{"id":34860,"date":"2024-05-08T16:15:13","date_gmt":"2024-05-08T09:15:13","guid":{"rendered":"http:\/\/surin.nfe.go.th\/News\/?p=34860"},"modified":"2024-12-30T20:09:52","modified_gmt":"2024-12-30T13:09:52","slug":"moving-average-cross-over-screener-technical","status":"publish","type":"post","link":"http:\/\/surin.dole.go.th\/News\/?p=34860","title":{"rendered":"Moving Average Cross Over Screener, Technical Analysis Scanner"},"content":{"rendered":"<p><img decoding=\"async\" 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81tTQCqAkBd7JKjF2E9GsMqoatssbR8\/Ixrti0eqGgHsJ0HgqS1MjXNIP8IK7817aYPWZZr04whtbrRZCUvBZQdo822q8ELQrBKjSihjTPKIx0Y9aM1bLUw5Mty7ZZcaQgS6HUghaVqN7aOuEnAUpTfnGl7T1s\/1lozNS0wseHS5lQanrTDImmAl0cVpwQum+6r4+Hvoy2wuVsK2n2iUuNoSW1ClULLLiEqFd6VKCu6NQ3oe2DCZYZWN67rgxr7a2c6MAg8iCfaFm9LzSgg6W281sTXP0lWJFxcrJNJmn0EpW6tREs2sVBSLhvvKScFBKkJGICia01fI9Kq1krC3ZaTU0T4oaebqDj1HNsqhpkSF4bicYs+hhoRLzs669MIS6iUbQpDSwFIU66pSULUk9VQQEKIScLxSfixufXfrnspl1+yZ+TmJhKUtpcCEMlv31lt1BbKnkLQtAcTRYCSlQqDgDGy\/d+GUNSMMgouvcGh0jiRcA2Fxm467AhYuske3rC+3JTjUxrTlbYYLjNW3m6B+XWoFbZOSkqAAW2qhosAYgghJznsaO6OWseyJhw2fZki7K3GVPErQ0L4QptBK3EurdccJWnrLrgKVAAEbxjy7pPQMo690ccTo2mxa1xBNj3E6XBsCSe1bOmkL2XJupJol4ivzvoEaq6Sp9+lv0b37zcbR0WbqhWJ8bcSNw4ERqrpIt0dlxj8G7mSfjN7yax9BdBPsum\/t+K4Lprb0Ke\/Z\/sFG9TB\/7Sl+17+GfjS9u\/Du\/pnv9RUbk1OIraUuMc3sifJn+GMbitbVxZhcaJs+SJW8u+TLMkrJZfUb1U9aqgFY7xXOOhxWAyuABstr+xzpIzBaSSQsL8xI0NtrHtUc6Jv4sP\/unvmRGzrL8d\/8ATJ\/h2IspPRKUba2LbDbTN6\/s2U7JF85qutlIvHjvixsnRWWDjxDeKXk067mFGGCPj8YxRtytAWwxKqFVVSTgWzuc63K5vZSsGEW\/g3NX6yvtQVL81frK+1F6hK4hFuZbmr9ZX2oeDc1frK+1BF+eZEeVCKhjyY+nAV6WWqkY8kRVIjxFwKxEKmRHkiPZEfDF4WIhUiI8KiqoRSci+6xOCsZ5ygiGW5N7hEltp2gMRiyZUvPXRndWoZZpSSCbxAoMzjWgwBOB4TpTWOJELNzotLWvJOUcVbrZCEkHP41BWp3itaUTl2xlbPlVFDaEg7R2qQBmhsmhIAxvKqMc\/XFhaEqkKF1QIqE4ZV+Ma5EBWFRgQIkEokBSl1O0KVst0BTULuNgDAgKoVEk08cHPLy+VpDjdaRzTeyuVzpl21BugLgwIob4BUkKLdKFASm6hRFCSogERHpiQSAVElbmF9VSUorkkmnj41xVWgOBiRW9LhKUi8VFITQp+MnEJumlaC6ul7cknChrhnpEkBAIISRxujIG6AQAMutgVUrUilIchVwYTssYxKEit8KFTVNCB9dc\/i05xfIYcWRcCgBTq1N0HljTHOmWfOJro5ouXCEJHUFKmgxPbnQcCSN\/CNlWTojdICUkYDPeQAMOA5csohyzhi2VNhj5N9FpiT0NcVmKVz392GAjP2ToPiKgkEjIdYbqAUpjXeOfExuqX0bO8efHHvHthGSlrFAPZuoOzz7sfqEQJK13BbSPCIxutYyeiAHWIAOBwAChQ5A1OAwFMAAO29IbO0aYpQoTQ161wUxORNcMa9Y44jEGJ7\/VYI4Y1yy541GPLiax9lbIxqczhgO7HjXv7zEJ07zxU1lHCwaBa4tLVo04CQBjXrfG7nN4Kd24njjGqNYer52R98xLZOCgPFV8lWIG7MYZdkdWps2mG4nEU+o5+bfSLbSCwm32lsuJCkrSQa457xnRQOINcxzi+Krew67KLU4dFI05dDwXCcyak1GP0k8\/XhmYzOir92lFE0UDSlKVw9ZH8sYutYOi65R9bShkeqofGScQeBqPpjE2JWpw3DHH5Qw5xvoyHjTiPzXISsLDY7rrrURa5NBWOobAeqkRxtqGe6ye6OvdE1dQRhVikkIQgiRhdLvET+eP3VRmowul3iJ\/PH7qo5rph9j1H9n4hSKT65veozHFHTuH\/azP+Xs\/xE1Ha8RDTTVlZtoOh6clUPOpbDQWpbySG0qUoJo24lOClqNaVxzwEeHdDsbgwmtM84cW5C31QCbkjmRyW7q4XSsytXP3Sf0S2li2ZPoHWl5WUYdIp8C\/LtlClb6IeASAN757vvRh0S2diWnPrHXmJWbYaOHwLDDl8im5bxKT+hHf01PaOS7kr4EtpKpUtJZ2RKqbJACUpvBV\/qhKaKvVwBrWEjo5LtyvgbbQTKhpTGyBVTZLBCk3iq\/1gpVVXr2JNax0Hy6b6F6NZ1+uzX\/+LPntv9Lhba3FYPQvXzdnttZce9BH8bO\/5e7\/ABErGM11aMzVg2z4cwmjS5gzMo4RVslRvuMLoR4t5TZQSCpsgg41HXehmrKzZB0vScohh1TZaK0reUS2pSVFNHHFJxUhJrSuGecSa1bOafbU082260sUU24hK0KHNKgQfNEqfp\/A3FDURsLonxhj2usDoXajUjjx3BKsFCeryk6g3C57k+lxIFq85JzaX6fBoLKmr3DbKcSumeOyrGkWWZzSq2Cu5cSsoDhTiiUk0EJ8Y4KUE1pWhccUaAVoOqZjo92Epd8yIBJrdS\/MpR2XEvBIB+SKCNgaNaPy0o3spVhphutbjSAkFXylUFVK3XlVMWx9K8Ewxj5MLgcJXC13bN\/8jp2DfmqmlmkIEhFuxUtItHWpiUcklCjLjCpemdxJRcSRzR1VDmkR+dEta03ZpnZMHZqeQuSmk45NvJK7uWJ2am6keI44N8fpdEE0i1PWRNPLmJiRbcedIU4u+8m8oAJqUodSkGgFSAKmpNSSTreh3S+HDBLHVhzmvIcLAH1uJsSN9PELJVUhksWaELVfQW0T2co9PrBCplexaOHwLBN5Q30W8Skj\/wBEd+C\/pAhjZ3ZO\/wD6kdPaP2OzKsol5dtLbLSbraE1olNa5qJUSSSSSSSSSSSYw+nOgMhaOz8Nl0v7K\/sry3U3Npdv02a01vXE51ywpjFtN0ti\/f5xKYOyesABa4GXKNL27TqjqQ9R1Y3Wh7S\/8Bj9E1\/93RFj0A2UqRaaVJCkqEilSVCqVJUJ0KSoHAggkEcI6Jc0FkTJf1cZdPgVANhfcu0S6Hx17+0wdAX43LLCPOg2gUjZ208Cl0sba5tbq3VX9lfuV2i1Uu7ReVK3sa0FJFR0upXYfV07A8PlmMjDYWALmEXN7g+qdrq0Ujusa42sBZcS9JHVaqyZurST4E+SqWUSVXN62Fk1N5uouk1KkFJqSF02p0LrFRNWbacq5W4+UMqIzAcZdTeHNNbw5iOk9MNF5Wfa2E4yh9q8lYSu8KLTWikqQUrSaEiqSKgqBwJBtdCNB5KzkrTJS6WEuFKnAlTirxSCEk7RaqUBOVM4lVXT9tVhHUSB3XjL6wAyktc1wdve5trpurW0OWXMNlxDofbc9ovaig81UgbN5okhEwwVBSXGl0pmkKQ4AaEKSoYqTE+1k65NHpxLzwsl52eebu7R9LSAlQbDSFlxD7ijskhNPexW6Ms46q0s0WlJ5vZTcu0+jMBxNSkkUJQsUWhVCReQQecQeS6P1hIXfEikmtQlb0wtAxB8RTpSQKUoQRTCJsfTfCah7aqqjkbMBYmM2DgNbGzm3F9bHzKsNFK0ZWkW7f8AhaE6CVivGfemg2rwdEqthTuSNstxlaWwT4yriCogVui7Wl5Ney4oWfJNtIS20hDbaBdQhtKUISkZBKEgJSOQEV44PpRjv74rTUBuUWDQNzYX1Pab\/rdTqaHqmZVJNEfEV+f9AjVPSW+Glv0T37zcbW0R8RX530CNU9Jb4aW\/Rvfvtx9A9BPsym\/s+K4Hpt\/0M\/h\/sFFdS\/4yl+17+Gfjou1fHY\/TK\/h345z1L\/jKX7Xv4Z+Oln5YKKCa9RRWKbyULRjhlRZOFMQI6ms+s8FqOg\/2d\/m78FXiwsxJvvYHF4EcxsGRUcRUEdoMX8IiLsEhCEESEIQRfneRHkiKhEeCI+mQvTyFTMeFCKpEeTF4WJwVIx5Ij2RHwxeFhIVMiKD0XBEUXhF19FieNFFtIVYRjNG7PUpDzo+LdRWuACwbwO\/r4JFM\/F+NGU0iThFpoA913UFJWlSAq6PGK0miCCOsAL6iSD8nA5R5pjYzV7A7jp7FontBqAD+tFhJkGuGOJyFOeAypvpkIzFmzpoSK3kJIRT5a3Ca039ZRUDxp8kVxlpN0J3Y5cP9ourEbxrvTRRzqbp\/lXujjKyPI4ha6WOzlJrUlQvZtgitQTQk1SChCBhh4hC6czEtTo3fcLKBUlYBXUHBPOgzPEbhEV0cYUp1s5E4AAY+MABTduGVI6X1OaNJbJcXQqJumvLDDOmOZ38qxz9VJlcthQwjqy8q+1e6vkoSCrOgoN+OdeXnOHdEzXo+gZAcMPNhiM6VpjvyjO0CRgd3tzr37t0Wk5MJwxqSOrzpT6dw5YYRBcAd1m695dpsopNSwTzw5bqZ07RhT5sPDTdBSnzYxlpxaaYbqjngfmzy5mMaXBXficabjjx83ZEGRoBWzheXDVUVp5Vx5cvbsBi8kpap8X5znma4144jhFG9XdT6O4+2MV2FkD6s6YZY+1IwgarI8m1grpbAp3cR38j6osFMitQcMvqxoMfNnF046Tu3b938vP8ANFNBFe3fh7Dz7oudZY2ZhutKdI\/RUONh5IAUmtTTMZ49vm35xzdJtXSeNR2Zg\/V547m0ssoPMqb4pwrvpXf56H58o5D0vsMsOOBQpdURw+MKcR5o2OGz3vH2Fc3isdn5+a21qG8ZPdHYeiPiDujjjUOvrp7o7F0PV1B2CJi1KlEICEESNXdJTWK3Y8m3NOtLeSuaQwEtqSkgrZfcvVVhQBoinMRtGOZv6Rz8TS\/+aM\/wk7EaspIquF0Ewu1wsRqPdqrmPLTcKC+66k\/IZn0rUffddSfkEz6RqOOhHR3R36P0takj4ZNuTLd95aGAwppIU23RKlq2jThqXb6BSniHjHEYn0W6OYdAZ6mKzbgfSedT2A3U2Oqnkdlafcpv7rqT8gmfStQ911J+QTPpWo1N0m9TLdj7ByWW85LvX0LL5QpSHkdYCrbaBdW2agUJq2vHKMh0aNUVnWyw8X3ptuYYdSFJZWyEFpxFW1UWwtV68h1JxpgnjEc4D0ZFD6f1d4uYMnO2ovffdXdfUZ8l9fBbI911J+QzPpGo++66k\/IZn0jUc6a9tBRZVouyiCtTQCHGVuFJWtpxIIKikJSSF30EhI8XKNk9GzUPL2tKOTU25Mtp2xaYDCm03ghILilFxpyovKCRSlClee7JVdHOjVNSCskj+bIBBzPN822gddUbUVDn5AdfBbC911J+QTPpGo+e66k\/IZn0rURfQbUPZc5aNoyiX53ZSBlm0rDkveW64HtuFHwcpuoW2EAAA1Cq1qKTsdEiy\/KLR9JL\/dY1dZSdEqWTqpY3B1g63zp0cLjY8isrH1ThcH3LG+66k\/IJn0jUfPddSfkEz6VqIBr91HSdlmRDDs0rwqa2Dm2U0bqat4ouMoorrnO8MsI2l7kmyvKLQ9JLfdYunoeicMMc74zlkvl+tucpsdL3GvNA+pJIvt3LG+66k\/IJn0rUfPddSfkMz6VqKtu9EaRLZEvNzbbvxS\/snG68FJbaaXQ5XgrDOhyjkzTHR56SmXZV9N11lZQsA1GQIUk70qSQpJ3pUDE3CcC6MYnmFMy5buCZAe+xI0WOWepj+kfcurvddSfkEz6