{"id":7693,"date":"2020-08-27T20:47:22","date_gmt":"2020-08-27T17:47:22","guid":{"rendered":"http:\/\/naseemalbahar.com\/ar\/?p=7693"},"modified":"2024-08-15T00:56:02","modified_gmt":"2024-08-14T21:56:02","slug":"a-man-for-all-markets-by-edward-o-thorp-on","status":"publish","type":"post","link":"https:\/\/naseemalbahar.com\/ar\/?p=7693","title":{"rendered":"\u200eA Man for All Markets by Edward O  Thorp on Apple\u00a0Books"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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7uy2ma4aHdOY4axhEzKd7nANgmDSeh+SGjseyyYG1Nld9dzdW6drfZxla6ayVk0MGlIbfSxunt1W5\/VHlzmO6oIwHPe\/lxznzINx3z2M3v2UiqL5uRSG6264EyOvtib1U8UzmlpbPGWh0WTgteHdLTg8EALaf2WVkqhctXXTVlvpIqqGOA2FhpwZ6eJ5PvPxnJBd0Q8E9hx3K6C3izW3Udrq7BqC3wV1uuML4KqlqY+uOSNww5pHoRnn6JocStxW0B1LTW24x2OEvlPgU1dSmKNzXEFpZWM\/SSHzAOVOoLQ+bc+rrILNdKforKh5qbVey1hIa5uXslcT6cY7rIt0tmdzNpt6NW7czX6Wis1E2O46ekuFN7\/DU0UjulrWv6Hujax+RjI6R05HIWD3GfVWl746urdFWC\/VdXRy17rnanvZJ4Bf0Sy5cW9J6gfxRnnOAs0M5sGu7VfKGpgZDc6SoggleTeLcJQw+HC5hjke0OIHusjyeo4Mji3GSp9YKu\/2+nhqbRSXWb7tpmQiGsfE2oiLS1scUeQ0NPV8LSO3GfXWundxtMaTfV0dadX0cdfEGCOpkZWvpgWSN8RvjlpI+PIGMHpwtiaf1Jt1fLoZIdXafke8weAy5RVFPK2MTMLw\/DQ3LWBzm9EgAeG4LhlBj\/tF1okpaC2Rz1zoZrxcKyGiq3foKc58Ee7NAAZCRGCGjsXHPmr7tTufpix6KtWlqLdSbSd6oGyz1j7ra4au0vfw3w2RvGC89yc4dxnOFhO90wD9LQCN8NQ+iqZ6mmluLbg6F76qQjEsZLQHNLXBueA4A9itcuhbITlrSDxx6IPsmCfSusYqW13+ybe640o6qlfX0ltj+6arBewNlgDAW+LKXOzy3AH4uePkrVlprdOayvenLpRU1DVW+rkhfR00pmipyHfq2yEkvA9SVZXUFOHtmhBilaQWyM+FzSO2COQqhpOPje57j+J7jlzj6knkoIoiICHsiIOhX2R3\/O7n\/wAGz\/nVroyuc32R4xXbofwbP+dWujKuvSBERUCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAueH2uZAg2sLvw\/8A13P9KFdD1zy+1weWQ7VEf572T\/SiU26HxXtPJdPu3UsVNNZKejbJSuqqq6NDukOyAGA8HscDIGT9VZN0qyjuGqqeupdRV17DbdCyWsrhG0xSeJJ+ijLQGGNrQzDm5HLhnI4n7Y0UVXVXt\/8Ag+LUE1HSw1EBqXBsNH0ucS9wIIeTxgEH8LuyhurU1lbf7Xc7ldqapkqbc13udNH0QW1plkLYWjJzyc5wO\/YYyua2R7YVVRp2VlbHcbfoyGutsjXXGMNlrbmXDsQR8GSQAHA4zwsFqHQVW4T6ilFTcI6q5OdG+4dQlqmlx6ZJ+PhJ48vIeqyja6UWmvpb5R22gt0jm9NVeL00VMEgDhl0MDj0ZaAT2HbuVjms5Y6nc651P3pBqBlVdXE1sLGww1+Xd2xtAbG09i0DAwtFx3suNfc9S0Hv9+p7o+gtEdI2amiLWURZUT9VNg8ue0kHPo9o8ldtzrU2i0HbK1lgtlDDV1g6ao1kclwqMMPwv6CemLJ4OfMK17vVVZUy2mGoNopqahhlhhordC1racB2XGV4bl7iA0cjH6P+arNe2+Wm0NaaulsMdoildGamSsqjU3Grn6HBsgcSSyA8noBwCG\/Dwg93HwK3aGGU2m9VtXTthi+8JqgNoqECXAZTs6suLhgFxb+Lz4CooKvxNoKyiiut0eY3NfJSQw9FA1oc7mV+PiecjAz2Hbhe6+iopdo4a6C0XOaWmcxouFbXuFJTNccuZT04dg5dkElvbBHKpqZgq9t6mtdSXSrhpHdEckcoioqZ3X8JkAIMpHW7h3UAD5ZQSxXiPattkivFMx1XVuebcyEvmkxjDnS9m+obntlWerrYq2yUllpLfBCKZzZZ58gyVDx6f5QcZ\/kp1bcBJpG02eGujl6JpZaijZGMw4