/VjKlLBr6M1XScOclw0jp+6kmGl3erJJbpK0oVsBsbVJxnuMsee3BrZtA8DT1zPDJplpLpawxW5N4sI8tjl2kOP2jyoGOO\/tT\/wW+zzearLZdU9aQfc9se+DT1BViTz5kg7Ln93v716q0rSbbTrZba2iREjA\/CMce35UxVPdHcstPcnumQfSPRWhdH6fHa2FiIuAZGC\/E7Y7sffj6VOtcDJCZCZ4HtR7uUAbUPGKjJLjyxljioZT5NBGlCCxENc3W1Tl\/wCdVnU9U8p93mAYPvS+qagY1bLc4rOOsOpo9O0651GS4VUtwWYk\/wAvzPH502OW8DK1SEYtGc+O\/i1Dp6P03Z3J++3AxJ5XxNDGffByufp2rI+mL2G2trmW1jS7ZsBh5m\/YBt7gcj86Y9T3tjd6nPrz\/dzfXL7i5jZigPZWVuOKHTmhaxr2uRQFpI4btkTKylBKTwAMcenarlGK3GMvrh15t+iJmzg1TqGEFbWGKCJVWRmcI3I7YPYH3NUC\/wCnpbK\/vLe6mktCspG2Y5jXPbLjgemPnitqutP0DpiKG0imv3lMeUSA4lmdlGN7Ak8FguCPw1kviBZ32mavGZmmhmI2TgnP6xMqR\/P\/AOGrFemox3IqRItek+o3CxWVnHO2crcRuCuMHsQa7Bql3YP9w+9LFsZgzbdyltxyOKi47+8gk81bmVWHK7HIyfn6UW6vfuciPasspLhmcjOM9wfzzVVrBLT+8WO91N7KyFzOiXLzMFhWNTgk9gPXJ9qqzobR5DdxxDUX\/XBwwPluewP09qm9a1CJojJLIryJFi3SNe8xxjj0IyKrCW0zyTSaizG5cgiM92+VISPsc2CI4kkhblsma5c8IfUinN\/czS26tbxuBHw5AOCD2YH50WPSbh0mtJwGkCkiONhgAt2P5GlbCOW8QpeyiJFGwqP2QvA59eMUDZdDfyons2u\/NQFCoEb5ySfXFcmingeW2eVEWRAQScf20vdWNukPnx7JEXIQsD8R\/wB1R7Ga4VUl2mRBtBB+HH1oIxS1iFwpWyEnntJlm5wQOatsOoJYWhubiF3cxb+xOSCBj+dV\/SLU\/f4kmPlAEn4Tkdven9zcXF1epG6jCPllXtIADz8vpQA1kv7S8SRbiGU+p4Pw596jnimTKkMVHII7YPalJLhpNQlvLmPyI05KDkOc4ApWC482aWOZdm7JAHoKa5YAgtRUu4AGT\/dUe0ZV92eKl7gLJcO0ZBQAgn2+tNzbFQSwKegzxk+1RbQGIYo2COfalxMuOwoksBiO0qFJ52jt9feieVJ+7\/MUm0DYr+xe35A3D1OKYVdJ7WGaF4nDEMMHHeqvqOnvYy4\/Eh7H+6uluZWUnkaq22jg5GaSowYgYFG5jxdXAwMUsHBOO1NQeAaMZAo3NwByaNzAQ1a\/a2tykUgSRzjn0FVq6s7a9YsDgjk855pLXdQkvNRZlIEajAx703troRAqys272qGc3nA+KTQEQmYrG21QpIHftT5bmOXNitsJFuBwWXLIffH99cs7OOQ+a8jQowIDOMjvzThUW0sXBeT9UcRsWGOfU8Z\/nT10LtQgZGhBtJ5t42nCEZA+f1o2m6nbWs0Zhb4UI3Rng5\/eJ9celGtoIpGW4aZJXB7bTR+pLGwS1hvoJY4HUMJE5BftjHHpz\/GmSikhx3VNNur2BLsKZjCxLyMcFk7j8+TTe11lngjjaUBon3IoXaQf3yR\/ZTm21Ka+0iOJdu2P4VAOc\/M\/Ooe4mayU+ZFGSZC+4jn6fSmJ4D6Ht37LtvC\/h1YXn3mCeXzJxKycAMZnIJzz2YDt6VqnU2rGxRfNbarDAG4d8Vgv2cdE666o8MLWLp\/VLfQNNeednu41MtzIfMPEaj8OPVia0LqvorQem9OhFtc6rcXKD9de3d80slw2DksCdo59lH1qGpFtcGus6vl0YojdV1Zrh22DI553dqlvDyC1udSWa4nQBXAw3c1QdJa5v7xLRNxm34I9Mema9HeGnQmlloorrT45JGwzP6k11dAtJVKjqy6RxPEOoRo0XH1ZuHh\/aWUVmnkvGV2qcqRnt7VodrLFjaARnsccGs6ToGyaINpjvZzbAN8TkEHHseKfxap1H0zbpbXVhd6lFFwZ4kB+XbOTWmuqMa0t8XyeZTW7kv25feittJ\/FVTg65sSgN2klsx\/ZkBBzSx610GP\/AD2qRLkZBw2APmapu3qYIYUpt4j2P+q+ndB6w6c1LpXqrT7e\/wBF1O2a3voLhcxyRnt34G0\/Fn0OD3ArwD0v9l3oXoDxG1HV9O1ZtftLW5I0h7iFT5EJ9WJzvdT+1x27V6V8R\/E266pLaBoLzxaUzbZrlcq0+Byo9lH0yfeqH5cNgpW3yB\/ZWZ1C5g5KC7R6Z4Z0Ktb0\/NuPXHHt\/wDpO2rR28XlREBBzj1LerE0dtQCBgCOfnVeGpFRgEU1m1VgcfDzXP8APRvIwilhE5LfDByf51D6hfhed\/8AOmM+qBUJLDNVzVdaTkbwOabvb5RHUlCCF9Y1Fi26GXcp4DdvzrzV409Uan1Ff\/5KaBaNNaWzgvcLuVJZR65HdRk\/nj2qw+K3iDqzWculdMRJIsSkSXCkjPPIT3x6mshsJesLmGQHUnigY75XJxuI4C\/wJ7Vdo0c8symo3u57ab4HY0+xsh5vU2pbojGBNApLuz\/LOAc0\/Ou6t05Bb6RYfd7W1u\/6TGY5VEgUEYLHgxsAO45IIqq6hqGlwqXf+lXkBHlqx3AMT+LnI\/KrPp0ED9M3MvVSpbzTOZbTktcysOMbc8Lxx8qtqnjmJxcFl6JhW2ih1Wxmjfy5lRow2A8rAor++CcGqJ4wBLPWbXR2uze3EEHmXE\/vKcAk+x4P13E0NO1Ren7cX82rhLuHDC2PxFu5Tt9RmqVqd7NqV9cajezNPc3LmR3Y+vyx8uKWrWi4bWCWBsq5O7AIXkgmjtdWkiSLLCI2KhYwFwGYH3oqBCG3AEgcUh5d1fILGQj4XMqnHoAMj88VQ3P1JIccisV\/LLqHMcarDHtSUDIJyvxfUdvypa4sf6Yru7NFJIseWGJOT3A9DSlvp8VsgiOFmaMyLGeyJnOT\/ClnuoUREtZkUhg0ku\/c2707+lSIcSJ025RQ0MCoduACcs4+f+NMLTRbMuVu5hHIpYypExYc9s\/wNR02pG4Xz45LiTIZXaR+PyAxS9kbo2LPbBzEvxTbBlsfL59\/egSXQjqGoJNPHaQwCNY8IJBxnHypqy7JZIidysx3e5PvTxtIuJssk287iVBTDkfIetBdORH8u9m8l25DD4loIwsTSon6OjQtJ6DPK\/n60fTLi8huTJKuFUHGfWnIs5raJIVlR7qRPxDuCfenctj93sre1Vw8wO3J7kH3oAh2ZLif+lkFFJdVHHxelH0+IyTK0p2kqVJx9ef5Ul9yMt1JDcSbGjOFA4yacanItlaG4TlosLj3OO\/05qOXYFb89ZZizNkBsjPoM0\/h2SjKkIANqvk7SPbcfiPv249KgkzGAM5x65p9a3nlHcCATwSe59ufT8sZ9eKiUnkB69jlWKblA+Ioucn8s8n+se