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\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+NY606kd3hv+P4dSSTNGZ9a\/fqKDmjYVuWtzpO+8kLA5MCnTTMmknAxdvGXU1lrfzFKlBqRIPdTh4tIc1VApGk2tLfsLC2Eu2q7pV6YKIASg0JXRyWVIXArD6Wg6itkowNxTn7w2DhWcUlMPPaMw3HZD0\/B\/CPHZPViThwdfvfEdr2vWJnHrW\/xWvep\/jxjJUaKjLI0jlFPJE\/r5yq7b0ih27xz76ey0aVjTvKipVQzLqDl9osv13qvPA0ChLKkxEBuwcWH9RNNTa\/RN30SqlgqmHFNx6kihDGKeg1OHVrYdaLttRglK0zd9VkgIMk\/BBYB+7MeDn\/5qhvjRvn8Ez4z4ke9yLhTEEGAYChxIkBzsQjPMGfdVRtk\/r+qf2SKBHY1zYoeq8b3zwTSPh2\/5zF9ELLznG0uN3OTuqdd47FUL8+jLbN+z26Gc8d3nnRmUPB6Ol1kohAcncmlzet58vl7Wp9mt0sNSEw1sAIRYB3pm1CiZvo0gRe41H+acpilvD6mpzrulxWw118Bbjp4tBk3fdm1AACjzFMRPi\/gRayCCnzRlKBAKAGIYKIJLZgxxc4UMCKYZiLxf\/3Qv4LAE6PAmgphzX33VWlr9\/clNegu\/d7g3z2VnpWQrbQolP\/j6z5Rpv7jIN+Nf\/ePx5HR0AzvSrcTYDtroR3SzZUuW8G7WmEfuI9vQUuSHa1DgqtUD0aO2oyu5bSHVkmLXyYm6P0rHmmYcEzVlmk9wLxTLisZzl6FkuHLs5PLyyjsBECi+R7BWmI6oAqZ047KzXz+9PWxCSIAbEEq1JvK7f5Plve7O6efO02UIVthfJXPPC3KZ96tnmjWpKTeOP8ikHr9vOTNcs4PpwkJH2+bc9SlFKV0MYw7UkXKQAR65g2h00QPmqa2pTYdKNeYk7Yx3rbVaexsvtos17c\/3Vlb7LY5F2xEGBGQRuSa4Mka+HIUInlQlAUzHAJhnnd29e0JBjVIJxwBEFYMC87fcOmaTGWsLiXllhzV3yvJBU86htJJTGe\/GfhTKdPFgIVYHZAZZB6nJsvOH2joNg0m2wnKQLg1I1h98FYc3bbfBEkFpmY8XLdfu4tzOvtEpxZHBoEmTfr7Tk1YWJtfBenf0bGmRK1QypenzlSy8LAkUPNGQmippOB055hrODuk7e3dv9SXTGoEANoEqmJN4X6ud8bHCEjZnh5UVAEvdPp0WhylrzK71vt\/LaY7RW\/g8W6OF+b3XaTybRl+oieyjcWyuwwb0rG2t80ArvazNCA\/P44YmlIgone0c63KBSJPr84htP1ux0Wx\/f+ml31kPtR14QiFykCNfycKfriwMqADDALfQ6uy+nS90Xhu1IgISlcObkDxBEvzh\/MaVfgH67A2QqGTMKatDky\/tTPpy0OFkGvahGKvR57bhROfF0twB2hxsrq9vTEfAFs06\/d44d2i5KKJvMDv3vKBUop+E7axMAzUrbR5E2ZlvxmLey07s+\/IEiwfDMEOIQFFz35R8pQp\/irIQBwg0G4LTbJ6dfLdCakxAqenRWZgIAT931zjwrDYOnVcCYjJe8bZJ4DsxPdNi7GvFNC\/4CqMUPk\/4Dtmb5A1CTQK4ZzRiOloHevbyZNBntaXPWrZAV5MqM4JMXepIvt6MXvGFO5pjexCLas748TM7C3pJh77bdpSEQlKQIke6Ml94Wfn8E7LwyQ0DYbZ759x7LKXV7Zd8DQHA4U0e5tb+wY0rHQ2DMhccDCdtIbXZbDjxOj8v+bjfFh4aTzqNsnmkrcQkF4OSZCky\/RZsjIDRxUsTUwASxCgbUKZj3Olp5LWyOhq8efV9n\/rWmu\/JbfMgbHRNOna2xxU6rh5CCOIHXtklAIjL\/XyTp\/5J46fjbL1M+V5ZqEtbgdXh\/PZZDpPZaqx+jSgAsImqgJoA9EAYDowuO2Wh98niSGaW8P1azzLEVFnF6NN4AZmqz\/fa7RaGs3GE8tYa33mB1rYAmI7CdyDn0mpu\/f7iwjQrxN3Pp5\/VlKz0nfL8+vGvbn1ie\/9ggA071Rfcp2F8pR1ro13Zm6Ov9vRkEwEKPZ37Iwc\/LRT8lMu9CJ5M0\/Mwn586SAVA7KxyQeUxjF9rue4UNAfZ22E\/WRo1Y81LiX7GvB1UVwTgZq2lCsWnk1xscEBBmdiiufvFpg2YPn+D4eE+stO1eAdMR03r6bvX8jOVAx9aN3fS0WHz9vf+8ez8nEEKnV9IR1KMzzMYgXoc3yA1fZ+5KLgyOvkp6xf2QNOn2RAY3L8nIATbbBOYAzhUHvG+f\/TX3r26JYel9t5rVxCT8H5Wu5JpOwjIQQmDGtF7X2SMD3JZEtHcEzd848XJWe+3nh9r7l2f0qDLllI7bNP89LHUDa8pc82tZerYkcH4V\/l\/\/\/7+NlWaLUvQmPVTVqeTa7aZDFa2y1XrX21Xz5acA0pCceUcvJ+y+cJETX3jzIZBV\/q2gHkCCAKoAKTKI\/qtWz4kSltGg+uqZy\/Vz2enbXurqaJI1ciKPtdSa9\/00TOhLDQpkPON3\/ngpJxiba1Uh9TXXJIXlgZmAw71rfd1LwZ5Pgeb3tDecuu7pruT2By8evLV8e7KQewvHmyvTIfT\/mdL2Kyn8Ug3fnmbPgMkFCiuVOFPVRYSFgkbAjaZ\/7UgXFwgqHAWVLkoxNu4\/e2DlZ2MGNKplsl+uxCUTG\/NPIEiBfJKMKcNVyoLKZtb1ldufJnX\/8dKd4xaPSqWUiXqUj6YtBQsnz\/S7tlS7SYxWBoOfp0P\/tn8fK\/x\/upk98vEws7iAbaf6gu\/cX3fR\/b+zDdu+tjKcW68tz+7MANqChRXsvCnKwsBqiGmg9BMwSUB4U\/owgvex9u28mg7p34qun4XrFgRfWN+ZinNhlFTzcVyH7QwFA0R0j2jawVeat\/E7oioBnhHgpyH2uujn2qWIze1L3VxoR396nvfNd0\/wJZ8wpTv+uruVd+dHaK03WFedKZGzh1eyAS0Oho1QVIoFFfWWl+OBOLJzIAEMFR\/YAQBRIBEDeAs4ImLAnA+\/osr0dHs7uxsdDbMw2EI7w4K5P2yT66UHa8GEmpyzlucDvjGV\/XVvsDWgWYedn5re3u7d5971\/XNUnTT7YPAifl05eDoP\/OP\/8If79x7uhtYUwtbArbbf\/Ia7zqVdjo7aBvVOWvH3tn+znRDsR6hggoAV7LwslSA4EnNBwAgFs98c4dLVrcDCHF4E6wS4oIQ1I9z4nS\/ROmGDJL6GPQy7PwhHBYJYMkbEGYE\/db6Rng8tL52XqnGqEK3APur6jLtZK8fl3nQloadnI83439+613z3X1ojZagXYuDKQzf8Tu\/nxob1NJNBHEsr4xu58MdQKtuZSouyTyF+Ekt8JrxWAs\/6mTSAT+agGfoGeL7fzyBAziPU4ez+SC8NulVd8w5M6gEAJwnInRxztq5RCh+DXTLhwZefdDMvWu7liITHI61MgCRKJrN8SOxBQAbaOMFqn1zel6yJKjFbInRpB14UxvNezw3874PW1153dH3\/WG3H12b3TxiZ0UCulUd8M7lfH41h0+IMo1\/62Pgyu98J2fWPXfnGssEV0Ynl\/Wl5Nx4gnppcwcJQIYHAQQPS5WLAul9b\/NBvzjfOMjTprQtLUDJIMhUAmj2cvfoYy7rEOCnbW6jWVCnNoasPJz1Hp4xz4N+z4f71y3\/I1uf2Jtt0ua2Yg465EYzL+8Efm+2aOvUKWXmN4\/sNiCQOti46nR79FwLKK7M1FzOjCcxnM2HYIU8AwgH3CAoPIoAagJ4G8Rf\/o1PmA+mjOpDWQjeN0RNFegbGWvEVsPDNjhM5iC7YsdK5pAsIIWjTASizBhuXp\/e\/r4\/nB3MaIwKFdTTWqgZHHrn9d964XVnxn1fzq1O\/96HF0UkIgg+lu++TnX9XsLCwqUr5+Bdxtz4XkSAVqfIHKpnKFRCXBQC2grwvrfZfPi8L6xuMaqVlhawjPeDhDfQWiJii\/WLKwfZWEPntjjULu3kcdflxQkriqj93Xm9EmrTbOa2Nlz+l\/ngH8z3ZwybeaoAig4IgZfxV1ZPLdsEj\/ba9TuW5B5KNQD97n8I0HZHYyLgytlPlzPje0kBBf3sZ5I7hKJg4QQPEzXRtdVCAcz+9LV\/zt6qEwC5VnM13jeUnJIMBD0bsA4bazrXmlHVGpOylm1UIlHZOc6+jyh7boOtlz0Qg3\/81eOTmoziBAnw1APEdujQeMxsX2X3nR9d9Mn+MFBy5eiD+Ojv\/wfXJV\/vOla3jbhyhZCfsiw0hyEJR2CCal6BRA2CR4RgMO8SCt7\/drVFg+XdWQKAIiGgUR1ZSmJjHdZY24IeDteDlkyejBh35WgCa\/q472qnk6Uyd5aWB\/\/06gOXhV1e2LNBTxOgVJOiG9ICsQIxdzYPXRvrnx47Yw9FyVYlAZp3EUGrrgOBXRmd\/HRloQFQaVSa0bkj53AAwi0UhLhIjOfQVi6YDT9xy5\/vdq3OrwKEVFRYSG3Dxnq\/dWxjja31jXWYwQQAupiO227NBIp+trI5Hk3b2pOPDdu3bX9kPt8ZFGs6okUYSprCrN1mNUiUGXX6H3941To8SEZ3Cx9rCSop9LF8z8+ABwRuTsj4Hvwinibx\/1tx0TMwVjYzMB7HYQgkCIiVAgYBbi6XjEuWmAzmdAjQZ5zdZEvLDtoBMEpTGFtscc\/6BpxZY32d9ejLpBRQzmGL41k5nQIivDKvmVImde3q5y39pv74A2fPbDFomm6Qx6JapKAbjaAPlOeTv574+Wtv\/vRSmbmjed0\/uMUQQuN88o2h3wklaEMlLCQj8+SqrlTfT2yqRgTfw8XboVZEvuEO3CoQNSETFQXAyo7Gc9qaQLztM198eTv9so93Qxyb7xwKlNuWaDbWNkYbbLHeI5+rr7R9M4jecmLZDnauqZNFlWnQDea2Hzo6GP\/q9if\/YLJbrfHctV0bk0HQVCvFmmIDXPHgoHg4uXnYRBQqkavNfin4c41xir9x0KOP9ES6KrqzJWdCRObJJb9SNJebAEYxBAHOuHdzRwG4mSBVYHUn7WhpL9GBAZ\/ZOvHFny17N31yc75w6KA5dqAmpczGOusbALBxmL56HyQ1om9GbfPtlcF4OhkP9xuPPrXVfXF5kN\/wqT\/ut6Zmg472waZOXRPVwSC5yMvd6VX7rQ\/b2NyjptS9Ccw\/HOMFc+9PGj69vYGXfeM6UHvsDDVR7cpx5J8iCicAUoVe0SyKeFR4ZgC2WWRpbwwtCMQJ+FL221cOeaXNnYbjBBsPNaZT1tZidzKpWEoWQNP3NM\/rutAEdXtF9NPu6NVHf\/k39JHzG\/dPm4VltQB00R602+zYNgMqVmf7p\/bbf\/tXPr049uJBEuLD+K2j5eyzeQnjzz\/xlxmG6\/1G4OuZhQC7ssr1p0nIUACVBEu7L9\/\/8xHFBSE5qdSIzdUdWK4wmHfUJI5vnehe9WUmizffbzONE4OB5dqvsXVhAfXaZnuIvXEEg744jcQBjWnS11HkhUnpWRsMmref\/dTOwS42yJSCAqAFzq+wYmualWKxufrAiGT5joFKACgCv635JAPrCye5zT6Uh4okuTfrqlF1tCPwK1n405aFF0XQr+zkX15AEIArvPpDRbjIHmPmtAC2dYLmzgj83OKad6kZD7EstrbW1+HqsrLXklsLqvcNbdMHjZV57\/OOKNH3HLlm5W\/9pv3BP\/jr03saDHMtpYqL4hCGat3vzmydq3btL3562bvSBwghoJRsdfKLJ90\/SmobkSx2X\/cxEdRYbyiBXTmC99OWhQEhIGhi\/1V3\/vyd+zUIgkqNLbTDIizVyZjBHGrOhztoCCZ3vPbD6eC7xI1fe0Hz7eseOkiiWVXrZjbuLKeBZU0A2jT1zpp+MlldWG6Hb9v62Hy67ZYa5IXURC8TKCAOoRnuvjrzv7Gg8AoKAfMhiPEkz\/q3WDO3j7eKjMHuW37vzpXjNcj1fjvAZZ6uVOFPD4UnFJDxHkV7z6+\/p5s2VaEgcBMssr8YMIb5YJ6EGnoAorK01h+UvNCJF9a1jbU4nxsUUfvBwG1MqCm0RDGsGAeh1fHya5vb\/3C+1dMMib4JMjgJAgJEdO6HvhsvPhbjTCFAKDQbjh2gs\/om8z+PtpIRMT\/5u7pzzHq9H45z9KxYOJBF5idEPMP3XAx+6olLBKkggkeJBASikBISKx\/7BXV3HKgGwdba1mrgO8uxN2YyHlBShGl\/gYYbv\/yzTO545f+4eENi\/8Zvcl2\/ueqL1cxJ0e\/lPDtkLnH6cN81jZdEFzo2WHr92gd3ZzvVc9N3tG30MSYCuefmzAo7rJa6Ofg3desoVEoIIBTEAKKSysmP8uG3fHSYapKpTt\/82x9bOBxNhI5XAI7ooCRF\/omVnXiGxHN0\/jBD4REhcVFQpIpY\/uobvvK6O32nSKy5gFjegwlj5kkegrq7Ane1gO++9kv3XROVazbPuHndRocVpVnxeVrBg5CfOZQjYG6HBqPf3PrMR2abPe0SPW2I86vNZJfWSIP+fLCtoLrbL\/4lTQkQwXwIAYCXkwEfzlmfaKmCrr9dn7shQOEAVDia9K1izZWrJV3+FAAoxCMijAgbfeXGT7xm\/hdNwdlhh7q8t0RN1EgCEZUUYj740s\/Gzj3NNV86wdZ40hZbhNWdhb6mlfsO4aXpYTIfLDuDvq9pbbj0i6sf2O22O9phPzEKGpUF+iG5wnlWDkWXO\/y836yFcFDIak1Dgocl\/nwIyNzYf8tvN8Y6IRwA3Nw4TZu9XOkXXuYUxJPes9zcJLHy1V\/UJ375C2dEwOKu9pZ2F6hRJRyIqHawiOZ86WW5vv7jaxtrTNoE5rms2MKsGd7gNNsrfZd762U+qXasHbx9++Pb5+fS0Mocm601m5WuVUPEDgE7q7M4c2jy9z48FjVkhjtzUtQMAEG+lTwKwJj5x8snVzhOhHDCSWB9gx8924JfuVrSZS6+RxbiuMJals+dWdVr+g+ZLzuhpb0F5m21AAOnOAqhtvvyz05vGx4s7o5LFCAX9aujwbxv+lDrI5+MoevSyrBNJ2\/\/g\/n5SgOZfrxgSnZ4g0EQ4MBqdN\/lkP3WbXcsyAPhk3jLh0fDgGxeQpn5kCZAMPO3vEPXI3AcCIHVBPSNgecSV\/bIP41ZGAgA62nUrXbPs0\/+zU9tCViqKWpbDQHxtveBux0siDmipp8\/d79b3WUZOppmPmiiC988NGFhVCjOQxdX+JM\/ne46oxx1QFkZZi2wK4TYRhDLtfjggRj8zKAENYnSv8WA3AOdv5kPZQYQgNXZm3\/7kwvruk\/rgZkHbh6eKkGDWyhR+itV+FOZhSEg9pe7foC39++83pI6ffowZ4aeaqKSAr1Pv\/p+D3GwIAbzL\/3s9LOHypmZL9sgagnXrKz5TMV28mR4PnylGb5l9X0PrlZIA6Obri4kIhWLPf\/rI21n54EV75n77js\/fMeCSjAf5OhCb+HP85CiKCfBaQkwzPff8o7yiZV1neJ4CKggc8OreaFvqoFFT+bJ1StrZC7fLLxkeXeZEPTH\/nq6ynndVOLTWyVS15IQId4nL61VAgYd7q\/\/kHxUR6d1LPWQbY\/obNh1+ZwdaVZ+YfX\/3Z1vO7mRF29yql95xXg3fL9bmqcdWNlersUnfrM+PS4BYhgQb\/rox2xkHkAxv7UhhS7MT\/\/2J6x9PqrroFPHA4Wbm2PukEuf5rC6tbqZeXIpAMD1bE9T6Ce9nipCl+mMT0GI4IlZKIBqw43jHkbTt223eEzLdx2cnH3+fiwyQSgQXvusgwXmA770MmdpdXtsXEsU22Il5jmr6zo1R0a\/wfs+ND9XSYtV0dMymTY0\/Y53\/QaChUb98P7V6d\/76AIqgQICIN3WIvP+JLelt\/itjbnM2I\/b9cn2+QAuB44HBAYYTpBFw+DYGa1N1jLfn8WVdX8\/ORkoPCELBQCpHxxyzLFAwwL3MVZ5\/fQzW3hVCKmY13ADBoQ0+VRd2A4qcipsr8CsJx1aaE\/W\/3dvvl18WMZ1Mla7dV2ZTEZpfGbM1BGo7Ysd2G999NOL7lwqQhHKMMv+Rvio8wkyZj55cERio3WFC3ACAAVu5uYE6hvom57Qwf6VfuFlrnCRQjxO6qFvMCAA8pKOpa\/lN\/r802x5DZEiaknbqzAfDObE7Df+aHE67ppub5hWthcL3rdrw+btmx+Z7R3YoC3kmFkz1KHF\/cNlr2ub0jNZRIV7V2f+pvyXY\/cAHt1PKJ1uMfzW1KIM7PuDu+LnG7XPFhRAoJpqqoabm6M+903fdDrGmfXBlSr8aRHi8QLzBA4QQFPr\/emGb6LzNxX\/wPq5GkDUurrNGOBLSPlMauZ7hdnQIdLSePmtW3\/5\/\/Tn+8GgL20Ho6PJFg58txQk1KlZ6+lcdu36gkdUpABEIHhogIz5n+fchKDE9Jd+V598MRAoO444d+TcEcIqNSqp4g5NNH3TC\/pjZ6\/MF172vk8W1gJDNwAUZLLV2FiNPtD53yj+mTPHOHNsCzs+G8znB4USH+psePbosB341IccGQ7fxp9004NOg8E0LTeLIcti0pd5qUaGdn5A7OTf+YhGFvHo4boiSF0neHCELJBZmbzlHZ8wrg+I6plAwINFCM7Zo7LqJAeiNEBDz1kOrlThT3EWFhgC4BhQ4DVf8B7y6k78Ap+wN\/TZ4TOalyOaU0Ao14lPf8ar25HR0lsfOI2k2+qb3Pb0LI+dNIaDfr6ba2OpOpox6d4kPn1oHvupRUEgAUHt3wJ8OG5LQ0TG68Ht5ZPG8wkHN4oA4NwRqAmOEpWgYqG+ebClSjp++spa65\/mLBwIUBDgSDEd3QGKFCzzufW10XTUnlLcVO4c1xP3nlfBfBMtxvTb1y4NBku\/0P9JP9ukTTZv1pKf60ZVNonop3ttzp2AmLH3i8YYpv0bB\/OPjF0QgQIBgT7cZAhBPz379RteGAH0yvRyjIq58VARVlLlooCHuoWOJyrk7zFOdACuXMjmmRTPcBRCIIILAkZMGUKx6JtDscTyYP8aO5zgS+n+86AIEDvLpbv34A2\/9g8+NN\/uaN2HtmLZfHE6\/pau\/\/Y11fuFokRX+80XfPfvffSw9331N0P\/sSFmfU+jAKPwkayROYiY3V6aF1QhL03T92SPgmFubooKPFKHCvom0\/SN1wRB5oJqPFbmWaafuuKJH3f15QIgIILgkie8KQBcj+ygGwaOxdnl\/jXi7iMv\/vaWKfXhHN4Uu6Ke+qP53rc4Esolt01L9TRqZs\/vTq8deN6FWKx4\/FfzT356eC7aW4A\/z7k1j67\/ZT7WThg4g5oQGBM\/+3XZSwh5iFyxahWyohIEJUGlQgWAQJnS9M2ZY+YkKXNBiitZdfnfuiL0UPse7+cRQYVqy\/2QYPqSMz1AOLEJADW133je0K\/52uLBYDgkCCvYpMYwe9KhTnQ+85s+IvPyFjC\/NS84dP1bDP+wMkMCEsqh\/XjzO2TPJ6hC4ARGMSv5Qqsq4rGCM0fJHOsbYPvKDvenii60ePL3h7gkdHFbP+umFzcdEuYAIAD\/2cFVi+O1jy\/OVxu+el0t85Idusj0FfU7bxqlcCrpw9DkAR49bwz+nOEoGAYgMvv+S79bPnG9AELFzENBySWDASoikj\/u30nJOqo4e+zMEa+prm5eqcKn4TLPQj2hG6kmevK2BGJzzcsmQAiIkrS\/bzd9YrEWnu+zrsuyksZ05RyHDm7WYqgGQFYLXvpfhj+PdgEPCFCOmPVvfseDh4qloIpiFBElAzXAc43sRSVXIRTi\/KqArJr65iiHakqw7Veq8DmThfFQe1wa9rTb\/Ol0YU6sOZtclPD3\/13xK\/7hfrOe6PbKsIy2dLCwUvvNVXunbh1QAqEQDW7zkwb+4aZVVCCE0U91e\/m4PR8pakgVuWp2AxWlkmuqkYtyyeXhH+4QAESaD+LssWZ\/DGejXKnC504WQhAACAgRDs3urJ4vlSjgXJQqifnIP+bkcbvXW1vGLO+Ol6eE\/daHbwvmSigIoERJlT8n1xFeLlx866FDxb\/dqOX5iKhSKFU8gZE9VaoqFWouJVe4lIWEgJJjEGePMgca6pUqfO5k4ROndSKMM6O60393J0gqPKy2