xh7n\/iORnDScDHACtXfuSRj1QXWuvTKm4UlVSUjuijaGSOmf473dviaCcAgj\/RbU9kfT9n3H9rXR9qutdUU0UUstzpZ6iQdXvlO10sQIPBBeGDHyWlncAY5PlnyWYbGUFquW8NgpLxdrlZ6c1AdFcLZL4dVT1A5jdG7yw7BJ+XPGQg7J0elayx6mqNx7RLLR3CpYyDUtrY4upqro48eOPs2UDzH4hjKzu7aghsvuzHRuqRWy+DEyPkuDj3PyHJVs0XVXetssX3u4VktMTSmoawDx+ng5xxjP8A3Vq1NrPSNg1daNH3uvpaS5SUclZbqcu\/STYJb0MGOeG\/0AVDUHtHWHXNBrOfWO3bX075dMTUVfXxR9XgwdeHOYfKQNc\/pPkuctzoNw9HvrNnbfc5r7R6sqvfLfWVZ8YxuMgeZKhp+IOYcOGBzgLsLQ1sV50XdZLtOI6FoqPeZHcAM6OR9APLC5kbG6nt2v8A27q+C3UTJ7Q221tBZ4S0YY4dIEgB75OEH2x7F2xFVspoOavrr3BdBqKCGthlyXSsPR8ZLj5E4OOw+S3zLW1VTXwQ0LA2l6DU1M0gyOk9mj59TSpVkssdstVJp6CDw4aKOKHA4DWhuXEeQ58vkviDU\/tlaquO6WttEaJe5lot1XJbKfwKaOpqKqohBHgxADhpeTl2MgDhN6G4Pb52hum42zbtZ6RtTa7Umi3G5wRxyGOoqaRvM8DXt5JLQXBnZzmtHouZlq3d09eayK9V0d8pY4rcy3QvjmBlY7xXySGQMcSW5kAAI7tPC7fWavbVWm3zsj6o5aeN7nk5A4Accnz7ghclPtCPZ1pdh93Ytb6YpY6fSGv5JZm08ULI46C4h3U+GJrSPhcPj4aAAccrJGG2\/UOm9TXCSWW\/2G+z19P7vIb5C2mMMMbuiCFjunLXOdK9xdgj4Sc8FVI2x0RfoHU+oduKqzWtkniz11gqI6w4x1SMhLCXPAjbJhvTgOIJAWjHQxS5zG09QGTnuQDg\/UZU+31l2stVDX2S8VlBUU0rJoXU8zmdMjTkO44zkd1g8zUVTaque319JPR1TJCXQVDCyZg7DqB7HpxwCh5GO2FU3a73XUd3qtRagqzV3SvkdNU1DmgF7z3wBw0fIKmQCMqGAoogIiICIiDoX9kic3DdAekFm\/OrXRhc5\/skDmv3Q\/g2b86tdGFdekCIioEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBc8PtcwTDtXjzN8H88UK6Hrnh9rm4CHavJI5vh4PyoVNuh8G6DkoWXauprhTagqmzU3\/I2Z745KhwPHikFoDB1Yy4gfEeVW7rw1dLdbbSVelqXTcdPCWwUMEwneWEh36aSPIc4B3+YkZ5wOFUaOqaq326B897tenKB8MscdZSdD7lVygtIbKG9T2tIc7BI79lbtb0LKWittbBYq+ko5Z5wyvuPWJq1xEectflwxwRnB5x9IWq9vWtqKqEUun3X2rp45Xvju1QY7RTBrS4HqLsF4x1cEfh7FWvV3TFuBVPq6mluznVkXiC29UcE5JBMUZOMHnGSP5q46EZFcrhQWSW0XHUlU10wZYmuayi8MtPU98nr2OOfPhW7X1DPbtavo6z7vikgipnzw0DhJDE0AfA13Ac8DAOOeoFBed3hBHHbn09BZrVEZ6r\/gKKR81XTuDmgtq3nGcABoLerseTnKjqu1VUW2tuvdXZ3QRzVNMxlwrbi2SrqGhj8dEXU9wj9cEAccBWTVurbNqGkhtFk03HaaGhkkqPFOXVVU6ToDnSHyGIienJGXOPmpNysOootOs1heLpG+mDWU1DTum8SV0bmnpbG0eQIyeEEarUFmfo+h04ylqZbuwnxaiV\/wCgpou7Y4mA9\/VxyfmvMNBq+XSU12dWyU2lqF0hcHz4inqPgD2Bg5e7HQcEYxhXeCissGio6S52GO0XCoDnVF4r5S2R3xEj3eAZdJluBwBjCtP3ZXGGeroK58dnsrmTinuE7I3TSPGQWxZ\/E4BuDjJAAQXfQG19y13cjQVFxprFTyUctbHJVPBdP4UZd0NazkZzj4scFWjWGjr\/AKAvdXp6\/QF8lGS11Q1pDCR347jHzH9VV2O83S0H\/EFtucNJNWPMLI5Y3va0u7+XGM8EHuF9la9280RRaPZbr7TVD9bUMNPWakq62JsdJKKo9GSc5lHBLekEgYzhB8JFw6A5rw8Z4I8x69h+Su+nq02CvpNTxFxfaaiOqja048RzTkNJ9DjB+qrNxND2rby5UemrdfX3a5TQuqat+MRxMJwzH72TgnB+XkrTC+OKJ1M6N0jcZ6h3acIPtfZ77RzVFLJR2\/VFBbaejYT0UjYD0gE9i\/qz1dzn5rONZavq95N4rLvvpHUFrdFp+hFBFYXTubPgOc57w8tDPi6yO\/YLnM6KncWsnOQ\/kuGRj5Z7LI7Jq\/VmmnNmsF3MQixjDuocds+uE2Pt3czczdySy3W0UemrvHbb9MWPt1C9s7gMEl\/W3OO588cLTPsd7dbhae