Zakłady bukmacherskie (Bellator, ACA, PFL etc.)
- Thread starter Przemek
- Start date
TheChosen1
KSW Lightweight
O mendesa bym sie martwił, w tym łączonym.
pikalinop
Maximum FC Welterweight
Mam postawiony prawie identyczny zakład jak Tomek, te same pojedynki w wielkim kombosie + kilka które już wyszło i to wszystko x Ozdoba.
Dawno nie byłem tak pewny siebie stawiając niemożliwego kombosa. Wiadomo, nie wiejdzie w najbardziej nieoczekiwanym miejscu. Mir pojedzie Cormiera:P
Dawno nie byłem tak pewny siebie stawiając niemożliwego kombosa. Wiadomo, nie wiejdzie w najbardziej nieoczekiwanym miejscu. Mir pojedzie Cormiera:P
HubiSSJ3
UFC Heavyweight
Zdarzenie Kursy Data
1. Nate Diaz - Josh Thomson
Mieszane Sztuki Walki - UFC
Zwycięzca meczu, Zakład złożony na: 2
2.65 Won
2. Daniel Cormier - Frank Mir
Mieszane Sztuki Walki - UFC
Zwycięzca meczu, Zakład złożony na: 1
1.22 Won
3. Barcelona - Levante
Piłka Nożna - Hiszpania - Hiszpańska Liga BBVA
Zwycięzca Meczu, Zakład złożony na: 1
1.19 Won
4. Real Madrid - Real Betis
Piłka Nożna - Hiszpania - Hiszpańska Liga BBVA
Zwycięzca Meczu, Zakład złożony na: 1
1.26 Won
5. Jordan Mein - Matt Brown
Mieszane Sztuki Walki - UFC
Zwycięzca meczu, Zakład złożony na: 1
1.31 Lost
6. New York Knicks - Boston Celtics
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.28 Won
7. Zaksa Kędzierzyn Koźle - Asseco Resovia Rzeszów
Siatkówka - Polska - Plus Liga Mężczyzn
Łącznie sety, Zakład złożony na: powyżej 3.5
1.30 Won
Kurs 10.37
Miałem rację, że nie byłem taki przekonany do Meina po takim kursie,zjebał mi taki piękny kupon...
1. Nate Diaz - Josh Thomson
Mieszane Sztuki Walki - UFC
Zwycięzca meczu, Zakład złożony na: 2
2.65 Won
2. Daniel Cormier - Frank Mir
Mieszane Sztuki Walki - UFC
Zwycięzca meczu, Zakład złożony na: 1
1.22 Won
3. Barcelona - Levante
Piłka Nożna - Hiszpania - Hiszpańska Liga BBVA
Zwycięzca Meczu, Zakład złożony na: 1
1.19 Won
4. Real Madrid - Real Betis
Piłka Nożna - Hiszpania - Hiszpańska Liga BBVA
Zwycięzca Meczu, Zakład złożony na: 1
1.26 Won
5. Jordan Mein - Matt Brown
Mieszane Sztuki Walki - UFC
Zwycięzca meczu, Zakład złożony na: 1
1.31 Lost
6. New York Knicks - Boston Celtics
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.28 Won
7. Zaksa Kędzierzyn Koźle - Asseco Resovia Rzeszów
Siatkówka - Polska - Plus Liga Mężczyzn
Łącznie sety, Zakład złożony na: powyżej 3.5
1.30 Won
Kurs 10.37
Miałem rację, że nie byłem taki przekonany do Meina po takim kursie,zjebał mi taki piękny kupon...