VqPvuupPyCZ9K1EF6OmoCXtSSVNzjky2FPKbYDCmkhbbYAWs7RpwmrhUgUp8GrDEGMH0nNS7Vjpl3ZVb7jDpcbcL6m1KQ8kBSAC222KOIvEChxbXjiItZgvRZ9caBrPnRcWvJa4FyL5rXsqmapDM99PBbV911J+QzPpWoe66k\/IJn0jUcl6N2I9Nvty8uguPOqCG0ClSc8zQAAAqKiQAASSAI610G6JkqlAM\/MPPPEdZEsQ2ykkZBSkKccofj+91+TF+L4B0YwsA1MdidgHSFx8A727KkU9RJ9E+5fPddSfkEz6RqPvuupPyCZ9I1DTvonSqm1GQfeaeCapRMKStlZAwBUlCXG6\/L64GHVjTOofVKietOYs+0PCJdctLuOLS0W0uJdbfYaukrQ4koKXVGqRj1SDTOPSYX0UqaeSojZ6rBd4JkDgO69\/JXOlqWuDTx22W5fddSfkMz6VqHuupPyCZ9I1GTHRIsvyi0fSS\/3WNbdI3UPJWRICal3ZtbhmW2aPraKLq0OqJohhCrwKBTGmeER6Gj6JVkzYYY3FztB9aBz3JsrnvqmAkn3Lrbo16xm7YlHZlplbKUTKmClxSVElLTLl6qcKe+AU5GMB0lvhZf9G7+83EW\/o4\/xPM\/5k7\/AAspEp6S3wst+id\/eRHq2FUcVIGQQizW6Ach46riulzy\/DZnHs\/2Ciupb8ZS\/a9\/DPx04I5i1L\/jKX7Xv4Z+OnREys+s8Fr+g\/2d\/m78EhCERV2CQhCCJCEIIvz2dRFEiL51EWjiY+lmOuvT73VKPKhHsx5MZArSFTIjwRFUx4UIvCxEKmRFJ0RWMU3BF4WFwUbt5vAxhdBXkonElW9DyaY43mljGmXI40NDQ0pEltlvCIbLPbKYbcOSXElX5taK\/wDiTHnfSiPJMyU8CD7VoakZJmu5Ee9XVst9Y7qk4cK9sZCxpBVK0JvGgpjXEcxhlhXdC3ZSj13PrYflA5HvET7Rmyfe60BuoKq8+IqN1DSlcY5DG7MkKtnhvKQsxqtsQFaVEeJeoquFQUkZ51qr2EdBWRLXKEVy3VpUmvig5kjzxqPV\/IqSQk1PVBJHEACg31qE59uFY2tLrVga0Ir31GNTj7dkcNVPu9bKCItjspc25VHPmOGPbx3xYPqxw4+vLDHhXiN9MMabU3dokZmpJ4ZndTgQP51ixet1kUN8HtIpnSlASCa9XhUQyFwUZkZDlUeSfOMDvxyzG+g8wizU338QKcsfn80UX7dbVkRUU34Y07\/Ud3fSRaY+nfQ55k\/P2xFkZZbKOMgK6Url6vqHfhF4yvd2e1fMe+MYJsHv\/lUUihN2mEJxyGPA4YZdox+qMQ0V5aSpI1L3suFSeWHDEes+aLS0ZC7WpA45DtriMTGvbT1mbMlDYBIO\/EXjnQdVRqR3Gndgn9L559QIStQBHwdQAagipVUDPEerOM4Y0i5UMyOY6wKnzdrXVFKwU041+cAjHOoNMDUiNS9Jqx0paTNJpRyiFEYe+ChSedUp9RjY9ipqkGZSGamgDjiFc60KUBAIFMgQOUYzXZY7K7NdaZdacAuOoShxtRBSqiqBBr4qicoiO+bqI3M528Dofitdijw9luO\/ktVal7TCVp7o7J0CtUKSMeEfnXoVbxbUMaUjpvVTrAyBVwjfrnF1qy7WKsRHRe2g4kGu6JWyqogi9xzN\/SOfiaX\/AM0Z\/hJ2OmY5m\/pHPxNL\/wCaM\/wk7BFwXY1nrfdbZbF5x1xDTaflLcUEIFThiogR3ZrptFNh6P7CXXdWlpmRl1A0UXFijjuAwWUJedJAAvEZVEc\/9CrRHwm0\/CVD3uRbLuIBBedCm2QajMDaOg7i0mOldamsKwWXRKWoqXccQEuBp6TXMhu+OqcGHEIUpONKhV0g5ER5r0sr3S4pT0rI3SNj+de1guSf4QeFhx7CtjSx2jc4m19BdYzWFKJt\/R3atgKdcl0TbIFDdmmAdq2k5BRIfl64UvHnHMnRL0u8CtdpKlUamwZRytaVcoWThhXbpbTU5JUvtjsPVLptZM2lbNlKauS91SmmpdcuhvaqUQUoU02nrKSokpBxzzFeI9fuihsy1n2mwW29oJiWKRdutOnaICLtKBpV5oEUxaOUYeibhN6XhM7HMaczmNcLODX8PC7SO+6rVaZZQb93Yt8dOzREuNys+2gqU2syrt1JKilw32K0yCXA4nmXkjt2nZbaNH7BF6lZOVK1VOC5pwlRTniHJpy4OAIGAGGS1fWqzbFly0w6ErDiWHHU0IAmZV1C14HG6mZZqBjVNMwanTPTu0vuNS9nIV1nVeFPAHENt3kMg\/krcLiqcWUxoKB82IPpsDlB+ZlcZO1rNveW+IWd4awOmHEaK06BMypxdprWSpazJqUo5qUpU4pRPMkkxP8AWJ0cJO0Zx2ddmJtDjxQVJb2VwXG0Ni7ebJyQDmcSY13\/AEfmdo9kj\/8AtxLtaWoKZn556bbtQsIeKCGg26blxpDZxS8kGpQVYAZxsMXqfR+kM5FUIPm2DNlzX0b6tuHO\/YrIm3gb6ubU8e9ak1z6o5exZyzdg6+54RMG9trnV2Lstdu3EJz2prWuQjpjpC6Bu2tImUZcabXt23bzt+7RF8EdRKlXjeG6mccx6z9Uj9kv2e49PGb2s4hCQULTs7q2lEgrdX41RgKZR0V0qdKpmQswzEo6WXvCWUXwlCuqraXhRxKk40G6uEZsYlnnlw11NM2R5dJlkLbNJuNSBy205K2IBokzCw00WM6NeqKasfb7eaQ6l64Ess7QtJKc3VbRKTtSDcwT4uZOAHN3Sdnkz9vOolUpWq9LyiShSTtn0oS2ccE1DitjUk\/BjEDAdV6uNIk29Y1S6pp51hctMqaVdWzMBN1S03VVAV1XgmtClYSd4jnjot6t3RbriZlFP6rvqcwqgzFS1L0JxoetMIVTJoHhGXAqt0VVXYhXuHXRNyuaBYWFrEc8xAA\/MKkzLtYxmxW8tb06mwtHiwwq6tDLckwoG6pTzuDrgIp17u3fqB4w3R60ylhpBo5tEAKedlkzLYTTCcYBK201oAS4h1ippQLOUZXWrrBsJhwSlqKl1rSEvBp6UXMhF8EJVgw4hKymuGCrpByUK5HVNpxZM2lTNlKaCGKLU0zLLl0I2ildZKFNNpNVA1KQcSK5iOWbNUw0UdZ6PJ1gl68ykeqQ7cX3sRZSbNLy3MLWtbiueOgVY6FzU3MKxWzLttoqMvCFrK1DgaM3exahFDpU6RzU9bKLGbdLbAclJcNklLS35nZLDrt2qlhJdQBUG6EEpAJJVkbEtRvRzSaYad97kJwXgqgCW231B1paQnHZsPByXPBIWaGgjbGt\/Uy1ajzNoSs14LNt7NSH0JDrbqWyFMrwWkX0GhS6kkEAAgi6U9fVYhBTY23EKn6qSEdU8i7Wu0Ou9jv268lFbGXQ9W3cHUKC6G6l9IpCXdlpW1ZVtp4AEBUyS1neUwVMnYrXXrLQAo0BqCARi+jJow9IaST0rMOpefbs8qcdSpagsvOyDwN5wBZNHACVDMGN6asdGJ2TS6qftRyeKqEbRCWm2UoqVEdYklVcVEgAJHbGqdUlusTel9pPy7iXWVWeEJcT4qiybNZWUn4yb7agFjBQoQSCDGr\/AHxUVkNewmN7BCT1jGFt3aCxJ1JAvvy0WXqmsczcG+xKm2trUNKWvMiaefmW1hpDN1nZ3bqCpQPXQo1qs79wjn\/pI6jZWx5RqYYemHFOTAZIe2d0JLTrlRcQk1q2BnkTG7ddmpWYtSbEy1aJlUhlDWzCHFVKFLJVVDqBjeplujRGvbUnMWXJiadtEzSduhoNlDgoVocN6qnVjAIIpT42cTuiVfc08Xp4OgHU5P8At+jm7OfYsdSz6RyeN10P\/RxfieZ\/zJ3+FlIlPSW+Glv0Tv7yIi39HF+J5n\/Mnf4WUiU9Jb4WW\/RO\/vNx63TfWhcV0r+zJe4f7BRTUv8AjKX7Xv4Z+OnRHMepb8ZS\/a9\/DPx04IvrPrPBQeg\/2d\/m78EhCERV2CQhCCJCEIIuBXExauojIOCLN5MfRzHL01qsVCPBissRTMSgVeQqahHkxUMeDF4WMhU1RTVFVQimuLwsLljrRRhEE0haxic2m7QRBbferHG9LCwxWK0OJWsspo2sutoJNS2rZq+VTxmz5gU14Jja2ikz1kowrgajhUeqoqRGjdCJu6+UVwdFwcL2aK\/82HfG0tD526tIVuJGOYpQ0PZj5o8zrXmambIOF2nvG3sso9NJma1\/ge8fkujLGlEoRQUqSpR7+HOgpTfTzXrkyUgncMvNl2ceQ3xj5C0m0oC1rQhN2tVqSkY4VqojeR5xxiFab63rNl03Q94S6CTs5brivN74FNDUkBSlA06uUcdHE57tlv5Zooh65ACzWlmkC0poAaqCrxAIxrShpTG6a4gUAQagpAjVNrvzR6wNxONFKWEilMRVRA7sBhlGd0Psu0LXSl51f9XyS\/gm2EpVMut0NFl50UaQSKpWEi9SoRdIWb7SBOjdnKIcbE5MV699Kppy8Bktx4lsKA3AjsETtdvYFqpJw4XYLDmdPifOy1ULccQqommq8pponHA+K4ceVIlth6UOpp1ioE0qCDXd42\/jTl3xM7J00smYa2hs9TMvUJLxl5ctJvG4NpslLKAVCnXSMwclCuH0w1ayi1pMujYKWKtvStEYHEG4ijTia0JBAJFKKTmcT7E2eCO8K2Bz\/pRkHuP6\/BTfRi2tpQ8vbMUOZEZzSaQS4hJSK3hkTx7ufE1BzJjU2gU3aDLjsg8ww7MtqoyrboZU62W1O7UtEXlshAxcQAQSpJBUk0nri7SMsohUhtgKsoCX7oUhBK0OqUqqryqXVJugBOI6xpCmgLDwU301sjQ5gOm+ig2l9qtSi0NJQX5pzBplul9VQcd4QkCtVk0ACqb4+WdMhSg3PWgpKz\/5Gy79RiTdceZQuZcUQRUJLaag3bwOMX0RlvCGpq0WFuuzEy4GC46hLamuolb4bCVrAbotKAutRsgnEFV7NaoNAH5abRMF5oBJBWhIvFwJWHUpJW2oJo4hCitIvdUgEXiYktjjbo52o4\/Basyzz+sxvqnhtpzNt\/cptofKaPOr2TcpLl2pqJxordUrGt5U3fcKq7r1chQUpEz0s1N2ZMsJS1Z8o25eoShsMg50vLlwlwUIGKVDgagkR6d0VbW+ZhYQtxxVVqKBdTWpolOO8neTjWtYnVjs3QE5A1TTdgMN3GmURTUOgl60G7RuCLpPSMc0bDXWwXFWs\/VwqyZ2XCguYlX10QlpxJcK0kBcsHi3dvFSkXXS2CUk9WqDXLv2f4I3LTDalUeKm30EgpamEBKiGzQEtKCjdvdbqHu2jbzZcXJMroHW7Vaeu7whTc8AnlVMu4s1x6o5RrjWM6USrbZzdn3FoH5EuhaFEcqvoHm4RNfO4yR2GhufDgfxWR+E04pqiXNcsc0N1013W\/8AUxb5WkVMb7st2oEcr6hAaCOobB8URJXMjZZWOZv6Rz8TS\/8AmbP8JOx0zHOX9INZTz9kMIYadeWLSZUUtNqcUEiVnAVFKATQEgVyxHGCquGdEtO56RSpEpNPS6VqClhpV28oCgKuNBgO\/jGJ0gtl6adU\/MOLdeWQVuLNVKokJFTvolIHYIyX4D2h5BO\/sr\/2IfgPaHkE7+yv\/YjGImBxeGi53Nhc+O6rmNrK30T0omZJwuyj7jDikFtS2lXVFBUlRSTwKkJNOKRHrSvSqanVhybfcfWlNxK3CCoIvFV29ndClKIGQKlcTFb8B7Q8gnf2V\/7EPwHtDyCd\/ZX\/ALEV6pmfPlGba9hfz3TMbWV1ozrGtGTb2MrOzDLV4quNrITeVSpA50EYnSbSKYnHNtNPOPOlITfcNVXU+KK8BUxefgPaHkE7+yv\/AGIfgPaHkE7+yv8A2ItbBG15eGgOO5sL+aZjay+aI6Zzsjf8DmXZfaXdpslXb9y9cvcbt5VO0xnv+M9tf\/U5v0pjBfgPaHkE7+yv\/Yh+A9oeQTv7K\/8AYiySkgkdmexpPMgE+5VD3DQFV9I9YFoTezMzNvvbFe0a2i72zXh1k8DgMeUe9J9Y1ozjWxmp2YfavBdxxd5N5NaGnEVPni1\/Ae0PIJ39lf8AsQ\/Ae0PIJ39lf+xFwpohazG6baDTu5eCZjzX3RLTeekQsSc09LhwpLgaWUhZRUJJHEBRx5xkpXWraqFuOonphLjxQXlpVRTpbRcQXFAVUUIF0VyGEYz8B7Q8gnf2V\/7EPwHtDyCd\/ZX\/ALEHU0TiS5jTfe4GvfzQOI4rHaQ209NOqfmHFuvLu33FmqlXUhCanklIT2ARcaJ6TTMk4XZR9xhxSC2VtKuqKCUqKSeBUlJ7hFz+A9oeQTv7K\/8AYh+A9oeQTv7K\/wDYi8xtLchAta1raW5W5Klze6paWaWzc8pK5uYcfWhJQhTpvKSkm9dBzpUk05njGR0P1k2lIpuSk4+0jE7MKvNgmtSGnApsE1xISCcOEWf4D2h5BO\/sr\/2IfgPaHkE7+yv\/AGItdBE5nVloLeVhby2VQ4g3ur3TDWXaU8m5NTr7rf8AhlQS2aUIKm2wltRBAIJBpGK0U0ompJwuyj7jDikFtS2lXVFBUlRSTwKkJNOKRFx+A9oeQTv7K\/8AYh+A9oeQTv7K\/wDYg2niazq2tAbysLeWypmN7rO\/8Z7a\/wDqU36Uxi9KNYlozjexmpx99oKCwhxd5N9IUAqnEBShXmYtvwHtDyCd\/ZX\/ALEPwHtDyCd\/ZX\/sRjZRwMOZsbQeYaPgql7joSV25\/RxfieZ\/wAyd\/hZOJT0lvhZb9G7+8iMD\/R8WU8xZMwh9p1lZtF1QS62ttRSZaUAUErAJFQRXkYz3SX+Glv0bv7zcbCm+sC5vpX9mS9w\/wBgorqW\/GUv2vfwz8dOCOY9S34yl+17+GfjpwRfWfWeCg9B\/s7\/ADd+CQgTFpZtpNu39mtK9m4ppdwg3HEUvoVTJSaio3RFsuvuL2V3CEIKqQhCCLhBxMWrqYvnBFu6mPohhXpQWOeTFqoRkHkxZupiYwrMCqJjwqKhjwYzBWkKmqLeYVFyqLOcyi5xsFGl2UY0gmqRl9W2rMTzSpuamBLSiVltKqArdWml4JrglKagFVFEk0AzIjGkxifaG2wHbOYaSm6GFOtuY4KWpRcC+0oWB3Ebo8p6QzOlqCwnRazDqJlfXCCQ2Gp77cFmJXU5ZiHEPMTi3koUFFN9AxSaipuVpWnCsZvW9o+6qs+wtCUm4h9tphpDYoLqVXUJqVHIrUSo9UVoABUntFEos\/wmpDuCq1IoMxyyivoRpEH2zKuKxUhSFBWSh8VY5jfzEcHUVMkd2sOgOugC3tbgUEcZ6gbGxPcrPRTQqWWhLy5T3yh98ZedBNDgbhUUZcowesPVekeDNyz73gjk4kOyz5qGlunrONKSlOBbDgooVFPGxMbS1bVQjZnNClJIPEbxXccYken9jGZkXm2cH0p2zBASTtmvfEpAIoS4Elr\/AJzlmNfHUP6yxOi0FfSsfT6NGa26udJNEHnhsmnxLsEAKLaauFIwCEdYBCQABXGmFBuiBW\/qQkQ2EJLtagle0F8qoakAtlIBqappnjhhG2rEtJuZlGZthVEvNIeA3C+nrJxpilV5BG4hUY4TZJN8fy9sP5Ra57o75VhjBmaCQCLLTMhoYmVadYbDjiJkpD16hUsJJKQVhCKBJUaEAYkxPNW+jQaCEf3TVSkElVArG4lRqbt40A504RmLZdQobuwb9+YxjAW1apDKkNuFCiCAUm6QSBQ1BqCM92VYxdY5+5utgynGT1BZRfWdajKbcs6ZYxKGrRacUqqsBLKcSghdSLnhSkhBoBeoBTPI6MzT91btbzbh6q\/8J2972VDehSqJJ3VFcDhCLZst1+eSw2pSnLpFVLW5s3p7ZKuhS+tcYkpeXcIrhtDvz6PbsJmXbTLtpGzDYQb1CVYAEq4lXLnF1S27VDw1wYxwI1cT7LD33WkdQcukidlFoCVtzqnbmV1uZaQUXaC7dCmVg9opvpsyRsNKCMOz+YyiMW\/YbknNJnpZCnVoSpuZYScZqUUb6tlWlZllyjqEki\/Vaai+EiY2bpCzMIQ6ypK2V1uLQCMsShQICkuJOCm1AKScCBSIrrP9bz71SAOiPVeXaFI5FAIpQRn0t9RPGo9Rp7dsRyznMuPtlxFOHbvitpFpMiXCGqKdmFgqblWrpedpiTQkJbbBoFPuFLaKpqrrAGvVl7S0clGqdAoFN2CoWy6VYhLzk8KbkeBpkpNKhu2jszaJRTyUkb40BrNtHwi01so+BlFKl0UyLgVWYX2qevDsQmOq7YCpSTdm5hSVTJDk7NFBUUAssHZMM3gFbFkJQ2mqUlRvOEBTq45A1YySnXb6+staytaj8Za1FSj3qJMSqaoNQesOtgGjuaAPgtP1pZSiIcSSe22g\/FdM6jrKokGnCOhrKbokRrTVZZd1CcNwjaksmgiUoQVWEIQVUhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESNG9Jf4aW\/RvfvNxvKNGdJf4aW\/RvfvNxnpvrAud6V\/ZkvcP9gotqW\/GUv2vfwz8dOCOYtS\/4yl+17+GfjpWfnUNIU44oJQhJUpRySlIqSeQEZKwXk8FA6EEDDbn77vwUZ1jW8402hiXoZyaVsZcHG7hVx5Q+QwiqzurdG+MtodYSJRhDDdbqBipXjLWala1nepaiVE8TEb1cyq5hxdpvpKVPJ2cohWbMmDVFRucfV76rPC4K4UieRZMQwdWOG\/f+W3fddLTDrHdceOjewfE791khCER1MSEIQRcLupi3WIu3RFusR9CNK9KVm6mLN8RkXBFlMJiVGVe1WRjyRFRUeDEoLIQqZEW0ymLtUUXBF+4WGRtwoXpHL5xdalrUbbmVyz+Dc0EoC60uPJqWjXIBRJRXmIyNrytRECtuSoY846T0DmP61oXOVBkppmzx7tN12UmyS\/ImXOCkpuKHNOFRXjStOMaz1W2OhU5R0gBq9vpUg0p2EVPmi76OmnnhTPgzq6TTCQAonrPNZBVDipSAAlW+gB4xtqT0WlsSptO1cHVdAFceHZSpjy2sa6Bx0uHbH9cV1tNi8ckDncH8twePksJajQZm1geK4NonmRStN3DzmJRZ05QVG727sMecYDTeSUhLaiU3m8CRkpNMcDvpjSLSzpyo5g8Tw7aef1RrCeIWsbYi11Ul5\/8Aq51aSKWc+4p0OCt2QmHFXnUujxkyT7lXA6Oqw4pd8JbXebkFoVpXApKbyVA1StJyKSMCk\/KSSDgQYwzMwb1T3mo7gN9frFc4t2bCaTiwXZYklRRKvPMtqUc1OS7bgl1qJJqpTZNccxGQuDhqono74TeOxHI8O46+StLdnKdVNSo4AYkqrkAMyRXnviFW9agYWdoErfFNnKFVaKIqHJ66bzEunA7E0fe8VKUpJcTeadzC2gQZiaUMcBMutpVXcsMKbC00pgsKGeEaysMt7ZtJSlDO1QlQSAlIQpadoaAUAu1JPaYzRNAbdqVDpnjLo0HlqfcLLojURoqW0GcdvLffK131jrq2pBceUBQBTyqdXJKEtgAARsPSBu6kEkDreoYHv58o13p9rYl5RFK0IwokVPIADHjhTdEJkNbCZgpKVqUMqKvXh5+tTmd55xgc+7SQFWOnyvAJAtw42W73LLK0UIPEHEkdleBrQ+qmB1dbtgLbm1OgrZccoS\/LOLZU9drQPpQdm8pGVHkuUFaYERIdJNIp9EslUrLKmFqwN5wIS0hIFVFOK1KOFEACuJJwSFSCzkLmmE+EJooY0wJSpVKio34DDjhEIufmBYlt+sALb2\/MLF6MaOrcFHrQnnE0pcvy7Jzw99lJVh8E0zDlYl1kWSwxVLDSW75CnFCpcdKRS+86q866oAAXlrUeBi1sqTKE0zIwHMZjPjUnu3bspZJJVU8PVllXt80Y66qfHTuJPBa+eNjLubw2WlOl3p5sWk2W3XazTaVuq3NywcIujip5bSknglKvlCIdqOsWqkmnCMf0pFBy3aD+7lJZB\/OKnnPmcEbV1E2Vgk04RscLiEdKwDkD56rmHSZjqt+aHSd1A7IlaRGNsVmiR2Rk4nKiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCKhaExcTepXFIpl4ygn1VrFeLC3\/gj+c3\/qJi\/giRo3pL\/DS36N795uNyqcO2ArhslGm6t5Ir7cY010lvhpb9E9++3Gem+sC53pX9mS9w\/2Cimpf8ZS\/a9\/DPxt7TZPhs03Z4xYSkTU9T4zYUAxLk8HnElShmUNnjGltWFoIYnWnnDRDSZhazwSmVfJ78MBvMb11W2asNKmnk0mJ1fhDoOaEEUYZrnRpkJTTiVRMl9Rxk5aDvPHwGvfZaToh85QNh5vcXf2i2nidO66mKEAYDKPUY3SW2mpVlb7ywhttN5R38AlIzKlGiQkYkkAZxZ6DT0y8ztZloMqcUpbbOJW2yT70l41IL13FV2gBNN1Tq762XoIhdkz8L28ezu48tOaz0IQiqxpCEIIuH3RFs4Iu3BFusR9AMK9JVq4ItXkxerEW7oiSwq5Yx5EUFRcTiwIxj00BEsPAGqvMgA1VyTFNUWap0R4VPCHpEY4rAZmqvMIrEZtyTBjLPWgOMYm0Z4RrMTmgkjIcQtfVOY4KHLWtlwONqUhaFBSVJJBSQcwRG4dAeke+0NnOo2oFaONoSFY\/KRVKan5SadhjUdquAxH5mPHcUa1ji1tiOXBcyZ3077xnw4Lq2zNc0tPES6SErcV1Au8mp3JBKbt47hXE4RJ7KcwHPDvEcTy7pSoKBoUkKBGYIxBHYY630A0kTNy7cwM1ijqR8R5NEudxNFgHcoRrPRoJqWTK2z22dudRx3J2XQYXX+lB7XgBw1FuI4+SnShhXLv8\/m4GkUETdBTDeRWlK8Ruw+eLhKsKcd4A+vnFoZYV5ef6fbGOdB0WxaeC+vaJ+FAk+Lu5nnx3Zbu6Plm6sGkEVAIGJ8wz5HHuESaybRDYp6sBxPrplgPptmNJ6uXRmDSleOXt2Y5xmZJYbrG4vvdYHSLU\/JvKClrdTUjBCsN3xTUDCpNMd8U5HVRKNA7NKryEFSVKV1rwSbtTlnSJw7a7KBfedQkDHE48OFSd2+I\/MayZVJISFXMr2Fa150pmIueXEWGyoyORxuBr4LN6HlYZ2S8btDWmNcsTnhU7xGdlxSlDhh6+7tw584hqNOEJKUtoBvJ6pJqCM8Ak0qMs4qnTtIqlTVcCr3uqiKY+Lia47sz68AbZVmpZiSQFL5adqVI3089cCO2uPPzxmm2wjL+fthSNMaK6VPuzNXGHGc0lKx1gQrC8ASmpTTL1xs9y0sCpRoEpKlngkAknsFCY5zGhK9zQ3bX8lrKuFzQDwtquS9dLinbem1NkG4tpqivFUW2GgrEAlJvVFRXLEGN8aibcaBSw7ViYI6rb1E7Xmw58G8OSDe4pEc5aIzKpubcmVZvvuPHltFlQHcCB3R17oNo0y\/Lhl9tDjagKpWK0O5STmlQzC0kEHIiOziiMcbWjgAPJczC+O9pAbcxuPwP61W4JEUEXMa8ltFbQlhdk55K2QeozPtKeKE\/ITModQ8U50vhZHOkVlaT2myP7RZgdAzXIzLa8N52cxsFD80FRi\/NzCzmjB+re0+OU+Tra9xKnsIjmh2mktOpJZX10gbRlwFD7JOQdaV1k8jS6cwSMYkYMVBB2UaSN0bsrgQe1IQhFVYkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCKwt\/4I\/nN\/6iYaRWomXYdmFpUpLLTjykou31JaQVkJvKSm8QmgvKSK0qRnC3\/gz+c3\/qJjF60fxdOf8Aspr\/AEFxUbrHK4tYXDgCoIrXTK7QL8GnKBCkUuytalSTX\/vVKYfNHzWRYD9qolJmVQAhTBXddUlK0h3ZrSCElSagAg3VEV3mNJqEdPaAzaWrLl3FmiG5JlaidyUspJPcBEyWIREFm64XBMTfjbJoKu2UAbace\/sWm9GdXrptBqWfAuoSJl8IUFANC8lCFmubqxdu70BZ3R0W++lCSpRCUpBKiSAEgCpJJwAA3xD9VEmosqnHRR+eWJldc0NkUlmuxtm7gfjKXxjF6QE2pMqk018AllDw5QOEy+KFMmCDi2gELe49RG9UYauQ5su9tPHj4fguu6O4RFBEQwZW\/SJ3IHDxPAcz4po+wq1X0TroIkWVEyDSqjwhwVHhjySB1R\/cIO73wipTTZKRHlpoAUAoAKADIDlHuIzRZbeon6w6CzRoByHxO5PEpCEIuWBIQhBFxI4IoLi7dEWroj31hXpSt3Ix088AI9WhOXd0RO3bVjM+QRNzOR5yC5VO2bTpviKTlskmgqTwGJ8wiztSeUtV1NSSaARINFZp2WbUEKCVrPXWACug+KlZFUp7KVPdHEV2OumkLWusOa5yoxAPfa9h5qPuWg58lf6p+qLdVsKyxrwxiUoeJVUqJJ3kkkntONYvlOkGgpepwFTvzPIRhY4yC\/XEeH5rCwh4v1hHh+ahg26hUIXTmCPnj4mzJhWabv5xiZCbJz9WHbHnwwY4e3ZEKpLR\/G4+z9eaiTOF9CSoa1o8pRN9YFMwBU\/VFK1NGEhsrQslQOR3jlwMSGecAVe5UUOXGLmXFWlKwpXkR34xqZGxOJBGntUJxBNitdosunwlUnMJAqo\/VG1tUy0ypulShtaVBJwIrQ3QKAmtK55Rrt+eJevqxoQMOAwiaWSupSrmnHvH+0RYDFE51hcEEa72OnnZZKSb0ecPbrw8Dp7l0HZlqgoANKig7eY7qxetTQ8\/t9NYhUwlTVFEm6oChGQJGSuROUVk2gqmZ4YGta\/T7YRyT2gEgbLrw+xspNalqXRXgK8MfOPYRrKQsWfmJsrl5hLdSTecBUnKlCkUFd8ZuaUteGONAfbI4+aJDoksNjf2Gm6lARTHGLo\/V1VX\/OaLHtaqH3HU7e00JwBqppRxNapRedCcOJ5GmEVbZ1UhlRQZp15KslXW0jA4b1AkUGVPXSJLbttEJwSFHh7ccohKtK3yboYwBzK+dcik07KxMEzCNlOpzE2QOedORF\/HRZ\/RfV25VIbmHDdOG0u4JNMgkJH+3KNm6PaLMtE1ou7iVYYkZAUGIrupGsbKtacJwCEmtDRSuRIyB30pUZxsewpxZACiDvITXPfx9de2NfWS525WaG6piNQ8syxGzewW8ydUtSSBcK05kjz8\/b6IgvSH0m8DstxINHJs+CtjeErB2yhwCWQpNdylJjasvL7z7eeOQuknbgn7RUy0vqyYLKEml1bhoXyk7lXgG8cPexECFnX1bWcGjMfw9q5fEaq0VvBVNT5AWnujtTVw8LiewRwFoVaamVgKBSRuPt80dRardPBQAq4R0y51dQsqwj5Njqq\/NPzRE7B0lSsDGJAqdBQfzT80URYK2NDJebbaWtKkPobTsphlRbfb6qfFdRRV2oFUKqk7wYxIta0ZDCabVPywymZZAEygY\/DygwcoM1sGpz2YiXyE4A0j9Gj90RaT1tpTvi3JrcKVHVkNyPGZvI8O47j3cwVX0X0mlptG0l3kOpBoq6eshXyXEGi0KHyVAGMwFRqPSiSk33Nt1mJkCgmZZeye7FlPVdT+S4laeUfLPta1UYImpGZAy8IZdYcUN19bCnEXuJS0AeAil3DceX6+Ku6qCTWN4HY7fzAsfHL3Lb0I13LaV2mke+WYhznKzrSuzCYQyYo2rrHmmW1Ou2NOobRQqUXpM0qQBgh9SjiQMAc4qHX5+RVDRSDW7f8A7s\/\/AEtiomAVlHxkpSo9iysD1oV6oqxqDRfXRKuPrLzE1LhTbaQpbV9JKFPKI95K1A0WmhKaZ4xL7f1nWbLBsvTKUh5G0aKW3XAtGV4FptQGJyNDyi53qi7tO\/RRYG9e\/q4bPdyYQ7\/W\/JTCLe0ZtLaCtRoEgk90Q\/QjWjITq0MtP35haLxbDT6QClN5dFLbCaJx+N54xvSOtvwezXlVoShSR3ikGkO2WSaCSF2WRpaeRBB9q1hpt0q5aXeU02krumhNf5RgE9MJr\/CP6w+qNSdHvRhiabmZiYYbevP7NvaoSu6EJvKKbwNKlxIqPk8sM6LZ0d23g+xldrtdjTwM0v37lL+yu0vYXq031pHP1PSJsU74GQveWWuWi4FxfmuVqekrYqh8DIZHllsxaAQLi\/NbgsbpYyS0ErBSeGEYaY6X0uF0DZKa51GXmjS\/SG1fSrEuJuXbSypLiUOIRghaXKgEIyStKqeLQEE1yEZ6Z0Sk5Wxi67Ky6n0SV5S1NJKy84jCqiL1Q4sCuYoOEXDpJTuhila0nO\/IBxB7f1xVW9KKd8EUzGuPWPyAaXB7ddvit3TPSokQyFipWfi+30RFPdgs\/wCEf1h9Ucb6E2cZibYYzDjzaCK\/FKhez\/JrG8+kPZUnKSjZYlJVDrkwgJKWUA3UBS1ZJxSSEJIOBCt8TqrFGQVMdPlJc+9uy3ErYVeKsgqoqbKS597W4AcStv2V0vJdSwFtkAnOo+qM\/pV0qJJpILYKyRllSNL27ohIz9ll+UlmG3HGNs0pptCVJcbxW3eSkHxkraI49kRDUBq0S6PDZxsKaIIYacAKXARQurSRQoFaIBzIKqYJJhN6R0\/USTPBBY7KWm178hrx\/AqC3pNTejyTPBaWOylptmzch3\/gVvqxelzLrcCVtkAmla\/yjpTRO3G5plLzZqlYqI\/OHTFDE\/Ook7MlWENoXRTrTKEqdWDQ3VpFdknIZXjU4gJjv7Uro2qTkWmVmqgkV7c\/pjb08pliDy0tvwO471u6WZ00Qkc0tvrY7jvWM021ny7LjkqpqYLja2wopS1cODbuBU8lXiqAxSMa9sVGtK27WlZ2Xlm3UuCUWgB4NpClTLb6GwChxfxmzUmlKjPGmo9bn4ymv0jf8MxEy6Mvwk5+jk\/3pyNk6BrYg8b6LjqPH6ioxV9C8NyXeNAb2F+N\/wAFGlaq7QvXdkmpBV8IilAQM6545RsHSWTWmz5KzFYOzPg8q4EmtGmkByaIIzGzbUio+WI2jhGsbVtptM7NTzpqxZsuJdAGJVMP3XXQgb3Cky7QTvKyIRzOcc7v4Rfx4e2y29NgFPRnq6YHNIQ3e+m59l\/NZjWBbTiNnIydBOTCSls0qmWYTRLsysD4rYIShJpecKE1zpItEbAalJdEu0KIQDicVLUSVLcWrNS1qJUpRzJMYHVpYDiAubmgDOzV1bvBhsV2Us2fkNJNCfjLK1b4mgiA0XNyutqHNjaIGbDc83fAbDxPFIQhF6hpCEIIkIQgi4rdEWcwYvXYw1sTFBHvLSvSibKPaSzwAjWWkFpRntK7SxOMR7R+QLii4rIA3Oasq9g9so4\/pDihJ6phXO4rW\/wBZDRyRutqWR1yMSd1dwpy9uF9ZqKo78Y92E6C2UHOqgfVTLtj1ZOF5JzzEcq12y50OvqvmyooHeD5496RJKSlwZDOL1UvUfN7b49lIWi6rFQFAfoxPDHzRIEmlllD1j1BNQdxyPrEeXD7bvm74tmiS0tO9pXnTmM\/bKKhVVNeIBHqjG6W6sLlbaTUCQrMHBWUfLEHvTorkAB5jFa2hflirOn0Y+eMTo7M\/wBncJ+UgV7AT9UR3u9ZYydVGaYq\/O+mNgWGjqI5lPziIK2zUrA4Xh7d8TCxXqtJI3U9URW8UBsV0mizwtoJpUFIFM6gpGHz+eIVaEkuWXkpTNe0o+sd1QI2LYSgpltWYU2g\/wDxH0gxWmpQKwOf18ePbHMXsbFd2+MPaCopYwS5SmOUSJmzEkc+yIva1gFtRWybisyn4i+0DxSeIjxJ6b7M3HwW1AUx8VVd6VZGvtSGU7hWB+XR2nuUlnbKx3d\/88oxs3ZAQL6CF\/KBJyzOAGOO6kU3tM2iCLwxyx+b64wM1pIEqvpcFPjJGIOePzRQglXiRo3Km2jcwlzAtjCm7OnIRPpDZgDCnb9PDtjTMjrCbrQKBOHVSK1rgagZnsiaaOz0w\/k2pCThfdCkDuSoJWrtpTDMVjA+7Bcq2R7ZBustrS0vTJSi3QRtSChkcXCMDT5KPHVySOIjje05C8UvJNV1vK51xJ7QfnjdWvty8+UAlQabSnHK+aqVQZCtU+YVjUck6ApPAJqr6Y2eFUzWx9bxfr4cAuUq35324DRUbQnNo+hkDcAe08+Nd8VLC0jdYVdWFJKSQagjEHH5owNjkuTV9Bp16pPAVFI2DbVpIl+qAFvHFZOQP1xPfvYLUSuc1wDRdT3QrWgU0qrzxS1o6fF2ZQoLUB4K2mgUQCdtMk1AwqQR5hGrZ19LvBtzMKGPcoYVH8+yMV\/UVoPLGyYmJmouhbDS3E4FWBKE0TSvxqUqYq31DcqLWQuqYjEAQf1yW6NVOn5amiorNPB1gAqJFdqwRhyAMafn9LHSfhXM8PfF9lc\/asTzQfUdazigt+5KIIodoraO0JGTbaroy+MsEcI2zonqUsuUA2rImXaGq5nrA9jWDQ7LqjzMQ6x7HkG\/kuk6LU09DC5lt\/vancntK0\/q90sm1spbZbmHykrrsm3XSKrUrEpCjv3xO9G9YDzbmzdDjaxSqHEqQodqVgKHmjedjrQ21RtKUhCsWkoCRdwAupSAKDs4cRGs+lJbMspiXFE+FbcFo0osMhK9tjmWirZYYi9SmNYyRyAtFv1ZW12GZc0t+JJ0tvqtvavNJtqkYxINazlbNf8AzW\/9ZuONNG9M5xl1SWn1ISCKAJbPxQfjIJjferPTZt+XmGrVmr6F7ENtk0dXitSg0iXSl1XWSit0GmA34ymRONnAX7BuuQnxSB730mocQ4XNsu1t7\/gtfIMV+kBYLEuuULDSGttJpccCBdSpYui9dHVBO8gCpxNY2Z\/VdjoI28lPyzKvEmJhU0hongsh4qZ5bYIrjwiGdKy5tpPZEKbEooIKVXgUhwBNFVNRSmNTFmLkuiuW2\/5W7\/YthcmH4yGukac3BpPBj9wQPBRno72i2zarKnVpbSUvIClkJF9bZCE1OFVHAcTQb4mHTt0h2cmloHFZr3exiI9HiQbetNDTqEuNrZmErQtIUlQ2ZwIOBiD9MuzFS8wiWQ6sy390l9RVsLxxSl01UWRhRKqlFDQ0wECgJEfmvQf2jiP95nWzsjdOBGu3I9+\/NSXU80iTshlx1V1AaXMuqocErKnAaJBUSG7owBJpQbhFnojP2DMTCRKpl1TNS4j3h1KypIKypKnW0gqABVmTgTujJzmkdkuS\/grk5LKZ2aWlJEwE1QgAAVSsKA6oyOWEYSwPweknNuw7LJcSkgKEwt1SQrA3EqWshRBKapFbpUMiY826tzzPI9s4ke52XICGnlm5\/BfMHVueaiR7agSPc4tyAhpHDNpc\/BRfX3MzT09KyLgQmVdea2Vwkl0rcDRLhN2ikXiLgwAVWpqKSbpOz2zs4NgYOzDaDwCUBblO2qE4dsat1r6eKnJxp+VSoNyhBYUpJqpYWHC4RgQklKQE50TU0JoNvSunFk2nL7OZWyi9QuMzCw0ULA+I4oprSpuuIVWh3EkDbz0s1KyjldEcsdy5rRcgnjbnxPatzPST0kdDK6Elsdy9rBcgnjbnxPbotQ9GiyNraKXMaMNOOHheUnZIB5++FX\/LGY6V9pXplhgf3TKnDyLy6Z1+S0k5b9+7YTOk9i2UyoSy2TeN65LObdxxQrQFd5VAK4X1BIxpnQ6Tt2zZq0FvT62yAtV6gBISkAJQkGmN1IArvxOFY2VA2WvxE1pY5rGsytzCxJO5t5+xbXDmy4hiZrnMc1jWZWZhYknc28T7Fs7opW6pbL0soGjS0uoVuAdqCj9ZBUO1XCPuvHS9ZWLJlBRSkpS+Uil1CgCllAGVUEFWHilIGaqY7o22tJysu8p+YYadceACXHEJXs209U0JrQqWvzRkNQ0iLRt92YoFNl9akmlRcRVLf\/xSmMVNhbZsZllew5WgEXvYusNRwNtfHVYabCWzY5NM9hyNDSLg2L7DXkba+Oq6D6K+pdEiymYeTV5QBFQOrv8APHQyRHiXbCQAMgAI8y8yFFQFeoq6a8ShC8OVFjvrHYk3XbrmHXE6E2jNkmgC2\/4ZmIXobrhVJqmkyze0W4JdIUcEp2ZmCqprQ\/CJwGPKPHSotNX9ZzEug0U462CeA8GZKj3AExh9QegAtWZdZFUSsqGtpQ\/CqcU6DU5kAtGvyjU44Uzz1ByNjbvYE9i0XRjo3AKufFq0kMEr2sa36T3a3APAAak2NuVyrye13WkVEmbZRQ4pAqOypUIaI60HkLZ8LSl+VRMuTrpaNS9NLVVDjo3pZJvhIrilFaBMbg1v6DScpLsSkpLNqmJl9DaEkCqkoKVKqaEhJWW0qNKXCs7oj+svo9plpUPSaiX2kVeJyfVm4pScqqUTQbhllGB8cjWCzr31sRvY6ba738l3MNbhz3F7oOrsS1r2Pc5wuNTZ1wbAjaxN9Nl0RoTpUxOspdZWFJIGWY7Yz8cR9HfTNUnONoqQxMKuKQf7t0VrhkKkEdqTxEdssrqAeIrFocHC4WtrKN9LMYnEHYgjZzSLhw7wfwXuEIRVRUhCEESEIQRcUzSohGls\/QGJZbL1AY1PpjaGce1V1SIYSV6BVzZGkqK2u6pxYQnNRoIlUmyG0pSMkinbx+uMFolLXip0\/mp+mn18olbbZIyFI8ylkMry4rh55C9915MuKG7QEiuYxp7YiLZRNQvLcrl2\/PFRtZSopPaP9oquN1FQD+UOz4w7K\/PFhWMFXbZ83Gv1dpi1Sbq8cCfn7+UJMmnEZd\/1YRbzpyPBQOMVD0KoFNyYIyDiCO00wixs5zq0OaVU+mLjSLq7NzehYH\/Ll9Ii0SkBxQGIJvCMZdqqK4\/8q72mntyiM2eKSqzxcT6gYlFpCkordeUfVx+qI823SUH5S1HzGkWvPuVFb2Pg63+WCnzinzxlbFqha2uBqnsJ9h3Rhp1NzYrHGvrEZq22rrqHBkqgPf7eqMQNkXSGp21NrJo3lols9gPV84MSmedAy8xNPMfojR+p\/SQSz5aXg0\/QV3JcHinvyjb1pTHZ3xoKuLJKRz1XZYdUdZA08tD4K3mZoEEKqPVT6DEF0rm2cnSKUpXA+fOhjLz86a4KHIKp6jxiG2tZu0VUiuPAH5oowALNM88FUsywpVYqE3uABUn5iImOj2isqBVTKDyVVf76iPVGAsmRCabhziVy00BRNfN7ViNM53NUiY06kBSiyW0IwbShAG5CQnDuAiRNPUFcsK4xGLMdpu9u3zmInrc06Sw0ZdpVXlpooj+7Qc8a+MchwzjBHEZHZQrqqRkbMztlr3WJbIdceWDgt00\/NGFewhOfONXWnPUbWoZuqon83fE50c0JnbTIRLIusg0cmHKpaGNFJSaEuLAwuoBp8Ypzjb+j\/Rzk03TNuuzBSKXEnYNfqoJdJ57UdkdCZWRNDeWi5YU8s5LgPNcx6ETIQ8CcKdav5uMTvRvQq0LSUXGGCltRJD75LTRBOBSSkrcFDm2hUdX6PaCWdLULElLNqGAWGUX\/AEqgXN29USBa0jE+c4mMDqvT1QpEWGNBu8+X6\/Bai1falJWVo5Mf2t6taKTdYScT1WjeK8qVcJBwISkxsty0CmiUUoAAkZAjkPi5g1GQvVrdj5OWmkb8PbfuxPrB3REdIdIUsdZTjDLdTUO1vjedkARfTXrBIqesrLfBe9zzzW1jhjYNgFPXrRASCc6V578xiQQQUkbiDyiEaY6XNoITeF4HIUJAHLge6NV6ba4lunYyROJN6YUmijXPZIybTh4ygSeCczEfDCm4CoqcWqqycSa8Sak98SW0j3C7vJamrxPqAeoaHO5n6P5qvrE17TCXFsyreyUk3S64KqG6qUHAYbzXsiCaNuPzT21deK3FHrOOVWo+c0AG5IwG4RNtM9DUTgvJNx9IolW5W8Ic+hWFOyInoOlTLxbcBStCilSTmCD7EHeKHfEqPKwep+u9aOPFZK9vzpII3bsB3dnIqbycgUPrSVFRBHWIAJ6qTkkADAgYcI6b6LEqn+0qKReHg4CqCoB29QDmAeEc3mbBmXDxUn9xMdK9FdfVmf8A+v8A\/nifJ9TfuXC0gP77IO3rrdbzAUCkgEEUIIqCDmCDmDwjlLpQaPMSs0yJdsNpcZWtSElVwK2lKoQTdbqMwgAEitKx1lHMfTDH9rlv\/br\/ANSNTVvIhcAdNPevaegsbTjcDiNfW1\/wcoz0ZT\/2uz+imP8ASMbt12aqpa1NmHRRallAUMx7245jhj4lKc\/Pz\/qLsZE1aLbS1LTVDykrbUUONuIbJQ4hQyUk8ag5EEEiOiRpQ7KOMs2mUpCXTs54C6w+nYvJG0GIYf6wqkkJViUmgpF2HRl0PqnW504+HPuUj9pcwjxkh40yN14X135d+y00rofMf4p80W56GzVapmlI7UJcT3pNDjlgoR1nLTKVgKSpKknEKSQQRyIwMVgYznkuNY+2oXN9j6kXZNstGSkp1BBBW285LvU\/Rupcbrlk6N8a20s1GSqlFS5O0ZTHfLiYR3LlFvGnMpTHbNI+XYtGYcfP9XUv0mN304m94u0\/i3\/xXEmiWp6wW1hT9pMAg4odUWVcqpdCVDDkI31IDR\/wbwRuckbhF0gTDVccPlV35xs0MJU+4FAEbFjAgEYrmK58cPMI1rrmtoyjraWWpei21KVfYbUSb1N44RewPccot5fmoddX0FJC6eVrw0Wv6wO5t90c1ptvo6WXMXXG51jrpQopDrZIKkgkYKrG79S2qOUssVaIWs\/GqD5qRCNXb7U3MtS0xKSTjSkqSq9KM3iENLUklV2pNUJx7Y01aellx1WxblJVaHFXXJRssOJuqUlPWQ5ljlSh31FQbKh7oNHBbPotQwdI2OfQudpvmDR\/7D3Lu8GLCyvHf\/TJ\/h2I07qj09tNySTNOtInmdoptSmlIbm0hugKiglLL9cTRJbVhkoxI7P1lh1TqZKVmJl1TqSQtBl2mTsGU0fdfCbqgUkFCEuK5Yxa2QEXVs+EzxSOj0OUkEgiwINtTw8bX4LmDpFf+IJnsTTt8Glsu6sZron6Zps+XmV7F1510SiUJbFAVhc3g45iElRWkJSApayTdSaKpiOkXIzInnJl5Le3Q4gvJYKi2ElhsXUFdFKKWykXiBVQJASCALfo\/wClMvZ06X3khbDt0suUJDC1FzaGmQJvABRFUgqSKVNcwsyQZ9nNHs4eKiUn\/wDZh+WGznU88udt+D7AP01IBGvhqL3XW2hmjr7rwtCfuiY2ZQxLo+DlW1Z4mpW+oeMutBeUkYUpMbaSC0u9ldNfNGDs3TyScQFpfbu0r4w+uNT689drKGlS0ooOvuAp6uSBkVKO4CLpZC85joB5Afr9XUWCEm0cd3OJ0G5JK50WKT6tn4otEXP1hWneT647+sI+9Ir8kfNHE2oXRFc5PN4FTbC9q6vcp0kmndVVRuqBujuOXboAOApEePYnmSVusbs2ZkN7mONjHH\/uFyR4E5fBe4QhF61CQhCCJCEIIvz+0vn6Axp\/SKaK1XRiSaAcSTEu0ztPE4xH9ELNLjm3UOog9Wvxl40oOCTSO\/x6tzu6oFdLitTc5FmrKk9m2lNKEDrU+VvPni6SqkVkjH29uMenWuH0+3sY5my5srxOtX01AxGR3jvi3bfoAaZChrXPeKfz3xfNP0w8+\/29uMWk\/LVrSu+nz0y3xQ6KqpqXTrDI+MPk84+zhF2o+b6sIx0tNFBocRvFcPbdWPU0\/s99W1eo8Dy57oxlyXVS1AFsqH5Ne8CMalwVCuKBXn9MXsosUPChp5uQ9qxH5mYonD5FB3qMWOOqA6LNaSPgSaRxBPnwHzxZT7N2WaSfkXj\/AMxKvmpFW2mSvYMb1XL3JKQCo8o96UOjEDIAAcgMBFHHUqoWOt6Xqy0ez5ozk6xfZ5hKTvzFDFrajNZdHJI9j6oyEiq80PzPWB7CK81SyrSKApAJz48CN8bP0Lt8vI2bh9+bAGP94j4qhzpgeYjWNniiUqBwUAfPzy5d3OJLYrgvpIN1YIuK508U\/kmIdZD1jLjcLZ4bU9TJY7HdS60WQTiKe1N0R91pSTnQe3fEpmAXE5UUMxz9u2MM9JKJ\/lSNKyTgummi5LzZl4nAnzxI5VV0VJ74xUvL7JJURlEOmJuatF\/wWVwGbjmN1pG9SiMexIxUcBFMhkOmyxGTqhrqeClz+k7z7vglnoDj+JW4T70wjIqUrLAkdpIABJoc3ofqOSHNtPu+EGt4NJvBtSsDedUohbm7qUQKChqMBO9V+hjMiwG204k3lrVS+6unjrVxGQSMEjAVJUTLnVbsP9q\/zjOy0Ys3z4qFJ844F+vZwCtWUJQAlICUpF1KQAEhIGASkYAACgApSLf+t0BVDjSvYPb2zw9Wgzzx3AH5z7fVjG7KKjVVT7V3mML8x2UyMstqsg5bBrRKcOX1nhU+2UB1nawGpBKVPqVecJDTaaX3CKBRqSAlCaiqieQqRSNn2fKpRQEA+2OW+LSd0alVv+FFgKmClLe1KlFQQmt1COsUtor1rqAlJJKiCokxHdMI3AOBPd7lGmnI0jHiuRdM9cU8se9NCWbUTccKVLUvmhxaUtmoxwQc8DEOtC0nVJSFuLccc661LUpSziQKqUSact1Y\/QObsNmZZVLzDYdYcSUrbcBII41OIUM0rSQUmhFCKjhvSrRVUraUxLLJPg7uzSd6mrqVsqNMKraWhZpvUeEbHDqyOYua1tiFz1RM978rnEqpY8qG0Xj428\/RF1ZaSt8Cp6pqe6p+qKc0\/gTXADf7YxX0RJCFub6EDtPDu+eNxvosR5KSSE8S5hTE49n0dkWunEuHmvCGhV2XUEuEZqZ+NWmZb8YcrwiybJT1q48sN2fdGS0OmQiXW4rELdSmh33qg+cRFmia0h4Wnr4HRfPQ\/SFtOY4grzoFYomnL3hIbvUw2F+mAGe3RXLgI641E6L+BIcq+HttszgzsroQF\/8ArO3q3\/yaU31ji3QmdMvMqbOFxwgDlXq\/\/GnnjsbVTbgWhOO6HWEi19FmjoqfrBUNb6x4963GkxzJ0w\/+9y3\/ALdf+pHSso5URrDXbqoctR5p1EyhkNNqbIW0py9eVeqCHEUpwxiNUML4y0LruilfDQ4nFUTmzRmubE7tI2FzuVpPoyfjdn9FMf6Zjq63GEqUylQBSXVAggEEGXfqCDgRyjU2qfUk9Z84iaXNtuBCHE3EsqSauJu1Ci4oYV+TjyiKT\/SNdK0\/9nt+9OKV\/wB7V1uo435Lh49d+VOcYYCIIwH6are9IYX9I8SfJhresaGNv\/Dz4OstwTOrxtBK5F12RczowQWFHHx5VdWSKn4oSeBEWlmrthF8BMg\/RxQKit9hSjdRjduOpFRurgd8ZTVJpgq0pRM0poMlS3EFsL2gGzWU1vlCCa50uinOJBZWbv6Y\/uIjZtqnOALrO79\/Pf2rzufDfR5HR6scCQQDoCDY6at34hRN3Se0mx75ZiTilILM82oVUoITg422RVRA355x5m9OplpJW9Zkw2hIqpZmJIISOKlLmEgDtMax1naWTaJ19pEw4ltDqChANAm6ltYphuWL0SjU3OOWgibZnHFvN3ZcXVKUki8X711SClYrcTkR4ojOWgNzljbd7viuahxqOasNHG+TOC4ahlvV7d\/Yqn\/FxBdUpDLdVNtJ9+tCQbQClTxxWmYc+WMEpJArhlXSeuHXZKuTF2YW224yko2bSJpZTU3qKW7LtJUSCmhQCkjGuIjo\/wD4RWZ\/gOftc594iD9I3o8y1ry4XLhLE+w2lDDpKrrrbaaIYmMSSmlAHsVow8YVScfXtabsaB5\/EqdJhstZE6Grd6pt9E8jf7o5BaS1a605Rb6XGn3mC2V3lhhtbiUlCkAhpSlBSVFQTep1a7jSuyXdYEqShbdrLU6lwruzdnoEufe3BRYZYDgBJCapWSL1aGkcPT8pNWdNKacQuXmWFlC0LAqk0yINUrQtJBrilaVJIqCDGzNFrZEw2F3ShQoFAg3SeKFHNJ4VqMscCYVVXzx+sA0jtAXoPQbofgdWz0JxlZJqQWvNj7NCPL3LoPXLrDlbRs5thKW0Ptzja1tChbUkMvpLjSylIKCpSR1glQvCo3xqawGQmZYWG7ym5hhYCQmp2bqFXQchWlK1oN+UYqEaSWr6yTPYDs1t8V7phfRKLD6F9HG8uDs3rOALhmFuFhp3Lcun4cemHzMpbDq1JK0tm8hN5lspQlfxihF1JUMCpKiMMIhWjOqJ+YMyZVQ97DCtkvFKtr4QFU4H3sZZ13xjNBpMF0qpghNf+ZRon1XzHR3Ro+FnP0cn+9OR1AlFVTZ3NA4BfJVdhcnRXpaaSlqXPJaXvNsti4E5SLkHSxPO+y5xmdVtooN3wJY\/RuqCfMKD1RKdCNRM++oBxCZVonrUxcV\/zYUw35847P2Q4DzR6SmIfVt7+8krtH4\/WOBDS1t9yxjGuP8Ak0A+RCiurjQhiz2Q0ykCgFTTEneSeMSuEIvWnSEIQRIQhBEhCEEX5S2qVPOhtOJWoDs4nuGMbAtGSQw020MgKn1ec4k98RTVuwFzKln4gw74lVvPX1ntoO7Df2RvpJM7nPKk1Mmd5JVglWPt7CK+0rz9h3D\/AGi1aRQ09uff3RUukH2+eMSjBeX08Pn9q8Y9X7yeY48OPZ7b4q3Kj25Vqez2EUSmnZ6vmqYtOyrsrCflgRUfR\/vFrJuBSShQzwPtyi8ccur5K+fCLW0pcAhQ7\/rw7YxKqwElNFBWyc0k0PEbvVSLBhF5aUDfdr2CqldmAjIW+ihS6M8Eq5gjDzE07zGOsh3rLUPGJuI7VGMJOqoVKrK6zjj5ySNk32\/GI9XnjGT5vE030HrjJzSg20EDcMTvJ3k98YyzU3lDti529lUbKQTKBs7p+SBFvYXigcKj54qzrnVpvp9H0xQ0fXnyVF3FVK+6OTN5laPjNrWKb6BROGGdIrCeI38CCN43EeaMJotMhL76dxJProfni3TMdZSRmkmn1d9O6LMyX0W49FtKw4i6qgcbGJ+Ugb+0RKLCm0PZeYfRGh7HtPZrCtwOPZvHm+iJFoxPPiZS3LhTm2Vdapka4mpGCbialROSQVZRq6qjF87fFdFh+JlwEcnBbN0ps56ZcTKS+FfHWa3W04AlRz7E5qOAjZOhOh7Mk0GWRh4y1nFbrlMVuEDHkkYJGAyMZDROwky6AM3FYuOUxUrjj4qRjQbhzJJzaPbl7Hl54iDQWU6Z+Z11VZFB3eqKL4Jy7P5CmeVfN31AfbD\/AGpn2euLecmgnLP\/AG78\/XSLgow