9r62alr9H3Gj0\/a2SNqLlWQmOINy3OHfvHg\/0Wtrb7S24FCWGufBWFnw9QacgZzjg\/VZ+72phctA11t\/wPezcTG9pmhYTTYI\/GXNORg\/JB937y726mmtN6te2dpfXvqWvpRUPilYKXqHSZnNYHSysaC5x8OMnA7rmBrPZ\/fr2Zqyk3AoLuK6217vHpNeafkFXQSzEh58UuaXQnqP8A5kbcnI5wcXXb\/fzUNJfBetQ7i3\/T9zpGR\/dVztrRNTslB\/V1Ebsl0bh0glrScZ5B5G3dO+1vC6tuLaqho9O6urmvirY6MOqNM6oa4EPbPS4IpZJGlw8QAn4h1uIbgpnY2f7D3tT6y1XQ3nTtxoqq8zsbHUGudUgQUlS4AEYP4s98AYHms19pbTkO7O2eoLFq65+9VbmfeFDWd\/c6ho+HoPIaPhGQMZ7HzXzr7POp7JU7m3DTfs6aZp9P1OpLdLcDYro\/9D95RD9JSsn5Aik+FrMAdOMkALIN0N66\/dqvbtDoylrbbXVUGdUSPaGmz9JLZGFx+Fz+rLRg89+yqfA+KrfK+WnHjMa17PhdjtkKowM5C3de\/ZNqIIpm6A1a+rqIWOlZS3KIRmoxklrZA0NBwRgnutJSwV9BcZ7LerdUW+5Ucnh1NJOwskYc9xnuCOxHdSPOT1YJ79lHODjzVw0xYa3V+pbbpW1UdRWV10kMVPSwMzLO\/pJ6Gj14z9At3N9irWVCY7ZqvWVqpdUTtDmWWjqY5jSg89EsnZzwMZaOR6INA\/NFsvcn2Z93drYoK+psst8ttX1eFPb2+IRjvkDv\/Ja3rKK82ss+97FcKHxRmMT07mlxz9EHhFKgqoqjLYgetvdpIB+uFNHI6sjB7DzH1QEREHQr7I\/\/AJ7dD+DZ\/wA6tdGVzm+yP\/57dD+DZ\/zq10ZV16QIiKgREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFzw+1z\/5fazHBzfAD6f8iuh655fa4loh2r6v897P8v8AgsqbdD4P22bWwatmNrrKGklfQTMNTcImyxRR9TCXDq4bJ26SPmO2V71\/X6br5qd9q1FdL9d2yymvqKo4pmB2D0wMaAwc54AwBgKy2TT1bq28Uumra+mjq60nw5KiQNiYWjJLneWB+au1y0la4oW2nSlbW6h1NDMRXMp4SaWCPsXiTloBP7znD+S5rWJl4vVJbBZqC51NNSuk8XwoJXRl0nPctOSMeSoo6erLW2+jgmfK\/wAmMLn8nnGATg+v+qv77PYrBUNGpLzLVVzB1S2qxt8d4A5cySfBY3Azks6wFkVZFcLNQvF1rqXRNOSXOt9E\/wB4utU8AFviT\/EY+OPgcwc9lol6opNMVdBabK20xaWo6EmUQ0+am7V8jmsDmuaOzcsy0nOOp2QptBb5bZSRV9TWQ6YopImtiq7gRcLk+HktbBG8lsP1YGnvngYVhj1h9xyVI0JaW2cVbQ2aqqnCqq3kdRL+p4IaXdX7oz8I5zyscfE6Sbx55pJpCcue95cS7vnn\/sgyGPVdNap6ir03b3zXCrYGy3O64qZi5sjiJIg\/IjPS4A9IHYK2W+03nUtdUe4xmtq4GGWoklmw4N7j8R\/pjn0VL5kY79jnOE8CpncKakillneOmOKMFzn9+2Of5IL\/AKamopRaIK9znUbbgySdrnEDoDskD58L6O9oue7WPZ3bnU0FXUVVTqVpdVSTSGSSGkZMWNJb6FgaOe2cr50ttG6mtE7rhp+4t\/RStcZKSRpJLSMBxaQD8xnC+3vY90Ls3qvRcDN+qLUFJqrw3\/d1l1lPPS0zqJn6t9O57Y2Pb2z0OPJ5CD5O3U0iy6vq9WWYSvq4cNqX5L\/eImjAxzgYGO3HC1ZFIKqESQuOJM9P1+a6y6x2d2butJNTPi0zaI+Y44aGrdI+Tt0tYxr3F7iM9h3wud24W0NugrtRu05NPp+utr5XGjudLKz9EwnpkMXT1tyBnJbznj1QUe0d503TWi5Wm4MpayqqJA+SCeHq6GdgQT\/+ltak210H4cNwn01TTeI09Leh\/QcegJ\/1W6vYv1TsrpW5t26tVDpujsNytsVzr7lqSP3utra9zeicRS8RxRgtGGuJ7jHmtPbraptWwHtA6i2jMj9QaU6oblT1wd1y0jKlviNiYQT1sYCAOewCDILXp7S9viZLbNE0MIHAIp25Jx9MrILfUzUNWGUNDJEKppimh6AGOae7XNxyCqewah03qF7KjTF9p7gHHLul\/S5h9Cw4IKya1V1VFUF1EGir+JrvFZlrh\/P\/AGRsMPbsttXLVSzTaAoRLODw0vDXZ\/6Q7A\/kFimrvY60rJpKDU2hrjPbq+sprtcRaKqs8anfDRNiOIHPy8OeZHcdRHw4AW4YJZYvF8aIVL39QxE78Bxz2zjutbbq+ztcNwNM2vWN333mbfrG80+mbC23Rw01M8u6xFG+P43PdgkucHdvojZj6fO+hrrqTT2ordq3Scl0orxRSM6a2kt75DTOJALiSOng+R74wvpPS2l9O7b0f3LbpnVVTWSGputzqXGSoraoj4pXucSeePhBwMKi0tR7q2yy0lLr\/VNDWQURExpqC2xU4nf4gk6ZnsY1zgHNHHSMjKyy2Wyiusba5ttm8YAlhzlhd3x37Y9UIhctNw0TqMQ1UUs0nV4jcOcCHevBHyx6KXutsRt7vtaaS3Xup\/w1qynjLbXqEHB54Ec44D2eXPIzwVVWaCuqah\/\/AA7GvYC7pEgaeFllBLU3OmZ99U0bKMHwwQ0uOfqAUZMPgWKxa92X3epdLautldatQ0pLYaqgJzJG7gVFPI38TenP0yc8lbp3s331NpFluoNqbDUUVrt9FGxt2mt7jUTTv6jK58r2kuJOT1Ek8rdW6W820m2TJrDdxS6m1dV0TqehMsPWLTGc95MZyfTK+XoPah3Bioqy03yO33m2TsDW0lTTR4jd2+EgdQ4HmfNGLppjV\/tGae0BQ7y6Z3nrbnJW1L6Sqsc0oc+hja74pD5BmQOw8\/NZxNdt0t04bRX7kWiG3RFxNNere2L9HJgFrpoHNw5h47tOfNaKtu5FxptSfeMhprdbqlh64Io\/0MbD3HT8\/qq7WF41dbr1Q3626mqap1LT\/BLG9rWz04wQ0twOwxx8kGc61fobdieXRmtrBZ9M7iUshgsmrbHSMobdd3gnENTBCGxhxOOenPxdzgL5\/q6C52m5VdivdIaW5255hqoTnGR2LT+809wfMf0Wf37XNNreR09zLYqqaIeHKxnS1svfOB2OQOQMq9azfp3dDbSbWUs0dBrDR8LGStDebhAXgODj5uH4ge+Ag1IDkZReI5DIxrnYBI5wF7QdCvsj\/wDnt0P4Nn\/OrXRlc5vsj\/8Ant0P4Nn\/ADq10ZV16QIiKgREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF8AfauaevN\/ZtdHaooQyJ168aoqZ2QQRA+5Y65XkNaTg4z36TjK+\/1z\/+1dfYIBtTVagpautghqLuTQwyeGyob\/wfUHkEHjjjPmVNuh8BUNr0825sttndc9XXadxZDHb2yUtE2TB+EzOa1zyMH8Ic1wB\/lcrlHHp9tPbtaagit1OxzhJYNOnplhPQeXPY7AGcAtLh3PBViuGt9RXGyjTVNPHbrM2bx46KjibEGuzkZcBl3T5Z9SrF0FrSQB1Pd8TiSSfU8+ahbIqjWmLS7T+mtO0Nkoh\/57GeJWSMLHMcx8vmHNccjnnzWOu65Xuknmlnle745JXl7nHyyT3816OAfg\/nlEEfMnvn1UFDPOFFAVdpe5\/cer7RdnzFjGVUbZHDPEbiGu\/0JVCqasj64HDJBbyCPXj\/ALIPrBu7Gkdq9d2C86yljjtdTM\/3StqKJ9VDb5ujLaqSNgzIxj+h\/QOSAfNZTBqLWm4uv7efaDbHqOxU0bqa0X7T9OKykpo3uDupxgL8NPHzAABWtrPHatxdG2yhvlsbdLfUU4c9r3Y8GUD8THDlpx6LEptkrbaa9tLpPXF\/s7ZBlsbKvqDfQcAEfzJQdLNrfZq0Pbr1btaUN8iuFNRA1DH5cCD3BId+H6LVftk6+2n3FrKKwbe1dtveq7HO6S5XS39MlNT0zmkOp5Jh8EjnOa3MYJcPDOcL46btZeJWxw6x3N1jdaJjuttKLq+OIkd+row7kejgs0lo6WzWelslgtzLbaqc+IxkJ557lzu7ifNxJPzSQj0nt9cKumv1TQ+6XSnHTmHLGvA7Bzc4dz6qr15oyj3avQv1dcqSmrGQR09U98THiWNreluCeQWtwBj0VJHDPRmN7n+JFKelspPxElXOgpaajqGyyh8rQT1lzsgH6INcX\/2cb\/Z+u57aarmrZaZpkLBKWSSEDOQRwR34WG2zfDdbSdSKWXUU7KmkJY+CtZyD5\/Mr6joA5z3VFqb4UcvBc394fTyUmu0Po28Tvq79pWgqqg8Ne+PD3\/M+qDBbhvhqKTbO5VOp7baqCW70xhivNsrYpnwuwB1mnB8QHkdgey1ftvuHpLR+poNU3rVepNeXOnjLaMQ0UwjopSMGQte1uXY4BAOMnGFvF+zO3Zq3GLSFA9xaXCJzneHj1Lc4V9p7Lb7Jb2t05p6htjYBiUUcLWBwHm7HJRULdYdY1epWTX63W+50cEvxkXCjfGCD3wHALK7Zdau3thp3MMVPUPD2SA\/iy0Zz6fRS9N1FddRK5z4pomjqe+Q\/gPbpA8\/orvRU1O+GWhrmiSORrnBkY+BvPBz+727IKKtt1R7zTR1XixxufltUBk8+RIWb2yC72mndBRyfeVPUwFjWPf0hkhGARjusetVVJFA+ivtT1QQRPlBb+EQsbkFx+QBVv2p359nzXusKDR1RfL7ZpLnO6Kjq3lrIJHtOMsL2nIz5nI9EJfDOufEpda6ipLkx\/wB4OrZGzve53WQD8Iz8hgqxADpxjv3+Z9Svon2\/tqxthvzBd7VMaux6wtUdbDUEtIdNGeiQktAGScu\/kvngE8FxBOAOCiUJMyxCKT4m5xg9iFWuuE0lJRB0riab4QMnGMnA+ioyQoYz0N+f+6CdPTBryQT8Z6h6j6K7WKqJmno3x9bKyCSF7XnAy9uAc+oOMK1PmBdggENClRyVHVGYJeh4cMenfz+SC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width=\"605px\" alt=\"a