{"id":1220,"date":"2019-11-01T17:32:29","date_gmt":"2019-11-01T17:32:29","guid":{"rendered":"https:\/\/cdmarathon.net\/news\/?p=1220"},"modified":"2022-06-23T18:54:25","modified_gmt":"2022-06-23T18:54:25","slug":"what-is-turnover-in-basketball","status":"publish","type":"post","link":"https:\/\/cdmarathon.net\/news\/2019\/11\/01\/what-is-turnover-in-basketball\/","title":{"rendered":"What Is Turnover In Basketball?"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Nba Historical Stat Qualifications<\/a><\/li>\n<li><a href=\"#toc-1\">Employees<\/a><\/li>\n<li><a href=\"#toc-2\">Movement Speed Rating<\/a><\/li>\n<li><a href=\"#toc-3\">Movement Attack Rate<\/a><\/li>\n<li><a href=\"#toc-4\">How Long Can Accounts Receivable Be Outstanding?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD\/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD\/wAARCADOAWkDASIAAhEBAxEB\/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAMBAgQFBwYI\/8QARxAAAQMDAgIDDAgEBQIHAAAAAQACAwQFEQYSByETMUEIFBciUVNWYZGSlNMVFiNXcZXR0hgkMlIzQkaBoUWCQ0dVZHN0hP\/EABwBAQACAwEBAQAAAAAAAAAAAAADBQECBAYHCP\/EADkRAAIBAgQDBAcHBAMBAAAAAAABAgMRBBIhMQVBUQYiYZETFVJxgdHSFBYXMlOSoQexwfBCYoLh\/9oADAMBAAIRAxEAPwD7fjhb1bR7FlxQN7Wj2IiiWZFGgKxwMP8AkHsWSyBn9g9itGz1LJjjQFI6dn9jfYshkEfm2+xXYxOYxAUbBH5tvsTW08fm2+xNaxMa31IBYgi8232JjaeM\/wDht9gTWs8quGoBYp4vNM91WFPF5pnuhNDfKrBqAWIIfNM90KRBF5pnuhNA8gUhvlQC+gh80z3Qp73i80z3QmYCkDKAX3vD5pnuhHQQeZZ7oTdqnb6kAroIfNM90I6CLzLPdCdt5KdqAT3vF5pnuhHe8Xmme6E7ARgIBPe8Xmme6Ed7xeaZ7oTsBGAgE97xeaZ7oUdBF5lnuhP2hG1AI6GHzTPdCjoIfMs90J+0qNvqQCe94PNM90KO94vNM90J21QQQgE9BD5pnuhQYIvNM90J2EFqAxzBF5pnuqpgi80z3QsgjyhQW+RAYpp4vNM90KjqePzbfYsotVS1AYZgi8232BKdBH5tvsWa5iW5qAwX08fm2+xIfBH5tvsWwcxJexAa99Oz+xvsWM+Bn9g9i2b2LHkjQGrkgZ\/YPYsWWBv9o9i20kfqWLJGgNTJC3+0exJ6BvkHsWxli9SR0XqQGfFGsuONVjYsqNiAmNiyGMUMYshjEAMYnNauXa94y1ujOLeieFlFpSG4fW2Ceqnr5KqqZ3nDFU0sLtsdPSTh7j30HAyvgiGzDpW7gV5+092fwSu1M2rhl1LDE6ijr+kqLBUxMEUlqkucPjuaG5lpYKhzAD4xhd2FhcB3ZrU1rACvni692hw6t2oLPT9DcKW0Sw3CS7vr7bUwV1K6Omop6NsdMWb5e+W18OwAZJc0YByB6Md1zwWjlFJW3W50NWJDBJS1VukjmjmjrJKWqic0\/wCamdC6SbGQyIskyWuaSB2gNVg1cDoO7l7my4U1qqYNdtDbvXuoIWugcC0gUx6R3ZtxW0pIBLx0jgWgxTCP0157ovTWm+L9bwkvmm75TPpxYIqe7CAPpampu1TNT08QwctAfCfHPIlsowOjy4DrAGFYN8q4lbe6+4SXaMTWym1RVxGO0P6SCxzSN3XOobT0UWWg5kfI7kwZdhrjjkqUXdm8DbnSUtba7neq2CqpYpS+Gz1BbBUy0808VBIS0BtW9lNNti8rWgkb2bgO4qwGVw+Puze5\/ku9pszNWyGW+V0NBb5DTuEdQ6UUu17D\/mZvrYIyQCQ7pCRtike3a0vdQcOKzhjY+LdPbNVvsepbjSWuzs+gagVdfPUsDoehgI3vY4naHgbSQcEtw4gdcAVg3yrhN27sLhrBeYdPacoLpf7g3VVBpeuhpGs\/k31ffGydzskFuaSoGzk8GM7g0EE7Gx91Tw219w11txC4T1MmqzoygfXS0UWIHTtMDpYX7n8mMe1jjz8doY8FgcNpA7MBhC5rLx101baeOK6269OrXytooWRW\/aK+rbXQW+eOAF5A6OsqYonb3BvjbmuewF6iDugdDz3O5WwUV8Z9EnNXO+3ubDHG6