La base incontournable pour le quinté , une sélection de 6 chevaux par jour à joués en Tiercé - Quarté - Quinté . Avec des pronostics exceptionnels vous avez toujours des résultats exceptionnels . 
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Pour tout abonnement veillez nous écrire à l'adresse suivante : abonnement@suisseturf.zz.vc
en nous laissant votre numéro de téléphone pour plus d'infos 
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CugbARkkGx6/vT6KUqukSm9jafLN5nuiU2jZztcfLubjkDzjYapmTMFEZgVT7SIXiw68rKPqqmTSSkxGokItdMSwlqTYsfisfdOW2Y6kbXJ3wc5sY4jh3lIiimq5DRQvJiadz0/dlF8K8LzcRm+21xJRtUTbOOVh8Mochz38TrihdKeJIp2IYlFQR+yUe43P7z/hdUkylRQqgKoFgALADwETwLLj3OLjcnVUrpI4pkypE2luWnTEK2A0UNzYnTbkLmI1TM1rS3mVe4Hhks8zZf8Aa03VD4d4nrXMmkSoKKzhAxClgpO2Zgdht6CIUM8hIZddNiOFUUbH1JZcgXtra/wC7ki2AGptprFuvnhNyvUF4vhNoIqxjnHlHTXGfrXHwS+19T7o+t4jyVMbOatqPBKup1DbDqdFSKrjjEK1jLo5RQf2YzN6ueyv0HnEU1MsmjAugZgtBRDPVPuft9NytjCejCdNOesnZS2pCnO582OgP9Uesoi43eVhUdpo4m8OlZoOu30V+wThelpf+TKUN87dpj6nUeQ0iYyFjPCFzNViNTUn3ryfLl9FMxtUJfGYAEnQDUnwggF9FB0PGFHOndRLnKz8t8rHuVtmPlGps7HOyg6qfLhdVFFxXsIaq5xrxFU0dfTkvalaxKgDXXK9za5sCGEaJ5XRyN6KzwvD4KuklsPeDb8K/qwIuNjExc6RbRcdx1ThuLrOXSU7dZ+hzaYPQ3NvKKyT3M+bkV3FIf8AUcKMR8TdPpsuxKwIBGoOoizXEEWNivsF4kESCJBEgiQRcq45mGuxOTRIewhAa3eRmc+iAAeJMV8/vJRGF1+EgUVBJVu3Og/H3Urx0uepoKEEy5LMGbKbaLooBG2xt4kd0bJ9XtZyUHCxlp56oi7gLC/nuVfsotblbn3RLXP3N7rnWG4Rh06a9fLDJLp2brEIGQuouGG+nOw3025xGxxOPEHJdJNV4hFEKN+peBbrY8lFYFRvjFc9RPB9nlmwU7W3VP8ANvPxjTG01Emd2wU+rlbhFIKeL/I7c/n8BdbVQBYCwGgEWS4wm+pX2C8UVxLhKVNPMRkVmKNkJAJDWNiO43tGuRge0gqXRVL6eZr2m2ov8FScA6MEMhWqHmJPPashA6vmBsbsO/viJFRi13broK3tLI6QtiAybajdX2qr5VNLBnzlUAAZnIBYjw5k9wiaXBo7xXNxwyTvtE0n4Kj450qyluKaWZh+d+yvoPeP2iHJWtGjRddDSdmJn96d2Uff0UEKLFsT98sko/NeWlvBfef7+cass82+gVjxsJw3wDM76n67BWfA+jCmlWaexnN3e6n0Gp9TG+OjY3U6qoq+0lTN3Y+6PurtS0qS1Cy0VFGwUAD7RLAA0CoHyOeczzcrNHqwXwmCLm+K9IM+bOaTh8nrcvxlWbNbcgC1l7iTrEF9U4uyxi66mmwKGOIS1r8t9gvfDPSIzzvZ62WJbk5QwBWzHYOrarfv8Y9iqiXZHixWNfgLWRceldmbuqZi/Dhl4g9MpyFjmkHYa9pBflzW/