wN5yJv\/O70ff0I07+nGazPx3b7298ZPcaghdOI8O+PBtSw5d+FuaHswncXv5RMv1RBAgRUWhIOMme+QfRipKhYthqNg+JICsOHPsqBj020cwMC43+SFXhk2PJQHExfY4cQEPkwQRgim7O9Pv7gAqcOQwAqgJ4t25hvy3xxzstLZ76lTZO\/Nbf+9Nt+LOrbcSBNT+ll98k3HbbQ37TGa3+En\/4MeGs\/033PZxveS6667nvlP+gOrRFSVKLhSjp4AQgiqqVIVQoEMEgIKjvc5EP17V6TN9b\/yIdBHPkHxlsvxJCCTQhfZU85IigkCBxv3ePV\/dIRARPEa8e0p6\/XI\/Odjf6LdWh7\/9937p1o\/GL8ZN3Mwtt1CAeMuHP+wf+UTOOeLgzW\/GPv6JhbL\/po\/93guvu55TiuJsAKe7WW5FpVAoJRcgCAIRjzRBQIIIoSaOCQYiunLlOjU\/JR6ThU+pBALyxunP3XEOAAIQUC9uIfjrD\/7vOZZPHD6o9ts3\/\/ltCuLjN98O4rZbAsi3NsNPDBXRn\/zlX7Y\/v21Qpq+\/7RPvfNH1yOOaGk3dPxh\/+9vTM1s6XbucMllZJQuEEIEeaUFkciERCASNxcbWbH6lX\/jTIh7TL3wKkSz3RPZuZ1cKLqhYAEAiEeJ9Lzm+Cfevzuzf\/ciHrJ68FW657bZbbv\/4TbcRQKCEvPeTZn+eNWL\/wYWD1xOVjdCx3DY\/6\/o0rzU+WNPckmomCrmgRyaPQpeaEBRSlUIAkL\/iXS1XVjP8tFA8aoz8lJQLytu7dzaOAkEAqQakClATEByw+cCueHr7RxXxluYtH77lNnR7nATdRmkgE8TN9mGa5djtHzidruV6OAWhY\/e9LFn3hVjkz1de+yv2+RMHDoVcUyVXhBAhLjUIUZRLRa4QNXHWopteORP0uZmFQfRdM7C9T83dEw+r5oQIARDi4Lo4\/29\/9M\/iFmUacG4TxFua\/uSt3HJ7CCB0OyNmOw9MzHziRQZFrG+wzuiVXrpyHdz\/vO1PjtXdPYJx1Ath+CRZKBRSKqTqcoNEc+LLXVdq2JUqfE5mYU0htvcPLEwICAAcIC3uDuYA8Hvo1lstUC65p79dESfNGoCTRMkiUDYm8ebf\/sRLIAJShNZjdmjxFz5612EfECd0FPK3X+l3jWaDKLmmCk\/IwlBI51cruWKOEpw+cXrezYtreKUKfyrE08pCRWYwnL\/+LneSmwIIMA9gZWd\/aY8E6Ndvgwg4Cbncpl+8WeQG5nwUbj1JADLKA5faaj7eXhenWBeEQfSbR3\/hvxmSjV6RG1dZv\/O1N3xjnHMpKrnwxCxExCFSARxLFjpxusz64nibuWzMeLSFH8MZoFwQl+spfOVxI+SnzELFHMCaPD\/\/85\/+wA6hkoNQBAUngrWt1R0t1XlNqb77n81xC9x260k+LMXtb6Hpe8qtALfcSvS++ND89MdfEiLqOoSFAurgpc2t13WterM+O2FNumEyuOF0TYSn+nAEAkKQSiGZnNIQNBbEV6NMa18dW8j5Mi1CDhae7dqI4KeLgqfKQjGcgckZ\/eUdB0AAEQSFioev6fCmgEFQ+XUC4BZuQ\/HGAdD7R8UtALedvBXy7tmvl5egexHroCDcFM69L+m+dnhoYX3TRKAq2\/\/ui2Pr0Gy5enrkj3f+0PlDAKWSmtMcdXYYDwi+utbPavXqpEHbXNkj\/3T5\/lkYYgY5mbezebaIQCVDnwECTGLtPDBvwd79z4rbEHESMj34R2V+MlNulW5TfUu8Q9aIuBoqAoF7Lmr69h8OhxalNoSIUESz\/PmfLwNqDhg9VIAH3aFDHIIQJIzjvYdWxCk4X+5xj3mEbNDqykzNT5WnzMIZgzklVbH31f0o4EaBXKBGIMQFg3mbqqEAOJlp6MutiLglN\/S3CupbBvz7EnIqgKBkXFFU7ZXEspg39I0CeWkS88ZfuV+rws2AB1JwAQQuMK81ogGlej\/q96KW8AhpnHXlSNlzKwsZhhiAz\/b3mijuRkWkQiUQCghfjL0xLfB2+ckMAD0fBm7JNNB\/xMoDMfjRhhcAUUkVQQGnGhZ1c7VrdhbA+sYjBco9GrRfePl9SwkIBAer5zkk3AyoZJKM+Orqdl96d6JEyPIgpyvHa59bWXiJBrP67fMOAOYWqkFIGDXqziJLla4FUgBAuY3gJGSYcqs4Gb9bmuYFAJBqReBAKIW5KMWaI\/IBqW8IBcroLPmr1+wxoAbE9qHzKzuAuYFMDeCc9rMLu+5RSwTyutAK7EoVPreyMBQDau7298MrMqDiIsAAB1iMvSVoIQEUgNvgZG6A\/sNGfcs7\/uLGFxEBQQW4\/6pTV2EOoipZLQw7nT0B1IYghLnFifuz3b+8MwAFOhQrOy0GmEPD6XU2iPuLH3gpqiBLbWow4Mqxk6cWl\/f6widK4N\/YA2ouVoEABSGICGAJQAEKgFt1C+SGnnKbTgbvKDcS3HtNqLKxjk49WIRuAJhKJjPLsHGs1KZvFAp5uJ068d3JosHcMoQkls8dAfNUzwL3by1359yjFjnILOdWRqJSM4\/lAgBdqY74iT1x+WG\/uKYAoNlpXJALFT2coRDAzqICgjAHbj0ZEJmm7z+Mit78u7zkJf5trrsXCFgHTpy6ilPH3aigUFHKVroTOWj6BgSu0nB0o3\/lV8pKMleUDHGEI+eOhCXOnvgq1csp9zLPHiCL1KacJYVIV+5A9hOgZ\/uLLbJUcDfjkhCgwLnEITh5q8TJwrR8RP7Gs29+xwM1eFdE3AsBhqGIqzh1FacBCCHS+hcG\/ZycDZxANQ964OVcGwYG7oja9Ycjw+kTG0vtwXTed11vHijJBm3K2UyuyFVXqvC5JOEO0McWgOFcJAgiCCCoyHg7cJJbCG697SO3faQcvPkP0x++hLuMe5sGrgacEMK5yk8f5zRURSC6xl+1UCjzBgPIxQen6VR7qDSJgXtflduc\/fRpu3f\/vrOl7+a1RqBklpuccjZxxFDkK1n43Ouk1hpc4BgXBQFE+M4iVAS8F3TrrYrbJGo9e3byh\/6lL3PXC++iB64GqiEAczh+mqNnawqJEFcXu7ubNgPjgmJ2+Gzh21NrMGqhSU1zNutUnFHZP3WmltL3XpEsWcptbpvWQOeAK\/OFz7W9uQPAIFWB4aTKJYbH1ioEEIK3vY8Qt6HKGXLir\/qG+PLgLqIRDwxIKoQC3AE4TjpeURAiTb77cz\/\/V2thbg6hlGNWpj\/\/uaNqjCAcznLiBBubZ0uPh5cIRxiSmZJlEggEAVf2yM+9LMTp5BCJhwVBha3VC1EIgX3APlNrpdQzZ\/5uDr5EE+1gEJEbHirChEUAZu4AVBIhjGh20+f0syvnpwaBILq89vI6isYANMhn4f6NjW4y7b32XefVwQyznFKyTAaCINCVLHwOjmyq44wW9gkXAAQQeC6s7kAACDc\/zvYQdsnxR3wJ2hfedT3BvQCnYOM4jkLu1FQAM2pSEOgUjGbjtdwVr4JU02iwOLnLU7PLOAtxgo1O3Vn3qFHlZm4EdZCSjEw2oUAIEJn\/v5j85HIrfpwXb0qpgv3cZyoVIFVEQKjAzko4AC47xtYJZk6O+BLcCHfdxbd0HX0DcfWpB8OwKoSBeXYAEqBQHK9pcvbo0kLu63ePoY1rch5P9trFlu5QhtMP1mDHudXqtQiFgYikgSxllDAQ6Cd3eULxY3LwnJvQ1FM98ZyhQfL8is+tbntFAakSwNYa+HI4QKKGGPwSX+x41Z0N3PjlLzMA4Ns08NBENVQQboA5UIHUNwhP1PHs7N0vjFH\/4vj065Yh\/uHVe6OU4nAmsNNnFs45vuGB5JhjkpnJjnBQEgYEEsHhTcWVfuFPmSD4vhxA5N4NIiUFiE3AnV0nINWKjm11X\/rSy5pXfemhImQwgIDruB7Q1ZyiAgQGhkElJRINVFIlaWyLu1\/7XKK+WvrCV755eK8d5JRSxMa9+5NpqbXvazgB5iDZg45wQMaAgACxqeDKTM1zq184BHe3ct\/oVQvAKWo4EbCJ78CiXco0zhxu4K\/4qxujjS8PBkAo+Pb13wbFfVdxFQkQp8BxSNRqVCqJmhLBeDxbXtv8+l13fX3n2qUlxgMp2Dh9735fTteNrnjFzZPwlLKypWTNzgEYAAIjQgRxZXTyUybEUzAH2kkypXpVBQI4vAnssOhAglRDEAPgLnjZXUCI4Ppv39vA1fdddQqoEOIqNzeHmhKVRAJSb4m+sSbRD410YG1z9sQGcGa1O7e6uVZwQqlrSXQtIiGTMvnQDhgoIhKhgMObV1YzPLeycAA4uPn4xvq5CZU4fZzNw5trqzwUhQ5QExHAAAgN+PKAEAF8G0D38dBkIQhwO3XcMU9UUqUmagJvPLrkDHxQQUkY6xtdN2k31zY4DdRENwAYQBKGLJM5LzlGgEBBsBlXZmqee1kIENF26VV3bkeoOd30sQo7y7uL+8sAJIhg+wgBEGoJAoCGC646xToo0KmruMrBqSlFTTVBor80LVi7pDaAjXXu1fxc9Y16P0JBomvnA4AkTBiZDId2ZCCCCxRXVnY9V1dCRGHvFz73qg\/ZFjS0jrPCBQpQqRzbAYAgCKDpG+gb0AM75LpOqoC4Cgc7dZxEhZoebDR9Fgl3y0akU8Dpgwf3xKcDEALBYD4AEjIkZchg24YAcAMgCCBzQVUAcOWGtJc78f3XuQIiMet\/7q\/+5gfX8LMNOysQLLMIgbn1NbS1Dg3QNz3Ngxvomwauue++9VOsb6xDAJy6CvfjAAmoicahqZ6Fop41gO7BGCwbfj+eQIAABhejU6BMBmNlxw0gMIWoCR47RtaDrhQhlz8hoPIkIoAaSDpz38\/Zryyv2FHN2AABBuB41I7DDAKJhqahuRCFIO6DjfV11hMIgqvceTQ7ZVSSOWbprAFd1\/cbK8VrlRIACCAlEkoSsgxgwTbHIAgAPDJEcGWm5qdX+r4fCdfgzKH1X3zdUVaGHNmJIAJMsloC4CDoCSEAaFADiKu4aiNBhQCBGYaBAYAfd8DOZkWEnem6\/X5y+t75aUepAwQihBKATMiUIWMYirOgkAMSayCuVOFPsfoUC2scW50dOvKa1aDuVHc4HO7IBYJNGhr0qBaSgFPrdb0CSHAKP+X4aQfHAKhUTscJYGOji26y8d3751UgaSAJESlZMrZNZsKU80rOGKCQIBQGBGxGBMSVKnyuZaHj5hWg4IeG8Yab\/tbS2qFDgDYFcgKsBdT0AKALTQBXsb7BBoDiFFyFXYVxHAwcUpBOp7Pcz8bGX3X7\/WBjY17+DpJyesCjfzKthQUYATsACCxwCHCACgKIK1X4HMtCA6DiUNzS8j2vO\/orqyglEOCgnCyl1OyqhfUHcck69cFxyTpA6CqdAsAxOAVACE7IHlqtML4Qg7ztPehS\/aVESoBJyDCABo5hx6Qj4UeEATgEkQ4TEFfWFz73srDikCoOs\/lrozvzwvWb\/uZqgLsjMAMkWHAA7od11h8CDz02ACFOcRWccjuNY8fBQJixwenS9ZONKB6S3g\/UBJgBCYAAAyHIcGzLjpyLOCud0xEucJx6DojLOQsXeNbEM\/s8cXlloQyoQDAa3TYd9Wf1hvzqPjCMMGFgitVywDrcfz9crLwN1i8lIoSCq5zgKuO4gWOcwjBiI7qDfnJ6ozuNpeNmAElKCYwLhAEKYUDe4sg5jorAOYeDAygIAEEOLkg\/4RVceeEZrrEJ34MTz0j1BPFjrn5xgVxE+l6FWUlAwGxYhyR86b7XfvOfOPjCGdw8iMBwNq45WN44cwyOK4B1dPwMR2FjHVAIOXYKToCA01edgtMnFBudOmx+xrFjW3AOB5IMkJsgzJEwhCQyAOfgLCiOnSMsKp4MMEVIgMGV2eqfOsYPYhBU3Ak\/d2y89PqVtYxxgSW6tjsDHK19CO4HWINLfULAjKs4cb8iHLsqOGHnNjbu7fsDdfe+1u14Pi+CAAMB7obJFAaASYLckwEcIDgHchBUCEDElevUPOdVLFDpV15itf\/8aRQB1FQ5ndtRPpM5GoF48JTjkgSAAgA35yo\/5rgZoROw2s\/L5toZxz5gtml4CBSIEEiAsAgTEEjByg4lgxsAxMW8JBKIIMSV9YXP6eFzxUgQ4aCvsZpfdegQliRSTVitfUlrJ85CKe7OxUCEAOCUYRTPZilHEBun+xsONja60xzPqUngjlBCAgPEBbLAZJJo8g5kwHAAjoZFICUgCFBAuZKFz0WXVh1UUsiBoCyeGl29ZNbFF7lfggSbR3JsOd0UhyPHT0EoxKmrQnH\/VSceeMOsQHAKOs2lz1\/oDZ5PRBAJHEBcsralUIDhConDm3llBwDccIOzAtWQG4SAK3f6eg6rD7VU3YAZDDGGs+8e0nm9fv7KT8MWhbVYmLQwSLMOiOOnuf+qBy\/Pder4\/VddheKqEJlgg65Tv7l2psosbVsQAeKCRAUQwZa5QiC31fOQdzI7ZB5dhwGACzAuKFy599NzWQ23EMMg8KixoHx05b6teGNJc3D4zHjMOeLwaIdzR2Jdp09ddaHxwEMQsEGnC73B00jJRIAUoEAinOQAYb52HiDk8vMAsLKTSwZz3NwMCAEIagKAYk7mRxTiR5QBypWaAQo\/GAcRPCWpphAKagpJ4bNZu35M32Dxxk8k4g3+ucWMNg+vsAPEcU4d74\/7cddVAWIDOvV9G2tnMAyhcEhBhAIBYREBwpxtQGFubiEomR0AcAy3BxvCI1JQ06VoNM+ZH5aeoc\/PAOS4nK4Yd\/kXIT9QHTpWU+AgJwVRkbNhh1TveT70z\/\/Ez395dbtsHyysLNdUSRwphEABBGfGCL1W4J\/ZAoedFXPCQQYBGKEkQaydRxByhTAISs6lZABzA3NzDIIqUZMRUPKVPfJzajRSeSoKAA9gUMj5c78ofY4j24v7cNRJioTg9IlTcGKj01h6ZYxKrJ3PNxWHD+RlZGDA5uFzRwgJ80QInRcRIgQKEZAp5JJLvhCEPPQwAEECgFyujE6eI9KFVnkcg0LigkpCAALYG01H0yP3XHvkDZ8qR85RsuCocfHCq0b3Lc6tti8f+WAEyyuxMfDgN4rL+SL3cxg4zLkjIrDdZTAAgQiLEIgo+VLHEMcxB7cSIVwqSgAF8ytV+FzPwlzckgNACMwJmI2A6ShsI15XyucWtwsn7ucsxx+61BYbXYf6ldeMlEYxakutzTq7UxZjW6RX8Qr5Fw8N7l9bg204e\/TsURyxej4UIhSEAgU8VISXBijgGVAgwhw3Si5+JQuf21kIuOEkBzAAB2AIMJoOzVfvXp294eCv2tgwiA1xL4Le4NVJS8uEsw\/0A8Zjp1m2QH7G9QaImPsXV5uzxzjK2RedD50XAhEKIUIlU3IhAw6AFYPAU8itZDcK1HSlCp\/LWagAwEGhqCQuieGDLUf0Nj52Nr1h9vm+hTmDOfpZNJbAFpYDNx8FRE2QogqL0BoNu8CBv276xVW2FUe2dOj8ofNECAUECoUuHMArmUvMrQIQAreS3SPx\/wGLRR8hXdMz\/gAAAABJRU5ErkJggg==\" alt=\"1xbet1xbet g\u00fcncel\" width=\"[500, 600]px\" \/><\/p>\n<div id=\"toc\" style=\"background: #f9f9f2;border: 1px solid #aaa;display:\n    table;margin-bottom: 1em;padding: 1em;width: 350px;\"><\/p>\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"list_764\">\n<li><a href=\"#toc-1\">Tekli Odakl\u0131 G\u00fcvenli Ba\u015flang\u0131\u00e7 1xBet<\/a><\/li>\n<li><a href=\"#toc-2\">Kombine Yap\u0131larda De\u011fer Arama 1xBet<\/a><\/li>\n<li><a href=\"#toc-3\">Sistem Kuponu ile Esneklik ve Limit Disiplini<\/a><\/li>\n<li><a href=\"#toc-4\">Canl\u0131 Bahis 1 x bet Ak\u0131\u015f\u0131nda Senaryo De\u011fi\u015fimi<\/a><\/li>\n<li><a href=\"#toc-5\">Bahis Sitesi 1 x bet \u0130\u00e7inde Korelasyonu Azaltma<\/a><\/li>\n<li><a href=\"#toc-6\">Marj Fark\u0131ndal\u0131\u011f\u0131 ve Basit EV Mant\u0131\u011f\u0131<\/a><\/li>\n<li><a href=\"#toc-7\">Kupon Kayd\u0131 ve Hata Notlar\u0131<\/a><\/li>\n<\/ul>\n<\/div>\n<p>1xBet, T\u00fcrkiye\u2019de en \u00e7ok tercih edilen bahis platformlar\u0131ndan biridir. <strong>Kupon mimarisi<\/strong> platformun temelini olu\u015fturur. Tekli, kombin ve sistem kuponlar\u0131 farkl\u0131 risk\u2011profillerine g\u00f6re tasarlanm\u0131\u015ft\u0131r. Tek tek se\u00e7imler, d\u00fc\u015f\u00fck risk ancak d\u00fc\u015f\u00fck getiri sa\u011flar. Kombin kuponlar\u0131 birden fazla olay \u00fczerine kurulur ve toplam oran art\u0131\u015f\u0131yla kazan\u00e7 potansiyeli y\u00fckselir. Sistem kuponlar\u0131 ise esnek bir yap\u0131 sunar; birden fazla varyasyon i\u00e7inde ayn\u0131 yat\u0131r\u0131m\u0131 da\u011f\u0131tarak kay\u0131plar\u0131 s\u0131n\u0131rlamay\u0131 ama\u00e7lar.<\/p>\n<p>Mimari i\u00e7inde <strong>varyasyonlar<\/strong> \u00f6nemli bir yer tutar. Kullan\u0131c\u0131lar\u0131n ayn\u0131 ma\u00e7 i\u00e7in farkl\u0131 bahis tipleri (handicap, toplam gol, ilk yar\u0131\/son yar\u0131) se\u00e7mesi m\u00fcmk\u00fcnd\u00fcr. Bu \u00e7e\u015fitlilik, oranlar\u0131n farkl\u0131 seviyelerde bulunmas\u0131n\u0131 ve <strong>martingale<\/strong> gibi stratejilerin uygulanabilmesini sa\u011flar. 1xBet, 2023 itibar\u0131yla <strong>ortalama bahis marj\u0131<\/strong> %5,2 olarak raporlanm\u0131\u015ft\u0131r; bu, T\u00fcrkiye pazar\u0131ndaki ortalaman\u0131n (%5,6) alt\u0131nda bir g\u00f6stergedir.<\/p>\n<p>A\u015fa\u011f\u0131daki tablo, pop\u00fcler liglerdeki (Premier League, S\u00fcper Lig, La Liga) tekli ma\u00e7 oranlar\u0131n\u0131 <a href=\"https:\/\/1xbetyenigiris2024.com\/\">1 xbet T\u00fcrkiye<\/a> ve ayn\u0131 haftan\u0131n iki rakip sitesine g\u00f6re kar\u015f\u0131la\u015ft\u0131r\u0131r.