eppo5d2ebJKiiqoWYGS6PcQGPY9wHS0LnN042aett7nozG51Db7ZV1tdNI9kLmSxttckUbTK5seHx3WPLnOaA5uCRzK9rpu\/wBr1Zp21aqsc5mt15ooLhRyFpaXwTRtkjcQeYy1wOD1IDYoU4yjBQEIU4KMFAQhGEY7UAIQhAGFG1ShAULfKoLUxQQgFqpHkTCFBGEAshVLUwjK4F3SGueJFJVwaB0TFe7LBV0vfk11sveM99um0kuoLJSVMgbLUNYx0s8jxiKBp2Ne97SwDuxaluZlcZ0pxm1FfuDWotW2mqtmobnoptXT1l6goZYbPf5qSN7pX0B3l7mbmiNzxujbK2VrHStaHFHEPujrlwyvN2st20HVXaOx0FfNU19GyriimqaWzzXQxxudTvp2tdHD0Y3VPSh7s9EW4cQO0ualOauWXzuidMU+uLbpPTFbpm+0VdQPrvpKPUUYbKWmUOgpmxxyNnlHQ82l7MdIzryq2XjTqTV9FRVOluHLWTur4rZcaW9XR9DLRTvpGVIx0dPMJW7XOw4EBw6NwJD\/ABQOnvYkPYvDTcbNKt0rXX6grrdeq+yQvq7zZbTcoJ7hRU0cm2eQwbtxMY5ljtpOC0Zdta7TXfi7rqgg1lVM4WQdHou3Nq6sT3mRjpqgUdNVzU7HMpXxksjqHNDg8lz48bWtdvAHSpGLGkYn0H0o+hhfe6Kmo68t\/mIKapdURRv7Q2RzGF49ZY38FMjEBrZI\/Uk7PWs6RiTs9aAzI2LJjaqRsWQxqAuxiexqqxqc1uEB5u\/cNdFaq1LZtYX2yd8XnT+4W2sZVTwvga6SORzSI3tD2l8MTi14c07BkLzd27mzhDcNLV+mbdpKmtYqrZHbYKmndI59I2G2z26mewOcQTFS1M0bc5BDjnJ5rpzG9qa0IDlVk7l3gZadO0unJuHtsr4oKaanmlqmve+pM0EMMz3kuOS5lNAB\/YI2Bm3aEyLubuHEWstL6litcLbdo6iusNqs7oGSQirubv56slkkDpZpJWeId7iDue47nOBHVAOxWA7AgPBW3gRwmtAsotmj46d2nZXyWt7Kyp30od0W6Jr+k3dCe94PsCTF9kzxPFCy9W8GOF+urvLftW6PpLjcJ6WlopKh8krHGKmqTU048RwAdHMXPY8eM3c4A4c4H2isB2oDwti4F8JdNUcdvsWhqGipoprXOyKN8m1sltk6WhcMuP8Agv8AGb\/zlIsPc9cFdMXm16gsHDm1UVfZWgUMzA89GR0u15a5xa97e+Jw17wXNEjg0gHC6GArIDn1j4AcG9MQ6fg03oKhtbNLOmdae85JYTTiacTyMLmvBkY6VrXmN5czLW8uQxuKfhfoCl03pvSFPpimjs+j56OpsdIHv2UMtKMU7mHdklg6txPryvUoQHNqHub+B9sbO238OrdTiorKO4O2STDZUUks0lM+Px\/s+jdUT7QzaMSObjacLfae4V8P9KaXr9E6e01DRWC5RS089uZLKYBDIwsdDG1zj0UWwkCOPaxoJ2gL1akDyoDyx4X6DdcZLs\/TsT6mWrbXhz5ZXNiqBVR1ZfEwu2xF1TFHM\/YGiSRgc\/cRlOg4caIp6isqotOUolr2wMqS4ucJWw1U9VEHAkghs9VUSYxzMhByMAekwjAQHiIOCnDKnp3U0WmT40jZumNdUunbI00hY9sxk6Rrm\/R9FtIcC0U7A3AHP1dms9t0\/aKGwWWjZSW+200VHSU7M7YYY2hjGDPPAaAOfkWahARhGFKEBGEYUoQEYQpQgIwFBCshAUwhWwVBCAhCCMIQBhVLVZCAWQvJ8TOFug+MGlZdGcRdPQ3e1Syx1DY3SPikhmYcsliljc2SJ4yRuY4HDnNPJxB9cQqkZQGDabPa9P2qjsdittNb7db4GUtJSUsTYoaeFjQ1kbGNADWtAAAAwAFknI5gpiqRhALcXf3H2pTwT1kpxCo4IDHdu6iTySXA+xZTm5SXNQGI9ix3tWa9uUh7UBgSMStiy5GZSdv4oDKY1ZEbUpjVksbhAXYE5jVRgTmhAWaO1MAVWhMaO1ASB2KwGFAHarICQMqwGVACugBCEIAUgZUAZVkAYQpQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEICFBGFKMICqFJHaoQAqkdqshALI7VU80whUIwgKEdio4diaQqEckAohKe3tT3DtS3DsQGM8JEjVlOCS9qAw3tStvqWS9qVtCAfGFkMCTGFkMCAYwJrfKqMCa0ICwHYrqo61dvWgLKWqFcICR1KUIQAgBCt+KAFKhSgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgIVVdQUBVCEIAIyqHqV1UjBQFFUjBVj1qrkBQjsS3BNcqOCAQ8c0l4WQ8ckl4QGLIErAWRIEpANj6gntSWBPagGtHLCa1LYmN6kBcdSuOpVHUrDqQFm9au1Ub1K46kBKEIQArBQFIQEoQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhAChSoQEHKhSVCAFBUoPNALcqnqV3KqAoepLd1JhVD1IBTklwT3JL+1AIekLIelIBjE5iSxOagHtTB1LzHEKrqaHRV2q6Oplp5ooAWSxPLXNO4cwRzC8bV3utoJ7PcLZfHVFNQMqaytjprs+vjliZLA14MhxuLY5HOAI5f8rzvFe0VLhVd0akG7RjJ68pTy6K2trNvX3X5W+B4RPHUlUjK124r3qOb+b2WnvOuBXXFxeNSVPfpnuFxc+uu1pkjpo6x0TmRVIleIGOyNmWljT1cxnsXoLPcrlprUtsodYahbTxy26re2OrrgWgmoZ0THSOwJJAwkbsZ68clxYbtdSxElelKMG7OT0Sbm4K72W17Xv4HTW4BUpJ2qJytey3fdzac+dtrHSW9SYOpcftd1qa19lkGpbhLqG43R9JdraKtw6Cny8SYhB+y2NaCHgA555PZWSv1I3SWoa+4ahqOlsdTDYYpI6p8Af0dSzfO8gnD3texpdzIAd5StF2wpypuoqLayylumrRhns+krbrWz0fJvZ9npqag6ivdLZ85Zbrqr8+aOxIXJPpdo1FY6V2poBROoTI4\/WiQwvk76cMtmx9u7HLYQOojPirrauuE8Xhxb0mRWyNLe+6v0X+72K3H8PlgMuZ3zX\/h26v\/AHqSFKgKVcFeShCEAIQhACFo9dVM9HojUVXSzyQTwWmskiljcWuY9sLiHAjmCCMgriGguIGpqewaWten9SWe4XXUL5BWT1t6nvTqcx28zgvbujNO9z2PBiyQMHmV1UcLKtBzi9vlco+I8do8NxUMNUi3mV9PGSikl1ba3a0PotC+ejx617R2SK5XFumWOrrPZ7vDIYJo4aZlVV97yiXMpLgAN4cMY6sOxlYtfxi1Qayj1M00t2NjbqmCF1sMkdFdY6aOkdFUbN7stG9+cOcBseQ7mplw2s3y5\/2uVs+2nDYxus3\/ABe3Jyy35vx28NG0j6PQuFxcctR22Kvu1fVaevlgsVfQw3K7WmKQQvhqoCfs\/tXgPim6NrubsiQcmlY9Fxt4nR6rpNOXPTFpfVQU9DLW0Mb2U9RUdPTumkNOJqgPcYiWM2Mjl3GOTLmEtatfV9bXbTx\/3qvNEz7X8OTinmvJ20jfm1yvpeMrNXTyytfS\/fEL5zpO6F1xU6Rm1LIzTEcLX0kskramldLTxSRzPlibTd+7pZG9E3aHOie4dJ9nlpC6Br\/iTqLTFv0pc7HRUNbTama+hjknikjP0jNBvoRs3ZbG97Xh7TlwBHMEFaywNWElB2u78+iuSUO1WAxFCWIhmyxUW7x1tKWVNLdq+72tzOmIXzpDxN13rm56PvNsnobWXVVbTxsfDMYZJorU2SpEsYkBka2d0jGDIwWZOVlUfdB6nrhR1RhsdG8UtilbapmPNXen1zg2Y0RMgw2MkgDZJzadxC3fDqq2t4+Gtv8Af5OaHbLh8m3JSUb2i7fmSipt\/BP46ZbtpH0ChcX4s67vWg9d1d4tbX1Xemj3SspJJHd7iV9xhi6Z7dwGGNeSTkcgRuaOY85JqXiHr3WfDyCa7WijiqKy7vp+gd09NVupGxvjnlbS1bmnk4NEXSu2vY8kuDg0Yp4GU4qo2kmn\/CvsSYrtVQw1eeEjTlKpGUVZbd6agnfZavbw8UfRaFzzgLqW8as4aW+83+\/Ut2r3ySsmkhaGviId\/hygOI6QZzyDfFczxe09DXLVpujN03unYvsBjIcQwtPF01aM4qSTtfVX1s2v5BCEKM6wQhCAqfwUKT+KhACFg3i+2XTtF9JX+70VtpA8R9PVzshj3HqbucQMnB5epMuN0tlnoJbpdrjS0NHAA6WpqZmxRMBIALnuIA5kDme0LbLJ203MXQ8qqw7PfrHqKkNfp680Fzpg8xmaiqWTxh4wS3cwkZGRy6+YWJbtYaRvFxls9o1VZ66vh3GWlpq6KWZm04dljXFwweR5cis5Ja6bbi6NoetUd2q561Q9RWhkW5JenOSXoBL0pNelIC7E9qx4z1J7EBWvrO8KR1V3lU1ezH2VMwPkdk45AkDl19a1Vp1tarpJbIYrfcIPpjpe9HTwta17WMDy7k48iDy9a3g8ZpGeteW+pt0pLbpz6KuNKLjp2N0cbqiJxhmD49j8hpDhywRg9ipuJS4hSqxqYVZoWV1Zcpwva7Wrg5teKXxscHHCTg419Ja2d37MrX8MyjfwbHy8R7FFTMqm0FymY6KoncY4GExxQSbJHu8bqB8meSym6\/01JVXCjbJM6S20IuLvswBNAYhLmPJ5kNc3IOOv8VoZOFcdVQ0tHV3MPdT0VTEZGsLf5iaUS9JtzgtByNhyCE+5cOKq8xXaorLnBFcLgynMM8ERAheyn6GUYz\/Q8FwLc8gR1kBUP2ntNFX9FF\/ldtP05OSvfR58qW6b5pXZaeh4K3bO1vrr7aUXtqst29n4N2NpVcQLDRSzSChuE8dPDDLW1NPSh7KVkjQ5vSnOeTSCQ0OwFmfXWyiKdxiqd0NzZaujEbd0sz9pYW+NgsIcHB2RyBOFoptBXuOG4Wy13ulit97hjirxLTOfKwiIRvMRDgPGaP8AN1di2MehIYdX01\/p6vo6GCKIuoyCd9RFG+KOTJ8kb8fi0FdNOvx9zs6aScknotE3JZl3u8ksjd7NttLoop0uFKN1N3tfnq0o6PTS7zJWvol73aPiFaZbXJeW2W796MlbDHIadmJnul6INZ4\/M7\/LhbiwagoNR0s1TQsnjNLUyUk8U8eySKZmNzHDJGRkdRI5rxlFwtrILXU2ieptZiqKiKZ88VPIyeQMqBLte7fg8stGACOS9ZpXT8mmaKotbaiOWkFTJNS4Zh7I3ndseee8gk+MeZGM9Sl4TX43Ur0\/t0FGDh3tr57vpbS1uvTXcjx9LhkKU\/s0ryzab\/lsuvO9+nXTY1GvuMPDfhbNRU+vdTNtUlybI+lBpKibpBGWh5+yY7GN7evHXy7UaA4x8NeKM9ZS6D1M26y29jJKlopKiHo2vJDTmWNuckHqz1KnELSPELU81DJofixNo1lM2QVLI7JT1\/fRcW7STMRs24d1de7n1BTw90hxD0xUVsut+LU2sY52MbTxSWSnoO9nAnc7MRJfkEDB6sL1JRnp7hfrFaZWwXW9UFHI9u9rKipZG4tzjIDiOWQfYsX656P9LLN8fF+5Yuo+HmiNX1UddqbTFuuVRDH0TJKmnZI5rMk7QSDyyScesrU+A\/hL931j+Cj\/AEQHoPrno\/0ss3x8X7kfXPR\/pZZvj4v3Lz\/gP4Sj\/wAvrH8FH+iPAfwl+7+x\/BR\/ogPQHWWjiMHVdm+Pi\/coGsNGDq1TZB\/+6L9y0HgP4S\/d\/Y\/go\/0R4D+Ev3f2P4KP9EBl6jrOHWqbfHbLrqi1GCOpgq29HcYmnpIZGyM556tzRyWzj1boqFjY4dT2NjWDDWtrYQGj1eNyWh8B\/CX7v7H8FH+iPAfwl+7+x\/BR\/os5m1l5Eao04zdVJZmkm+dle3ldltTM4a6roqa13PVtvZb4KhtRJR09ziihqtrg4MmaD4zNwDscskc+WQt47VuiXytnfqexulYCGvNbCXNB68HdkLQ+A\/hL939j+Cj\/AER4EOEgIB0BYsnq\/ko\/0WXOTSTehrHD0oTlUjFZna7923lrb3vqbo6m0GQ4HUNgIc\/pXA1cPN\/9x59frTjrLRx69V2Y9vOvi\/cvP+A\/hL939j+Cj\/RHgP4S\/d\/Y\/go\/0WtyVRS2Rv8A646N9KrLy\/8AfRfuVTqzRLpGSu1NYy+LIY41sOW568HdyytBJwT4QxMMkugrCxjetzqOIAf74VvAfwl+7+x\/BR\/olzLjpqjfnWOjXZ3aqspyMHNdF1eT+pVj1bomFjY4dTWNjGDDWtrYQG\/gA7ktF4D+Ev3f2P4KP9EeA\/hL939j+Cj\/AEQxZXub5mrtFxbhHqiyM3OLjtroRknrJ8brVvrno\/0ss3x8X7l58cEOEhGRw\/sZH\/0o\/wBEeA\/hL939j+Cj\/RDNraHoPrno\/wBLLN8fF+5H1z0f6WWb4+L9y8\/4D+Ev3f2P4KP9EeA\/hL939j+Cj\/RAeg+uej\/SyzfHxfuWVQX6x3aR0NqvNBWyMG5zaepZIWjykNJwF5XwH8Jfu\/sfwUf6Lb6b4faK0fUy1mmNM262Tzs6OSSmp2Ruc3OcEgcxlAed41cQNR8L9P2\/WtttdHX2OiuMEeo2yMeainoJHhjqiHa4DLCRlpa7IOeWDl3BzW+pOJGlpta3m1UlutlzrJn2GGNjxO+2h22KacucRvkwXANAAaWnnnk3ijwz8KMFmstzvz6WwUVyiuF1trabf9LNiIdHA9+8bIt43OG127Df6cZJwo4bP4VWKs0rS6hkuNmFwqKq0U0tPsfbaaV5f3qH73dIxriS1xDTzPXywBynuttD2dthHECSaslubqqmt8bHzfYwxbZXO2MA63EDJJPVywtvx\/xdtb8LNIXDElouN2MtXTv\/AKJyx8DWtd\/2ySN\/7yuhcWeG8fFPSrdMS3l1sa2rjq+nbT9MfEa8bdu5vXv689iVxN4X0nESjtT47xPaLvYqltXbbjDGJHQSAtJywkZBLGHrBBa05xkG4w+NhGNFVJflzfC6ST8+hzypu8rLexwfU87uHmt+MFi0bA23W99gpp2wUw2MhkkNK0lgHJmBVTYAxjPLGAm1+l7Jo+xcE9UaboYqa61VbR98zQNDJKvphG94kcObx4zmc+pry3q5Lr2m+Cdut1FqX6236q1JdNWx9Dcq+WJsB6LbhrY2AkMxyI548VmAA0BafTHc\/SWe8WGs1Fr2tv1u0q90lmt8lI2FtO8uDmuc9riX7S1pA5c2t6mjaepY+ha2bbfR9\/uZf79baGnopdP\/AJrc66VQ9SsepUcvOnWUcku7U1560hxQCnlLyPKrvPJJQF4yntKxYyshhQGn17XVVu0bda2hqXwTxQhzJGHDmncOYK8qdR3ejs1xtMlfcmV013Zb4IHnp66kiLQ+R52N8fLA9zS3cMEeMezoro4p4zFPEySNww5j2gg\/iCrijo3VHfhpITUdkpjG\/qx\/V19XJed4nwfE43EuvRruCcVC2u3ezPRrW0lb3X3UWrfBcRo4aj6KpSzPNmvp\/wBbLVPTR399tr35zSVdyv1NpqWXUF4pKmoq32m4xRTGLD4Y5CXbS3LXu2tJz5cYWy0Rcq+t1lfYa261ErKavq4IIpLg3aGNc3AFPjccAnxwcdmF7htJSB28UsIdvMu7YM7yMF2fLjlnrUx0NBFOauKhp2TuJLpWxNDyT15djPNc2H7PYihVpVXXbcZJy37yUVHm3u7yfiyetxelVpzpqnZNNLbS8m+i5WXuRlqwKoDlWB7F6soRiFDVKAFPWoQgLLxHF512qtLxabslqqa+ov