30VCdbxzqcfq5x7XOXcKD2xw7cO6vKMRMT2Of+1MD3Y+uMPac8r4o+vuFeUUvZZ2R5jqpSi2UlV3MjOhpTtJ7sO2MtZE+hRNyhwzp7e1M41XIzqgbgA6x6x3xsewrOaQg9ahWADjStKEjiMMDlWIFaQWkFVrGMDNF50j0yblmXHlBam2ElbxbbW6pKeaUA3eZJSAKqUUgExyFpdpGZyZmJ1SbhmF3gmoJSlKEtNJJ3lLSEgkYEgkYGO3rLCEpICUhOVKC6RjgRka41BrwMcN6xbORLz78q1g01MPBAGSWws3E9iRRPYBErBZWOe8W159i5qqeBJlAWNtR0hsJ3qIr7cd1Yk1nsXW0opnjvGVKnjEWQraOgbk59sZ5U2S5cTmnDdRNePn44Ujogo7SqlqKr72jxj82Na8DlHu3V3QxLJzvBSvzqinbTnxjww6E1u4keMriSch5z3cIt9HPfJorUapbFSeN3Pz4eqLX2VkoBFysprJs4ocTMpAFCG3aUrwSo99U1\/Njbeo3SPxRXhEE2YmGVtqwvpVjwVmk78QqMNqctUpWkHMGh7REGO49U8FrMOJa10R\/hPsK730dm7yRGdEa+1ez15CewRP2jhGRbFejH57TPjK\/OV+8Y\/QmPz1mPGV+cr94xrsQ2C9V\/ZZ\/1E\/9rfeV03qB0ml5OxmnJhZQhc3MNpKW3XCVlTi6XWkLUBdbWbxAGFK1IBlti6z7PLhQHl3nX0pbHg00AS5s20VJZATVWFVEAZmgxjTNj\/8Ah+V\/zN\/\/AEpuMfo4n+0y53CalieQ27cbmkpg+AOJ4fgvDenHSSaj6Qy0rGtIdKdTe+shCl2szRObXOvupYcU2t1F1QFQq8ltApjvWbsTPUJYExLGZ27S274l7l4eNc296mO68nzxHtcvSQsmRTsmnPDZkLQQ1KFK0hTTqV3XXvERUoKertFD5Mc76e647etaqdr\/AFbKGnvUuVJdUMxfeweUTvALaCKVTGKWryx5XWAU3B+hTqjEDU0jZHSEkkaZRm3voLDvK6y1q69rJsq8l+ZS4+Af7NL++vXgPFWEm60TgPfVIjmbTvpHWzaQLci2mzJZQHvtSuZVjjR0gBIOGDbYIoeuaxrSyNGGGTeCb66k33Osqp4bgedKxmo1E2I8GDxK9wwX9lzjZ9e\/\/Bv4u+A8VgZLRhF8uvqXMPKVeU48SoqVxN4kqPNRJjOpFMBgBkBkI+wjWSSuebuN16rhuD0mHsyU0YaOwanvO58UhFvNzqEFIUoArVdSDmo8vr5iL+zpNTriGk+M4tDafzlqCB6yItDSpTquIZ\/WHq6u120vry01Uz0PlLjNSKKWb\/8AyqSko7imix+fG8OjN8LOfo5P96ciCawrPSxOOso8VrYNp7ESrCR80Troy\/Czn6OT\/enI7osDKVrRyC\/P52IyYh0vqKmQ3LpJPIXAHgAAt3iEBCNcvQkhCEESEIQRIQhBEhCEEX5g6rXLqXV8\/WBl31EZMrN413n1xj9G7ODDATfF9XXXUGgJGCe7eePZjeKJ\/JPYaGNy7QBvmsj91dXh8\/tl9eUeV44gkfTnu3xaqVTAg9wqPVBLo488cM+O8Y9sW3WNZFKQKYc8Mt\/f7GPi04ce3dnTCsUEu7vn3U7\/AFUj5tqDPDmePHh\/KKGyqsfaSMDQeb6PbhFJ+YqnE5Y\/zi7nHAfXlXu7BSMJNvGlMx7fTGF26uCoTiQUFO419cRezXLiwOB9dYzofFKcvb5ojsqqrv8AzY90YSdVaVJ7emN3Z9f1RVsVOFYw887eV7dkZiWcASByi4HW6uVzPzFI+WE5go84sptVTWPVkOYHtgDqqOWMs5+k2v8AKqPUI+uu3Xq7iIraMaPzM3OhuWaW64TeITQBKclKWskIQgZXlEDGmZAjpzQDUDLtqS9PkTLoFdkB\/ZknPEKAU8R+UEoxxQaAxgfM1g1UiCmfKdNua0roVq4nbRN5hsJayL7tUt4EA3KArdUMfEBFRQlMdE6p9VTNmgrvl59Yopwi6lIzKWkda6k5klRJIFTQADYrbKUgJAACQAAnqhIGAoBgBTCnCDiu3D+WXLh3cIgSzuf3Lcw0scOo1PNUnHKZZY1xy7acac6d0UZiYAGPD+XGmfLnHpbvLzZ4UpgKV+jDhhjZlQOeAr5\/oPCnmiPdTGtuqc1ahySPnx3d3Ch5d+Emn1rOJIx+qu+vPOmeOEX0w9uSmgwFd9eW\/hh9UWTiycBwof5nPeDFAVmygDRUygUxOWZxNDQHz0+ffWPBUK4njl5zuyP1R6XKnerPtpXljyHZStN0WLlPFSP9886Z0p6s4uVCNV8Np3VUbRU7qDH\/AHx+eJVZlqroC6kAcDTjxrnECnJlxvFKa8\/rzr\/OL3Qxa3nKP9UVwAw9fbGKUaLJ6ttdVtBc26tB2Ib2hSS2lalIbvU6m0UhK1BJVSt1KiE7so4d04RMMz0ymbF2ZQ6ra4jrLV17ySMLiwsLSR8VQyyjvWymwk4AY09QAz5UA80cVdI20m5q3ZktUKEbJpahkpxlpLbuIzurBbr+RFmDtax5a0bi57Ndly1aGhwDVgNH2yEFZxUcq\/KJwz4cYvJVJoUINDiXVnic6RQamaC4mmI6x4Dj2ncIJeFDjRCd5zPEnjX6o6NRAsi+8lpHVrnQb7yiMSe\/HGLuRbDLV3C+5iTy4ccT80YizjfO1Xg2MEDlvJHE7oyBdClVJzpTgKUy5UrFQE3Us0cmABjkAeHA\/wC0RGxZsNzjgGA2l6nC9RXzmL6XmDghON7AkY03nmDj64p6cWJsnRMtmqVXEup3oWML35pwB4HtwiyNDXX5qBZsU1zu7QeC621PWreQnHcI3TIrqI5N1FW74orwjo2Y0qlpRjbzcw1LtCgvvLShJJyAvHrKO5IqTFFLKlio5d0h1ArY98dtKXbbUtVVuMlCGxcccqpSpgJp1KYkZ9xtNYvS7QolmxpVUyuih4TMJU2yk4gKS1gtYyV74WuFDGhNKn7QtRe0tWddeFQpLCCEsoIvAXW0gNJICim8lN4gnrGI1Q+ID5xdb0WgxoyE4YCM2jnWGXTtcCPLVbE001syMpIs2XIuKtOYanHX1OtNral+sl5F1KllS10LoN5AKVBJooVEattNVoT2E09smTQ7BnAHkqlSePXUrGmAoKZazrPbaF1tCUjkMe85mLmIUmJvy5I9Au\/w79lNG6qNfidpZibmwsL3v37nhlWNsaw2WB72gA\/KOKv1jiOwUjJQhGsc8uNyvUqSigpWCOBga0cALBIQhFqlJGXs7ReaelZqbZavNSbDjzilEpSdkm+ptBobzlyq7oyAxIqKzbUrqodtJYdcCm5NB6y6UU8QRVtrI03F3IYgVNbvXVlWIyyymXabSllKLgQB1btKEHjUZk4nGsbCkoy\/1n7e9eYdMenbaHNS0ZBk4u4M+Luzhx5L8i7Qtdx1zaqUbwUCmmSaGoCeAEb61bT6VzEm5UC\/Myl0EitVPtggcTS8MMco3JKdCizaqLk7OkFSikNbBF1JNUJJW26VFKcCrCudBlG4dR2rGUsdp6XlS6obUArfWlTihskOAEoQhIAU4s0SkZ742UtMH5baWXl2DdJ5qEVGcF\/WtINz\/Fz48CVqDXBOIFpTQK0AhxuoKgCP7MycieGMTLouzCVOzl1SVUbkq3SDSqp2ladhjctstEtkAEm8jLktJPqi9AjZPqS5mSy8wpOjTYMQdW9YSSXG1vvX434L6IQhEZdOkIQgiQhCCJCEIIkIQgi\/N+2bCmW8XGHUgYk3FEDLeBTLnGEvb+GHZHXjLgMY62NEZOY+FYbUT8YCiv1hQxVuJfeC3suDj+F3muVNrj2cDv51rziol7+VR5+NI3jbOpOXViy841nQKAWkH1L85PzxC7b1NzrQJbLT44JVdV+qvDj8aJDa2N3FQH4dM3hfuUC2w+ThT4ppzFe3lFPwkHeU\/nVOJ4EAU9fZFe1bJfYVdeZW2a\/GSQCfyTik9xMYx5e75zGcPuLhRHMc02Isqk45wINfkmo+j5vrjBzTnH2PtuirOOcO+n1RjXZg5A+3fGMuQKm+TSvtSMZZ\/jk8zGSUrqk8AeUYyQPrxiw7qh3WUk0VVWL+afoIsZReESnQrQCdtFQEu173Win3DcZTQ0IC6ddQOFxsKVxAGMUc4NFyrmsc42aFGJiZwia6AaIOuI2zzS0SqUlSnFhSA6pafem2cNo8palIIDaT1VJxTfQTLJXVWZV4pDstMPbUNNlaLyGFXSStbd5ba5lakqDUoQ4QgFxYSUkN7T0Ct9mRmfB1MTUzOsF0Kmp0X0NrCFPObFsOkMqcUShK6LWsrbSTiIkQUsswORpNhfw56q52WIBzzxtb\/hTPVfo3KSsuESqKBVFOqKSHVuby6FEqBBqkNnxAKAcZM9T2p2nt7Mc+yNVWHrDVMuOOlD7biKF5biEBIB\/xAgC6EilSodQYkiqaS+ydJ2nbxqUrSotqBBHXQlJVgpIUKBaDimnWFMo1tbQz0ryyRpuN\/HtW+p52Sxh0drHYLOzE0BvrjnX\/AGz+elcosfDmznh25Dz134bqY93jYXz7Y8OOe45YbopCU7zhiDn84G7dT1RA3UgAK6cFcsa54V+vzVNYxU4nHLur7Ejz0ocYrql\/qpj2Voa7sMBTPHKLCZHFeA49\/PGoqfNwhZXNJCtX5jjhhkcOeR5YA44xbf1khJqcTTt3ccz\/ADwijNlnea945DlnzpuyzjFbVOOSaGgxrUVFMqUJz89eMXBqyEm26yM9bBIIwSKe1foPsbBE9TD6N\/0VIHmG4xi5mZSN5J5VGPDDLf8APhSLPbD5Sh\/ty9u3ddlWPMpCirlcQBjuA5UNYzliy7CTS+bxwrXD2zwjX7ltBHxSfasWk9p020nrJN8gFDaSLyhhQnMJTvvHdkFZRR0Jdsr2zxxi7jZbJ1waxf6skFupIL7nvMok5l0iu0I+QyOucMVFtPxo4+spopFSbzi+soqNSScak78TUnGpMVtO9LX5+aDjxBuC622nBtpFT1UjiT1lLOKjwASkWT81QXEYqOKlZU5VrT6olUlKIQTxO65eqmEshcNuCyMzOgdUH85XGKsi0XSK1DYyG9w\/VhiYsLIsq91l+KOPxvPuiQtcBQYDAbs\/NE1YArhS6mgpvFK4DhTlw4ReNMgDIAU8+OXIb4oyLaQKm72nD54pzNo3sE1rvPLgO\/CLgrllLMmgk14YjmrluoMDXsjMaUy5XLKN6huqXQ8EEEjDL+cRiQeocU1HfhvBGHrjNaczV5pCU4X2nBTgSCPnjBMCXBa2rY4yNt+rLGyGkk5LSinpMpvoFVlSL6kIpitAJu1QcTeSoUqdxjWFsaSvzT4mJxxcyuovbVZPVrW4mhAQgVNEpASNwjcmpl0FQBAIIoQciDgQRwIwiB6+dXirMmgEisrMAuSqsTRIPXaJJJK2SUipJJSptWaiBjWwa7K4EKY2QtstpLQAQoVASABjyGAPGLqNbatbeuK2Kz1FmqSckr+pVKdtOJjZMc7UxGN5C+nuiWNQ4nQtkYAHDRzRwI5DkdwkIQiMuoSEIEwVCQN0jceorU6qdKZqbSpEoCC22QQqZ57iln8rNe7DE5vURqTLl2btBBCKhTMsoEFdMlvjAhNaEN7\/AI2HVPTDaKYd3mjaUlFf13+S8e6Z9PbZqOgdrs544dje3m7hw11FOSlUtoShCUpSkBKUpAASkYAADAADCkVoQjbrxoknUpGPsrx3\/wBMn+HYjIRj7K8d\/wDTJ\/h2IKiyEIQgiQhCCJCEIIkIQgiQhCCJCEIIudkuRVQ9Fpdjw67QRpi5d2BdXyp2keDP84wczNxj3bUA3+3t7cAcsvVCykU5NpUCFUUOBANRwx\/nEA0o0OkXanZBtR+M11TU8QMD3iLuetwDfEVtO36+eJcJdwWGZsZFnAKFaR6uiCdi6FDHBYofOMI1\/bNgPMnrtqA+Vmnz5Rtt616nP1xdWaVvdVtCnTvCUkgdp8Ud5AiaJiBqtRPQQu+hoexaEtJyiKbyafX6o9aO2Q\/MOBqXaW64fioTWnNRySn8pRA5xv8AsfUOHni9OLuoJqmWYwAGHwjpHAEkISOS6DHdGimjLEq3spdlDSK4hAAqrK8pWa1YUvqJNAMcosfVD+FRIsKeTeQ2Ht\/Jak1U6gkpuvWiQ4cCJZBOzBqMHnB8JwKE0RnUrEb\/AJaVbSgNirbYTdo0AkoRSlWxQhJSDgAMCE4RR2gBw9edMzlXgOdMt0UlTNCKcQR3EjcK03YVpTsMYC8ucC5bNkDGNysFvetIaZTbEy6DIodbaknfB5OUbSRtZhS07JxLgUHVTLroUt5RAUEstC\/8aIhL7Vx1t11t2ZcSmbTOycyp1hDT11WxcStCU1vNvtupSkKWlbaiaBxC4vJZ+X8GvUm2ZRuYPhBaF5wTjcqnZKWt1Y2Z8IUlYqoUo6BjdUms7pawWESBYtATIASl9ISmYSlaUrQEhxxSg1dXXNIKHCQW0rVX08RkMa1gOUaAHQgEXNyO03PHbVcRcB5BIudb8OQ9isNHLTc\/q8NJLqkrD3h6nFpVs0JcBYeZTeqygJKkubW7tKOhFQFlM40CtBxhC2iW33Gm2HHAlTqUJaU4WkFxxSEH+zbUOKcaJSEEE3wysGGWRaDUi54M424tt5rZWghhwl4yd0rW2otL2O0bTVwlSKpSKBwJU5XLyUiEJbdbcevOybkrccQcWltqSCXLyW+tgdmkKqVrN0XTWJi9Ox1O9rhdpOZpG5PK+tuI7rLLhsz+tHA7Hlbs18fNbU1U6UOP7Vl5IS4y6tBSMblFKTswr5SKUvUqoAZROlqBG7\/fCpxpyOOMaI1JTgZCwogA8eIUcfXTPhGyXtMW01ANSee\/1g5fVHnLm5dF2zGl7Q5Xduz92o9t38su8YxA7ctGoJJPsQKc89+6KGnmnDDSevmRVKc1K3dVOdPylUG6saftrT55w9VCUDmSonOmV3HHLHti6KJztVhqKyKL1b6rY8haCK4jsxJww55b+6MuJ9FKkp7MMP8Aenzxo5vSp+vxP1T9qL4aTPEfEr2K+1Ej0clQxiMfatv+Ht7gDxy83nEWFtW6wwKuEckgVWfzU548TQcTlGo3bbmFYbQgfk9X1gXh3GMe8rfvwqeNe3ExVtNzWKTE\/ujzWV0907dcFGPeEAjEULis8VLpRO7BGI+URGEkHFKN5SlKUcSpRJUo0zUo1JPMxj9IN0ZCy93ZT6fbjElrQ3ZaySVzzdxUPSvrnjeI7MaRJZKUSkCoP5oOJPFRz7oxNjt1eVhjeVTlicYmtmygTjTH1Ye1Yq0LGFbNMKViRdGQ7uUXrTQAru9Z5mPa3Oz2+ntitcBHClMPbPM+1YvsrgrNRK8BlXf5vbOLmXlQKHd2Z\/Rwi6qMq0AzpQDDdU41xMU5mYw58B6iRXDCKqqv7OAJplTkMSc+eGIj1pGgXm0p4U7ica\/PGFlE06xNMMTX2wjJ2O5tHgok0FQmuZpvyyoPmjE\/e6iT+qc54BfdVbt10DgojzEiOodJ9A2rZsxUoshLmDks6RXZPpHVV+aoEoUPkqO8CnJOiqyzMqQrApcV3gqqD2EUPfHZOp21QpCceEYFmBuAQvzptqzHZZ5bDyC28y4ptxCs0OIJSoYYGhGYJBzBIjaOg9ubdqij74igXzG5Xfv5xvTp2ao9q3\/XUqgX20pRPpSnFbYoluZwxvN4NrND1LhwDZJ4+0btVTDocGIBoofKScx9PbSI1VB1rLceC6rol0hdhFaHn6DtHjs597d\/MLdsIpScylaQtJqlQqD7b91Iu5GUW4tLbaFLcWbqEIBKlKO4AYn6BU7o57Kb2X0y2ojMfW5hlte\/C1r37lTbQSQACSSAAASSSaAADEknAAZx0xqI1KBm7OT6AXcFMy6qFLJrULcGRdG5OSM8VUu5jUXqcTJUmZoJXNkAoTgpEuCMbuGLpBoV7sk7yrcqRG4pKLL6z9+S8Q6Z9PHVRdSULrM2c8bu7Byb28e7cBH2EI2S8sSEIQRIoy8uElZFeuoKNdxCEIwwyogHfjWK0IIkIQgiQhCCJCEIIkIQgiQhCCJCEIIuYpyfSkZxg3rXUrxElXYMPPlHNbOumdBvKblnDu2iHSB2JDwT30rGRTr\/AJ8f3Mn6N\/7xGt9EfxXWjGKcc\/Jb0famFZJA7VfVWMe9YEwvegdhUfXdEae90HP\/AOBJejf+8Q90JaH+DJ+je+8coqKVwVDjFOeJ8ltoaEPK8Z8AbqIJ81Vb6bqxcy+rZvNbriuQKUj5ifXGnfdDWh\/gyXo3vvEfUdIe0B\/cyXo3\/vEZRFIFi\/elN2roCxtBJVBqGkk8V3lnt66iB5hnEukLPCRgkCmFKUA3UAGWNDh\/vyyOklaP+BI+jmPvMeldJa0sfeZLH\/03+X\/8niKw6l3FDi0Ow08F1hdu\/N34jl2biOEHH8MT2HHfWlaHLce6mINOT\/dKWl\/gSPD4J\/7z7YRTc6R9ok12Mlhwbf8AvHZ5u2t3VOWI4nCd7+S6mm57efPhgccPpBFK54brB5\/Hd2jvOe\/KteW+OXl9IK0D\/dSfo3vpmPn58THg6\/p\/\/ClPRvYdn9o9qCKGFxV4xSAbX8lsjSFapWdLDbd1ubcM004C4qk2he1qUEqQEtLAJSlJwLalXki6nCr0RmFzEsDMTqJmbcdM3NLvOtgFdZdbapZSn3VXAq+CaA3KEJCimEzmvKdWLqmZQ0N4dR4FKqEVBD+GBKeaSpJqCRGGsHWtaMsXDLzDjW1vlQadfbSFuKvFaUIdSm+DkSDnTGOxoscyxWk0cG2vqc2415W001BIXOVkcbn3j2Jvbay3VoTodMqEu5tJuTnRtZd52ZSpKHpIo2bSGEPp2qntj71swhKQ2ApRbIvRs+0puTQKOuFuXYWhDhyvrbAUlhF34QpJQpeFEEIABVW7ydLa358IcQpaHVOuNOKdfC3XkqZvlGzdccKm6KWV1RRQUEkEUjGjWA8aBbbLiUqKkJWHrqL1SsC48k0Wo3lVJqRzVWHX4n1pytOl99tN+\/Q7chtusDIRo4m3x92y3XYjaHnHdiSGy85s6+MG73UrTIhNARjQiLHWFpciRGwYuuzasFE0UiXHFSclOY4NnAUqrIJVqZWsqcu3fek8ChsIKRQBKUbMpuoSAKJFBxrGEnNIXFqClBHVrdASaJClFRFa3jiTS8TQYDDCNI5rXPvbTktq6ucIwxviVJ1OLWStxSlrUaqWo1Uo8SfUBgAAAKAUhLo3xGfwic+SjzK+1D8I3Pko8yvtRmzhQLqUsIxpF4obohSdI3B8VHmP2oqDSl35LfmV9qK5wl1LqUig6qIuvSd04XUU7Ffain+ELnBHmV9qGcKt1m7SFSBF\/Jnf7ecREXLbWTWifMftR7RpA4NyPMr7UM4VLrKaPCr6zwKvniU7Xt35fTXKNeSVrrQVEBNVGpqD6sYuPwjc+SjzK+188A8BFOkLGdD54uUP1z9qfyrEATpO6Pio8yvtw\/Chz5LfmX9uK9YFW62C7M1zPKleHLtx80UHpoDLE8MzmPV2xB\/wrd+S3+qftR5VpS6dyPMr7UV6wKuZTOqlbsM8aD280Z2wUpQRVeJp4oqRyG4Rq46Tu\/JQe0K+3Fwxpm8nJLfmV9uLHuBFlhmjD2kLYemTdFNvpCqeIskd6SaHAZjHl37u1GaReKKxy27rEmChSC2wUqSUnquVx3g7TAjMHdFfRfWfNSpBbSyafLSs\/uuJjA26xUrHRsyHht3L9PrIWl1ooWApC0lK0qFQpKhRSSDgQQSCOBj86ukRqVmLKtFTEuy69LPXnpRTaFuHZXgC0u6CdoypQQT8YFtWF+gklldLq12hRMvZ5p8pqZ+ibEZP3ads+TWZ6Ga++xcpCimqbQa2FK2Bs2euL6za3JZ1tCSeLjqUtpQRjUqGPbHbupXVO1ZqNou67NrFFuU6rYPxGgcQNxXgVU3CgHJp6alteTWZ6Ga++x992rbXktl+hm\/vsYRAwPz21W9k6R1z6BtAX\/NjzI4AnkOA\/Jd\/JEfY4A92rbXktl+hm\/vsPdq215LZfoZv77GZaJd\/wjgD3atteS2X6Gb++w92rbXktl+hm\/vsEXf8I4A92rbXktl+hm\/vsPdq215LZfoZv77BF3\/COAPdq215LZfoZv77D3atteS2X6Gb++wRd\/wjgD3atteS2X6Gb++w92rbXktl+hm\/vsEXf8I4A92rbXktl+hm\/vsPdq215LZfoZv77BF3\/COAPdq215LZfoZv77D3atteS2X6Gb++wRd\/wjgD3atteS2X6Gb++w92rbXktl+hm\/vsEXf8I4A92rbXktl+hm\/vsPdq215LZfoZv77BF3\/COAPdq215LZfoZv77D3atteS2X6Gb++wRczQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgiQhCCJCEIIkIQgi\/\/2Q==\" width=\"608px\" alt=\"moving average crossover\" \/><\/p>\n<p><p>All we need to do is to enter trades, watch them play out, and make bank. But, if you\u2019re a beginner, trading can be intimidating and hard to learn, particularly with all the technical analysis that goes into trading. As with every other Forex trading strategy, we always recommend that you use a stop loss order when trading MA crossovers.<\/p>\n<\/p>\n<ol>\n<li>You\u2019ll want to account for slippage, commissions, and market volatility to ensure your results are as accurate as possible.<\/li>\n<li>To make things super-duper clear, let\u2019s examine an example of when a golden cross occurs on the GBPUSD chart.<\/li>\n<li>There are several technical analysis indicators similar to moving averages that traders use to analyze market trends and make decisions.<\/li>\n<li>Now that you know how to plot the moving averages on your chart and determine price trends, let\u2019s show you how to use the moving average crossovers to execute your trades.<\/li>\n<li>The moving averages will tell you what direction the stock is moving.<\/li>\n<\/ol>\n<p><p>Using the crossover  strategy as a gauge during range bound conditions and sideways market is usually more challenging. The MA crossover strategy alongside other technical strategies may help increase your probability of success. The death cross is a bearish indicator where a long-term MA overtakes a short-term MA. A long-term MA can only overtake a short-term MA if seller pressure accelerates. The death cross can indicate more  pain ahead as more investors rush for the exits.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"608px\" alt=\"moving average crossover\" \/><\/p>\n<p><p>Traders can confidently implement stop losses, trailing stops, and profit targets, all while confirming trend continuity through the interaction of short-term and long-term EMAs. By offering a comprehensive perspective on price action, this strategy empowers traders to make well-informed decisions in trending markets. Generally, simple moving averages and EMA crossovers of two periods occur when different EMA lines intersect. The key idea here is that the interaction of these lines can suggest the possibility of a trend change. This is particularly valuable for traders seeking to enter or exit positions at optimal moments.