TheChosen1
KSW Lightweight
U mnie na + ok 300zł
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" 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k/SvzVE+iQ/Ts72Odh6jchFLcuyvdr/1XycuR9yc/t4bFs1225HnauUe/Z/27ivyseq1dU6dq64PmloW+H+5h3smj+d3fV5B/vqE6nPLps6jkHmcfYXBdTatq5ve8429JXSeg02PSdkOShyXmrMg/t+rb3583fanl9ShyrBPMvdm8sKAVSdVHbgR8ukTXTS17WOpUFqkicbaeuL6l9POFi/tFEf338QijpWqdVV2ndpV2Lgo/okFKyD6vsi6htbpzl3uyzt88cL95ULLThutl3nTM5rKsWJnp07mbkhgn501mOG43LHORisX/t+PRdTf9TudZ+luGMX5+ex2LZqtt12OaPa/5X+jca9IDqWEdVVGbvoGjZsfVH9tj8ry83X/Bk5+z4/gd3Ow8w1eEjqXNaij1trmyzPfRH1TeVcor4xWq9BqWcZYz2Gan22z9dxXkpqvmTrsec7r6+1q9g/lborMgF0rbR8grrYTrodHtiLIuhAdTKl+mRwoyS+nqAk+GCQcw9hqW8pYacW6yrumxikaPu1pAfLLpuJEPWFaa/e321782l4OO7vjjVtZ/o0UdaxOk/rT6zr+Ac2zaWEZX9df26c1rHeNAeL14hTO569QcyicTXrj8K2VTPtPlj/J35qL417TvJYo2Jdne9viT670zV/LvbQ573tok9yyz3uMY4+p7VE14Df1ratdi5rXzb1VUTVV7kGi8+J6hgk2imK7c2d/1rPtnZp9bpLEgFUKhhLKnxKY7InpybKzXhx+HW6MaaBlfqWwJEdlJHqoPDmnJEYrOXirdWV3declyN1pfrRs+dil82EU20Tto3T8u3w8NnYb3IOz8YLQrej2q5zJf3jihp/IeeV689E/wWWsbUXT26cEmPdNAdbr5Hc8bbdiNYH0zHYtmqm3QfrfzPva+OekjtWta7O97dEn93pmj8He+nznnbTJ7ll0+5OwvbW2lY7F3M/rfZ9rPkalLplm/HPy3NCrZtU2imq7c0tq3o2tUtrqLsgCqDxRDRsY5YLKN1JS33LIJgG1uqT5Wh/OZ6jLsZg2zppX/qnx3Jd4b6pySFtDcOIG+BpOTd46b6sb6/6eyy+Xcvk1OdYa9c5i895UZ2bsm/q4kj3ycQeM1XPljkYjmv1GomWU3MtFs/tY7B9o9XOQ5N1d+j/6rhbhWOd3f2tttx6zZ/anvq8lz31iakvWj4ef27S7lkYkmpty51Lui/rfR9rvwblWHNZ+ntUHQPTTlFtb+78dT2FdiW3Fy115+UDaKrMJyiD78vy01e+k5bt/UnFDSzXl2vTut5TAx4/wFbJuszkztVV2zdYv3xuBnYu4YVjBy/fl+vkkmIGWq33x1iW7YQoteucSR+ZMl8wwVxaip4rif3HscrN++nmkRsn06eNc7B+jeTmvGyfmBejprl9cKXxSPXTffo/LLqPa/cQrXysWl21sYvPuda2dHtU2w92zZ/O7vq8g731SXr98edYy3HL20hfyLnY5UJfupLoq8iWa7DwnCiPQfq+75Tbmzt/U0/x+SX7qOKfLY11ZxT+EdLOSOfND/B7OWRdOB1/EyjcNA6NeQMAKGl9TvR+npzg+XUhAVR+Mkgl960OWRdOax3L419UzBsAQEnpOaGeV0vp9QLlNM+vy3kDCgAAgF0ggAIAAKArAigAAAC6IoACAACgKwIoAAAAuiKAAgAAoCsCKAAAALoigAIAAKCrOwRQ96uW7vs/Rz1EHQAAANijdABVv9d0KQf9ndIEUCDmfhtFw+/QNddn8JsrgnVtv48Xl6ZxHu3e9Hun7zz/L/ZaOWK/cH/Zl2C81iJzI/gd8ieYF4kA6iavreDQgZEACmifX902Xrzm+vQXvlxL069TWx487nf78nvpr0r7PNq7KWQ/0PN90/y/1GvlmP1yqX12TXT2Gv+sx+8E8yIOoO6BVtzZnMD454cqRT949cOv8aL0He63BFCzXVAHcDXchdwSQNW1o5eja7elPlye+rhPQdXOo/3ce92bG/fAk/96W+b/hV4rR+0X7i+75