1ZFQyxwv6PbTZL5yXnxWB0bHR5JH+IF7fKlR1afpYOF7XOvA4r7FiYYnLmcHdJ7XW17cr2fjscHt1+4p6b0rbLFbbXXMqKV1ZpoQOpGyiCfLTRVW\/aQ6NsZLHOyYzt5hNqtX8YoLtqimZVSYtcNxbTU7reC+RkcQ71qIg2n2ve94BcDIWnpCGxt2gLuaFx\/YZpJKq9LfwrHovvNh5TlOpgqbcszbst5SvzT21S5256a8gueqOIlp1VYrHDX3Wv+0oO\/wB77dEyCojnmcJS0MpyWiNpDS4zM27W5DzuJ81ScSuKr4KpkFbXVd5+r9XXTWyaysiFFVNrIYyIvsw6URxPcQCX5IGd2Q0fQi0tk0bpnTtZPcLRa2w1VQwRPmfK+WTowchgc9xLWZOdrcD1LWeDrOXdqO3venu6\/EkwvaHh0KT9Ng4OatbuxtJq976LKnfaKvoldJWPGUOotdu4T3++GudWXinFS61zRUu6ZzA1pZujMETXvDi4eLEGkAcicrCj1bruw6kdR32suNbZ6W+QQTVYtIc+Snmt7pNgbDFktbUbWhzRuB8VziutIUzw0+7ao7q3xtffXn\/grocZwydVSwsHGebkrxvlSyvLplSdrK15N20RwU6u4zT2NlyjrrlDU01ot9U6H6FiIqKiStfFK1wMWRiLa4tbtIwDy55xr9cNbM1Nba293a9RusFx1DRU94hsjJZeg6GlMDnMZEYjvcXM3bMOwcYPjD6DQopYCclZ1Hy5vk79fcWFPtTQpVHOODpr8+yinacctr5Hort2aad7NWSOJ2zWPF6p1LaaG5tNA19Jb5JqeShIZUh8G6pdkQPIka8kAdLG1pYAWnK9DQ3jiTTcFZtSPlnumqp6EVccMlAyJ8DiGgsbC1rdzmgOfgglziRjGGjpaFJDCzje9Rvf+flyOLE8dw9ZwyYSnGzg2kl3st7ra6Ur97Xlva1uCXmHVOuqi126ruV1uthg1RSR09bU2aKN08bqVzpHyROgDS2KTLQ4sDTvOdxDSPVcRdS8Rbfrq22jTMraW3zU0Msb5KZz4aqoNRtkhkeIZSAIwMBpiI6TcXEDC6ihYWDkou03dta68uW\/+fMkl2ipzqU3LDQcIRklFpWvK3edopXurvS29lHS3Dpr9xhlgfUxX66QmWlvs7YhZqc9E+klPerRmHJ6RuB42dw\/p5+Mpt3ELiFXavgt8VyrHTNutohltbLQwwilmpYpKt0k2zcwsLnOGXgjOCHAgN7gsOjtFtt9ZXXCjpGRVFykbLVyAnMr2sDGk5PY1oHLyLV4OqmrVHur6vp7+uvQmj2iwcoTVTB072ajaMN3JPXu7KOl13ujV2zgGnb9xG0zpC0Wi3R3S3SU1riktlC2z9M241TqyQSxTOdGTEAzbyDmHDt2Vv77rHi1TVWqLPZZX1dZpZlRO5zKKJ\/fMVS+E0nihuS6KF1S7DQNzoWhwdkg9sWutGnrNYn1klpoGQSXCc1NVJuc98sh5Zc5xJwByAzgDkAFqsDUhFQjUdtt+i5fG3TRW5sln2nwlerPEVcHBybcrNJptyV8zsnbLm3u80s11lilxav1vxfit1B0FzAiqX1phuQonP6Qt6PoYpwKPyuk\/oij3hvJwIOfbaD1Hq2462v9o1BPU1NNT75Kd8NKI6KACXaIcvhZIZRgnO97XNy4Y5Z6Jk+VClp4WpCak6jfh8Pf8TixfHMJiaEqMMHCDaaukrq8rp\/lvdLTdK2yWxCg8v8AdTnHWqk5XaeaBCEIAVScqSqE4QEFVd5FZUKAhyW4qxPaqOKAW88kl5THnmkvKAVIf+UrcVaQpe4IAYVkRu5LDjcsiNyAymlOYcrGYU5rkBkA9quClNKuD2IBoOFZLByrgoC4ParA5SwcFXBQFkI60IACsqoBQFlKgEICAlCEIAQhCAEIQgBCEIAQhCAEIQgBCFCAEfioyoQEkqEIQAgnCFUlAQT2qpOVJOVUnAQEE9iq49iknCoSgKkpbjyVnHsSnuQFHFJeVd5SJHIBbylZKl5St34oCsT1kscsCN6yo38kBmxuTmOWGx3rWQxyAymO7E0FYzXJrXIB4KuCkgq4PkQDQcqQcKgOepWBygGAqwOUoHCsD2hAXQoBypQApyoQgLZRlVRkoC6FUHyqQUBKFBRzQEoUf7oQEoUZRkIAyjKgnyIygJz5VBKhCAEIQgBGcKCVBKACcqpKgkqCcIAJwqk9pQT5VUlABPaluKklLc7CAh7uwJLipc5Ke5AVe5Y73Kz3JEjkBSR\/JI3fgiR6VvQFIpMrJjetbFJ61lxyIDYMeshj1gRyLIY\/1oDOY\/qTWuWGx6ex6AymuTA5YzXJrX+VAPB8iuD5EkOVg5ANB8qtlLDvKrA4QFw7yqwKWDlTkhAMBBUpYPlVgUBZCjcpyPKgBCEIAQhCAEZKEIAQhCAEIRkIAQo3KCfWgLZAVSVUuUEkoCSVGVGVBOUBJKqT5VBPkVS5ABd5VUuUFyW5yAlzsJTnKHOS3OQA53WkPflD3pD3oAe9Y0kimST1rGkegKySJPSetVlk9aT0nrQCYpcdqy4pVq4y7twsqN5HJAbSORZMci1cc2D2rIZUjyFAbRkicyRaxlU0c8OWu1feqy2aTvNxtcnRVlLQTzU8jmhwbI1hLSQcg88ciCtoRc5KK5mG