eBEV8NpS0fJX9NiWfD2zOGYDR4+xP5W9iGNPVUzUdWCtVIOaWzaFyosyN+crex2bTwvm55ewsf4gosFI2knbVUxvE/Q+V+fw/hdA6NMY9ookBN3lfht6e6fVbeoMTKaTPH8FzeOUns9W62ztR81p9LGD9dSdaB25BzfoOjf5H9MYVceZl+ikdnazg1WQ7P0+fJbXRljHtFEqk3eT+G3kPdP9NvUGMqWTPGPJaMdo/Z6t1tnaj8q2xJVMkESCJBEgixVc8S0Z22VSx8gLx4TYXWTGF7g0c1zTonpzOqKmsfckqP5nOdvoMo9Yg0gzOdIV1faJ4hhipG8hc/wrPx1wqa1EaW2SfKN5bXIvsbEjUagEHkRG+eHiDTcKowrEvY3kPF2O0IVYdMdmIadlVVIymbdAcux7QPdzC3jR/1J7p+qtgcFjPGbcnfLr+/danGkr2Olp8NknM8wh5hG7kmyj9T7eCCMZxkYIm81vwp3tVTJXzbN28v/AMC6Pwzg60lNLkruoux+Zzqx+v2tE2KMMaGhcvXVTqqd0ruf8clKRsURIIq7jnGtJTXDTA7j4JfaPrbQepjRJUMZuVZ0mEVVT4G2HU6BUau6QayqYy6KUUv8ozv5k2yr9PWIhqpJDaMLoYsBpKVuerffy2HqV6w7o3qqhusrZxUncXzv5XJsv3j1tI9+shXk3aGmp25KSP57D1V7wPg+kpbGXKBcfG/ab0J29LRLjgYzYLnKvFKqq/yO06DQKejcq9eXcAXJAA3J0AgvQCTYKo450i0ki4RjOccpe3q230vEaSqjZ5q6o8Aq6jUjKPP0UTQ8QVmIU1WFltIsgaS8vMLkasuc7kjS4tuY1tlfKx2luilTUNLQVEV3B+veHT5LDwHjTzsOqpOYmbKRypJJJV1YjXvDX+0eU0hdGRzC2YzRMgrY5ALNcR9l96FZiZKhdM+ZSe/LYgelw31jyhIsVn2ra7ixnlb7r10x4MplpUgAMG6tz3qb2v5EW/VHtbH3c4WPZerIldTu2IuPioriuU9Rh1HXgnrZYCO3PQ5Q3mHX+9GuYF0TZBuFKw1zYK6aid4XXt+/BWOvwKVi9JKqUslQU0cfMNCr94DA2O4+x3ujbOwO5qrgrZsKqXQnVl9R5dQo/ozwKspp80zZeSUwytdhqynslbbjfXxjXSxSRuN9lKx+vpKuJnDN3Dy5dF0eokh1ZGF1YFSO8HQxOIuLLl2uLXBw3C5HwPONBikylc9lyZV/EdqUfUG364rYDwpiw812uLNFdhzKlu7dT/BXYIs1xCQRIIkESCKs9I9X1eHzyN2Al/1kKfsTGipdljKtcFh4tbGOhv8ATVYOi+j6vD5Z5zCzn1Nh/dAjGlbaILZj83Ern+WitsSVTJBFyvBV9txyZNOqSCSO7sfhr/eJb0ivZ7yoJ6Lr6o+x4OyMbv3+eq6ZW1suUpea6oo5sQB94nlwAuVykcT5HZWAk+So2OdKUiXdadDOb5j2U+/aP0HnEOStYNG6roaTszUSd6Y5R91XM2LYntmSUfOVLt/icfWNPv5vIK0thOG/8nfU+gViwPoskJZqhzNPyr2U/wDI/UeUbo6Jo1dqqyr7TTyd2EZR91eqGhlyVySkVFHJQB+0S2tDRYLnZZpJXZnkk+a2IyWtIIqb0gcYmjCypIDT5guL6hF2BtzJNwB4HyMWon4eg3KvMHwkVhMkhsxu/n+81E4Jw7iNQWNdNPUzZbI0tn1BYdlgijICCAd7iMI4pXf5DoVKrK3D4QBSM7zSDe29vPdaHGPR/KpqIzJJdnlkF2Y7odDYCwABIPfYGNc1K1kd27hTMMx+aoqwyawa7QAcirl0fYv7TRSyTd0/DfzXn6rY+sSqeTPGCqHGKQ01W5vI6j4FUYj+G4z3SZx9Mk0/9r/YRE/wz+RXQj/uOE/82fj1CxYtQVGEVhqJC5qdibfLlJuUa3ukcj4DfUR49r4JMzdlnTT0+LUggmNnj9v6r7xDxVOxVUpqanYXYM2ubUXtc2sqi97n/wBpJnTjI0JRYbDhTjUTyA2Gn71XR8P4dRaFaN+0vV5HI0uTqxHd2iSPSJzYgI8hXKzVz31ZqW6G9x+Ft4Jg8qllCVJUhL31JJJO51jJjGsFgtNVVSVMhklNypCM1HWCrq5cpS8x1RRuWIA+8eFwGpWccb5DlYCT5Li/SNjNPPqknUrkuosz2IGZTdCt9zvrbkIqqqRrnhzN132BUVRFTPiqBZp2+e66/wAP4j7RTyp1rZ1BI7jz+94s43ZmgrhqqHgzOj6FSEZqOkESCJBFQumOdajlr804X8grn9wIh1p93810fZhgdVk9Gn8K08LSMlHTr3Sk/wAIiTELMAVNXPz1MjvM/wAqUjNRVAcQcW0tKGDzVMy2iL2mvyuBt62jTJOxg1KsaPDKmpcMjTbryXHOGccqZJmLSrmmzrXIUuwAv7o2GrbkRVxSvF8g1K7vEKClkaw1DrNZyvZWai4ArathMrZpT+Y539BfKv19IkClkkN5CqiTHaOkbkpGX+w9SrxgfBFJTWKy87j45naN/DkPQRLjp42bBc9V4xVVXidYdBorJG9Va+E21MEAuq7W8b0cuYsrrQ7swTsdoKSbdpthY763jSaiMHLdWUWEVckZkyWAF9VDdKeM1FOskSJnVrMLK7WF9MttT7o1MaquR7AMvNT+z9JT1D3mYXyi4WHo54pcsaKqJ65CQhY6tbdSTuw3B5jyjGmmJ7j91sxvDWNAqqcdw725KF41mCVjUmZN/wCXeU2uwUG1/QgmNU+lQCVYYUDJhEjI/F3l1sGLJcUsdVTrMRkYXVgVI8CLGPCLiyyY8scHN3C5X0eVBosRnUUw6OSov86XZT+pL/aK+mPDlMZXY40wVlDHVs3G/wA/Qq1dIXCbVyyurKrMRrEte2Rt9huCAfrEiog4oFt1TYNigoXOzi7SNvNWXD6dlkokxhMZVCs1rBiBYm3jG9osLFVUrw6QuYLAnTyWaVIVfdUL5AD9o9AssHOc7crJHqxUJjfFdLS3E2aub5F7TfQbeto1PmYzcqdS4bU1J92w268vqqFinSbPnN1dHJKltASM7nyUaA/WIbqxzjaMLpYOzUULeJVv0HTQfVYqPgOurGEysmlB+c529FByr/vSPBTSyayFZSY3Q0YyUjL+e333Ku+B8C0dNYiX1jj45naN/AbD6RLjpo2bBc/V4zV1OjnWHQaKygRvVUvsESCJBEgi5100/wDx5H/VP+Bog13gHxXUdlv/ACH/APx/K9VXSVTyJKJKVpzqig/CoIUbk6n0EeurGNaANVjF2cqZ5HOk7oufjuq+cRxbE9JYZJR+S8tLeLHtN6E+Uac8822gVkIMKw3V5zOHz+2wU3gfRVLWzVUwufkTsr6n3j9o2x0TRq83UCr7Tyu7tO0NH39FfMNwuTIXLJlpLH5QBfzO5MTGsa0WAXOTVEszs0jiT5rcjJaV8Jgi53jHSZ+KZVHIM4gkZtdbfKqi5HjpEJ9XrlYLrpqbs9eMS1LwwH95r10gyptRhkqos8tlCvNl9oCzABgVPytbfxj2pDnRZljgrooMQMRsQbgH+PqovgqkwtKVamoKGYCVYTTezDXsoN9LHYnWNVO2EMzu3U3F5cSkqXU8V8vKw5HqVudJdZLq8Ok1Ek3Trbaix2dTcctQIzqiHxBwWjAYn01e6GQalv8AaqXFOMSah5E2mWYtQqKZrgWBZQNRzzKR73dbuiNNI1xDmbq6w6jlgY+KpI4bibC/X1VlnyxjVIrKVWtpxZl2Dg/sGtcdxuOd43kCpjuPEFVMc7BastdrE/8AfstGgx/F6dRTiQ7ZeypeU7EDlZgbEDvN4wbLUNGWykTUOETu43EAB1IB/G6uvAVHXKJr1r36whlQm7KbWO2iggDsjuiXAJACXrn8WkonOa2lGg0J6qf/AITI64z+qTrSAM5ALWGgseUbsjb5raqu9ol4fCzHL05LdjJaVjqJ6opZ2VVG5YgAepjwkDdZNY55s0XKpeOdJlLKuJIM9/y6J/Udx5AxFkrGN21V9R9nKqbV/dHnv9FVGxbFcSNpKtLlH5LotvFzq3ofSI+eebw6BXApcKw7WU5nfX7KZwToqQdqqmlzuUl6D1Y9o+lo2sohu83UGq7TyEZadoaOv7otCVQy5GPypclQiLsB/wBFr+sYBobUgBSXTyTYI98hub//AGC6zFiuMSCJBEgiQRQ+NcTUtKPxpqhvkHaY/pGvrtGt8zGeIqbS4fU1JtEwnz5fVULFek+bNbq6OSQTsWGdz5IugP1iE+sLtIwukg7NRxDPVyfIafcrVpuCsQrWEyrmlB/aHM36UGi/byjEU0surytz8ZoKEZKVlz5bfXcq64HwDR09jk61x8Uyx+i+6PpeJcdNGzkufrMbq6nQusOgVpAttEhVBN19girWOccUdNcNM6xx8EvtG/ifdX1MaJKiNm5VpSYNV1OrW2HU6KDwHjKfXzZkpJLSpbS3CzVuxSZ8JZrZR5W3741RzulJAFgp1bhMVBG173hzri48ufmo7o6xSa5q6KfMYzWDFSxJIcfhuLnu7Jt4GMKaRxLmOOql43SRMbFVQtGXS9vqFAcM8RTMKmTZU2nDMSAbnKwy3GhynMp3EaIpTASCFa11BHizGSRyWAHx/O6vOCcdU9eTTTJbS2mKVAYgq1wbgHvt4RLjqWS90rnKzBKmgAnaQQDuOSoXDnD0o4i1JVZuyWUZTbMy6i+l7MtzpblEOKFvFLHrpa7EZv8AT21NPbW1/L9K6Bx5g0qVhU2XJRUVCr2Hgy3J7zbnE2ojAhIauYwirkfiLJJTcnT7L30YUaigQtKCuxYMSli4zGxNxdhlIHpHtK33Y0WOPTE1rrPuNLa7LPgfAsmlqWqJbzBe+VAQFVW3B5sL7eQ7rx7HTtY7MFrq8ZmqYGwvA0581a4kKoSCKJxriSmpR+NNVTyUasfJRr6xrfKxniKmUtBUVJtEwn+PqqFi/SjMmHq6OSbnQM4zMfJF/wBT5RDfWk6RhdJT9mmRjPVvsOg9SoXEuHsQnyplTWOypLUvaYdTYaBUGi3Omto1Oilc0ueVOgxDD4JWwUrbkm1x6lT3RXw1ImyGqJ0pXbrCEzagBQvI6XzX1jbRwtLcxCr+0eIzMn4MbiBbW3munKoAsNBFguSJvuvsF4uXUf4nETn/AOvN9pQT92ivbrU/BddL7vA2j/2P5v8AhdRiwXIpBEgiQRYqqTnRkJIzArcEgi4toRsY8IuLLJjsrg7ouF8O4DLbETS1Zcdp10NszjUXO9mAJ79RFRHEDNkevolbXSMw9tRTW5fIf0u1YVg0imXLJlIneQNT5ncxasja3YLgaiqmqDeVxK34zUdeHmqCASATsCRrHl16Gki4CjeKMUampZs9FDsgBsTYakD7Xv6RhK8sYXBSqCnFTUNicbXVD4V48mTZ5k1uXq54shAsFvdbeKtqL94+kOGpLnWfz2XRYlgccMXFpSSWeJZMX6MpUqknNLZ3nKM6X2supUAbkqCLnnHr6NoYSN1jS9pJ31DA+wZsfVSfRJi4m0pkk9qSbeaNcqf3HpGyjfmZboovaSl4VVxBs/X581XuOZRocTlVaDsTCHNu8dmYPVSD5sY0TjhTB45qywlwrsOfSu3bt/I+6v8AjmMUcqXLmVGUo/uEoXvpfkDbSJr3saLuXNUtLVSvLIb3G9jZcwqZkqtxSSaGUUUMhYhcoORszOQPdFrDx0ivJEkw4YXXsbJRYa8Vbrk3sL335K9cQcFGfXSqqXN6rLlLWFyWQ3UjzGh8hEySnzSB4K5ykxfgUj6ZzcwO3ldW90BFiAR3GJKpgSNQvUF4vMyYFBLEADck2AgTZehpcbBU/G+kekk3Esme/cnu+rHT6XiLJVxs21V3Sdn6ufVwyjz9FT5vEmKYiStMjJLOn4egH80w8/K3lEbjTTaNFgrwYdhmHjNO7M7z9PVSmDdFlznq