677/DU+3gOC8VWONC+SX8Hr17JxY/UDcLppBRM9WKcbYfdL/dlhUuNaNc59f53JNaq25wEBr23cfQj188Vtr+7jZ04/RHsFUP1MDMpB/2ra/Ry9X7i/7JzNWiF/P8jN5yPNi+o/QlovvI3h0b2GDU4ms5/bzl7UY9nLzRA4nJYL122jrjl98fOAgNc+7nJ/38ubT/tc6RVAz16PfuH+smtuTmSv89rX5keaF9UAKtYJfYQAmkvdwFVpuHAT18tybfKAgNc+7v6tx44CqLTXFt/+LfN/47XirrHUcc/l2dWlX7i/7JcbuyCrrfzcCcY14UjzIg6gyUCYC52FAGpPOFi2dYRvPF2H6GXgOqQvXP/wk2vSX0d6G3f9yLLbX11LtZ9qcaEaHwDL/DDzZkfWFyNOef4H19GFXytb+sUvL8/j0raX3WeXzM2H1A+Z4TVhdJgXiTegU2XhT1L2gZcKko7bd902+Kls/DwdQEf+oaqPp+sELl/0BkNdwNFNwt8Y1m2XC98JrqWGEIKLUppH2rSdvs9OLwL28iZUhEFrVJj/0XV0wdfK1n4Jxr3UL9xf9icXCIOxXIvMmx7zovkr+HvbkIoBAMCxhS+NgEmfeXHEAGrfpPJWEwCA8/E9/7/ewRXrMy/6vQEFAAAARgRQAAAAdEUABQAAQFcEUAAAAHRFAAUAAEBXBFAAAAB0RQAFAABAVwRQAAAAdEUABQAAQFcEUAAAAHRFAAUAAEBXUQB99+6/FAqFQqFQKBTKnUsNb0ABAADQFQEUAAAAXRFAAQAA0BUBFAAAAF0RQAEAANAVARQAAABdEUABAADQFQEUAAAAXRFAAQAA0BUBFAAAAF0RQAEAANAVARQAAABdEUABAADQVSaAfh8e/vpu+MmUh+/n1QCAs/T6Gffrq/L1y/BgfkY/ePVj/tCxz/FPw+t5TVpt+631oTs1F2yZ7gc/hsc3dt3p5kUcQJcTCCtxNzVuaABwnj6/ulUPAe7X1yF8+K8BVILG7fD467goz/WbL8PnaQOjtv3W+nAWojznxlFlu/ef/Lw51byIA2i1QTLh5SRkeW6AWv9Y3RDdhRHcIJ9993uvJ6CL1AUAaLfeTwmgl8+/7R6f1Y/nt95LAK0FBWtzsKjUh7Mg34aEb8Y1m+eM
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DfKgpw1H63uQZmw+Va2Avv55uUeYjqm/Poibr6JpWbAvcpRsJRvvFUW5CZlMUx//57aFykg9BzhScqXwGw6T7UV4XyJUnf490Wfv3nUSedvFKbQi5eyzJxyjkVWyvLZj7qvbZ5N6xTXeLjfj4m7sdt0H7R/rJkvVdse5VwaiZu6JM9j39a1VlOEbf275QAXf9Gmj0ZZLtGJlbJr8ff/vfeHR/lrVnSat1dB3rtgXu1Y3+ml4tplZqYxSCzSx8j3liYBYN92cdUZ6Ke1SVNbdgVd1jpPMx75WLSi6vJfdZVeQ+fT28zdHWwyyQQ5rPDZv/STz5SW+qsUBBvXbufUy7i/d5T+aSeY71/s29d3hP8imWusc8Xpe0QY1YO2nymvDnZFmq22L4gOiuyz6RNe0ynjcb6emdKn+hT2uvW7Pv5w0/POcz7ZJam86dn3199FpjyqlfuzvntqcStOVK+V7VEcucs7Q+Zs6reefN5QvaRqxXls3Xz29ZPLJPNxmM2oU72IwqBldhUTD5ug1gSed75alaeDJldRtZbiOouUcqHz3Qc3lV1WUL5j5uks9JB1tz98hyqUXD1ldeKw3X6vvMwcO59zHnZDvJfHJ5jvWWY1svVP2xvafuR++eubKdQZchKlVHVZagnAvaIhiPmstP/Gmvl/fJ3XPJdWv3vWDnrrxO0nlIifwK4utp7j734rz2DATjdqV8r+qIZY6bP/jV1meou//bUvOaODZzNrs2Zej12c5/+WH0Ntr+9oLRZKdXdFhuUVAbbnUwqstTtfBUljW1GSxZ3HL5GLm8ltxnVak2G/tknKw6Df1VueFbsQ1XvHbufdRYqs8zUlbbf+YaVc7gHv1L05hd0AZT/iYlrtH3ir5H3jP188CU0y6057SFNx61+V72g2X//mFBF2XI3vOM66w1+n5k2zbRD5a+t5QbPyZF8jVlirZp7j73IjNvnJr5E4zbinx354hlzqmvj