{"id":76443,"date":"2026-03-24T00:04:16","date_gmt":"2026-03-24T00:04:16","guid":{"rendered":"https:\/\/simplefoodindia.com\/?p=76443"},"modified":"2026-09-29T01:16:50","modified_gmt":"2026-09-29T01:16:50","slug":"tikitaka-comprendre-les-courses-a-multiplicateurs-le-meilleur-resultat-et-les-mises-admissibles","status":"publish","type":"post","link":"https:\/\/simplefoodindia.com\/index.php\/2026\/03\/24\/tikitaka-comprendre-les-courses-a-multiplicateurs-le-meilleur-resultat-et-les-mises-admissibles\/","title":{"rendered":"Tikitaka : comprendre les courses \u00e0 multiplicateurs, le meilleur r\u00e9sultat et les mises admissibles"},"content":{"rendered":"<p>Les courses \u00e0 multiplicateurs attirent par leur classement et la possibilit\u00e9 de transformer un bon r\u00e9sultat en avantage suppl\u00e9mentaire. Pour les comprendre sur Tikitaka, il faut surtout v\u00e9rifier le jeu ou le pari concern\u00e9, la mise qui compte et la p\u00e9riode de qualification. Si vous consultez <a href=\"https:\/\/tikitakafrance.com\/\">tikitaka slots<\/a>, gardez aussi en t\u00eate que les r\u00e8gles peuvent d\u00e9pendre de l\u2019\u00e9dition du site, de la devise et de la promotion active.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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PyLQuMlhrv8VyqrF1m5vYWygFQ6ZzDAysx0R3+fKs+j1n\/V7IeqKF6mEDhnxDwigqgLfQyiQGf50e9eHz1vcuel0y3y7QwHB2UnkqhxZM9UrWdHBvQ98u9g4fhQxNJKGgDSYg+81HUZ+WNHrUhonoY\/d6NTBzv9pitN0AF5EY7B45zXk3Lvzt+soJDBtBWfAbFTvVtEx\/BJvvjMx9f4+JI81wNZvCQvwZG02w3HfndJMogVgHXZRVeLWM+M7o3RLfKHEm0kIBSpXca6isFR93\/TSn+2Es\/T+7MwsjT7aBV6HeWT\/6ITrKlgRRb788\/2BQcIU+7C5SLLJpXmwK0\/A5j4JSC+ZqBCg2G4lhyLbt+Fk92vMuwXMHTw1GCia8JcV9iAjQ\/RcD8fzELBXlVN0Fd\/kxNb0SLBXEqvN++X+1RUf17vJ2pJex5XSV6Sow\/gUNnef3kqKXRl8v9r30uaOpW0jjzf9SoCJdgXyVao+9Nyu0UCfwOSu05l\/QzRhDrLS6lsn2DGIOWTCepNzp1C2UK39LOS9QrMeX0Z8CQhbJPfXy4aIa2FrCq955R7E4V8w6Ai3IZLi+1ZZr4z+3vj5E\/LtuwIWjRzd3QXlhLfKvoVe6Lw5NCsziirNTTyDNYnJhy\/7jePeqDpd\/g3aMRQT2VSfsepiypZXPaXcvxK4CDyPno5Lfi2E6bu7PXOpg03Mpxse3b54fRp1ueOY1p+pnRaU48vQJqdTKK1FfPEy\/8xYAtZOyh3Ucpld5FL5ozMuBvakztAYmcL2I6cMS3SEbP+5blb\/\/+tyL2EytgkW6XyNs9QgEvA4ihUZb8IgaQ+zFLcmxZE9bGP0BLMJOM\/RdxllWOcLC1A\/MtV4dG7A6FE3tNRdhYCdO6DsYiti2ktvm26nK1\/fExajcY17FqKGYICcuz8d4tgBTMOvLFfCBswP\/8k+TPUxo\/xFu+KSREj+bEWBFT2SAzpxVVUpdRso1JP4tLD0xVTmIQD7WZe5j3+apxk4935BmYnxZpri81WWRcgECzAWep2C2L\/WEiHVrQyL9gJqFjmHVTZIZr5eOLaGedDgxfPgXZMOkmPLXG8Aw\/c6K461YM\/BOG2ls+ce+HnTgYwLY+jIzrzmrH2VHw1zOHGPRyfnLxRHExcfzlpx2h9\/EM5jB1UlwTrZXGv5uwsQK6wyliTjl5LM2hGnfjY8v62zxXy2SKdlFhD1vFO\/ytcppS\/Z\/Rzr7ubW7Ijmj+pKySoEPpV1J2UIq9vfkEr6\/1NjILsGvibW3vGAUq7qh9YXLQRuigMrVinL\/3trSzkcwQRzJ6zgZ+hAVdkc4+gk00O6GFx7\/6OV5odtmOX1T79Aq5ynhuKvS59xD6bfBkx4Tz+WImIFSn6CvhI+YrbH4QoO9YDMFLuZqDi8ZWLTSrqxUPXuX6Ir4QeT6+Q1eleKZfEI+ctKCMXCMw2wL3T8kHyeqYrI26MfU+1Sja3U+hprhb8Fjivllb\/by++XqLxAtf5Tr+RtcF4t8GLutUiG6zubtiMA2WAUPgDVcJhwvLCLCKWEPvZGNFlXbrQRQI1+R2oWW2+cWL5J5rJytQrBgKHa+Ex9rOlqTCdErblE4\/z4mt1UJ3N7Cy73hUB6Ypc9lEYLfU3jFwSRbLDESvRNrftq7JlygCj\/h8yzpf6YUioFtEBEhsPrqch28VC8Yi4lHaHbFLllFJjh3ID8rrQU6C6jLwIiKSjj0SCn3PuZ\/snG3fsQYaeUy69oirIfdXS00KdqLo5WouRIJT4+4vGGC9B4KuiXFmaCMzf7ksBd1+BmrgNcSd0Jq1IPanG+vu7BKmhNtNsB1sJFqcNhiFK2wJuZpp0DVFv9qO+CLTsdIbaV2UBT1ytrO4OpXVTKzCuTCsggvYdXhj9L0api0W8TU9Nxm4VQzHEnKT\/hSQKaDb2etTNwFls1wJDU+HeA5Eqg2e8ymCtvbGbB4MAoqT2CTnbtHvbXBiyK2e6CbCYF4ik23uEgbinZuxfZqwkh08Wd+Kbthfe\/6DegQG98TD7fzQt3usCG5fSyUj1PA9Pt7GbwtE+L0Vx\/E6xzqDnFURMqNFTG93lvbvvcOh\/Z2Xd6E0kqNG7NsB2Vj9jyLUn7jE8TS+C1VIn+qILhNK\/jWdVNAdS2HJn\/R6X153RmV0jRQA45bZvpjrKr3mWdlAkCsScf6koqJumDqHLPf1G\/6O1XATYp8rwWLSZreQ8CC3yMfhxExs3gQ9X+Jg0nqCp\/rYwW7PlRElDAuxyyZbyzqq\/Vw8cE6x8mn72E4z3LiKeb7j74Hz0u3Wxe5NPuROBLrHxZH0\/xJcm+V9TzmoYuHTiLdxpiEGbm46V9B1KdcMuAGwsKCf\/mCxV5K5DwpJ0he7gUg51zOfB4wAyjW\/4cj6gTokXM1PVHOz93R5nsi2JjXlFnpfyVuuTEyAI5ebR4a8uJKmkWOrmgNnypCg7LPXgqvhC\/aAf46YVxKtLVdlhAqszI3xa8jmITrdIrNtCFcSVNkLosWLoyrBIRAEhjUfuIGca0nxT1FQpJQpGy+vJHAegPRi6dY+NBYb4yw9J9l5w8fwO4vfpRNVFu769mOOiURPZUd7zU1dt2L3JqGJsO5DDDFcUi08v9TEjc311pAn+ZoZKMDmvTRZG1oLOB6\/3D5\/4edZHHVZKq\/T8552SY\/Ce9a15ysZInPeAco5eZKP59GB\/f43xKAb\/EPH+Cxh5VTBFKBqEt5lPQMWXa8lRXTo68Xm63+yHj\/K5b0bqeqk+oGEElFQ6bsWJynetpKDkZJoEIbF2ef3R6VBMoRQBF9xbVVQJ1udPsB68ZK8MMa9sEnuBy9Y5yugx6DgQ2Ix4rpRfSaCBJknLagmhKcmUeoQIweqGTpLFQAId+qNNuboxluORKyZKRdUAxz1YmiTgp0ixXyffH25JJtVH6+IHnsfJklDE2rfQZNLfCXonzjDjokkCOH7X6kuWpZoem1XqzFq8qiUhq2Rm8cAz7IiUFEhcgrNGMyDIAi5QphgKYT\/+LRcQSWccFWj054lRXyvAj7zN8RokjdukJ88lqGdG5tAWPOktISlW5csBSDLQFMmVvF+g6Gj+wQpGJYNSDjCy0RCVdU1pC6ZF82ueasdqqBUmtJE\/92binlpZzxkY8DUKT67RijtO9AYL03uNbwTnQfyB0y29jcq1Q3NBWzCOu7S69baSbLic69baSXIODkW9cHInRYp7Z1dbCRZM6yUAr5I3EghzrYSLJt9iu3+9paGEzmKuthDAAP745sMAmQ1M6lk7S9AZ8xQPVlcsoWyW1zByMVX\/eoLDFFHZ2c82oDkRkH0Xstm2INgkD\/AKxfCiQSMFLUH7yQEgzekai74NwCYO6KVpAJ5gfOLnwmfbXDJEKALdk\/UaXxgDByAawqv0hhtV3yuPEpwZOReI3b93e9AydEB013M+8GPBC+ocqrmOr84MpZNPAJq0ZwxL\/GRBfrY9ud9bTbmV25G9LdJ2CpO1RZy0LBskcGvYPHg2RpozaANINk1Z3fcdoS\/A9lzaq\/x\/O5EpBlTTaNSGUbCHad494AiFL7OHXpq1wsE+AzqdyPAzjE9Mtk8Elu7Ub76Us1zkF\/DHqg2kXu+y2P0uYWoyPN13JY03Zr9d\/pRCNWeuuvj1URuJ4VR3kgyNzn6RR14MBhjzS8JJ2EN3jdJxHnRj4eW8tETICm8Ozufv7oQ6fjPJ0iyxSqTWOvIqI5vyYQnRVJg1lEuaAoeebiNrV3OUI211BU0Kc+\/z7R5ao+o7cKOS3bsbEBrBag39xyl3zNz9pR29dEtfbeepNFy5fSbs8GoGLyS\/f0yo47ywJ6aqruQyIyvkR9fbDLgq2i4dz43SbRBQ9wHBWjoeGfxdvI7mVnEu5f36h9oh1IS780lM5DXgrvg4J+IZYBLMajmy4inJalgoJYaaG2Sbcu\/1h5sJw5MUTfdTJA6UkTRlvkFYF9MXk\/N0omXQQC\/YFxcQwKd\/PSoDuH5SoBJheEFaLNw+dcO5jk9CRMqtjHXyThNELGsgOa0pUb\/vg2y\/4hNLSQZ7\/\/7snKE8pfuuCE07rpl4TttKXICl5vsXFbmLjbEdUF+DJ6b09ZIQcdpkRCgAh4DypjWodfQZkzPeLHTM4L5i+KcuPQgZs6Qki5cUoU+hzWhN3TvuO8F4UzOUORBm+9U\/LolIKRraQrHWEH\/8JCDSNXx8jMwz7MojDiuFwnhFKMk761NZxjbD57dVtv7mN8yDg3Ws5uqHFD864dxntzs7qyMCsc6up1o5zT96YMtf0v1R+\/5yhluL+J5d2\/WPPB3MLRkdWxK\/km8QgcOStKGizjYvQ3ecwulJ6quLZDaNz6X66POX\/kz98aJC9NAPu18mPhcMuNKgPggHodZ1l5KsxUfWDfIRXF0gJoJ4jwVXP2iLpggPsr3Z\/SVK2YZNWCQdMVarSOmt+\/yhDmvuaOnpXBLjCpz0oF+EvgspuRWU+0se5v5PSvV7JdBODHXu9GIGRvopgtgp8cxp+Wk6lgHtm9MHZZ5QqMfl3eWBdOlcbfTctc627EYGPh728uNHmq4T9cn\/muRVxB+xi2q\/62HnharMi3aH4dQsn0ftiJsA7A0+5rTNmd0zXjtnd79i9KDgR4s2JTdrorAdGsqEztqfRfUcWdnpsa7C8fVaMUWS6grRvKedMHXVK2MMwyXTETv2FtgEbg4UeU8iZg9NA\/aRpGF91pIUY5aLO0dA1o\/7Lpf9v8InkG+y4DfY0lIFxv0YLWHJyCz+lFjZvdCniFRr9DIHmITX0DwkettjkZcSK9vf2MCeP67h1rMcjhabTiw5OOCKnVv4oZMm\/AMQ\/HKNjBnF7OCbvJAAxV0\/f7KPvsWmgTUh4ADsmITaitFa7c\/wJAvO79D+\/VbjRbtLx6\/4K8z\/8NbYK2sHOag8fKeIz7JdEkF9m7pkp\/ZOtAlrNLufPz2dXRNBsDREtApg\/IMSOV7e8jPo7EXdwJfFoV2xQFp6u0\/oqLB\/F04NRhLBpzXnYUT9L0mLap2cl2FhbW\/y7v7pvTVdhS0AwkW7svyYm0GMqYCiB\/crYUDbCvtnTv9jTyr1ZIhUDKec4JpsMnsJNBeiK8tc5cOlmNabM+5rRa59UBXVWbJPCMMR59c8SOdqUMQ2yF4gQgFMu3zcTBp8FedwTGX4rcJN3WR0cLQ5za\/Nlh8cQY0v8tVi6xYmsanii96\/2DaB\/SeIdmNYVSmlITU4cz75kLYOjL3xs0SV2XY7vCaVYZjziJAhMj+HFHSLOxaamIHbE\/9BiwTHNSWsPddTQEp5zSDY5N6Kk5NgnBwk\/yhV+6o3v2BuwZfwLWqOHI+LjlSjLbAv41Ekap+36FV9UJaoGL\/21MS6KekxLSzWtTeOJ\/O9iNovqxS5IBAb8V+f\/wa4JHq8Dvy2PJ08ZQWrxlvquBqQs5CzO5ckR09UmM8L3mf6Q9pu5rw2jnDRxFYmv1QNZas7QHrBKfQtOjkB9mwxK1SRv9fBnMIiAGfMRpPKAUCK6m83AbgyMQjKLbZLSaC4ArOJTdu+ja7gCQVH2apkmHjrSWNVpZ4aJcDi4D7rDwSh9RhYbTeyvADtv8RS36w5Kqo3awYjPbYHv0rpNA1RRAOHyJiYAXnxjnjuugNzr6Pi9k\/oXpCkU7iAqoRg\/jBiLBFW5E2Q+XK0Wt1sY+JtgAhYcVqE4l70M6++tX4ams8xl8+QIgSlvsdv3AWmLJuPx0ZQkNTlhPwxi8JykM\/CvwEDEmQUW\/NaKmlcSgoyjPTf2wANYPuN+3V+v72FdKs4GzKaJd22oeeki\/nkWTBkqz8lP+qDh5jV8yyI8b\/Swb9ATNBnQugiROkTRAorJq0CbtRLY+OC6hgyH+n4In3xUfVy8ShIgoWnRCoCmYByG44u0yDxRGmbiUKBsBcPO\/GUho7oJ+O6FN4vsw27Ew44RMiOrlb9TAWcR4soYNW4COykECr1NrCXGaUA37XfJyW7cF\/fxANYxswQ2+hdJRmv+ToWav58SoS2QuQdW+v+0RbNzhrxoFBssn4SCERSdjtRPKBEfOFifXm4VbFsDiupuEsc4Fi3YyGiF1VqbksM3wLvCiIBSwDoWHrjpQfJuzIY+t4vV95SDzmq3VHrHRe9M3S5p178VDCO3digMg\/4F9iD0Vg\/uZKP3oEDmb1sRJybjaxapBXB81ePowkwcDTO4QKnwVVpczimyChDo6AGxZNtMQmaeK7gJLDivuzt5pU\/x9y0dmWFLosh92RpsBAiwTH1Dtlod827bBHrHMv+1rFx3pWD0dvOfERLj8142VGU9cq0LrFPoJoGGi1lqap7bGUJarDAQHJNjdDGGO2ICwkCsw3DOFLPXVfFSls3B3ODmG9gUcUd25Fn49U6B7qLA3y9XIVhiBJdWe7RHShg19zCT4n7TMXQ4p9iH2zOu8NeS8BHruqJ3d9X9MMMpg0QD8clW7YV2lsybXeIHB0Uj8hLAxH5Sje8pE4RR3A6MUjWzRkv+uxCtOXAeaXA5fjwGqKa1t4KU6ngNnpD2sR+Qh\/IfxCtGRl8V+ezXsC7lPSW7EbzWuQ0DJDGLKxX0E7Pa9csdKX\/VhK5D6oHleuj\/7WLhd5thETmuGMDAA4VMa76nKbSxI\/hOUnnr476ZTwXLptBa\/Fq9IfXJd5TSHCSgXqCuerjcz7MwuUxEieE+ouYzw8iqZIjjH+Jqu+ccYXvB26+Eqg6Xu5PZqMBu8hVl9FITN2SHSWQX+w79GYKGVIqEfgelbnOgUZK5jCtqvLuATV2XQAr9kNCM1K4Lu4BCnQCT1LejgBRfhYd1umnJxro+P3c57SpaFL+1RHFLuilJDXc6B1Ny5yeBvLWceslxTSo56HVqsL7os0luM\/qIE4cZ6aU067zdU\/QuyTQNRjDaghtJbil9wQ154FNBaUZwRc3HXtJJONhF7NAWLTcWmn4W+QgRT9QINJzpcCgJKnyktEV1+NlR\/Tf1kKxUEYsKDkSbM8gh8G8L93p+C\/QUdlCEV3VCovJmT2pfBtNxn7UTg\/\/S3REFxpCJfZ7hSX2SPBfkbz9g8APAZ1igOKZZr58V3qXO7vZVnJPln5tKHdhXnq55Iu5xqS3N1BlYu4j4pCkgKB7N6Ur5m7le83cQopa\/4\/okLJhVOsvSIcVZPTPJO9lLsAP7cWbYH8YDHdcuaPubwvMdFeaPTLg\/5f7cLT7Ct+\/91pVEni50sL3Vx8F\/4M1U76GqWu323\/GTj+ujNlredoF+MmcYFVmN6RvG38\/C+kFwA2H9iNe97oLH5SvZknJEBuemoErv1Qmi7LQyQDSF3ppLCXluBbovnDimHRbvXSIOYhIQ0vdR53lHw196PlMR5ZC0HbNvoaAwumsTdszHYjGF1VfV5lpbIr\/lL+ty4LcZ44NfzMR0JAEZRzel5R1etuKAmqgo8e5nzdYJD1nlm2XSbYOqONNarrVjyRbPMLy9PteaFKFXav+yXDvrci6x+Q01klarT79jmjlXmZoyDchO3uaIZ7S6VmRkeAWJjRfyL+LnSRl\/ifsvFBZYT7UaPlRFx\/2xvVX\/JqGC4Dk277JpM9HxisvatlcR8PKqfg2I4aHeaCVsbjQNIt8VR+19V+rAKnjxeTMtooHl7JeitAl6xYraNTzs09JFjlXdUaxDKwXYC59v7kTNQJJK9mevovtJEcNd\/NK6DShEu1Nt50P6KlQFlkAC\/m+CMWeTcAbgY\/fp5BkHx9fsSXlm85NdtwRX5XBVMW3ePdUQcb0kKZrOnBopylBRygjpdiy7Mlc2iY1ORrHP87F66KeXW63hsCJ\/qPrpD1Sr7qe5wk1sV4N0rihbi+e1TD0+0NwZFf55CF0KtM+RdZPVSLksGSIo+nX8MW57wDQMJeZb2vFUQSC+imhl0OSQYH8U9hIRpxnn1Ca9OaviReSl1T4BkyGt\/0PFBhAkbYRbSzeOdhAdp4OylLqmNombMog8B7tjNOnQDkp6C5hxIMN6jt1qVzJG5YX1TfXVI8yCei0nO3nH4WBQ8amdvMtquEomqlZfE5ET+Iyiw5htpgL\/0u9t1gRM+VqcpwEz1gvC6ZlS+Z5HcDTn3OA6H2IdzPDyWsEZN3ZN0qNZTCrgxc79FC+ysUxn6jyMWmkd6WGq6tTyzjL3u9HSCiFMIrCf1aXgdm7FCvgSkKFMFG2PEhEjS7oFG3xq+QZI36xNRS2aIjDzE5NcnMT7m\/50z7JvKcOIFpPVTsUnArw7BBdO4j8RDH3cO+dLrw9kzPrAl9q92wF0JbokQs6cTiPnX9DMLY3qg+p3zSAhgP3tZgTxnflpY4PjGwFydM2yOQKgoFVhQeJXPr7Bz5OzehqW8moACpyVuwVW7p4N16Hjx6LLf6lqeNx+FRW05WMFuUNpaXnMR1uybuOUta\/CjS1DCLBI9CrL9o2q1OOV0XgdrTrncr+TC97CKdrjAivMVi0\/9AtLTnvX\/1rqktrl0XHZK7yiXqmo2BSYKNChBrLafSBCOdxy+Vnr8ih5jSKSwGDWsS8XKn7yWtUEcrUgYsNon9xvJlSKfn9ezazTDCDFGMQoJ7CEi6oKWGzBb50JyIFVv25TlipnzB+km4pBsFr0WKv0SVUyItgumeXaKqU8d2YgzMFJ5Y0ykROjwS4V9MTXAzGQ1FTLxGi+IrDye6Bh\/JzSBs9DXfcvzDdPpXpAhCR+PTt7iIiKc1ILpl51bfbDeToVdaTFKv6YGCHW4WKLhmdp+fiFRC\/x0uLbcKYZuuAB+CleH5fXFDcySVMoq6nmGgygw0nwX43UViLu6bCOokYuVAqR\/t04KHgNgBQn9D2Noz7e7D4\/hrF61X53naMu60BGMjxFytyqDqCf4\/sQGR2ZwElFXuowDxdUlS8g3X\/aocalgf4yPnnhcDrIzlaJy\/7vaYSYkjUYWxMsjwKOx0KE7SFDUWh3Gyb2PEayZAqdoOTIHSHH511rvaVqI7Pf9gie05Q6sE+utuM28kpOZrzO4PIJiDa3JuWCrhdmg09zbhIIO1mGpFGziS4hg\/xyES7fuFjb8OJ9AO9X6ItA5nB4fJrGyBBFUa9o9aLArV+TPG3SO2N0rVsYi6KGSWWiRGxECPoqV\/jA03Had8WEC8jhse7rOJeqm2Whjay4Gu7nvp\/78keSA1Y5eUenAHT0koEz58pV6OUsEhIUQgKFh8nxUxR9Ng6lkNicixILEAGf1Gx0vNBFkWQhvIO0AxlEgIUAzrHIxlLVmlxW8BerA0qOIybSb7AtbSHITjP3W6+Rq43QnPTZDmRntNMFvkjnsC\/Rfz1sVQvNul0YV84l5EyVOBPtC4jIdNCFg+DH+0\/IVK8Wx+vuvG4diE0z3wHNPU7GkyMAO5ls7TizMQh+h4rUgrnhNAab53HBaOHSzHIhd8PbraUYkaSaSB+aEHitqD51CwcmIUAK31+ZO9YhyDHVuZlAZPCvB35DR4nQIZkhCrhF+DX2Uc035+VRc9E+sJbPt9aI1lMKUcdcouPxgw8lViUTviea\/pnbQ7GF9TtnTxM0cXoz2RvLEfeZ2cWM53oHIb9aAID1fcWRn3HW+KwvNaEnhFEgsNKfSm1AUyhkc0jklxhNCEy82qmOmWNkkmQd1Rc5D7Nk0OiX6W5HP2GXJgn8WDirCRRuKQZVFE\/zwGkwWzkxD6YegZ+boxGEKCmRhaQPfctZSnbkRUNcF0R2WtU8Rw4dihx2\/YMqc2SvKHr9DenaPRoekaNfU1cdeyCzuNRH7iN\/IdSydUOIrqQQcOJxwda7VKgzW5HJHwuoxsCiBqdeWFLM6YdxJDeIuMkQ5zflE38Q6tFiE\/8KA0H2IwWYDhyIET7jXUIpa6ESrRPbiNsdBkYjTgaA+GEh01YK7e3rBdQn91jQ4Tw4VdW\/CY5\/zbw\/fKD12Y3gnzWsY4Q4BcSMr\/qg7PGepnD6jAN16WvEijzlWiywHyFAN5nWsehgzoG3Kyyh1jxL6yci6veBG3wcPdkSE5+RN53FUZ0d9r+GhZC3Ku9t+PrI6D8gon3\/dFxGCbyfamHiOTclsFws25iu3R5Zy5p6tz7E8413Xs0RmP+d6c+gV1QOXi5qN02ExTZKLX+GmRdTUUh+qUQMDqB67N6hOLDRv4QEa6j4KeGwGT0vwvpMVBoxk\/xOYTmqt8rJOl7\/PdmfFKX6qA2sD\/Mxu4sOT1oJQPmO\/5On4kiYeU4M3N9XfdGI2XYcQxP67okiAQljI8JWnD6E1+XC2RhIvWD9SPm\/TZnlrLd9eC1e5Yv59XaToBNSRp\/T+wAYkxlawV+KZ78t4DRZ0p8ji9I0EGqdjkzNHOtitW8MDY073rPCji+rn7KUbD+c4+fzwBrbz2BHJZ8\/J2zrlLDX2SLavnMGML33NiSA+Z\/x9wIP90uh7pznFdsGe7SVGaE56zXnq3TxyyOyIPBIc+zkkiOmoGCXBN6EiA1qP1dY9OwUuCVXLIcfCBqDNXXRNnZZts3iTwbX5rhIU5i+pmmnTJxDg3yGl7PXcJwu3FcxcHyx5FKfr2\/PsFSuqHvzGtmo1S9vlpWOPjG+gKv9v3W\/CHvvwuDZIJ2wv9YpPaXfju7e\/rTGo1ao5+byvNQNcgnNKKk\/kbDjjTF7tNR9OYTqfa13Lr99BB2iYcyw8bh7+m92y2rc13cVXSZYKQx5oZY9IS3CGT7MwkqX8MlgU3TeSJIEX0kZe7XWYwbUa6umZG7qLaHOV1b2HaTR9rm6b0PgnKGuV+0\/BSH\/Sq+ipIKgymgfeL4wzOPIOGHlSDHYBK4JA2jmMkgyRt3GaRVKRGnBVMC\/yoq1fFOd2jvQnWzQPCMpYaZudfAzdt9Jv0QTK3aiwKnC+Ci05mMxJHVLWWvRGMr9qesdPyPkJBsWxR94XWx7oadgZ9DcWninewO5hjV9\/H0xu5mk195FP5uXiQlHycSic4ZveV\/8pmr6sFrzuNRT9d927RXZoCftp5uu8uNlF7c0kvfGdnak8djV1n+bGoveK++bZ9E\/SreNqoDxwnaOhGyyyucggh+t87Q4M99lldMWkl+pMSFHVuFISgSNDqDPU9Yuwx9hxjNnhrL5d7ZXDwuP\/u8VdOpaZLFGRXPVWBFbjysvIUKl8IfrJEwDZvQEel\/N0qmnR9+dQwQKr9e\/QvCHnGjIEdSSe8HBcey6iUXhrUs3rpVYfmcYWCpZuc8v+K2ijTPcXUILjWzRjeOerJTfKXGZ0lEqBaZ28wp5YLdVvJgCG3vNbNS6zPax7iEBeMISjKUhSf4CuAE6ZovpKJZjpbcTd80XuaFaGsYPe\/WWB98HvJ5lTtrF2rDXQKx1AAVr+6QkV56dVXhM3BLncKtlx2lmqJ\/oCSnoUJO1YyWCObvgQmacu5gFYIi+sEuF3rciXxYNVFDI0vHGwt1Z0tTXnSbWte5ThRXHtwdSG22y5MzK6UxioM4gc0XWUSIiDQ0wperglsE4f1hBxYM1o\/wOwb1UQ3zf+SwsUN5CRgUFjZWvwI50uKbL8oH8KlufBClxfySPYel4DG6HBqbbRhivU5WFQK7ABa9pU4EVSCHyIQ9\/7nVrHe8MjDsdzr8CjbR7alwRGbhLSolBLzYT7yRpakc9HGWTZtvCHMfqb4ZSs7mOJQFVRTJvKS0eifmMyNeYPJsuJuv3z5T4gWD6iYMp53kKzakTLsaJklRA6RBLr5AzDT5mFH7MxXKJ2sYtHynOXPRF1DsMi9eoq+VtogNVDg0AoNWbtas7Z+nygdetrKNhP\/J19xAHflYv6cIXjxsE5JfYwPLP76C3hQHHYg8e+6qsT0d6GPd2tMF4oqVLash24t+nye8zGJDjQSEm2KsuqjFEJmds8RT1Xl1VI2aE8dHkhd5YBezcs5uJXdfW2Qa\/ndtqre5p+vGoFBi7Eo\/mDOL1XKROCe3xK8JWB3+4hRPKId\/X8BTChN\/Rg9jB6r9s2znjs6Ce9G0va7KKHRBjPHsmN9xuqllwT6IIEPiT4XhB8U6IWBKdcCieMBtfuzJCi5e+yVbE39wMrAL6TjEUKRFrnmKJdBALYZU1ERAJLhy550gFladyu5V0Ejijc8kWtAuJw\/jnuNPkQStn03P\/Ql92P03wf6Qz9MFSiS\/D7\/YaAgQeWqhYjhey62oUpmeP1xGRDUakS2ym1I2343naJtnRuxNYVVf5ETYukfyVCz9lvRI9dr2T5UVAB2txriHkaLPQcMbSJrN5O1n\/JmtvtawPS2AnQOv4OjqE2uhg6j9FwLFlg7YF39yTHj3EXKGVIcp2KNYJhRpJSQ8Vv+oBduYMYoAo1FlvopR7kEEPhetOWabt\/oNZ3UP1lqEFUOEs\/vgRaIo71ruHC8cp9OkuBj46\/K4c0e1sXdzWPCV8uXWYqrr\/pBOcxHb8oBKR0YSfoodR52Epm9JaycVCEDOTrLIs51+Ov\/LCfrN4yJl+K0NtSlmNbh1BvnEinn\/OroYJXZ7x\/FWKfPY+t31jeHcqjQmgDNoCglfiQttbnZ7579wA94aEaTy4kcPAEkKKaS6t0o+EltHNz84j3we\/7CH8w9s0ihv5kZwOWj7YVfdhQVcpCKb6A0Z1Cy7ZwnDHrMH6lDLAfYMLcJkgxA6WSYsvkVP9m5+n8ALt6VaLFRCnHYXccPxIjsKTg2SGfpCj+Z2Sh9KJ\/Y6kADkJwJhKLl+IBt3Yh4kWpac1Z0XvwJgZQg0yY6dXn\/boJG8tYMGgRJEDftSy34DQi8kB6UbW5xfOacccl8AMqCBOh2Ui7s94DhWwcLVfY2BxU\/byFveV1v18Z643BCFQvcvBu3NXIu+Jm7JNAKO7yFbslthBEyzLhBsDuopm2Mu2GfaLFe66Ccp87uNGcukRh3vZUeypOAQJlZq59kUlQxmCECf86GHk8lZCYCK\/cmHg1Z\/5SG4PebFHmMDsT56XvduGwfUzwhHzcptYaV9R+RbPtni5fpbn82lM+IaTO+UowsxlCnSRbNcy5fw7bHyrbwaOIGZa\/6AII3j9Oiid6Q3w5k4KPoL5Azt39s9cGoZDgbTxn0+ytkbAec+tvzhOl\/Gamy4cyhNhqQ+VnbC6NSGZckbPS3NVSJlDcC4zAPfIJkPnOt5w8kBRk3A2dksjdbq0Q6CwmkH2D4ykADHRBuGDEXfYef9heAwrE+nl7CFHdfvY7RWPPSZI9hRZ6hqeFDKYOXnqeqisR4FNyLi6zP7f1KIB3xcC7+FUJLfrgD3cwPW2aQTbEdn2tBk7aL+IQC4HaolryEow+4GqF\/WuFSlbvMs+c6dnHGE3kcmcZhe6ACYyQ0fNkywDKp5n3GHyuiAlBKRFJHcaL\/TlCXvtLOaZWcg86rew4ErhK3fZpQxNeLrPkR6zpFySl+cS4iV1PKJmE0TsyS\/1Mx4VekVw789lPHInwL1jOG1SZpkeplgMDg4yShGmX1oXaITmyGByU5pxA0KUMRbf1SYm2\/dvKhozXu3nBhTdUcrOamiYDwOpx4tgd+hc2O5Mgc+Aqwwuo\/WwG5qqRig2cJyOasNr7\/VtxlcBKoOSdwjWN\/sqeEefXMj63vEv1V8rR5ZvLbUaqvP\/2SMqDhY55zrC4eSqePVHys0M3Ses6uWVrInF5UBbjcFQA8S3OcCVhFQLG8qRXl4lBdSrsR3EUGyVstARUB3U+tXlV9w7i6Pk1EM1Glx667Zc4xTw2T33iL5HrdsPaXMf2cL4p5tKFTmofsoBpZKcSunMBeIEWvKIPhlooAYLLkUam+4LZ5WgkIgHarf6wEDbNlYkS\/8MiVlJ0naF70is0UAcLc\/QJ\/06w8R5hNX8G4efFWHum0Y1Wer44LIa7RKArOp4WBiK0qM6ncI9UQ5RMY51rWKt1AOr8dl\/5Fm7LLaODmhJyvPikcr7\/ymIEXTJaW6gAutk60eB3TTvGrf2jrtmVqQFbjH8v+tOGS0Ld1kca24zByc\/Fvh7gbMqd5erqNJPvSPNg8ySdLy5JDf+RLYEMpuyn3ji3mZlrg4wnDPCad113voqovbd+HEvXjDcn8LQFuSPpdbY096y+m3jWJapTkA\/ITMY+5ILqbuXpX5NONp7Jgx+BtvU+WLc35rD+ZenHVQ2toZitL7BFqiYU7TVnZePqw6v+y1r8WPtMdKHSbzqYOuegIovrl05tqvid\/lRw\/WttTioebA8BdyfzqZosveSYmUERYTfcaUOjlD4Bf6xy2ICnvGs2Isfm2YBgUs+0xBcHATP9DQZFseXQ0IIcCy0p5a\/feks3Vy9hNdxxK+7aGo3V6udhsypQD6LRP5QnU9KU3aSfrojvGzuJQEih9m3FnXqpYR0FcH+XchCzeGg6uoRccD98R2knIw4IdI5upqdlXutM5qfitTHwY4Le\/eXrI810KQQQd41lK6NnwIWKTElfCbEAo8byFhMRRoAitOxCnDVkNApjz1yYz3wKrKCo++CO1owhsABZke7LtWEGd4amaVtG4Qk064M4JIddRW0nu8vqsig2Xiz81xnyWruhrZ8KdztXhU+hozPhMsQTPXD4rq7U1krc968fYls6U9HrAv7G0mMHVoW+e8Ak+guzh4W1REUQkYYaHvpwF3snz\/N\/6\/2yioLQKAdqZMA9VCr\/RU+XCN5bGVcEbbozOaPo\/JVbqoYsNv5c4mquTdVlGrS4gmVKYT8SoV+AvsjOEnnF+O3uFFLujrk0KK+rDOwxXG+h\/ho1tTtnA7q2QtynqFQ84jHm7xbTHEiH0x3+lW9fcDOPNpocEF90z3\/mEVOg5BVRgzPEamGZMykoD2+9GJLUTlf+r4ugcVcvljjDNZoFIh7cq4kKwfnF9EjVgshsFPeHmgoLAMBqjTNCRcQQo5IFHkpU8u3bi004+TNbVF\/ts6TE3D69Fssq\/s97lc3\/HLv+x5H3f5WquykbtzLfd7kc5BtTU+6g9f9DZLwlmVFdFldQ9wbYYSNRAXJtViyKRpZrmtwqFanxduPMDcBgp3MhoZavzPJg6fnqPvVFBJJmfDLFU7TUYWi\/Y3E1te5VgsY7O18izAN4KvYLojO8yWmn16piJbYonpq3sGGtJ\/CWmOpr9eLChK935OCZ2l3gfLQj4lVpel1+GKmtnu6jUIPkxyzCCbR4VUtmNtxW7FcZWwu8xYn8WrWODktWDC2NMhp7wD25Jugr94909Kj\/Ku1rpOLB3hDaOGhuKnYavi9OavbILiK831LXLkKKHeUGsPvEGPo\/bxD3VajOOT1QvJpiCfgHGEvJOzOcK8UxilWiOGoPvqQ07QCTti8XC+RrUExim9NbRkMpz\/wJaliXof2OqoqphHl\/Bz+xf+H6aV9Zprv7efZMenGezZlIeKVZcreiSF5P2w\/6bKt5TMCVFXoHO\/Gr68KPvi\/1Jn1rmLx5cdbFrDI5UINazFYmjRa45ufooCdRfLiVAUpF8t93aSR7fZUujCVEXDW5Tv8YuFdLE5\/8\/mklHE2Zhqs3UX\/AIhsquE3yoIIbK4RcH+u45CmMr2+HNIkrAd5u83kIQYOOHib9Til5Smn2EiTvwgYVGya18g+S+KPVNEYq91b\/vIrC7hzLl48HF3LmO22x6rXrS74OddtSqSZhoURxXpn1iQkuT\/\/7F+qAVuvukFRoVV57AbU9kA4D88\/dYZGbArf1m7ZMV73aCVnRF4I6k1XPE+lx7gZXpKwQBro7qJqWeIndRCkKMBWoLwGn0LMdP0qEiG4NLdwhAHZ4iYZXzn7Zn00MWAH573j7HUWV2TiCgTQqsZDz1K3oKdP9Nm40EkfephpVfCFwsTO\/V7ip0\/ZCSYf+zbJZYZu7jvCc\/+Fhw1oZy64\/uQtSi5NK1D6SCxRqBrPR2Z2UtRL42hnOcXP7jlzfjogf+xpZvYih21p5QOiW2\/nrLKs6tbBUaN29KsJPuOFWZTgQVQQ8M9oWcfhbVWk0Omn47ADjWXg4P9k+FDneiO7334Xs08vHIxVESoMOvQw0mxzEigk4F9AhD9Q\/gXFxdRrK3vvUTVHXg1lETQB1kcNcUXccuwZZHLYk2MIyI5XjNf5U774nUR\/vnC5KWmT4yKrG0De1GmYVdRx\/N6Hd8oumbjQ\/oU+QtgJpgAXm6GQHOBNJoz5zxZNwp6pxufgyOXrFjGi35XLG0b297ANS5quJ5XwOmo2enUFi\/0wfh7yBYeI5QzdBIJJqgrzwHHb9AcMsLqlMnbi4esglypggkaEGaaOzTwKFszETi27zLbWuQl69wJ5QW4MK4qkdH50NKUIgiWb7Hi6qUagO7YAD8Xqa8otMw95P9BOzxJb76oc2m9vIMC6QMlmWV\/R0FrWJP+rofGzrXLpblmF0aft8GEFQlVM8NYzvrbQKyhn8GZEn\/T2\/5oD1TKawJyGsU6+\/Ylr9IZhpdNaOQ\/XaNF3o0lstG3zsg7jWr2oTrmy5nyizZDuVVNQQwKPal+FWW9zqJw\/w56TPTMlOXdF+zkpMK0hvUVK0cB1bBsNC\/vA+86d2O80aSPEln7Sq\/AnmZhcMKyciay+JrVAGMycUyKUp0iIOIRyQ3FK\/3ujYY4u55wztshkaDBJngmiGX\/KRWtnM7hUU0Pyo0HBA5a\/RF3zgPHnJKA3Dr2p6gFZKwLMZohI+MNSopLvPIAiLYVCEjSeKdBG\/6oKFBvgcTXaz3SUU2Iyz5swRXf74GMPP4Rd+\/55YkFxyO2mBzrxZtmuIiIy6AV0uryIpI\/0Zy38dECvvBzbcEGygUg5tk9jUxMtaKGZLJfG1bA1Fqj5d6l6xWWi521qV7f0bj9NSI6ZaFjdNasYH1HExPw4sHSj4s+8muGscvjvsU+uWrBk4UNI1gVyNuOxEPmxrXEWOeE\/SxBVfRrdnA5L\/A1GnkFx0ni8GAOI1i8t7Zn2RjIm\/x7YBxZDA\/ZWXSeunIQjLRkT+1\/CA0iEx8QPzJNba4gw3F7Jz9BzyRD1vngCx0PyxXYk7nNm4GXPQNbkJ+EBeYptu2GTm\/Ul58IUuLtvq+gB74v9H3+pgl5JhkQaolsbbAywFK3gBTGs9iLVXxrqHoiGxvRNxaapRGaPhgVxW2adDcEwcR9ZC56BmSSXS4SKBRHTIk93Peim0GRAQbvUPqetJYerUIJrPoEBYq7k9Elgg\/s\/XwwvCwhkkuOCW67Y\/N0dMG7XLTca8yl4JFh2Gt3w3oAr25rtVtyCOfy1n84WhJYzMPMXV+txx6aJd70Ev20pJOLUHSYXO6SoAh0UAWuxcNeizWydxnrL3UENAfP77+DWhdRMGdGFugCyUC\/rv7ot0okz81FzTCVucmNR6Tm9ntyR6COMACla3Isb+9fsbAYYf5zGPkQS747p6U0rR+Y9mecDSlYeZhQhDsFCtIVHJWvn+fOcI3ggKp\/dLD8GTN7M6Qa46X0OMzl9JFmz9V7f1WOETIStO5t7C28fE\/HiUYzWtAOHisppaDGt8qUHbUqIyN6S5mpxYjJKJMyD5h3XgpXVn6Hb\/5v0maeV2Pr6AZC6mWVjghuMXW18R1BRrMnsJ0Cuh5a8kEpbYX7lbyKoOqEazlAoBhuTpKx3dq8+InsNZJAsSpy1i0vEHIZQuhk1COyn3JF+mTHJdsnkEypT2TWm0dgoKHD2vJ\/OYfIX4yMLv2z59m\/yoKsSE3NGkgSc2wB\/KgA8B41xKPPKazvJ4u1jv3j74IvDPcaKTwxBdg21mWOxNtVEZNcZl0x9BSDhapBUHHegRIJNXl7ETIlnq+FR69EDSHPF6B\/urt5sYry8Jz0gw5wYBdy9BbxFxsDVdXhSoI63gnGTTSykqv7WOJQ6ifRBCXvEvU\/Iy4+4PjZn6F6yQA1I\/Gfkb+BhsYL3JykGu3a5bqgTV41NChCu4lxvCnmeoMvzo4Q6gFvzOGZ1wqolbHhfHFnbeVEJn8UmLG0GzMyFYKYsq9NtYjgk+0ZcsbTZ2LEDfdXzDWB9XJ+KVdFlS1yPIPWG3gixzPZQnzGnKk9DF0wX4kyOHpunLqPYl7Qpd1dl9SWmm4OnLgg3Xi6JBthbnJDHPjPOoISQzIVEbMB5+fU8aYeBxpvijdTxv7ZvqYW3POJy8cqHQfBnJ\/xSZkXf1j\/CrJKv8JPqTMAte8UPQms0cfBsbr4hwFWkcbOnvZT4VV9QTe3sSp3qCk2MLoinz1tED3baaQSA0NC4B7Jk4FlYzE3mSTjyc8G+gAodK8VWjjb5AR+UXj6GEkFJxH\/+L3yhHnpPPMoMdMp950lm7QkVXXTfhQpDwjE3Z7WeHsYEV4cucl0lekL4svcGwB0FzXr1+FQvYrap\/bTyT\/u7X3z\/fBNdYlt8tSckxYmbTqcywifAB\/RG4kQGQiACY\/yH5\/8mswhquYuNnj+5jhIirONbfF4CUCGtcyh2sNYdz79w55hfX0S0OimsOn+\/63bDgNdSMEh8zo5ybGwj9Vq8JiGM\/KG90ya9TxC\/Dr4KXqq\/BFCgUyI6K12qaaJaObdtcQ1uBp\/AQq2WZcVYztqFSs9Rkvbp\/RprEilNZquu0D5BWmUrVD1+jgyozAVcdboJmmWGjKil3DKpgy8+drCPZi9Sg2OUWpxwfNxf9+Tv1UN5JrELGRurULqV0QeX4ZpEZijPixUHxeU6ETbK7HrSKqSEgYhSYFqVmW9\/gu44W8z8K0fXjBce6I8WRyzaryw0fHOi9U0+WVztH9KEXyntFIJ0yQT3J1b8FHv1A\/mIhyDeXMn2nfGVgQxAI9c+NGuKF7K8Uf\/6rh35meCGcuKD8r\/aAmbXwMF4YpBaiIG+g3RMzEc7Qw5eEUb2OpLzCXmrjfbl21aks+44fT0y8WKIkcvNG0oUYnnHqU\/GhUUHvvB3vvHLy\/KOERqAODsYRxX0HNayWBHVI0Unv1W2w5p+DLre0OOoZhDVd7zA206b3G5DGKNhsP3K2NCV6l5Gzdm1Ggb1QZD2\/fEbUsKSfe7NEIajIpN7xR4RaXF0nyZgmCZrGIqOu91P58wqUqffi8k1gnzT9g8D8\/QRiWYmlbFTzut8HOPtPmgKEfPR7Fe8hjKHdoIZ2pYAWW7kiT4t1itRo5dxPfTyeabRtaXG0hpoJMF4omHwzC1Lq4ykOZd+Dp0ZK+UiSZhe05dUBD1\/dCDIVp9D7kV4HgFBKSqtuq7h+nd3vgydf2p1VQtc2kCIagRlN7yXj8cSAv4uEP8Pi95C3OFNI+maEaJsAtzplz84XcOONu0ha6CAYhXu50f+vn\/P78MIVtpFxc5N2AAVwtwunJjgJsH1pEj6YW1c1fsVwQOxBKhXeWf1TDewnxH3L7\/Q5r70DCsCKeoBbtXQ9S9+Ut2+2N+6OrzedIt3o\/oW6NKDa72g3RJ468FKwvi7l+esdf55I9NGstCxAeEV86aC+wqLSLrEfq+fHNhC7JW5dmIIJv6d2vCfarkQKlhDhRimwJGH62AV3ZIUV4e9daN+ILUdxu2xlFmEG0f\/4Xg8STjGK4TQbqGZVuhgH7bFfV4dNaIJxnqH7OX6moYb+2DGtf\/trQhgxoGEThiJBCYM6bro5z7DFpwdDMuLRkRqmX4LZSqA1KeDUlzl8IskdAUxh43IaCngEomFKLDwHX5\/F3pvw1JZiAR7le8bJz\/wPmMK8fk881hHEl\/+lpHmPioBBQX9uH5v\/sV54yDUYKwnMjygj0pejDTicq6A6pqgnupdWgv2NyosazDHpgA+TIEty4NIyqMNxsYzI1yOpkYCv9unLGbgCjvyJgOa2hpr4R+tCy3G85ToRYTX1ErntOf4gpHaSlail56SVLDT5NF4+XQmobUBsGZdTLpc4H+\/a8Bp1xFv679E3KwV9LRtcrG7RtHvyKtbmtRIxNXOssrLdUN+ZaCEBgMvYes6P6IdSDyuNzmuZ6zAQGJihfahhFDTsNaNFVAPKmXO6qOitKIvwKpxvOIK\/eAWDDXNGqHfXL8ZUVKDQJayaJGdlMCcmNRcKFoWhRVScyC5QfJXIAG93OwKDqMxHij3rjvcGDVjHCvq5JMv0gMcSaDWJOFhGAxt4n9rGZ2HRS7QZ9XW0A8wsnck5c9aYeDFkIYwvYALgNCGvUFH7eoKNPuXV94ADMyX3iIVrljCNRB6cW2d\/IQbWBYcmdUhuCSdyMwTxJ1xgbnVzXKsrPTavcMMziGBJqXXIDoZh3O8TMv+nr9br7X92baqe15HPB5G5mHNnO4mLSpBA5PrSqDKPwBWXwU1X5qCPBz9\/+8xXp08W5P3WGAINPFhfg0flZO4jJKT\/KSPhvbHmBfINWFz3YVRYx8rkPT7L04lvWJHS+E5S8di06sACnilObK6\/TWxP4hOjLaj3lAxy2ddxkCEYN9jahSkUeT6Ey6p1nnL\/441U1WuX1rWyDe\/+zIGd5NceSnfP8yoQ8z\/XRSM4BAKsd2fOs0JIrEfku\/EVjjTYjrF5pgpAdRcRCgOEXzVga6MtgdeRvFukaFquguWYZxGv1lEdImGk35k1oU+Ql5CF+50nOml5iuYu7ISR9w0a0ke9Y7BsXOQYpq2EiC3wKeOtnTe5VWKI\/SXH0AQAeZZbQmd1A8E5gvRi5e2K0aqJ+M60f\/hdy5wLaUr\/RSl6WaKcP8++Q1+2y5pwMQG5WNsPi3a37Lnzmw\/+50fDmStgENizIczBr81D7gYDcpFbUF+jFmiUCgF8iYdlHWM6k1r01Xxvpfh9IJFRSbUxOVN6VfpOyqfooDdmo9M9EFFQ8TnqYfzqfSSqJ8CtrawJTv2YZ8O3mGNyrLepAfDpoYhWVh175u8OgbExR3avXDRv35ejmPcl\/DppWR6pIHpHsybD43z426JKcEfEPpXNwq+wCfb9eOPQEnoXs86N0g5rFAo7X1kN\/0Ydg3XrsUHctELagOVr7VSk3slm93W9FBUgLAv1LThJzqbRnVo\/6Fglp6k6n\/ig1EVWW563bhCggS9uH\/69P+Ts+nFRENMdUuH\/wbp2NP\/YUwjOPhR4RQAdHWAeH1gneVZZpv8bxVYZ0rkPUN64ijQb2wc8TcWa\/jznlWMAoPsy5LGUZDElKTny7S\/OXtERDzATwXov4jx\/XrNhpMwb5pbEsI5VY+Z6Vl4y1ibCvb3\/MJvb9wJqfX6oKv7bhaZx74qfQSgOmH0p+FgTCiu+A20OJR+qoLIu3iKJ3chGSccCfGIPqdzgLr7fKhXYS0mGs4PEhmEHnpFdYry7Ik4zZas7JIt3yFxmgpPoRLejTxZeLS439IRPMJ0XX8MwkYHwS92ZaS+m4PKBP\/F2LWlquoJj8y4E2lCYWhrcsIqbjXrMcSFXseJ67dNT0BKfSbu6y2tr7WkKcx8GweYKeETfEK9eR7vO4Wnyd4Xp\/gCtjEBT\/6CYTKv+QNTUStCczZ8tAxxWZW4eeOwNcF4nhJ5GWPJrIVJT9kTbu19VVmpcsdHUT13qCvPjsq3lcTElaEh8uP6VVJJ4fDHu4F7zx9FC1wF4ZeoMHBbsqG7ujvzPOHjWwmQ9fAlFJPfDVhUcIRyl+\/kheLmczfjbwk4y+C5bw0XrE6eMEfwJ\/A7ZOy\/JVjyZzqFGRacQe+yF7TTaA5Bqwuy62dbRFZoTAES4g8T7e1o\/Xg4nsmXZ6srWfXtitg75oYcTI2GAeTJgQHKF6atYJ9Uor9B\/CQ97ngUBM7iDxqBl0v+rORdEjhuIxDHtU0WKL43lQ4Mpd7EVPmjsuUc99U78mS4PSbsaJ3P8rV4YvinQ\/15ubGtAv2+utVut5zLKkKOJwZSPIZYeqRdNpsGXhUx6BmsAWvDpOUpsICLudf\/O29laJDZpRpOv2RyF7ZTGvHhVdJ\/XjOCBSvpMdBHanNDnwnKnEZf06ngtokBkE76X9p3cPb9Dcno4AvLjc292vimq2iax1z+yJ8bwJuBR9if3ew8hNH\/VQjibuakMkMnjbTu4c5Lz2eUjb8Iz4ag19AwLxNZg3wRb1CL39Vjw2tPKivHxWkLcyHsrVlV449D7CfqQnvhnITW5DjBHlPVf4RQBgUHosIJr6Xwj0hIuyD0SacUKK+qMiJADO1vhS\/YwFaK6FL2Q\/lq6WPNZ9bJXaXz6OrdJdK\/UQWoR0\/HjsvpJDT\/\/TFfSHwf\/DWKrPMyl4iTTEeWDSyDYLpgCfk3fD4HBtJLtVn49qmEDl4lqHd7sNNz8W3Qm2VNxMr5w57biUOvn1izP4OIP0IibP9vumxRty\/cZYe7RWIYc3uxsgbx7J5X9BubmiyW4DXmh46lZQhUsFTpz0Hb82\/9pgNmWNF5r3g5ySn0gRb5GUwn2tpTgj0gYPc1WDYYYKQqQf3jrjy\/HcOv9e6KXZwExKwVdhhQ6XIrNmfZVU8nPjTR4N8YHTBDc0XSHVHkfmGqXpKV\/cTFcx9vzecQnEge4LEboI0WF1HYYWhgF3Oya+wAlAmgLeWYaK82O3qZmmHvK43XCnZ5pzIIC3j+XCu9\/N1C1Tk5K6WvuLZfL1X6k7Q60TSb4gJXRZnTCeGWEoUY065CMLHAGeKAMzP\/mN8L0xxoRGZiYe+KXQ8a2TzgyhiIa\/wbCg2SsNhEG692PAO0PTnsN4SYENQabXBILyJFHv6Mk\/GU7\/Epu2XmYdKVTn0sTQxfEiWbJguRnZZytUV7vOqf68ahHzCS5OuZhioRuhPPFQFfQb4qXZsUdtMBW4j6j4cReL3qcQXOvOZ7lUTsm1RFAL4ZXwqpz9RAud\/ANtmKOKrKIlKtGCmKfxrNLYZ7dTuzN+3W4JF7DapvwbP99dIutD98vJp13oOdSFVPqqX8dDF4iCczbe6tKqUUcwpcijqxGkhY389RhtCrS+luSCz1KcAUcTziMIy7VpjELNOQNHhKYL0NTrER2n6lejfD5N3HsrdHdwjUHyvfp8v46rb46L9IOcrZSa5Bk3bqXIoPSqMj5Ta3RxzcpRcMeV8B3eDcHdCp2nS25XTojrkcUAzNvk+6H3Ss\/LgPielc58inSaYIP72Mtwmsya1mw0vGEBZLt7N4E1k4ghEOHhROhTW4iJjQN82kNGj4KmpLPbN\/JV8FsqVYIumKCphNHdXXyksDWV9DZaps8y0rzFWcIaljG3OQUuhIfGwA3ozUUKeJ87ntasNja8wRmKJJIV3mlMNKDz6WklpQfw+PItAjZCOircTENEHMFPBmrUbrIDO1cjXw7i5KbnmKMq2WnieZ0LquTdh5QulbR\/CwX3URbcokiJc7E3iyTKfM5AIx8sX+oaRZsGxlmLMg1AofOvbVebOvFhl8ACZr2JaXyfFd62tdFKsnO+fPwZ\/vEmT8yMnmg1pnDyA8G34SmCESIpvcIyaLteauHxPjhFN1GJhPC1sseYAYaJxD1k6aP9znAJ1p7R72O5Ba+o1gARSNx7TZpP6IBcaMLOhLp1YTIGXCLft3DxuW4MVp3svFGQNPi6WKs23t6kq46HnZbv8bAGudzStoc+7D4cFh4MYk8uarBdrefntbzQJtyI3drElV40ysq2WJrZKrbF\/MINIzrazc\/4hbrXt60k5KnxnErfHICaYBRYtEoBvDwZCUnp4TDfVkDRm9dIQTsgxfENRPZhLedH1JCwNvr7RV8449J\/J8piK7eoolQrOgCk4BabprcF6b5FE8FUcIfZFiimuxeL6n8tonwciFjV7zJiYRE4CIeyRCz5Po0dIrF+BGaRdXCTz4plKnhHTBFObD4Q0HhY2gA7etc\/B43InJ3WKgNeAqQoZzrZ5OU2LohSC4t+ZeRPcgub4Md4Oq2lPkA2ril0ho0shJDlVtNFlP9d09xFqBVbArcG\/2UDjTb+FrH7Ku8hns5pR2Z4l5otZsLPHjHP4nQgyYtAT6Q4IsartRwYLyNxD7GLgehgo9X5XzQqoQwm9vpVUulL6G6ozJ7aSbxquGCNMDTJ75zqbEzxtlNB1rcaJhNa+dE+J65xnNq\/PGE2YLMcgP3My4XXHT7TGsc2nDW9qC3UoV7WpFfqPb+iZ+iLT8RQrrxoC5SnuJywVXmls+\/UJIkVx5I0lKKBlW7yD4+mjsL+rkkJimnf\/H0\/Ey68R\/mJEmuWrPDm0u4qFc9JHcCyzYXkB1wOX1+4EEyOklrdbHc8vesORNYefj823BgNpwKtJm+KRl57wrXxYjBVMBthV5FUSHdJBdhAycRh7\/iOkGI9De1qtTg5hSJHRjiePNPhPptMWDLbh272cEHfNfmYAefAKf0lJzFbEnHvbfT92qFNqITqX2Mk6ufMvCOzruxoEjxItMOYMo6aH60ZP+X6MVxhKTkU2lrIDnkude9xa86wEPmtSfM9l30B3GOkRwrNVnfjUpHBFgkTYtFamasz4WYR\/3Mfr2PV5Y26ym3pAlMhNHoPJoGFYCO8dn7KO5b4rDk8pxA7iAhGbFjbut7nvLPO318dleop6dZhrTAQY\/nAuUFK4c5HR8bboDQEgXR4Rt6+m42hcnoE1Ir1LXAeYXvlILpURqwLJNA5ASdwVRWFBqOijgIO02biigWqaW3fTebtucaOG3yns9S2klghUlOXsnRFPGGxMB29bmqtw2dtdpxxsTwXYhKIYLzg73x9N\/2ChQstgg0blauiUi8rd2GlGsqodc+rzuRGT+47oggsKvAZDaP8WiVkqxx6J1EbbTYhkpl8N0zaGqgEEv51MQFuFKqgh\/SYjRAHRrlE8U4IOOnkilKOJBAIbbWVnfPQd2v7jCiYZ4o0jnECErCAgscZK4wQ\/TJXmcvtQtm9\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\" alt=\"tikitaka\" border=\"0\" \/><\/p>\n<h2>Comment