man of all markets\"\/><\/p>\n<p><p>Unfortunately, the closer we get, the more uncertainty seems to arise. These ebooks can only be redeemed by recipients in the India. Find this title in Libby, the library reading app by OverDrive. &#8220;Black Panther&#8221; director Ryan Coogler has been working on a spin-off series with his production company since 2021.<\/p>\n<\/p>\n<ul>\n<li>It asks whether one should settle down today or continue to search in hope of a better partner tomorrow?<\/li>\n<li>Studies have calculated that almost all the costs have been borne by Americans, rather than foreign producers.<\/li>\n<li>Thorp practiced card counting under simulated conditions, which included high speed dealing, cigarette smoked rooms, and casual conversations.<\/li>\n<li>Thorp and Bill Walden refer to this as the Fundamental Theorem of Card Counting.<\/li>\n<li>All PC components, listed as Components under &#8220;Computers &#038; Accessories&#8221; that are labeled as not returnable on the product detail page are not eligible for returns.<\/li>\n<\/ul>\n<p><h2>People who bought this also bought<\/h2>\n<\/p>\n<p><p>Don\u2019t just use concession fields on the MLS because they are available. Call out and address any disconnects now, as incongruencies between what is required and what is practiced can lead to liability. Those who proactively consider potential problems and mitigate them through preparation and risk management will better serve their clients. The confusion arises because some associations and the forms they have created for their members to help implement these changes are inconsistent. Initially, it seemed that listing and buyer representation agreements would simply exclude provisions related to the MLS and cooperative compensation.<\/p>\n<\/p>\n<p><h3>An animated &#8220;Eyes of Wakanda&#8221; series is also in the works.<\/h3>\n<\/p>\n<p><p>Mr Biden\u2019s work to repair ties with America\u2019s allies would be torn apart. As firms try to assess the risks, they could well turn more cautious in their investment, which would weigh on economic growth. Companies with border-straddling operations would face pressure to retrench. Smaller countries that are dependent on trade would be vulnerable. While a powerful idea, the Kelly Criterion also presents a few limitations in practice. Firstly, the return trajectory of Kelly-type strategies are volatile.