5xJOpSXzPi51P09Y2MoubyolT2mIGSlZYdT6K+4TgdPTC0iUqd5A1PmTqYmMjazwhc3UVk9QbyuJVX6XMSEujEoHtTmA/SvaPpcKPWI9Y+0duqt+zdPxKvOdmi6neCsO9nopEsizZczfzN2j9zG6BmRgCrsTqOPVPk89PgNFORtUBfGNtYINVy7oy/HxCsqdxrY/9R7j7JFfS96Rz112O+5ooIPn9B/a6lFguRSCJBEgiQRcn6VsPaRVSayXoWIue6ZL1UnzUf3IrqtpY8SBdn2dmbUU8lI/5fArpmD16z5EucuzqG8r7j0OkT2ODmghclUQuhldG7cGyiePcaeko3mS/fJCKflLc/QX9bRrqJCxhIU3CKNtVVNjftufkqZwhwU9T1VdOqSXLCYoHaPZa4zMT4bcoiwwF9pHOV5ieLMp89JFEANir9xbT9ZRVK98p7eYBI+4iZKLsI8lzdA/JVRu/wCQ/lccDU0zC1DzAtTJmOJa2JLo1nIIHw3Y2PIg+MVfcdDqdQu7tUx4kSxt43gX6DldX/o04t9pl+zzj+Mg7JP/APRB/wBw59+/fEylnzjKd1zePYV7LJxY/A77FVygP8Mxky9pM05R3ZJhun9L9nyBjS33M9uRVnN/3HCQ/wD3M/G/2V7474eNbTdWlusVgyEmwvsQT3FSftEuoi4jLLncJr/YqgSHbYrFQ8Io9HJpqy07qjdSpdbbgC4IJsDaDYQWBr9bLKXE3tqnz03dzKawvCJFOuWRKSWDvlGp8zuY2tY1os0KDPVTTuzSuJ+K3oyWhR2L45T0y3nzVTuBN2Pko1MYPkazxFSaejnqDaJpKoWM9KZJyUckknQPM5nwQan1PpEN9byYF0lN2ZsM9U+w6D1UXL4axPESGqXZEOv4mgH8stefnbzjXwZpdXGwUs4jhmHjLA3M7y9VcME6N6STYzAZ7/2nu+ijS3neJMdJG3fVUdX2gq59GnKPL1VwlywoAUAAbACwESrWVIXFxuV6gvEgi5NWP/FMXVF1kSNzyKobsf1PZfIAxXO99PbkF2UY/wBMwsuPjk/PoF0J+IZQq1o+0ZpTPoLqo1NmPLQfcd4ibxG58nNcwKKU05qf9t7KWBjYoiguOMT9nopz3sxXIv8AM/ZH0vf0jTO/JGSrDC6b2irYzzufgFDdEmG9XRdYRrOct+kdkfsT6xqo2ZY79VP7R1Alq8o2aLK7xLVAkESCJBEgig+NMI9qo5ssDt2zp/Ouo+u3rGqaPOwhT8MqvZqpknLY/Aqp9DuMZpcymbdDnQH5WPaHo2v6ojUUl2lh5K67T0uWVtQ3Z2/xV3x/CEqpDyZl8rcxupGoI8QYlyMD25SufpKp9NMJWbhc0fo0rpdxJqJeX+eZLJ9ACL+sQPZJG+Fy6wdoqKXWaI3+AK3uj3Gahps6gqmZyFYAsblSvZZb/ENbjyjOmkcXGN6jY1RQNijrKcWBI9QofotwWRPnTlqJYdpYUqGvbdg1xseW8aqSNrnHMNlO7Q1s8UUZhdYO3t8laMW6PiaxKilmrTgHM1gSVcfIBYWIvcX+t4kvpfeB7TZU0GO2pHU87c/T98lb6rBpM2Yk2bKR5iCyswvbnoDpvEgsaTchUrKmVjCxjiAdwt+M1oXxmA1JsIIBfZVPHOkKjp7hX65x8MvUere79yfCI0lVGzndXNJgVXUa5co6n03VMn8Y4jXsUpJZRdvwxcj+aY1gv2iKaiaXRgV83CMOoRmqn3Pn6DVbuEdF0xznrJxudSqHMx83b/Q+cZsoidZCtFR2lZGMlIyw6n0V+wbhympR+DKVT8x1Y+bHWJjImM8IXNVNfUVJvK4n+PotLiDjCRRzFlz1mjMMyuFBU8iN73Gl9OYjGSdsZs5b6PC56xhdDY23F9VD8G8a+11c9XKohC9QhIBIBIPmxuDbl941QVHEeR9FOxTBjR07HDU/7leolrn0gio/SVxT7PL9nkm8+aLaboh0vp8R2H1iJUzZBlG5V/geG+0ScaXwN+5/d1t9HvDRo6a7D8ebZnHy6dlL+HPxJjKnh4bPMrTjOI+2VGngboPVUb+L1OH1FVNqac9fPBCTb3VTrYKbWZdF0uDZREUyPic4uGpV+2kp8Qhijgk7rNxzPX5qSwrHlo8LQU80TqqdM92+Yq7EXBU7WFh4s1+cbGS5IhlNyVDqKE1Ne7ityxsHS2g9Vj6QqybUzaWgupm9kzco7PWuLaC5ICrmbyYR5UuL3Nj+q2YLFHTRS1p8IuG36f2uoUFIsqWktNFRQo8gLRPaLCwXJyyGR5e7cm62I9WtIIkESCJBEgi45iw/hmMCaNJTtn8OrmaOPQ3PoIrH+5nvyK7im/7lhRjPib/I2+q7EpvrFmuHOio/GM7FevKUanqmUdoBOydQRdj4X9YizGbNZmyvsMZhvCz1R7wO2uoWXgLg1qRnnz2Dz3BGhuFBNzqfeYncwp6fJ3nbleYvizaoNiiFmNVooMLkyb9VLRMxuxUaknXU7mJDWhuwVPLPJLbO4m2y3IyWpaWJ4tJp1zTpqIPzHU+Q3MYue1ouSt8FNLO7LG0n4KhY50qoLrSyy5+eZoPRdz62iFJXAeELpaPsvK/Wd1h0G6hZWFYpilmmsVknUZjlS3gg1bzP1jWGTzak2CmuqcLwzuxtzPHzP1VswPozpZVjOvPf82if0jf1JiRHRsbvqqas7R1U2jO6PLf6q6SJCooVFVVGwUAAegiUABsqFz3PN3G5WSPVikEVC6UMPqKrqZEiQXsTMZ9AF0KgXJA1uSR4LEOrY54DWhdF2fqYKVz5pn20sB1VL4S4OM6senqQ8vqlzMBudQBY/Kb7iIsFPd5a7kuhxTGWspWy09jmNvh8l2ukp1loqLfKosLkk28ySTFqBYWXz57y9xceaq3G/G0ujUpLs9QRovJPF/8Ax3PhvEeeoEYsN1cYVg8lY7M7Rg3PX4KG4C4Tdn9urbmYxzIr7gn437j3LyHoBqp4DfiSbqdi+KMDPY6XRo0JHPy9TzUvUcdpJrXp6iW0pBYJNbY+J/ITsR625bTUBr8rhZQY8GfNSieFwceYG4VnrBKeU3WZGlFbtmsVK2vc30taN5sRrsqqMyMeMlw773VD/guHU4GJyXzSkBZZYN1Mw6KBfUG5907HutEThxM96F0HttfUf9BINSRc87LB0X4Y8+dNxCfqzMwTxY++R4AdkesY0rC5xlct2P1DIYmUMWw3/fuumxPXKJBEgiQRIIkESCKi9LWD9bSico7Uk3P8jWDfQ2PoYiVkeZl+i6Hs5WcGq4Z2fp8+S3+jXGPaKJATd5X4Tfp90+q217wYzpZM8Y8lGxyj9mq3AbO1HzVriQqdfCYIq1jnHVHTXBmdY4+CX2jfxPuj6xokqY2blWtHgtXU6tbYdToqPV8d19Yxl0cooNuwM7erEZV+g84iGplk0jC6GPBKGjGerfc9NvtuVnwzoznzm6ytnFSdwDnc+bNoPvHraNzjeQrXP2jhhbkpI/wPorVP6OqIyTKWWVbcTbkuD5ncfl2iQaWPLaypmY9WiXiF1/LkqeDiODHbr6W/iV/zMo/bziN72n8wrs/6fi4v4JP59f5VzwHj6kqLAv1Tn4Zmmvg3un9/CJUdSx/Oyo6zBKqm1y5h1CtKsCLg3HhEhVBBG6+wXiQRIIobGMbpKY9ZOmS1fLbvcrvYAakXjU+RjNSVNpqOpqO5E0kfZUXE+OqqtYyMPlOt9C+ha3+GWPEm/lER1S+Q5YguigwWmo28WuePh+7qT4b4DlUwNRWTA03fMSMssn4rt7z31zHny5xsipgzvPOqhV+NyVPuadtmdBufpy8lW6iUJtY9Ak2bIlMx615zktMtqQL6AHUjv3N9BGk6ycMGw5qyj93SCsc0Pds0NGjfirdTzKLE1ekCzJiSFCrPNzc7XVzqTpz97fURJHDmBZ05qmcKvDnNqLgF2uX1H7ZVudwpiEtvYRNJo5jZjM5Ii6kG+q