fonctionnent les courses \u00e0 multiplicateurs sur Tikitaka<\/h2>\n<p>Une course repose g\u00e9n\u00e9ralement sur un classement, une p\u00e9riode d\u00e9finie et une m\u00e9thode de calcul des points. Dans les informations publiques disponibles, la comp\u00e9tition Spinoleague constitue l\u2019exemple le plus d\u00e9taill\u00e9 : les points correspondent aux gains divis\u00e9s par la mise, et seules les parties termin\u00e9es sont prises en compte. Le score obtenu n\u2019est donc pas simplement le montant gagn\u00e9.<\/p>\n<h3>Le meilleur r\u00e9sultat ne d\u00e9pend pas uniquement du gain<\/h3>\n<p>Le \u00ab highest single result \u00bb, ou meilleur r\u00e9sultat individuel, doit \u00eatre lu avec prudence. Un gain \u00e9lev\u00e9 peut produire un excellent score si la mise engag\u00e9e reste faible, puisque le calcul publi\u00e9 utilise le rapport entre le gain et la mise. En cas d\u2019\u00e9galit\u00e9, le joueur qui a atteint le score en premier est favoris\u00e9. Les parties annul\u00e9es, incompl\u00e8tes ou exclues par le widget de la comp\u00e9tition ne doivent pas \u00eatre consid\u00e9r\u00e9es comme admissibles.<\/p>\n<p>Cette m\u00e9thode r\u00e9compense donc un rendement ponctuel plut\u00f4t qu\u2019un volume de jeu. Elle ne garantit pas qu\u2019une s\u00e9rie de grosses mises am\u00e9liore le classement. Avant de participer, v\u00e9rifiez le score cible, la mise par tour et les jeux exclus directement dans la fen\u00eatre de la course.<\/p>\n<h3>Ne confondez pas multiplicateur et boost de pari<\/h3>\n<p>Le boost de l\u2019accumulateur concerne les paris sportifs et non un classement de machines \u00e0 sous. Il commence \u00e0 trois s\u00e9lections r\u00e9elles avec une cote minimale de 1,40. Le pourcentage augmente ensuite selon le nombre de s\u00e9lections, jusqu\u2019\u00e0 100 % \u00e0 partir de 21 s\u00e9lections. Ce m\u00e9canisme augmente le potentiel du pari, mais ne remplace pas les r\u00e8gles d\u2019une course promotionnelle.<\/p>\n<p>Le tableau suivant r\u00e9sume les paliers publi\u00e9s pour ce boost. Il aide \u00e0 s\u00e9parer un multiplicateur li\u00e9 \u00e0 un pari d\u2019un coefficient utilis\u00e9 pour calculer les points d\u2019une comp\u00e9tition.<\/p>\n<table>\n<thead>\n<tr>\n<th>Nombre de s\u00e9lections<\/th>\n<th>Boost publi\u00e9<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>3<\/td>\n<td>3 %<\/td>\n<\/tr>\n<tr>\n<td>4<\/td>\n<td>5 %<\/td>\n<\/tr>\n<tr>\n<td>5<\/td>\n<td>8 %<\/td>\n<\/tr>\n<tr>\n<td>6<\/td>\n<td>10 %<\/td>\n<\/tr>\n<tr>\n<td>7<\/td>\n<td>13 %<\/td>\n<\/tr>\n<tr>\n<td>8<\/td>\n<td>15 %<\/td>\n<\/tr>\n<tr>\n<td>9<\/td>\n<td>20 %<\/td>\n<\/tr>\n<tr>\n<td>10<\/td>\n<td>30 %<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Quelles mises qualifient r\u00e9ellement une participation<\/h2>\n<p>La qualification d\u00e9pend toujours de la promotion. Pour Spinoleague, le widget de chaque manche affiche sa mise admissible, son score requis et la r\u00e9partition des prix. Les jeux \u00e0 une bobine et les titres exclus ne comptent pas. Une mise r\u00e9elle termin\u00e9e peut donc \u00eatre pertinente, tandis qu\u2019un tour jou\u00e9 sur un titre non qualifiant ne contribue pas au classement.<\/p>\n<p>Pour \u00e9viter une mauvaise surprise, contr\u00f4lez ces \u00e9l\u00e9ments avant de jouer :<\/p>\n<ul>\n<li>le nom exact de la manche et sa p\u00e9riode de validit\u00e9 ;<\/li>\n<li>la mise minimale ou maximale indiqu\u00e9e dans le classement ;<\/li>\n<li>les jeux autoris\u00e9s et les titres exclus ;<\/li>\n<li>la n\u00e9cessit\u00e9 de rejoindre la comp\u00e9tition en cliquant sur \u00ab OK \u00bb ;<\/li>\n<li>la r\u00e8gle appliqu\u00e9e en cas d\u2019\u00e9galit\u00e9 entre deux scores.<\/li>\n<\/ul>\n<p>La Spinoleague publi\u00e9e s\u2019\u00e9tend du 5 mars 2026 \u00e0 04 h 00 au 1er mars 2027 \u00e0 03 h 59, heure de l\u2019Est, avec une enveloppe annonc\u00e9e de 18 000 000 CAD. Cette p\u00e9riode globale ne signifie pas que chaque manche utilise les m\u00eames mises ou le m\u00eame classement : les conditions propres \u00e0 chaque tour restent d\u00e9terminantes.<\/p>\n<h2>Suivre son score et \u00e9viter les erreurs de qualification<\/h2>\n<p>Le classement est l\u2019outil principal pour v\u00e9rifier la progression. Il montre normalement le score, la position et les conditions de la manche. Les points \u00e9tant fond\u00e9s sur les gains divis\u00e9s par la mise, le r\u00e9sultat affich\u00e9 peut diff\u00e9rer d\u2019un simple total de gains. Prenez aussi en compte le moment o\u00f9 le score a \u00e9t\u00e9 atteint, car il peut d\u00e9partager deux r\u00e9sultats identiques.<\/p>\n<h3>V\u00e9rifier les r\u00e8gles avant de r\u00e9clamer un gain<\/h3>\n<p>Les prix de tournoi publi\u00e9s ne comportent pas de condition de mise. Certains gagnants peuvent toutefois disposer d\u2019une roue de multiplicateur facultative dans les 24 heures suivant la fin de la manche. Cette roue peut augmenter, conserver ou faire perdre le prix. Il est donc raisonnable de lire l\u2019option affich\u00e9e avant de la confirmer, au lieu de supposer qu\u2019elle am\u00e9liore automatiquement le montant.