<\/p>\n<\/p>\n<p><h2>Paul Bettany is set to return to the MCU in &#8220;Vision Quest.&#8221;<\/h2>\n<\/p>\n<p><p>Intuitively, the larger your edge, and\/or smaller your risk, the larger the bet you should make. The Kelly Criterion also tries to avoid permanent total loss. As the rule implies, you shouldn\u2019t bet the farm when there\u2019s a non-zero likelihood of permanent capital loss. Chance can be thought of as the cards you are dealt in life. The publisher has supplied this book in encrypted form, which means that you need to install free software in order to unlock and read it. After you&#8217;ve bought this ebook, you can choose to download either the PDF version or the ePub, or both.<\/p>\n<\/p>\n<p><h3>A Man for All Markets: From Las Vegas to Wall Street, How I Beat the Dealer and the Market<\/h3>\n<\/p>\n<p><p>If he wins the Republican presidential nomination (a likely outcome) and goes on to win the election (too close to call), he has vowed to ramp up things. He is mulling an across-the-board levy of perhaps 10% on all products entering America. In one fell swoop, his plans would more than triple the average American tariff. The direct costs would be bad enough, with the tariffs functioning as a tax on consumers and hurting most producers. Yet they would also tear at America\u2019s ties with its allies and threaten to wreck the global trade system.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"607px\" alt=\"a man of all markets\"\/><\/p>\n<p><p>The author describes the speed at which ideas can spread due to the low degree of separation between people. Malcolm Gladwell made a similar observation in The Tipping Point, paralleling the spread of ideas to models in epidemiology. Black and Scholes\u2019 work helped to fuel the boom for derivatives securities, eliminating some of the excess returns that Thorp was able to enjoy. That formula turned out to be the now famous Black-Scholes Formula. And Myron Scholes would go on to receive the 1997 Noble Prize for his contributions.<\/p>\n<\/p>\n<p><p>It asks whether one should settle down today or continue to search in hope of a better partner tomorrow? Apparently, the optimal strategy to this search problem is to reject the first 37 percent of prospects before choosing the next prospect that is \u2018better\u2019 than the first 37 percent. It\u2019s an intuitively bizarre result, and a reminder <a href=\"https:\/\/forexarena.net\/a-man-for-all-markets\/\">a man for all markets<\/a> about the complexities of search theory. But even if you have an edge or winning system, it doesn\u2019t guarantee results. The challenge for blackjack players is in implementing a system that allows them to recognise and act on opportunities as the game unfolds. And it assumes they have the bankroll and stomach to handle losing streaks.