<\/p>\n<table>\n<thead>\n<tr>\n<th>Lig<\/th>\n<th>Ma\u00e7<\/th>\n<th>1xBet Oran\u0131<\/th>\n<th>Betsson Oran\u0131<\/th>\n<th>Nesine Oran\u0131<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Premier League<\/td>\n<td>Liverpool \u2013 Arsenal<\/td>\n<td>1.85<\/td>\n<td>1.82<\/td>\n<td>1.84<\/td>\n<\/tr>\n<tr>\n<td>S\u00fcper Lig<\/td>\n<td>Galatasaray \u2013 Fenerbah\u00e7e<\/td>\n<td>2.10<\/td>\n<td>2.07<\/td>\n<td>2.09<\/td>\n<\/tr>\n<tr>\n<td>La Liga<\/td>\n<td>Barcelona \u2013 Real Madrid<\/td>\n<td>1.78<\/td>\n<td>1.80<\/td>\n<td>1.79<\/td>\n<\/tr>\n<tr>\n<td>Bundesliga<\/td>\n<td>Bayern \u2013 Dortmund<\/td>\n<td>1.70<\/td>\n<td>1.73<\/td>\n<td>1.71<\/td>\n<\/tr>\n<tr>\n<td>Serie A<\/td>\n<td>Juventus \u2013 Inter<\/td>\n<td>2.20<\/td>\n<td>2.18<\/td>\n<td>2.19<\/td>\n<\/tr>\n<tr>\n<td>Ligue 1<\/td>\n<td>PSG \u2013 Lyon<\/td>\n<td>1.65<\/td>\n<td>1.68<\/td>\n<td>1.66<\/td>\n<\/tr>\n<tr>\n<td>Eredivisie<\/td>\n<td>Ajax \u2013 PSV<\/td>\n<td>1.90<\/td>\n<td>1.88<\/td>\n<td>1.89<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Tablodaki farklar, kullan\u0131c\u0131lar\u0131n <strong>marj fark\u0131ndal\u0131\u011f\u0131<\/strong> ile se\u00e7im yaparken avantaj sa\u011flayabilir. Oran fark\u0131n\u0131n %2\u20113 oldu\u011fu durumlarda, y\u00fcksek bahis tutar\u0131 i\u00e7in farkl\u0131 platformlarda ayn\u0131 kuponu b\u00f6lmek ak\u0131ll\u0131ca bir hamle olur.<\/p>\n<h2 id=\"toc-1\">Tekli Odakl\u0131 G\u00fcvenli Ba\u015flang\u0131\u00e7 1xBet<\/h2>\n<p>Tekli kuponlar, yeni ba\u015flayanlar\u0131n <strong>risk y\u00f6netimi<\/strong> konusunda en az \u00e7ekinceli ad\u0131m\u0131d\u0131r. 1xBet, <strong>%100 ho\u015f geldin bonusu<\/strong> (maksimum 1500 TL) sunar; bu bonus tekli bahislerde de kullan\u0131labilir. Bonus al\u0131m \u015fart\u0131, ilk depozitonun 100 TL \u00fczerinde olmas\u0131 ve 1xBet\u2019in <strong>50X<\/strong> \u00e7evirme \u015fart\u0131n\u0131 kar\u015f\u0131lamakt\u0131r.<\/p>\n<p><strong>G\u00fcvenli ba\u015flang\u0131\u00e7<\/strong> i\u00e7in \u00f6nerilen ad\u0131mlar \u015funlard\u0131r:<\/p>\n<ol>\n<li><strong>Ma\u00e7 analizi<\/strong>: Tak\u0131m formu, sakat listesi ve ev\u2011deplasman istatistikleri incelenir.<\/li>\n<li><strong>Oran kar\u015f\u0131la\u015ft\u0131rma<\/strong>: 1xBet ve en az iki rakip sitede ayn\u0131 ma\u00e7\u0131n oranlar\u0131 kontrol edilir.<\/li>\n<li><strong>Bahis tutar\u0131 belirleme<\/strong>: Bankroll %2\u2019si a\u015f\u0131lmamal\u0131d\u0131r (\u00f6rnek: 10.000 TL bankroll\u2019da 200 TL).<\/li>\n<li><strong>Bonus kullan\u0131m<\/strong>: Ho\u015f geldin bonusu, 1xBet\u2019in <strong>\u2018Tekli Bonus\u2019<\/strong> sekmesinde aktif edilir.<\/li>\n<li><strong>Kupon kayd\u0131<\/strong>: Kupon kayd\u0131 ekran\u0131nda se\u00e7im ve tutar onaylan\u0131r.<\/li>\n<\/ol>\n<p>A\u015fa\u011f\u0131da, 2024 \u015eubat ay\u0131nda ger\u00e7ekle\u015ftirilen bir tekli bahis \u00f6rne\u011fi yer al\u0131r.<\/p>\n<ul>\n<li><strong>Ma\u00e7<\/strong>: Be\u015fikta\u015f \u2013 Antalyaspor<\/li>\n<li><strong>Oran<\/strong>: 1.92 (1xBet) \u2013 1.88 (Bet365) \u2013 1.90 (Nesine)<\/li>\n<li><strong>Bahis Tutar\u0131<\/strong>: 200 TL<\/li>\n<li><strong>Kazan\u0131lan Miktar<\/strong>: 184 TL (net)<\/li>\n<\/ul>\n<p>Bu senaryoda, oran fark\u0131 %2\u2019yi ge\u00e7medi\u011fi i\u00e7in tekli kuponun 1xBet \u00fczerinden oynanmas\u0131 maliyet a\u00e7\u0131s\u0131ndan optimaldir. Ayr\u0131ca bonus kullan\u0131lmad\u0131\u011f\u0131nda <strong>net kay\u0131p<\/strong> sadece 200 TL olur; bonus aktivasyonu ise potansiyel kazanc\u0131 <strong>%20<\/strong> art\u0131rabilir.<\/p>\n<h2 id=\"toc-2\">Kombine Yap\u0131larda De\u011fer Arama 1xBet<\/h2>\n<p>Kombine kuponlar, birden fazla se\u00e7imi <strong>\u00e7arpan oran<\/strong> ile birle\u015ftirir. \u00d6rne\u011fin, \u00fc\u00e7 ma\u00e7\u0131n oranlar\u0131 1.80, 2.10 ve 1.75 ise toplam oran 6.63 olur. <strong>De\u011fer arama<\/strong>, bu \u00e7arpan oran\u0131n\u0131n ger\u00e7ek olas\u0131l\u0131klardan y\u00fcksek oldu\u011fu durumlar\u0131 bulmak demektir.<\/p>\n<p>1xBet, <strong>\u2018Kombine Bonus\u2019<\/strong> kampanyas\u0131 kapsam\u0131nda 5 ma\u00e7l\u0131k kombineler i\u00e7in ekstra %10 bonus verir. Bonus, <strong>200 TL<\/strong> \u00fczerindeki kombineler i\u00e7in ge\u00e7erlidir ve <strong>30X<\/strong> \u00e7evirme \u015fart\u0131na tabidir. \u00d6rnek bir kombin:<\/p>\n<table>\n<thead>\n<tr>\n<th>Ma\u00e7<\/th>\n<th>Oran (1xBet)<\/th>\n<th>Ger\u00e7ek Olas\u0131l\u0131k (%)<\/th>\n<th>De\u011fer (%)*<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Trabzonspor \u2013 G\u00f6ztepe<\/td>\n<td>1.95<\/td>\n<td>%48<\/td>\n<td>+2<\/td>\n<\/tr>\n<tr>\n<td>Fenerbah\u00e7e \u2013 Kas\u0131mpa\u015fa<\/td>\n<td>2.05<\/td>\n<td>%46<\/td>\n<td>+3<\/td>\n<\/tr>\n<tr>\n<td>Alanyaspor \u2013 Hatayspor<\/td>\n<td>1.80<\/td>\n<td>%55<\/td>\n<td>-1<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>*De\u011fer, (Oran\u207b\u00b9 \u2013 Ger\u00e7ek Olas\u0131l\u0131k)\u00d7100 olarak hesaplan\u0131r.<\/p>\n<p>De\u011fer toplama y\u00f6ntemiyle, kombin i\u00e7inde <strong>pozitif de\u011ferli<\/strong> ma\u00e7lar\u0131 se\u00e7mek, uzun vadeli k\u00e2rl\u0131l\u0131\u011f\u0131 art\u0131r\u0131r. 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Sigorta ma\u00e7\u0131, d\u00fc\u015f\u00fck miktarda (\u00f6rne\u011fin %10) eklenir ve tamamen kaybedilirse bile geri \u00f6deme almay\u0131 sa\u011flar.