8uzsTbxiOYZR7u/dVs3E6CQe1llpRy6nqtOsX+IVEqgo+zSSPiHO3vTCeZNyB3kk89MXe9cI2eEKRCfYIHVtTrK/YfwPVdew+jSTLSVLFkQBVHgP8AOLFrQ0WC4qWV0ry951Oq2IyWtIIkESCJBEgiQRYqqnWYjIwurAqw7wRYx4RcWKyY8scHN3Gq5BwXiAw3EJ1PPbLLN0Zjtdbsjeqn+8IrYHcGQtdsu3xWA4jQxzxC7h+dx8ip/HOlSSl1ppZmH537K+g94/aN0la0aN1VbSdmJn96c5R9/RQIp8WxP3sySj33lpby95x9Y02nm30CseJhOG+HvO+p9Ao3F+G2w2olNUSxUSCRqLqGPNd9GG4B0IHnbW+HguBdqFNp8SGJQOZC7I/9/fJdj4eqKeZIRqUIJRGgUAW8CBsR3RaRlpbduy4OrZOyUtnvm81JRmoyQRfGAIsdoIDZVDGuAqGoY5R1Uzn1ZA+q7fYRGkpo3+RV3SY3W043zN8/VV08BYhTH/hKu47szJ9u0pjR7NKzwOVn/rdBUf8Akw6+Vj6FfVmY/L0y5x3/AILfsQYXqgmXApNbkfVfTX482glW/TKH7tDNVdE4OBDXOfv6LweHMZqNJ1R1ancdZb7ShY/WHCqH+J1k9vweD/FFmPw9VJYT0WSFOaomvOO5A7Cnz1LH6xmyjaNXG6jVHaWdwywtDB9/RS0/G6elWdIo5IedJXMZEtSvMC97dojMCbXMbi9rAWsGo5KvbSz1BbLUOs1xtmOqoeMTKiZV04xbMkibqEVrKo21tfY5b63AbeIby8vHF2K6SmZTspZDh+r27kjU/D8K78b8FpVyQZQCzpa2Q/Mo2Rjz8DyPmYlT04kbpuqDCcXfRy9/Vjtx+VT8BxareQuHUskSZqkidN2yrtc/K51BPhpvpGje8t4bRY81dVlLSslNbM/M06tHU9PgtjiXiGbOVMNpHae1hLmzecwjcAj4fmbuHnfKWUu90zXqVroMPihvXVIyt3a3+P6CvPBvDKUMnILNMbWY/ee4dyjkP9YlQwiNtlQYniL62XOdhsOgU/G5VyQRIIkESCJBEgiQRIIqXxbwEtZUrO6zqxlyzLC5a2xHIGxtfwERZqYSOzXV9huOPooDEG31uPJSmB8G0lLYpKDOPjftN6X0X0AjZHAxmwUKrxWqqvG7ToNArBG5Vy1sRoJc+W0qaoZGFiD/AL0I74xc0OFitsMz4Xh7DYhcrrcPq8FnGbIJmUrHtA7W7nt7rdz/APqK9zX05u3ULr4p6XGI+HN3ZRsf3+F0LhrieRWpeU1nA7UtveX/AFHiImxTNkGi5quw6ejflkGnI8ipuNqgKj9KOOTZMuVIkErMnki40IUWFgeRJYC/nESqkLQGt3Kv8Boo5pHSyi7WC61qbotkCWLzZon7mYpAs3gLbX8b+MeCjbbc3WyTtHMXmzG5OluSYjidTTVdBRJPLkqvXMwBLgtYnXUaK1tfO8eue5j2sB+KxgpYKimnqnNtY90Dl+3CueOVpk086coBMuWzgHYlVJF/DSJL3ZWkqkp4uLK2M8yAqi/Gk/8AhftoSXn6zIV7WW2bLfe972iN7Q7g8Syuxg8QxH2QuNrb/K698P1OKz2kznanWnfK5C7sh15g2NvGPYzM6zjaywrYsNgzxMDi8XGu11WMVq66Ric4S5rzGW8xJbEkPKNmKhdtBfbXsmI73StlNirenhoZsOYXtAvoSOR6lJvEctq6mr5fZD2lVCadk+7c96lTcH+z79IGUGRsg+BXjaCRtJLRv1t3mHr+/ldB414fFbSsgt1i9uUe5hy8iND5+ETJ4hIyy5zC640dQH8tj8FHcDYvMWhvWAyup7GeZpmUaDfUkbeNowgeeH39LLfilNG6rtTHNm1sORKquN8STsQmtTYdLKq//MmAZWmD3bufhS2mup28IjvmdKcsX1V1S4dDQRieuNyPC3p/f2V24N4SlUKaducw7cy32XuX94