<\/p>\n<\/p>\n<p><p>Customers find the writing style very well written, clear, and interesting. They also say the book is written by a giant in several fields. If you are an agent, let\u2019s not forget the advice and policy of your responsible broker. Investigate how your local MLS (or any MLSs that you will be using) handles concessions, and be sure to read and understand the rules regarding these fields. Remember, even if these fields exist, they don\u2019t have to be used. As a result, some MLSs may choose to include concession fields in their listing portals, while others may not.<\/p>\n<\/p>\n<p><p>While an education in financial history is valuable, it\u2019s not easy to profit from it. Like a Ponzi scheme, it\u2019s difficult to know when a mania might end. As John Maynard Keynes remarked, \u201cthe market can remain irrational longer than you can remain solvent\u201d.<\/p>\n<\/p>\n<p><p>Please keep the item in its original condition, original packaging, with user manual, warranty cards, and original accessories in manufacturer packaging for a successful return pick-up. You can return if you receive a damaged, defective or incorrect product. Equally important, pay attention to the war stories from colleagues in the field. I have always emphasized the importance of learning from others\u2019 mistakes, as sometimes it can provide invaluable and cost-free legal advice. Agents and brokers will need to navigate these changes post-Aug. 17 with a strong foundation of knowledge, education, training, vigilance and reliance on credible resources.<\/p>\n<\/p>\n<p><p>What he omits is that America has long placed a 25% tariff on imports of pick-up trucks, not to mention hefty duties on some imports of lumber and foods. A line-by-line look at tariffs would turn up scores of examples where American levies are higher than those of other countries. Industries that were protected by tariffs reaped benefits, enjoying greater market share and fatter profits.<\/p>\n<\/p>\n<p><p>For seller-fulfilled items from Sports collectibles and Entertainment collectibles categories, the sellers need to be informed of the damage \/ defect within 10 days of delivery. Project 2025, a coalition of conservative groups, published a book earlier <a href=\"https:\/\/forexarena.net\/\">https:\/\/forexarena.net\/<\/a> this year with blueprints for almost every facet of government during a second Trump administration. In principle, reciprocity could be achieved in two ways\u2014either by persuading other countries to lower tariffs or by America raising its own.