<\/p>\n<p>Pour les autres promotions, les limites peuvent \u00eatre tr\u00e8s diff\u00e9rentes. Par exemple, les paris sportifs utilisent parfois une cote minimale, un nombre pr\u00e9cis de s\u00e9lections ou une \u00e9ch\u00e9ance de 30 jours. Un pari financ\u00e9 par un bonus, un pari gratuit ou un pari encaiss\u00e9 peut \u00eatre exclu d\u2019un calcul de qualification. La fiche de la promotion doit primer sur une r\u00e8gle g\u00e9n\u00e9rale comprise ailleurs sur le site.<\/p>\n<p>Si une mise semble ne pas appara\u00eetre, conservez le nom de la promotion, l\u2019heure, le jeu ou l\u2019\u00e9v\u00e8nement, le montant et une capture du classement. Ces informations permettent \u00e0 <strong>Tikitaka support<\/strong> de v\u00e9rifier le dossier plus rapidement. Elles sont plus utiles qu\u2019une demande g\u00e9n\u00e9rale indiquant seulement que le score n\u2019a pas \u00e9t\u00e9 cr\u00e9dit\u00e9.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment \u00e0 contr\u00f4ler<\/th>\n<th>R\u00e8gle publi\u00e9e ou exemple<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Calcul des points Spinoleague<\/td>\n<td>Gains divis\u00e9s par la mise<\/td>\n<\/tr>\n<tr>\n<td>\u00c9galit\u00e9 au classement<\/td>\n<td>Le score atteint en premier est prioritaire<\/td>\n<\/tr>\n<tr>\n<td>Participation<\/td>\n<td>Clic sur \u00ab OK \u00bb dans le classement<\/td>\n<\/tr>\n<tr>\n<td>Jeux \u00e0 une bobine<\/td>\n<td>Exclus des qualifications Spinoleague<\/td>\n<\/tr>\n<tr>\n<td>Roue de multiplicateur<\/td>\n<td>Disponible dans les 24 heures pour les gagnants \u00e9ligibles<\/td>\n<\/tr>\n<tr>\n<td>Boost maximal de l\u2019accumulateur<\/td>\n<td>100 % \u00e0 partir de 21 s\u00e9lections<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : la bonne m\u00e9thode pour participer sans confusion<\/h2>\n<p>Une course \u00e0 multiplicateurs se joue d\u2019abord sur la compr\u00e9hension de ses r\u00e8gles, pas sur la taille de la mise. Sur Tikitaka, comparez le calcul du score avec les conditions de la manche, v\u00e9rifiez les jeux admissibles et rejoignez le classement avant de commencer. Pour un pari sportif, s\u00e9parez toujours le boost de l\u2019accumulateur des points d\u2019un tournoi. Cette v\u00e9rification simple r\u00e9duit les erreurs et facilite toute demande aupr\u00e8s du support.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Les courses \u00e0 multiplicateurs attirent par leur classement et la possibilit\u00e9 de transformer un bon r\u00e9sultat en avantage suppl\u00e9mentaire. Pour les comprendre sur Tikitaka, il faut surtout v\u00e9rifier le jeu ou le pari concern\u00e9, la mise qui compte et la p\u00e9riode de qualification. Si vous consultez tikitaka slots, gardez aussi en t\u00eate que les r\u00e8gles peuvent d\u00e9pendre de l\u2019\u00e9dition du site, de la devise et de la promotion active. Comment fonctionnent les courses \u00e0 multiplicateurs sur Tikitaka Une course repose g\u00e9n\u00e9ralement sur un classement, une p\u00e9riode d\u00e9finie et une m\u00e9thode de calcul des points. Dans les informations publiques disponibles, la comp\u00e9tition Spinoleague constitue l\u2019exemple le plus d\u00e9taill\u00e9 : les points correspondent aux gains divis\u00e9s par la mise, et seules les parties termin\u00e9es sont prises en compte. Le score obtenu n\u2019est donc pas simplement le montant gagn\u00e9. Le meilleur r\u00e9sultat ne d\u00e9pend pas uniquement du gain Le \u00ab highest single result \u00bb, ou meilleur r\u00e9sultat individuel, doit \u00eatre lu avec prudence. Un gain \u00e9lev\u00e9 peut produire un excellent score si la mise engag\u00e9e reste faible, puisque le calcul publi\u00e9 utilise le rapport entre le gain et la mise. En cas d\u2019\u00e9galit\u00e9, le joueur qui a atteint le score en premier est favoris\u00e9. Les parties annul\u00e9es, incompl\u00e8tes ou exclues par le widget de la comp\u00e9tition ne doivent pas \u00eatre consid\u00e9r\u00e9es comme admissibles. Cette m\u00e9thode r\u00e9compense donc un rendement ponctuel plut\u00f4t qu\u2019un volume de jeu. Elle ne garantit pas qu\u2019une s\u00e9rie de grosses mises am\u00e9liore le classement. Avant de participer, v\u00e9rifiez le score cible, la mise par tour et les jeux exclus directement dans la fen\u00eatre de la course. Ne confondez pas multiplicateur et boost de pari Le boost de l\u2019accumulateur concerne les paris sportifs et non un classement de machines \u00e0 sous. Il commence \u00e0 trois s\u00e9lections r\u00e9elles avec une cote minimale de 1,40. Le pourcentage augmente ensuite selon le nombre de s\u00e9lections, jusqu\u2019\u00e0 100 % \u00e0 partir de 21 s\u00e9lections. Ce m\u00e9canisme augmente le potentiel du pari, mais ne remplace pas les r\u00e8gles d\u2019une course promotionnelle. Le tableau suivant r\u00e9sume les paliers publi\u00e9s pour ce boost. Il aide \u00e0 s\u00e9parer un multiplicateur li\u00e9 \u00e0 un pari d\u2019un coefficient utilis\u00e9 pour calculer