lQwCMeaocTxSWtfc6NGwVkjeqtIIkESCJBEgiQRIIkESCJBEgiQRIIvMxAwIYAg6EHUEQXoJBuFzriLo5Kv1+HuZTg36u5Av8Akb4f5Tp5CIUlLrmj0K6aix8FnBrG5m9ea18J6Q59O3U4jJYEaZwtm7rldmG/aH0MYtqnMOWULbUYDDUN4tC8EdP38rf4upUxOVLnUM1HnSDmVbgEg2NrN7rAqCL6RnM0TAOYdQo2HSvw6R0VUwhr9D6qV4W4pmz5nUT6WbJmhSWYg5Daw0vrrfbXzjZFMXHK4WKhV+HRQt4sUoc0nTqqziFfK/j4edMVEkqBmYgC/VkgXPjM+0aHOHtOp2VvDBJ/opEbSS48vj/SuXFFZLmYfVNLdXHUzNVII9w90SpHAxm3RUNFE9lXG14I7w3+KpuE0+fh6aO7O/8AS+b/ACiIwXplf1UmTHGnzA+oUfwrR0fVSJ9RXujo2YSTMWy5HOXskE5eyDy3jGEMyhznfdb8UkqjLJDFACDzy73HXqp/pFksk2jr5ALlGCnKLllPaX6jMP1RuqAQWyNVZg8jXRzUkpsCOfIhONOBZU//AIiU6U5axmZ+yhB1LHuf9/DePJ6Zr+8DZZYXjctP7l7S8crbj+l5rekWVTSkkyj7VOVQhcAqhYAC99Sb9wv5wdVNYMo1K9hwCaoeZZPdsJvrvZRdLw5X4o4m1rmVJ3C2sf0Jy/mbXzjWIpZjd+gUx+IUOGNLKUZn9f79F0fBMFk0svq5KBRzO5Y97HcmJzI2sFmrl6qrlqX55TcqRjNRkgiQRIIkESCJBEgiQRIIkESCJBEgiQRIIkEWnieFyahck6Wrr+YbeR3BjFzGuFiFugqJYHZo3EHyVExTotUNnpJ7SmGwa5t5MO0PvEN1GN2Gy6KDtK8jJUsDh+/JaXWY5R7gz0HgJv0taZGN6mPzW/LgtXsch+n9KLreKpLuTW4YmdveYZpbE7c1v941unaT32KXFhcrW2parQcuX8rcw7jHDpcibTrSz0lzr5wGDXzAKbEtcaCMm1ETWloBsVomwbEJZmzOkaXN2+XyWxR8cYfJpjTJIqDKIYEErez3vrnvzjJtTE1uUA2WEuB4hLPx3vbm0+3yUGvEGHJpKw7OeXWzC327V41cWIeFinHD8QfrLU2+H6FNpxFi1QAlNS9UgAC2l2sNhZpll08o28Wd2jW2UA0GFQHNNLmPx9Fkk9HtZUsHrqk9+UEufS9lU+QMBSyP1kcvHY9SUwy0kXzP7dXLAeEKWlsZcsF/nftN6X930tEqOBjNgqKsxWqqv8jtOg2U/G5VyQRIIkESCJBEgiQRIIkESCJBEgiQRIIkESCJBEgiQRIIkEXl0BFiAR4wXoJGy0puDU7e9Iknzlqf8owLGnktzaqZuzyPmV4TAKUbU0geUpP9IcNnQLI1lQd5HfUrckUqJ7iKv8oA/aMgAFoc9ztySs0erFIIkESCJBEgiQRIIkESCJBE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Pronostic payant  du jour disponible à la veille partir pe 18H30 GMT
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03/12/2016 15h15
Vincennes / 4ème course
Attelé - Européenne - Groupe II - 120 000 €
Tiercé Quarté+ Quinté+ Multi / 14 partants / 2850m

Non-partant :.................
 
Base du Jour
7
7-9-13-4-3-10-12
Quinté-quarté-tiercé
(Abonnés)
.............................
Arrivée du quinté+: .....................

http://princeturf.96.lt/