1MzCinDW7sfdIFYfx9afR3in9WysfULt+IH3IBwR82JA9qPutP257VW9Q915Rz81CED8qkA2wOw7GkZrSC6jMUyjb+LPsfehQq6UE3krOoWEtjLhh+qfPlt74700oUKCaPZ0Me2aNMA0bKR3GKFCgeVG60547loM853V37obdfMbsKFCjCJf4B1Z6wgUQTALEvY4pC9j3zMuSUI3Y\/soUKCNNiC\/eYseQzhs8BDgmrFYWs13aOL6BhJ8IAk5x37UKFBKQMedN1aSylcrGWZ1A7E+38qjtWuDMubobBnvQoVUm+wPoR9ha1tr3wZtkWFSI7i4aSQyZBzMwOBVk8cbSwstOkkhVd4IVAB8if7qFCp6i\/cRZtrWMXQWV6GYdCSJF1PY2smnzNJewtI9wqZjiKkAB\/rnivWnQNvsVXVCrAcZXBoUK1mgpK1keZ+Jm3VwzSLS6dMAOQT3+dSayqVLEc0KFPqrHRl3JpZK71x1b0z0boUmt9SNGlurCNckBmduAATxk14c8WPHDxZ1HWg0dk+ldO\/eMQW0JCMyhjy7lSxYjHwkH045zQoVwNTvK0ZqlF4RsfD1nSqU\/PksyTNe6K6tsuptAjuFfzp9oKy9lZhxgrtBDjGCM9hu4ziu6ncEZJP1xQoVmqvMss9LoN7EyGe++IgGmMmoEscseKFCoiXLK11V1rpfTtk1xqN2sRAyBuyz\/ICsQ1\/wAapdX1QWenSmyskJeWSXiUg+goUKtWvMuTP6rc1IZUWVrXesdFvbUaZpkLySuNgeLLbj6ADHOBgn5mqvc\/pn\/iOp3VxpsEXLCVcS7fmvvQoV0qj9jON57Go1DRNMYLo9jvd2Ba\/ufjc45OxSdqn6g0zv8AXrrUZ3mQSM0h3B3bLEenIA\/lQoVFufuBGuC7l5Bl\/UmuFVJyRQoVHPkBJc+YAGI+i5pXTpUSSWW6EjKGxGwXbtYds\/LmhQpY9BkbTyanPO1w5WVQ+2WRe232qZOhCz\/VrMDJkPhvwk+nxev0oUKcSLoRn0q0eeSK4Lo2BsEfC7jTGHURYzMsFuwIUxlWfGD+8B6mhQoCXQpL1K9vDHDNbxzKECISWRz8+Kf2V\/ZyWflXvwM+GIQ\/FGvpyfWhQoIxe3tvvVzLqFpF+J9qqvt7UdrpbadZr6FBOh42fh2\/40KFAEdcol1dG7Cj45QR\/CovUXaTfahjkEg\/QnNChUcuwISWzKLx2A7\/APfj++m4Vl9TihQqEA8chUYJOPalheOBgH+VChRlgf\/Z\" width=\"250px\" alt=\"Trading Volume\"\/><\/p>\n<p>Lower volume indicates that traders do not have much  conviction in the pullback, and it may suggest that the market\u2019s upward trend could continue, making the pullback a buying opportunity. Fluctuation above and below the zero line can be used to aid other trading signals. The Klinger oscillator sums the accumulation (buying) and distribution (selling) volumes for a given time period.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"Trading Volume\"\/><\/p>\n<p>The bid represents the highest advertised price buyers will offer. If someone wants to sell at the bid price, it shows that the seller doesn&#8217;t desire the stock (this demonstrates an example of selling volume). When considering volume while evaluating a particular stock, investors might want to assess how difficult it could be to dispose of their shares if they decide to sell. Different conclusions can usually be drawn from low trading volume. If a stock is rising on low volume, it may simply reflect an absence of sellers.<\/p>\n<h2 id=\"toc-0\">Market Profile<\/h2>\n<p>The volume is growing, traders are supporting the rising price, the number of buy orders is increasing, and activity is growing. This approach sets the number of trades executed in a fixed period. The quantitative method allows tracking changes in the activity of traders but has a drawback as it does not consider the transaction volume itself.<\/p>\n<p>The chart is typically located on the right-hand side of the price chart, either as a separate chart or as an overlay. When the bars on a bar chart are higher than average, it&#8217;s a sign of high volume or strength at a particular market price. By examining bar  charts, analysts can use volume as a way to confirm a price movement. If volume increases when the price moves up or down, it is considered a price movement with strength.<\/p>\n<h2 id=\"toc-1\">What Are Support and Resistance in Trading?<\/h2>\n<p>Decreasing volume also indicates that buyers with still active positions probably have a higher level of tolerance for losses. They could probably afford to lose more, or went long at a later time during the downtrend, or both. Decreasing volume outlines an area, where the bear trend may reverse. It may indicate that traders are not interested in the asset, which signals a trend reversal or a transition to a flat market. Stock prices increased after the growth of buyers&#8217; activity and the forced closing of short trades by stop by sellers.