1tXvZhg1T713/vu1P/8rs/frSPiXrEPjtN6anjj0SQ3h8d7eL91M6/Ja+VaNMz/5b/RSrupYNR2RHIzqhgMmQE0f1ryU66Ro+WpGqQVZc1dU3UPp3CvXF6L7rOm+H1sgGH6I9jwpUygEIhtuOK1c+9TCkiSeZbKOoxJu2BE8jkrGK1hxkHQToa5j8tX3jP182Aq59K2CMajVlGG2j6tvc5ao+97tp1L/aTvLS3r5/x6mrvPvbhw3jjN1tE1HbHMOXX1mfac3nbBqLyPycfMu3n+yTIM81Lcx1ub1TlvDpt8+/2juP7IvFR9vXPuZ6Ou7jcTjJqBkG3IRIP47xs6ZGpgszkkFmNv4PX0/dPlqblHpKyms2V+XudrmXuU8rHH8t658ta317oi7eNNDjVRembCzudqJ4q+1pCvnXkf3eam3aryDMs6nxtMC5PuR+84U7YzmfuGvzo294ndM/Wzod9T3xZBuwb0vRxdnpo+rb3OWKPvw3Nx5l6p6+r7ubiemnpcZa7v2eXzZqD67Grr6JrWaou9qKiP6Se15099GMyPC9vH3cvkO97TPiHt89OxiFkzZIA8BaqqvP46lSifXZ/6tWBKcq1KrHHBe4ZUWrtuIxi1C3y68qZzvHNikASLrpdXevDoAeDlUyhP7h7psprOFq9nymYl71HIx74v9lru+sS5zeg6DMkb7F65TKqYRAF9raFeO/M+Xj+fPlXmGSmrvlYugOrc3D5L2mCByCLkf2KPtY352X9PXT/Gy2znobnOW3QdXW9HvV7bp7XXrdD3wbpgUrSO47XqXHpdiQjKMCTZLya/uW/vz6L2rOG1+Qpz8YpWb4tdKK+JQb3HND0M8Nrh0jV2XFP6NdbNu2EOflZrjeHWH7UOLQ1G7Xou85bXq7zl+4P71LnJf8AEAPfLbBRbBjR6IwJuTTx4DB5eCf4DKvN+cWwCtIuC9CE/74OKDXj7gDSSr/tQ7n1gtB94xLz1jhPBqKyrF5xmglF7Lvzw6j1kiCAYBYBbYzeOLQLScKMBbknuSW99MNpb+Wn3UC4ZAA5zMfobCh14jry6mUA2F4z2XFBrk/dbnFww2vPqblJYFo1gFAAA4EYMv8Iv/DWai5/WrotgFAAA4BbYp5KxJ7HuV/31TyuviWAUAAAAzRCMAgAAoBmCUQAAADRDMAoAAIBmCEYBAADQDMEoAAAAmiEYBQAAQDMEo0BU/Bspzqe/sWLvasu753ptUDa+2QgAVnczwaj3tVXJ//C1YhOp+gqv8saRLU/xHhVfzdWn7MaVuUe5rZRceavaa21D+8916NPq3ySxJBgdy6O+Jm5o5y0DNf2fGJt0rT5wKgI+b4y4tNcANsfUNda+9WMlP/cq2hL7sMm6t2TN2Y/F+wkQcSPBaL+Iy2BEfc3V/H2spYkybO5TkBf9uqxhwfhRXhfIlSd/j3RZ+/edRJ52MUxtXLl75NsqlMsrX5ftXGPTNnWrXVhNecyYENeb/jHjZNNyxspoypL4vuJNFPrCjInIvKv6urqdsXNTfeCoX1uM8tw7Yrvcn/XXvWXjaE/KYxqocaO/plcTxKoILmwAId8Xvsd8CjSLkPuzjihPxT2qypqb9FX3cFRb2SBXXJvLa9F91tSXORoAjff/zQRAZmE315jXzM9zmvttyOckPtnPgYCqi22XVJA3lsf0yRismM3l9E6WU/4cK+c5Uu1t7uVeP7f+sry9sf7F6zyyHBmm3UTec/li7RQvs3w6s7wONf0xtGN8zqf6oaQvn57DwZzC7my27q2VT0uRMX1IdX2ReyrsnwvPVxP7imXXsfBe9fHIPt1kMBp7glE1uAqLjHxqsaTzvfJULWSZsrqNOzfhFyyWQVvpgZ7La8F91mWCDH+iD31h7t8fB30v2Pq5YGPIZ+pH75yqZzRAcVzQI/607eKO5TVGRTmrpNs7OT6r658quyHvq88JJr/cODXsPWUdTH7uONZOsTJfWoea/sjUM9MPOfF1Kncf7EIwrs/r/9Ba+bQTH9PHYuvQrynl4LGfq3IcqAdEqwWI3prWG2OA4MP0gceNcXvBqBoQs4oOyy0y6tNJ9UDT5alayCrLmtq0ahfLZFsJubxq77O61IadqaddXFxy7y0FKP3P9mlZop0ncz5mIbO/nrcLhcxf/lzRTrZ/XXlT16bz8cbnWfUX54L3D2nIX+chBOMjwuStNq+57LH66fvljmvrUNEfuXrG3l/qP1OeaNvk7oNdWLLuVc1jp2Yc7lhyTB/ROX3Rz11R/9WCUVWWd6f+53f9uHLrphiPsQ8DphxT4OqNR5PcWjPeY5XfKvbUfbxzCTcVjNqOSE6GisGVWWTmT0t+yjVytDyZe8wqypq7puIe+bYScnlV1WULqQ07cn8bhMhr5Xt1PvL95ue+j0/9hOv7Ob+opPJM/bxWO6XyEfc6u/4qj+TTDp2HZM4V6hnJe7NgNFmHmv7Q95GW9Wd+7uXug13YbN1bK5/rq95PDmN5X9g2EGuMWcdkrHBJYGryHmINUy6zPszrxHzOMK+Lcpux6q2Hsk5yrTH5mv0utUb2grxEnYJz7mejri1vJhi1HZ9ryESD+O8bOmRqYLOBJSbYvGEO9P3T5am5R6SsprNlfl7na/l7ZNvK5ivvncurvr3WpQe7E2k3UyZZV3NcNWnkz2riBVLlka/LnyPlPEssn6Gs0+J0dv112f36mwVwONZ5+OwCHQtI+3LYMurx5h2n6ifvlzvWP6fqUNMf5prUGKh5/yA79wxT/6vMIZxPjQUzp1bps/pxtCfFMX1IC/uiNAay+3UFt46bfMa2tk9I+xua9tfrmlv/zbnkXuCtj4n6mvf06+acYmurId4fvGdI8bVzdhvBqO3odOWHDVGcE4MmmEheXunBqAeAl0+hPLl7pMs6LIDzuXTZrNQ9qsqm8s6UN3tuM3oiOPEJZfvGldE+6ayYUEFeQzATX3BS5ZGvy5/j5VxOjwmT1qq/OheMm1QeEdExl857nlexdtL3yx3X1qGuP+zc9Bbz8TWZZ3FDEteOSa4jciPBjnl9eflcXjSO9qRiTB9T/Rpt+67YX/X5xY1rWR/oufVhWCs+q/XPcOueWv+WBqM2qJR5y+tV3vL9wX3q3OQ/YAKA9ZkF+PLAI00v8ADaiAeP+uGVPp71c1m+boP2S+a2KY8J9EWZTJ59GWO/SXEPILwPtroM3nEiGJV18ILTTDBqz4UfsksfUAhGAaCWXZC3CEjDBRzA9eWeUnvBZ/apsAseXbp8zRjKJQPAYc2I/iYlEfx6dTOBbC4Y7Z33W7Ve0DZhWTSCUQAAgBsx/Aq/8Nd9zAfrHf11EIJRAACAW2CfSsaexOqnteWnlddEMAoAAIBmCEYBAADQDMEoAAAAmiEYBQAAQDMEowAAAGiGYBQAAADNEIwCAACgGYJRAAAANEMwCgAAgGYIRgEAANAMwSgAAACaIRgFAABAMwSjAAAAaIZgFAAAAM0QjAIAAKCZIBh9//6/JBKJRCKRSCTS6imGJ6MAAABohmAUAAAAzRCMAgAAoBmCUQAAADRDMAoAAIBmCEYBAADQDMEoAAAAmiEYBQAAQDMEowAAAGiGYBQAAADNEIwCAACgmY2D0X+6P5792v38y/Puj6/jS54P3ctfcudL3Ptfd3+PrwAAAOA48sHow+s+0DPBXphePozXZBGMAgAAIG3hk1EXXBKMAgAA4HILgtE5EP352Z/dEDuK16YkA0sdjLrgsU+vPvjHNqAs5df7+mf3xDtv0hCM/v1qOH7y9p/hWsM93bX3AwAAwJ5UBqOxQDRiChTdk0oZjM55TMGiCCy9ANLR+QX5qyej7nwQLJ/75BUAAABbqghGxdPLWCAqAso5hcHoEx2Iek9BRbCYyy94yhn+mt49HbV/jcDlxVNRAACAXSoEo4VAdPoHToknld4T1T4gtefkU0p3/fhaIb+vb58P5zPBqAxYvcAUAAAAu5MNRsPgT9FPKoNfo/u/Jp/ymwLbRDCays8dB+8Xwaj3xFVeCwAAgL2pC0ZjaQwY3dNHm6ann/Fg1Jiut0GiCkbl+Wh+qTLJYLQ3PWHlqSgAAMCeVf4DpoNxwShPRQEAAHbtBoPR+df0PBUFAADYt9t8MgoAAIBDIBgFAABAMwSjAAAAaIZgFAAAAM0QjAIAAKAZglEAAAA0QzAKAACAZghGAQAA0AzBKAAAAJohGAUAHNSH7qX56medXn1Q5193f4+vzMR7p+vdN/jFrr8VtBn2h2AUAHBQYeD096shWHry9p/+qDKw+uV598dX89o9BaO0GfaDYBQAcFBh4PT17XMbLFUHVs+ed0/sn392X+80GKXN0BrBKADgoHTg5AKjX7uXD7Hzkgus+oDq4fX4nnsMRmkztEcwCgA4KBc4+WkIqozKwMoFZM9edy/vJhj1E22GlghGAQAHlQucjNrAqjc+6RvSPQSjtBn2g2AUAHBQKwZWPfcPeW47sKLNsD8EowCAg6oN
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" />
Puczi
Dobry człowiek
Żałuję, że wszedł mi typ w ME. Btw, podczas próby zalogowania na pinnaclu po wpisaniu hasła wyskakuje mi komunikat o niezaufanym połączeniu (jak przeglądam stronę to jest git). Komputer wariuje, czy coś może być na rzeczy? (link zmienia się na https://www1.pinnaclesports.com/Secure/(...))
HubiSSJ3
UFC Heavyweight
Zdarzenie Kursy Data
1. Paris SG - Nice
Piłka Nożna - Francja - Francuska 1. Liga
Zwycięzca Meczu, Zakład złożony na: 1
1.41 Won
2. Juventus - AC Milan
Piłka Nożna - Włochy - Włoska Serie A
Liczba bramek, Zakład złożony na: powyżej 2.5
1.85 Lost
3. Lech Poznań - Zagłębie Lubin
Piłka Nożna - Polska - Polska Ekstraklasa
Zwycięzca Meczu, Zakład złożony na: 1
1.50 Won
4. Miami Heat - Milwaukee Bucks
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.04 Won
5. Indiana Pacers - Atlanta Hawks
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.33 Won
6. San Antonio Spurs - LA Lakers
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.21 Won
7. Gran Canaria - Real Madrid
Koszykówka - Hiszpania - Liga Endesa
Zwycięzca Meczu, Zakład złożony na: 2
1.33 Won
siódemkowy / siódemkowe
Kombinacja Stawka Kursy
1-2-3-4-5-6-7 10.00 8.71
znów...
1. Paris SG - Nice
Piłka Nożna - Francja - Francuska 1. Liga
Zwycięzca Meczu, Zakład złożony na: 1
1.41 Won
2. Juventus - AC Milan
Piłka Nożna - Włochy - Włoska Serie A
Liczba bramek, Zakład złożony na: powyżej 2.5
1.85 Lost
3. Lech Poznań - Zagłębie Lubin
Piłka Nożna - Polska - Polska Ekstraklasa
Zwycięzca Meczu, Zakład złożony na: 1
1.50 Won
4. Miami Heat - Milwaukee Bucks
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.04 Won
5. Indiana Pacers - Atlanta Hawks
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.33 Won
6. San Antonio Spurs - LA Lakers
Koszykówka - Ameryka Północna - NBA
Zwycięzca Meczu, Zakład złożony na: 1
1.21 Won
7. Gran Canaria - Real Madrid
Koszykówka - Hiszpania - Liga Endesa
Zwycięzca Meczu, Zakład złożony na: 2
1.33 Won
siódemkowy / siódemkowe
Kombinacja Stawka Kursy
1-2-3-4-5-6-7 10.00 8.71
znów...