<\/p>\n<\/p>\n<p><p>We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We&#8217;re also a community of traders that support each other on our daily trading journey. The crossover system offers specific triggers for potential entry and exit points. You will get hit with tons of crossover signals and you could find yourself getting stopped out multiple times before you catch a trend again.<\/p>\n<\/p>\n<p><h2>Swing Trading Guide \u2013 How to Start and learn to be a Swing Trader Step By Step Guide<\/h2>\n<\/p>\n<p><p>Notice how the price constantly fluctuates above and below the moving average line. This creates different signals, which we will discuss later in the article. But as you can see, there was a moving average crossover inside the range. As you can see in the chart above, the breakout of the support level confirmed the crossover signal that happened inside the range. Once these levels are drawn, ignore all crossover signals that form inside of these boundaries because they are more likely to be false signals. Generally, using two or more moving averages helps you to get a broader idea of the market structure and market trend.<\/p>\n<\/p>\n<p><h2>What is the Moving Average Indicator?<\/h2>\n<\/p>\n<p><p>If you had sold your position when prices crossed below the 20-day SMA, you would have lost money. However, this would have been unnecessary, given the perspective provided by the Fibonacci retracement tool. The 4-, 9-, and 18-period EMAs is another popular option if you are interested in using the triple EMA crossover strategy. When 2 different moving average lines cross over each other, a moving average crossover has occurred. For example, when the 50 MA line crosses above or below the 200 MA line, that is a moving average crossover. You calculate an SMA by placing equal weight to each day\u2019s closing price within a defined period.<\/p>\n<\/p>\n<p><h2>Moving average crossover<\/h2>\n<\/p>\n<ol>\n<li>Moving averages are one of the most popular methods of technical analysis.<\/li>\n<li>While the concept of moving average crossovers itself is simple, it can take some time to find which moving averages work best for your trading or investing strategy.<\/li>\n<li>Well, you can enter your trade at the close of the candle that made the breakout and place a stop loss a little bit far away from the support level.<\/li>\n<li>The second pattern happens when the MAs temporarily come close but quickly separate again, often resulting in false signals.<\/li>\n<li>There are several moving average types based on the way they actually average the price action periods.<\/li>\n<\/ol>\n<p><p>However, traders often use various indicators and strategies to try to anticipate major shifts. One popular method involves analyzing the movement of average stock prices over time to detect potential trends or warning signs, but it\u2019s not foolproof. By examining more than one time frame, you gain a broader perspective of market trends, helping you to pinpoint more reliable entry and exit <a href=\"https:\/\/traderoom.info\/crossing-3-sliding-averages-simple-forex-strategy\/\">https:\/\/traderoom.info\/crossing-3-sliding-averages-simple-forex-strategy\/<\/a> points. This approach minimizes risks and boosts the potential for successful trades.<\/p>\n<\/p>\n<p><p>Charting software and trading platforms do the calculations, so no manual math is required to use a moving average. We have a basic stock trading course, swing trading course, 2 day trading courses, 2 options courses, 2 candlesticks courses, and broker courses to help you get started. What we really care about is helping you, and seeing you succeed as a trader.<\/p>\n<\/p>\n<p><p>Just choose the course level that you\u2019re most interested in and get started on the right path now. When you\u2019re ready you can join our chat rooms and access our Next Level training library. Our content is packed with the essential knowledge that\u2019s needed to help you to become a successful trader. If you\u2019ve looked for trading education elsewhere then you\u2019ll notice that it can be very costly. Feel free to ask questions of other members of our trading community. We realize that everyone was once a new trader and needs help along the way on their trading journey and that\u2019s what we\u2019re here for.<\/p>\n<\/p>\n<p><p>Using daily or weekly charts smooths out some of the market \u2018noise\u2019 and provides a clearer view of the trend compared to hourly charts. Although the moving average crossover has several benefits, there are certain limitations as well. Envelopes are basically two boundaries placed at certain percentages above and below the moving averages. The price deviating too far from the moving average and hitting one of the two boundaries indicates that the market has become overextended.<\/p>\n<\/p>\n<p><p>You\u2019ll want to set tight stop-losses and take-profits to protect your capital. Notice that we use \u201cprofit collection\u201d and not \u201ctake profit\u201d as a level. The reason for this is that moving average crossover trading is not providing you a fixed exit point for your trades. You should wait for the opposite crossover to exit your trades or some other exit mechanism. For example, if you use a 20-period simple moving average on a H1 chart, the indicator will take the last 20 hourly price values and will average them.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>All we need to do is to enter trades, watch them play o [&hellip;]<\/p>\n","protected":false},"author":19,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-34860","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/34860","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/users\/19"}],"replies":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=34860"}],"version-history":[{"count":1,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/34860\/revisions"}],"predecessor-version":[{"id":34861,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/34860\/revisions\/34861"}],"wp:attachment":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=34860"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=34860"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=34860"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}