7K56tj01r18fDjfxqH+qKL4CD5asOOfGwf6oofgIPlq69QYn2o+b+Rz\/AGqHRn2G16Y1y+OvDrxt9KaH4CD5anw78bx\/qmh\/L4Plp6gxPtR838h9qh0Z9jhysHeRfG\/h544elND+XwfLU+Hrjj6VUP5fB8tPUGJ9qPm\/kPtUOjPskFWDl8Zv4+ccwOWq6H8vp\/lKnh\/46j\/VdB+XU\/ylYYbsdj8VD0kJwt4uX0lLju0+D4fW9DVjJu19Ev8AMkfaAIU\/gvi7w\/8AHb0soPy6n+Up\/iA47ellB+XU\/wApT\/cXiPtw85fScf314f7E\/KP1H2hkqdy+Lv4geO\/pZQfl1P8AKR\/EDx39LKD8up\/lJ9xeI+3Dzl9I++vD\/Yn5R+o+093rRuXxZ\/EDx39LKD8up\/lKj+6C4858XVlv\/wB7dT\/KUGJ7HY\/C03VnOFvBy+k58V2+4bhKTqzhUsuij9R9rblO5fE\/8QXHv0st35dB8pH8QfHz0st35dB8pVvqLEe1HzfyKr8VeDfpVf2w+s+2NyNy+J\/4guPfpZbvy6D5SP4guPfpZbvy6D5SeosR7UfN\/Ifirwb9Kr+2H1n2vuKNy+KP4guPfpZbvy6D5SP4guPfpZbvy6D5SeosR7UfN\/Ifirwb9Kr+2H1n2tu9ajcF8gUPHfjXLSsfNqehLznJFBB5f\/jT\/Dnxm9JqL4CD5a8hiOL0MLWnQmneLadrWunbqfoXg\/8AT\/ifG+HYfieHnTUK0IVIqTkmlOKkk0oNXs9bNq\/Nn1uSUL5I8OfGb0movgIPlqPDjxm9JqP4CD5ah9fYb2ZeS+ZY\/hZxn9Sl+6f0H1uSFBcvknw48ZvSaj+Ag+Wjw48ZT\/qaj+Ag+Wnr7DezLyXzH4WcZ\/Upfun9B9aEqC5fJfhw4y+k1H8DB8texHFHiRjne6b4WL9iqeKdt+HcIyenhN5r2so8rdZLqceL\/p1xXB29JUp69HLl\/wCEfQBcqly4D4UOI\/8A61TfCxfsVTxN4jHrvVP8LF+xVH4o8H\/Tq\/th9Zx\/cfiPtw85fSd8c9Kc9cH8JfEQ\/wDWqf4WP9ig8SeIZ\/6zT\/DR\/sT8UeD\/AKdX9sPrH3H4j7cPOX0ndXPx2pD5Fw88RuIJ67zT\/DR\/sWz0xrjWVwv9HSXK5wy00ryJGNgYCRg9oaFPhf6k8JxleGHhTqXm1FXUbXbtr3\/Eir9jcfh6Uq0pwtFNvWXJX9k6u96x5JEp9W09jkh9S055FfQTyQySRYssirJPnsKxpJCgCWX1pHS\/iqyFyTl3qQH\/2Q==\" width=\"251px\" alt=\"assist to turnover ratio calculation\"\/><\/p>\n<p>In general, the high-stressed and fast-paced industry with a comparatively lower rate of compensation experiences higher employee turnover rates than the other industries. The turnover rate also depends on the external socio-economic factors, as we saw during the post-pandemic period. Finally, divide the total number of items sold by average inventory and that is your inventory turnover ratio. Somatel&#8217;s asset turnover ratio is BELOW the industry average. This means that the company is less effective at generating income from its assets and thus should try to optimize its revenue cycle. Generally, when a company has a higher asset turnover ratio than in years prior, it is using its assets well to generate sales.<\/p>\n<p>Seeing as three-pointers are worth three points and two-pointers are worth two points, this makes sense. Therefore, this is merely an estimate, albeit an accurate one. Every time I see someone immediately dismiss an advanced statistic because it&#8217;s &#8220;useless,&#8221; it kills a little part of me. The thing about all of these statistics is, they\u2019re not sitting there on the stat sheet in a clean little column for you to see. You have to look at multiple areas, do a little math (gasp!) and assess what you get versus what you saw on the floor. Tracking and recording stats is important, but if you are a coach the chances are you don\u2019t just look at the big three . AST\/TO statistics from ESPN, the NCAA (Individual\/Team), and Team Rankings.