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"253px\" alt=\"Trading Volume\"\/><\/p>\n<p>When a stock is not traded very often, and there is limited buying interest, an investor may have a difficult time unloading their shares. High volumes can indicate bullish or bearish sentiments and the level of investor conviction regarding a particular stock. The trading volume of a stock reveals to investors how many shares are being transacted.<\/p>\n<h2 id=\"toc-2\">Identifying false breakouts of key levels<\/h2>\n<p>Understanding trading volume can provide valuable insights into market trends, investor sentiment, and potential trading opportunities. In this article, we will explore what trading volume is and how traders can use it to inform their trading decisions. The VWAP (Volume Weighted Average Price) indicator is the weighted average price of an asset for a certain period, weighted by total trading volume. It is used to determine the general trend direction of an asset and identify support and resistance levels. It is calculated by multiplying the price of each trade by its volume, then summing these products and dividing the resulting amount by the total trading volume for the period. On a volume-by-price chart, each bar represents a specific price level and the height of the bar indicates the volume traded at that level.<\/p>\n<ul>\n<li>Buyers require increasing numbers and increasing enthusiasm to keep pushing prices higher.<\/li>\n<li>Barchart Plus Members have 10 downloads per day, while Barchart Premier Members may download up to 250 .csv files per day.<\/li>\n<li>Essentially, trading volume can legitimize a security&#8217;s price action, which can then aid an investor in their decision to either buy or sell that security.<\/li>\n<li>Volume can also be used to analyze the trend of a stock, helping to assess the likelihood that a trend will continue.<\/li>\n<li>If a stock with a high trading volume is rising, it usually means there is strong buying pressure, as investor demand pushes the stock to higher and higher prices.<\/li>\n<li>Investing involves market risk, including possible loss of principal, and there is no guarantee that investment objectives will be achieved.<\/li>\n<\/ul>\n<p>This switch means that it\u2019s easy to identify the actual amount of an asset traded at specific price levels. As a result, there is an opportunity to spot where <a href=\"https:\/\/www.bigshotrading.info\/blog\/buying-and-selling-volumes\/\">Trading Volume<\/a> the real money is buying and selling in the market. A downtrend without increasing and\/or above average volume implies investor concern is limited.<\/p>\n<h2 id=\"toc-3\">Variations of the Volume Strategy<\/h2>\n<p>And if a stock is declining on low volume, it might mean there are very few bids. When considering what else to incorporate into a volume-based strategy, it is also worth questioning the chosen timeframe. Adjusting chart timeframes from one hour, to one day, to one week can offer a different view of the situation. The day with higher volumes gives a better idea of how the \u2018real\u2019 money views the market and a better idea of the direction it will head despite the price move being smaller.