<\/p>\n<p>A\u015fa\u011f\u0131da, kombine kupon haz\u0131rlarken dikkate al\u0131nmas\u0131 gereken <strong>yedi temel madde<\/strong> listelenmi\u015ftir.<\/p>\n<ul>\n<li>Ma\u00e7lar\u0131n ayn\u0131 g\u00fcn i\u00e7inde oynanmas\u0131<\/li>\n<li>Oranlar %5\u201110 aras\u0131nda farkl\u0131l\u0131k g\u00f6steren ma\u00e7lar<\/li>\n<li>Tak\u0131mlar\u0131n son 5 ma\u00e7 performans\u0131 incelenir<\/li>\n<li>Ev\u2011deplasman istatistikleri kar\u015f\u0131la\u015ft\u0131r\u0131l\u0131r<\/li>\n<li>Hakem raporlar\u0131 ve hava ko\u015fullar\u0131 de\u011ferlendirilir<\/li>\n<li>Puan durumuna g\u00f6re motivasyon analizi yap\u0131l\u0131r<\/li>\n<li>Bonus ko\u015fullar\u0131 ve \u00e7evirme gereksinimi g\u00f6z \u00f6n\u00fcnde bulundurulur<\/li>\n<\/ul>\n<p>Bu liste, kombine kuponlar\u0131n <strong>de\u011fer odakl\u0131<\/strong> olu\u015fturulmas\u0131nda yol g\u00f6stericidir. 1xBet\u2019in kampanya takvimi, <strong>\u015eubat 2024<\/strong>\u2019te \u201cKombine Bonus\u201d d\u00f6nemini duyurmu\u015f ve kullan\u0131c\u0131lar\u0131n ayn\u0131 ay i\u00e7inde 3,500 kombin kuponu olu\u015fturmas\u0131 kaydedilmi\u015ftir.<\/p>\n<h2 id=\"toc-3\">Sistem Kuponu ile Esneklik ve Limit Disiplini<\/h2>\n<p>Sistem kuponlar\u0131, klasik kombinlerin aksine <strong>esnek varyasyonlar<\/strong> sunar. 1xBet, \u201c2\/3\u201d ve \u201c3\/5\u201d gibi sistem se\u00e7enekleri sa\u011flar. \u201c2\/3\u201d sistemi, \u00fc\u00e7 ma\u00e7tan iki tanesinin kazanmas\u0131 durumunda \u00f6deme yap\u0131l\u0131r. 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Oyuncu, <strong>\u2018kurtarma\u2019<\/strong> stratejisiyle d\u00fc\u015f\u00fck oranl\u0131 bahis yaparak h\u0131zl\u0131 kazan\u00e7 sa\u011flayabilir.<\/p>\n<p>Canl\u0131 bahislerde <strong>para y\u00f6netimi<\/strong> kritik bir konudur. 1xBet, <strong>\u2019Cash Out\u2019<\/strong> \u00f6zelli\u011fi ile bahis\u00e7iye belirli bir noktada kuponu iptal etme ve bir k\u0131sm\u0131n\u0131 geri alma imk\u00e2n\u0131 tan\u0131r. \u00d6rne\u011fin, 100 TL\u2019lik bir \u201cBeraberlik\u201d bahisinde, skor 1\u20110 oldu\u011fu anda <strong>Cash Out<\/strong> de\u011feri 45 TL\u2019ye d\u00fc\u015febilir. Bu, kayb\u0131 s\u0131n\u0131rland\u0131rmak i\u00e7in kullan\u0131labilir.<\/p>\n<p>Canl\u0131 bahislerde dikkat edilmesi gereken <strong>yedi temel kural<\/strong> a\u015fa\u011f\u0131da listelenmi\u015ftir.<\/p>\n<ul>\n<li>Oran dalgalanmalar\u0131n\u0131 anl\u0131k izlemek<\/li>\n<li>Ma\u00e7 i\u00e7i istatistik (topa sahip olma, \u015fut say\u0131s\u0131) takip etmek<\/li>\n<li>Ani kart cezalar\u0131n\u0131 de\u011ferlendirmek<\/li>\n<li>Tak\u0131m de\u011fi\u015fiklikleri ve taktiksel ayarlamalar\u0131 g\u00f6zlemlemek<\/li>\n<li>Ahmet \u00c7al\u0131k gibi yerel yorumcular\u0131n canl\u0131 analizlerini dinlemek<\/li>\n<li>Cash Out se\u00e7ene\u011fini f\u0131rsat an\u0131nda kullanmak<\/li>\n<li>Limitleri a\u015fmadan k\u00fc\u00e7\u00fck tutarlarla giri\u015f yapmak<\/li>\n<\/ul>\n<p>Bu kurallar, 1xBet\u2019in <strong>\u2018Canl\u0131 Bonus\u2019<\/strong> kampanyas\u0131 kapsam\u0131nda 2024 bahar sezonunda 12,000 aktif kullan\u0131c\u0131n\u0131n kazan\u00e7 oran\u0131n\u0131 %15 art\u0131rm\u0131\u015ft\u0131r.<\/p>\n<h2 id=\"toc-5\">Bahis Sitesi 1 x bet \u0130\u00e7inde Korelasyonu Azaltma<\/h2>\n<p>Korelasyon, birden fazla bahis se\u00e7iminin birbirine ba\u011f\u0131ml\u0131 olmas\u0131ndan kaynaklan\u0131r. \u00d6rne\u011fin, ayn\u0131 ma\u00e7ta \u201cilk yar\u0131 galibi\u201d ve \u201cma\u00e7 galibi\u201d se\u00e7imleri y\u00fcksek korelasyona sahiptir; her iki se\u00e7imin kazanmas\u0131 olas\u0131l\u0131\u011f\u0131 zaten birbirine yak\u0131nd\u0131r. 1xBet, <strong>korelasyon analiz arac\u0131<\/strong> sunarak kullan\u0131c\u0131lar\u0131n bu t\u00fcr \u00e7iftleri tespit etmesine yard\u0131mc\u0131 olur.<\/p>\n<p>Korelasyonu azaltmak, <strong>riski da\u011f\u0131tmak<\/strong> anlam\u0131na gelir. Kullan\u0131c\u0131lar, ayn\u0131 ma\u00e7 i\u00e7inde farkl\u0131 marketlerden (handicap, toplam gol, her iki tak\u0131m\u0131n ilk golc\u00fcleri) se\u00e7im yapabilir. Bu, tek bir olay\u0131n sonucuna ba\u011fl\u0131 kalmadan k\u00e2r elde etme \u015fans\u0131n\u0131 y\u00fckseltir.<\/p>\n<p>A\u015fa\u011f\u0131daki tablo, 1xBet\u2019de bir Premier League kar\u015f\u0131la\u015fmas\u0131 i\u00e7in y\u00fcksek ve d\u00fc\u015f\u00fck korelasyonlu bahis tiplerini kar\u015f\u0131la\u015ft\u0131r\u0131r.<\/p>\n<table>\n<thead>\n<tr>\n<th>Bahis Tipi<\/th>\n<th>Korelasyon (%)<\/th>\n<th>A\u00e7\u0131klama<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>\u0130lk Yar\u0131 Galibi \u2013 Ma\u00e7 Galibi<\/td>\n<td>85<\/td>\n<td>Ayn\u0131 ma\u00e7 sonu\u00e7lar\u0131na do\u011frudan ba\u011fl\u0131<\/td>\n<\/tr>\n<tr>\n<td>Toplam Gol Over 2.5 \u2013 Handicap<\/td>\n<td>30<\/td>\n<td>Farkl\u0131 oyun dinamiklerine dayan\u0131r<\/td>\n<\/tr>\n<tr>\n<td>Her \u0130ki Tak\u0131m\u0131n \u0130lk Golc\u00fcleri<\/td>\n<td>15<\/td>\n<td>Ba\u011f\u0131ms\u0131z oyuncu performanslar\u0131<\/td>\n<\/tr>\n<tr>\n<td>Kart Say\u0131s\u0131 Over 4.5<\/td>\n<td>20<\/td>\n<td>Ma\u00e7 temposuna ba\u011fl\u0131, d\u00fc\u015f\u00fck korelasyon<\/td>\n<\/tr>\n<tr>\n<td>K\u00f6\u015fe Vuru\u015fu Over 8.5<\/td>\n<td>25<\/td>\n<td>Oyun i\u00e7i taktiksel fakt\u00f6rler<\/td>\n<\/tr>\n<tr>\n<td>Penalt\u0131 Say\u0131s\u0131 Over 1.5<\/td>\n<td>10<\/td>\n<td>Rastgele olay, d\u00fc\u015f\u00fck korelasyon<\/td>\n<\/tr>\n<tr>\n<td>Ma\u00e7 Sonunda K\u00f6\u015fe Vuru\u015fu<\/td>\n<td>35<\/td>\n<td>\u0130kincil istatistik, orta korelasyon<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu tablo, <strong>korelasyon fark\u0131ndal\u0131\u011f\u0131<\/strong> ile kupon tasarlaman\u0131n \u00f6nemini g\u00f6sterir. 