<\/p>\n<ul>\n<li>It will also allow you to predict cash flow trends and bring bad debt to your attention.<\/li>\n<li>For example, if Player A is 4\/10 with two 3-pointers and Player B is 5\/10 with zero 3-pointers, both players would have the same number of points .<\/li>\n<li>Companies need to know their receivables turnover since it is directly tied to how much cash they have available to pay their short-term liabilities.<\/li>\n<li>Passing Efficiency analyzes players\u2019 playmaking ability with an eye toward efficient use of possessions and time , relative to the value they\u2019re adding through their passes.<\/li>\n<li>Players with the highest values with have higher percentiles.<\/li>\n<li>Traditional turnover rates are based off of usage, which, as previously mentioned, is mostly about scoring attempts.<\/li>\n<\/ul>\n<p>There is also the opportunity cost of low inventory turnover; an item that takes a long time to sell prevents the placement of newer items that may sell more readily. OFF EFFOffensive EfficiencyThe measure of a team\u2019s offensive ability to score by calculating the number of points a team accumulates per 100 possessions. If your company has an AR ratio of 15, they collect their accounts receivable balances roughly 15 times throughout the year. Over the course of a season, where a team plays against every other team in the league, larger trends play out, including differences in pace. Turnover percentage or rate allows you to compare, in one season as well as multiple seasons, to other teams in your league, region, or in the country. These turnovers occur due to a player\u2019s mistakes or errors on the court. Unforced turnovers are individual and vary depending on the player.<\/p>\n<h2 id=\"toc-0\">Nba Historical Stat Qualifications<\/h2>\n<p>These metrics use a similar padding approach as described here to make metric performance more predictive. This is done by infusing the actual sample of performance in the area of question with an expected performance sample. That expected performance is often impacted by a player\u2019s attempt rate.<\/p>\n<ul>\n<li>However, simply summing those three results does not provide the number of possessions because shooters can attempt either one, two or three free throws on any given possession.<\/li>\n<li>By these accounts, Nash looks like a butterfingery Jeff George while Anthony a trusted gatekeeper of possessions.