<\/p>\n<\/p>\n<p><p>But Thorp checked the math himself and devised a winning system in turn. While this example speaks more to his genius, the practice of checking things for ourselves is a good one. You won\u2019t find a secret formula to gambling or investing in his autobiography. What you\u2019ll get is Thorp\u2019s enduring philosophy to life, family, education, problem solving and investing; shaped in part by his youth during the Great Depression, and his less than stellar opportunities for education. This post will share the lessons that I took from Thorp\u2019s work, focusing on his reflections on mental models, winning systems, business and investing. Today, I\u2019d like to focus on Edward Thorp and his autobiography, A Man For All Markets.<\/p>\n<\/p>\n<p><p>Discover additional details about the events, people, and places in your book, with Wikipedia integration. Enjoy features only possible in digital \u2013 start reading right away, carry your library with you, adjust the font, create shareable notes and highlights, and more. If you are an agent, speak to your broker and their trusted advisors about the forms you should use, which should hopefully be fully vetted.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Unfortunately, the closer we get, the more uncertainty seems to arise. These ebooks can only be redeemed by recipients in the India. Find this title in<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[303],"tags":[],"class_list":["post-7693","post","type-post","status-publish","format-standard","hentry","category-forex-trading-2"],"_links":{"self":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/7693","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7693"}],"version-history":[{"count":1,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/7693\/revisions"}],"predecessor-version":[{"id":7694,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=\/wp\/v2\/posts\/7693\/revisions\/7694"}],"wp:attachment":[{"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7693"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7693"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/naseemalbahar.com\/ar\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7693"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}