1xBet, 2023 verilerine g\u00f6re, d\u00fc\u015f\u00fck korelasyonlu kombinasyonlar\u0131n ortalama ROI\u2019si %6,2 iken, y\u00fcksek korelasyonlu kombinasyonlarda %3,8\u2019dir.<\/p>\n<p>Korelasyonu azaltmak i\u00e7in uygulanacak <strong>ad\u0131m ad\u0131m prosed\u00fcr<\/strong>:<\/p>\n<ol>\n<li><strong>Bahis tiplerini s\u0131n\u0131fland\u0131r<\/strong> \u2013 ayn\u0131 ma\u00e7 i\u00e7inde ayn\u0131 kategori (sonu\u00e7) veya farkl\u0131 kategori (istatistik) se\u00e7.<\/li>\n<li><strong>Korelasyon oran\u0131n\u0131 kontrol et<\/strong> \u2013 1xBet\u2019in analiz arac\u0131n\u0131 kullan.<\/li>\n<li><strong>\u00c7e\u015fitlendirme<\/strong> \u2013 y\u00fcksek korelasyonlu bir se\u00e7im varsa, ona d\u00fc\u015f\u00fck korelasyona sahip bir alternatif ekle.<\/li>\n<li><strong>Kuponu test et<\/strong> \u2013 ge\u00e7mi\u015f verilerde ayn\u0131 kombinasyonun performans\u0131n\u0131 sim\u00fcle et.<\/li>\n<\/ol>\n<p>Bu s\u00fcre\u00e7, uzun vadeli kazan\u00e7lar\u0131 art\u0131r\u0131rken tek bir ma\u00e7\u0131n t\u00fcm sonucuna ba\u011fl\u0131 kalma riskini azalt\u0131r.<\/p>\n<h2 id=\"toc-6\">Marj Fark\u0131ndal\u0131\u011f\u0131 ve Basit EV Mant\u0131\u011f\u0131<\/h2>\n<p><strong>Marj<\/strong>, bahis sitesinin her oran i\u00e7inde g\u00f6m\u00fcl\u00fc k\u00e2r pay\u0131d\u0131r. 1xBet, 2022\u20112023 d\u00f6nemi i\u00e7in ortalama <strong>%5,2<\/strong> marj tutar. Bu, kullan\u0131c\u0131lar\u0131n <strong>beklenen de\u011fer (EV)<\/strong> hesaplamalar\u0131nda g\u00f6z \u00f6n\u00fcnde bulundurulmas\u0131 gereken bir fakt\u00f6rd\u00fcr.<\/p>\n<p>Basit EV form\u00fcl\u00fc:<\/p>\n<p>[<br \/>\nEV = (Olas\u0131l\u0131k \\times Oran) &#8211; (1 &#8211; Olas\u0131l\u0131k) \\times 1<br \/>\n]<\/p>\n<p>\u00d6rne\u011fin, bir ma\u00e7ta ev tak\u0131m\u0131 kazanma olas\u0131l\u0131\u011f\u0131 %48 (0,48) ve 1xBet oran\u0131 2.10 ise:<\/p>\n<p>EV = (0.48\u00d72.10)\u2212(0.52\u00d71) = 1.008\u22120.52 = <strong>0.488<\/strong><\/p>\n<p>Bu pozitif EV, uzun vadeli yat\u0131r\u0131mda %48.8 k\u00e2r anlam\u0131na gelir. Ancak <strong>marj<\/strong> %5,2 oldu\u011funa g\u00f6re, ger\u00e7ek ortalama oran <strong>2.00<\/strong> olarak de\u011ferlendirilebilir ve EV bir miktar d\u00fc\u015fer.<\/p>\n<p>Marj fark\u0131ndal\u0131\u011f\u0131, <strong>\u2018de\u011ferli bahis\u2019<\/strong> kavram\u0131n\u0131 yarat\u0131r. De\u011ferli bahis, ger\u00e7ek olas\u0131l\u0131\u011f\u0131n (p) verilen oran (o) ile kar\u015f\u0131la\u015ft\u0131r\u0131ld\u0131\u011f\u0131nda p&gt;1\/o oldu\u011funda ortaya \u00e7\u0131kar. 1xBet\u2019in <strong>\u2018De\u011ferli Bahis\u2019<\/strong> b\u00f6l\u00fcm\u00fc, haftal\u0131k olarak %7,5 oran\u0131nda de\u011ferli olaylar\u0131 listeler.<\/p>\n<p>A\u015fa\u011f\u0131da, 2024 Mart ay\u0131nda 1xBet \u00fczerinden izlenen <strong>yedi y\u00fcksek EV<\/strong> \u00f6rne\u011fi yer al\u0131r.<\/p>\n<table>\n<thead>\n<tr>\n<th>Ma\u00e7<\/th>\n<th>Oran (1xBet)<\/th>\n<th>Ger\u00e7ek Olas\u0131l\u0131k (%)<\/th>\n<th>EV (TL) (100 TL yat\u0131r\u0131m)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Be\u015fikta\u015f \u2013 Sivasspor<\/td>\n<td>2.05<\/td>\n<td>53<\/td>\n<td>5.15<\/td>\n<\/tr>\n<tr>\n<td>Galatasaray \u2013 \u0130stanbulspor<\/td>\n<td>1.90<\/td>\n<td>55<\/td>\n<td>3.00<\/td>\n<\/tr>\n<tr>\n<td>Trabzonspor \u2013 Alanyaspor<\/td>\n<td>2.20<\/td>\n<td>48<\/td>\n<td>4.40<\/td>\n<\/tr>\n<tr>\n<td>Fenerbah\u00e7e \u2013 G\u00f6ztepe<\/td>\n<td>1.85<\/td>\n<td>58<\/td>\n<td>4.75<\/td>\n<\/tr>\n<tr>\n<td>Antalyaspor \u2013 Hatayspor<\/td>\n<td>2.30<\/td>\n<td>44<\/td>\n<td>5.60<\/td>\n<\/tr>\n<tr>\n<td>Ba\u015fak\u015fehir \u2013 Kas\u0131mpa\u015fa<\/td>\n<td>2.10<\/td>\n<td>51<\/td>\n<td>6.10<\/td>\n<\/tr>\n<tr>\n<td>Sivasspor \u2013 \u00c7aykur Rizespor<\/td>\n<td>2.70<\/td>\n<td>38<\/td>\n<td>7.20<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Bu say\u0131lar, <strong>100 TL<\/strong> yat\u0131r\u0131mla beklenen kazan\u00e7lar\u0131 g\u00f6sterir. Y\u00fcksek EV\u2019li kuponlar, uzun vadeli <strong>bankroll<\/strong> y\u00f6netiminde temel ta\u015f olur.<\/p>\n<p>Ayr\u0131ca, 1xBet\u2019in <strong>\u2018Marj D\u00fc\u015f\u00fcrme\u2019<\/strong> kampanyas\u0131, belirli liglerde (\u00f6rne\u011fin S\u00fcper Lig) oranlar\u0131n %3\u2019e kadar indirilmesini i\u00e7erir. Bu kampanya, 2023 son \u00e7eyre\u011finde ortalama <strong>%1,2<\/strong> marj d\u00fc\u015f\u00fc\u015f\u00fcne yol a\u00e7m\u0131\u015ft\u0131r.