<\/p>\n<div style='text-align:center'><iframe width='569' height='319' src='https:\/\/www.youtube.com\/embed\/z_0F0XKXQKk' frameborder='0' alt='Trading Volume' allowfullscreen><\/iframe><\/div>\n<p>They built positions by easing into positions over an extended period of time, so as to get in at a good low average price until the moment came when sellers left the market and price rallied. If using a daily timeframe, the volume traded on day two is added or subtracted from the volume traded on day one. On days when the closing price on day two is greater than the closing price on day one, the second period\u2019s <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> volume is added to the previous one. If the closing price in the second period is lower, then the second volume number is subtracted from the first. Make no mistake, price is the ultimate measure of any investment or trading idea and will always be the determinant of profit or loss, but volume-based analysis incorporates other factors. Suppose a market consists of two traders, trader 1 and trader 2.<\/p>\n<p>If stocks have a consistently low trading volume of up to 300,000 units per day, these are low-liquid stocks that are not of interest to investors. If stocks have high liquidity, then low trading volume may be temporary before the next growth stage. For example, a decrease in trading volumes may be caused by a wait before releasing a company&#8217;s financial statements. If the price breaks out key levels or a trend line, and at the time of the breakout, an increase in volumes is visible, the breakout may mean a trend movement. If the volumes at the time of the breakout are unchanged or decreasing, then the breakout is false. The significance of the reversal pattern confirms the growth of traders&#8217; activity.<\/p>\n<ul>\n<li>The day with higher volumes gives a better idea of how the \u2018real\u2019 money views the market and a better idea of the direction it will head despite the price move being smaller.<\/li>\n<li>In fact, volume plays an important role in technical analysis and features prominently among some key technical indicators.<\/li>\n<li>However, high trading volume can also indicate a price reversal.<\/li>\n<li>It is calculated by adding or subtracting the trading volumes, depending on whether the closing price was higher or lower than the previous closing price.<\/li>\n<li>This is why volume trading strategies can offer an insight into the workings of the market and act as a leading indicator of price moves.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Market Profile What Are Support and Resistance in Trading? Identifying false breakouts of key levels Variations of the Volume Strategy Volume in the real world Trading Volume and Price Reversals Lower volume indicates that traders do not have much conviction in the pullback, and it may suggest that the market\u2019s upward trend could continue, [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"pagelayer_contact_templates":[],"_pagelayer_content":"","footnotes":""},"categories":[30],"tags":[],"class_list":["post-1705","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=\/wp\/v2\/posts\/1705","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1705"}],"version-history":[{"count":1,"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=\/wp\/v2\/posts\/1705\/revisions"}],"predecessor-version":[{"id":1706,"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=\/wp\/v2\/posts\/1705\/revisions\/1706"}],"wp:attachment":[{"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1705"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1705"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/fundacioneamericana.org\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1705"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}