les points d\u2019une comp\u00e9tition. Nombre de s\u00e9lections Boost publi\u00e9 3 3 % 4 5 % 5 8 % 6 10 % 7 13 % 8 15 % 9 20 % 10 30 % Quelles mises qualifient r\u00e9ellement une participation La qualification d\u00e9pend toujours de la promotion. Pour Spinoleague, le widget de chaque manche affiche sa mise admissible, son score requis et la r\u00e9partition des prix. Les jeux \u00e0 une bobine et les titres exclus ne comptent pas. Une mise r\u00e9elle termin\u00e9e peut donc \u00eatre pertinente, tandis qu\u2019un tour jou\u00e9 sur un titre non qualifiant ne contribue pas au classement. Pour \u00e9viter une mauvaise surprise, contr\u00f4lez ces \u00e9l\u00e9ments avant de jouer : le nom exact de la manche et sa p\u00e9riode de validit\u00e9 ; la mise minimale ou maximale indiqu\u00e9e dans le classement ; les jeux autoris\u00e9s et les titres exclus ; la n\u00e9cessit\u00e9 de rejoindre la comp\u00e9tition en cliquant sur \u00ab OK \u00bb ; la r\u00e8gle appliqu\u00e9e en cas d\u2019\u00e9galit\u00e9 entre deux scores. La Spinoleague publi\u00e9e s\u2019\u00e9tend du 5 mars 2026 \u00e0 04 h 00 au 1er mars 2027 \u00e0 03 h 59, heure de l\u2019Est, avec une enveloppe annonc\u00e9e de 18 000 000 CAD. Cette p\u00e9riode globale ne signifie pas que chaque manche utilise les m\u00eames mises ou le m\u00eame classement : les conditions propres \u00e0 chaque tour restent d\u00e9terminantes. Suivre son score et \u00e9viter les erreurs de qualification Le classement est l\u2019outil principal pour v\u00e9rifier la progression. Il montre normalement le score, la position et les conditions de la manche. Les points \u00e9tant fond\u00e9s sur les gains divis\u00e9s par la mise, le r\u00e9sultat affich\u00e9 peut diff\u00e9rer d\u2019un simple total de gains. Prenez aussi en compte le moment o\u00f9 le score a \u00e9t\u00e9 atteint, car il peut d\u00e9partager deux r\u00e9sultats identiques. V\u00e9rifier les r\u00e8gles avant de r\u00e9clamer un gain Les prix de tournoi publi\u00e9s ne comportent pas de condition de mise. Certains gagnants peuvent toutefois disposer d\u2019une roue de multiplicateur facultative dans les 24 heures suivant la fin de la manche. Cette roue peut augmenter, conserver ou faire perdre le prix. Il est donc raisonnable de lire l\u2019option affich\u00e9e avant de la confirmer, au lieu de supposer qu\u2019elle am\u00e9liore automatiquement le montant. Pour les autres promotions, les limites peuvent \u00eatre tr\u00e8s diff\u00e9rentes. Par exemple, les paris sportifs utilisent parfois une cote minimale, un nombre pr\u00e9cis de s\u00e9lections ou une \u00e9ch\u00e9ance de 30 jours. Un pari financ\u00e9 par un bonus, un pari gratuit ou un pari encaiss\u00e9 peut \u00eatre exclu d\u2019un calcul de qualification. La fiche de la promotion doit primer sur une r\u00e8gle g\u00e9n\u00e9rale comprise ailleurs sur le site. Si une mise semble ne pas appara\u00eetre, conservez le nom de la promotion, l\u2019heure, le jeu ou l\u2019\u00e9v\u00e8nement, le montant et une capture du classement. Ces informations permettent \u00e0 Tikitaka support de v\u00e9rifier le dossier plus rapidement. Elles sont plus utiles qu\u2019une demande g\u00e9n\u00e9rale indiquant seulement que le score n\u2019a pas \u00e9t\u00e9 cr\u00e9dit\u00e9. \u00c9l\u00e9ment \u00e0 contr\u00f4ler R\u00e8gle publi\u00e9e ou exemple Calcul des points Spinoleague Gains divis\u00e9s par la mise \u00c9galit\u00e9 au classement Le score atteint en premier est prioritaire Participation Clic sur \u00ab OK \u00bb dans le classement Jeux \u00e0 une bobine Exclus des qualifications Spinoleague Roue de multiplicateur Disponible dans les 24 heures pour les gagnants \u00e9ligibles Boost maximal de l\u2019accumulateur 100 % \u00e0 partir de 21 s\u00e9lections Conclusion : la bonne m\u00e9thode pour participer sans confusion Une course \u00e0 multiplicateurs se joue d\u2019abord sur la compr\u00e9hension de ses r\u00e8gles, pas sur la taille de la mise. Sur Tikitaka, comparez le calcul du score avec les conditions de la manche, v\u00e9rifiez les jeux admissibles et rejoignez le classement avant de commencer. Pour un pari sportif, s\u00e9parez toujours le boost de l\u2019accumulateur des points d\u2019un tournoi. Cette v\u00e9rification simple r\u00e9duit les erreurs et facilite toute demande aupr\u00e8s du support.<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-76443","post","type-post","status-publish","format-standard","hentry","category-blog"],"_links":{"self":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/76443","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/comments?post=76443"}],"version-history":[{"count":1,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/76443\/revisions"}],"predecessor-version":[{"id":76444,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/posts\/76443\/revisions\/76444"}],"wp:attachment":[{"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/media?parent=76443"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/categories?post=76443"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/simplefoodindia.com\/index.php\/wp-json\/wp\/v2\/tags?post=76443"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}