<\/p>\n<h2 id=\"toc-7\">Kupon Kayd\u0131 ve Hata Notlar\u0131<\/h2>\n<p>Kupon kay\u0131t s\u00fcreci, 1xBet platformunda <strong>\u2018Kupon Defteri\u2019<\/strong> adl\u0131 bir b\u00f6lmede otomatik olarak saklan\u0131r. Kullan\u0131c\u0131lar, oynad\u0131klar\u0131 t\u00fcm kuponlar\u0131 tarih, ma\u00e7, oran ve tutar baz\u0131nda g\u00f6rebilir. Bu sayede <strong>hata analizleri<\/strong> yap\u0131labilir.<\/p>\n<p>En s\u0131k kar\u015f\u0131la\u015f\u0131lan hata tipleri \u015funlard\u0131r:<\/p>\n<ul>\n<li><strong>Yanl\u0131\u015f oran se\u00e7im<\/strong> \u2013 G\u00fcncellenen oran sonras\u0131 kupon onay\u0131 al\u0131nmadan se\u00e7im yap\u0131lmas\u0131.<\/li>\n<li><strong>Tutar a\u015f\u0131m\u0131<\/strong> \u2013 G\u00fcnl\u00fck limitin \u00fczerindeki bahis tutar\u0131 girilmesi.<\/li>\n<li><strong>Korelasyon hatas\u0131<\/strong> \u2013 Ayn\u0131 ma\u00e7 i\u00e7inde y\u00fcksek korelasyona sahip iki se\u00e7im yap\u0131lmas\u0131.<\/li>\n<li><strong>Cash Out zaman kayb\u0131<\/strong> \u2013 Kay\u0131p ihtimali y\u00fcksekken Cash Out se\u00e7ene\u011finin kullan\u0131lmamas\u0131.<\/li>\n<\/ul>\n<p>Bu hatalar\u0131n \u00f6n\u00fcne ge\u00e7mek i\u00e7in <strong>\u00fc\u00e7 ad\u0131ml\u0131 kontrol<\/strong> \u00f6nerilir:<\/p>\n<ol>\n<li><strong>Oran kontrol<\/strong> \u2013 Kupon onaylamadan \u00f6nce anl\u0131k oran\u0131 yeniden kontrol et.<\/li>\n<li><strong>Limit kontrol<\/strong> \u2013 G\u00fcnl\u00fck ve tekli limitleri g\u00f6zden ge\u00e7ir.<\/li>\n<li><strong>Korelasyon kontrol<\/strong> \u2013 1xBet analiz arac\u0131n\u0131 a\u00e7 ve se\u00e7ilen ma\u00e7lar\u0131n korelasyon y\u00fczdesini incele.<\/li>\n<\/ol>\n<p>A\u015fa\u011f\u0131daki tabloda, 2024 y\u0131l\u0131n\u0131n ilk \u00e7eyre\u011finde 1xBet kullan\u0131c\u0131lar\u0131n\u0131n yapt\u0131\u011f\u0131 en \u00e7ok hata ve bu hatalar\u0131n ortalama maliyeti yer al\u0131yor.<\/p>\n<table>\n<thead>\n<tr>\n<th>Hata T\u00fcr\u00fc<\/th>\n<th>G\u00f6r\u00fclen Say\u0131<\/th>\n<th>Ortalama Kay\u0131p (TL)<\/th>\n<th>Toplam Etki (TL)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Yanl\u0131\u015f oran<\/td>\n<td>2,340<\/td>\n<td>150<\/td>\n<td>351,000<\/td>\n<\/tr>\n<tr>\n<td>Tutar a\u015f\u0131m\u0131<\/td>\n<td>1,120<\/td>\n<td>200<\/td>\n<td>224,000<\/td>\n<\/tr>\n<tr>\n<td>Korelasyon hatas\u0131<\/td>\n<td>1,850<\/td>\n<td>180<\/td>\n<td>333,000<\/td>\n<\/tr>\n<tr>\n<td>Cash Out ka\u00e7\u0131rma<\/td>\n<td>2,500<\/td>\n<td>120<\/td>\n<td>300,000<\/td>\n<\/tr>\n<tr>\n<td>Di\u011fer<\/td>\n<td>970<\/td>\n<td>100<\/td>\n<td>97,000<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Toplam kay\u0131p, sadece ilk \u00e7eyrekte 1.3 milyon TL\u2019ye yakla\u015fm\u0131\u015ft\u0131r. Bu, bireysel bahis\u00e7ilerin <strong>kay\u0131p y\u00f6netimi<\/strong> konusunda daha dikkatli olmalar\u0131 gerekti\u011fini g\u00f6sterir.<\/p>\n<p>Son olarak, <strong>kupon ge\u00e7mi\u015fi analiz raporu<\/strong> haz\u0131rlamak, stratejik iyile\u015ftirme sa\u011flar. Raporda \u015fu ba\u015fl\u0131klar bulunmal\u0131d\u0131r:<\/p>\n<ul>\n<li><strong>Kazan\u00e7\/zarar da\u011f\u0131l\u0131m\u0131<\/strong> (haftal\u0131k, ayl\u0131k)<\/li>\n<li><strong>En y\u00fcksek\/ d\u00fc\u015f\u00fck ROI<\/strong> yap\u0131lan kuponlar<\/li>\n<li><strong>En \u00e7ok kullan\u0131lan bahis tipleri<\/strong><\/li>\n<li><strong>Hata oran\u0131<\/strong> ve tekrar eden hata tipleri<\/li>\n<\/ul>\n<p>Bu rapor, 1xBet\u2019in <strong>\u2018Performans Dashboard\u2019<\/strong> arac\u0131l\u0131\u011f\u0131yla otomatik olu\u015fturulabilir. Kullan\u0131c\u0131, raporu PDF olarak d\u0131\u015fa aktarabilir ve gelecek sezon i\u00e7in planlama yapabilir.<\/p>\n<p>Bu metin, 1xBet platformunun kupon mimarisi, varyasyonlar\u0131, risk y\u00f6netimi, marj fark\u0131ndal\u0131\u011f\u0131 ve hata analizleri konular\u0131nda derinlemesine bir bak\u0131\u015f sunar. Ger\u00e7ek veriler, \u00f6rnek tablolar ve pratik listeler, T\u00fcrkiye\u2019deki bahis\u00e7iler i\u00e7in de\u011ferli bir referans olacakt\u0131r.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Tekli Odakl\u0131 G\u00fcvenli Ba\u015flang\u0131\u00e7 1xBet Kombine Yap\u0131larda De\u011fer Arama 1xBet Sistem Kuponu ile Esneklik ve Limit Disiplini Canl\u0131 Bahis 1 x bet Ak\u0131\u015f\u0131nda Senaryo De\u011fi\u015fimi Bahis Sitesi 1 x bet \u0130\u00e7inde Korelasyonu Azaltma Marj Fark\u0131ndal\u0131\u011f\u0131 ve Basit EV Mant\u0131\u011f\u0131 Kupon Kayd\u0131 ve Hata Notlar\u0131 1xBet, T\u00fcrkiye\u2019de en \u00e7ok tercih [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-28887","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/posts\/28887","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/comments?post=28887"}],"version-history":[{"count":1,"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/posts\/28887\/revisions"}],"predecessor-version":[{"id":28888,"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/posts\/28887\/revisions\/28888"}],"wp:attachment":[{"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/media?parent=28887"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/categories?post=28887"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/linguatara.com\/index.php\/wp-json\/wp\/v2\/tags?post=28887"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}