<\/li>\n<li>Offensive rebound percentage calculates the percentage of available offensive rebounds that a player grabs while he&#8217;s on the court.<\/li>\n<li>The fixed asset turnover ratio formula is calculated by dividing net sales by the total property, plant and equipment net ofaccumulated depreciation.<\/li>\n<li>The collection period is when the company takes to convert its credit sales to cash.<\/li>\n<\/ul>\n<p>The ideal turnover rate depends on many factors, including the industry in which the organization operates. Like, in a typical year, the national average rate in the hospitality industry stands somewhere between 25 to 30 percent, but it is around 9 percent in the banking sector. Somatel Foods is a company based in New York, NY. The company operates a small grocery store in a busy Manhattan neighborhood.<\/p>\n<p>Lineup ratings are then averaged, weighted by minutes played, to calculate the final average lineup rating. These calculations look at the percentage of the team\u2019s minutes\/possessions\/touches\/etc. If a player has a 5% minute share, their minutes make up 5% of their team\u2019s total minutes played. According to experts, this increased employee turnover rate is a ripple effect of the pandemic, and companies need to develop innovative strategies to deal with the situation. This article will discuss all the details you need to know about employee turnover and its various aspects. It measures the value of a company&#8217;s sales or revenues relative to the value of its assets and indicates how efficiently a company uses its assets to generate revenue.<\/p>\n<h2 id=\"toc-1\">Employees<\/h2>\n<p>This ratio is expressed in terms of the number of days and represents the length of time taken to convert debtors to cash. Block Rate on Contests shows a player\u2019s success rate of blocking shots on the ones they contest. This better captures real defensive assignments and switches, help defense, etc. than saying that each defensive player defended one offensive player each possession. This, along with Adjusted Reb Success Rates and Adjusted Box Out Rates, can help tell us what kind of rebounder a player is, and how much they help their team based on their role and performance within that role. A player with a high Post Style Rating is attempting easier shots in the post, whereas a player with a lower rating has a style geared toward lower efficiency shots. Drive Foul Drawn Rate is the percentage of drives a player draws a shooting foul during their drive.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"257px\" alt=\"assist to turnover ratio calculation\"\/><\/p>\n<p>However, simply summing those three results does not provide the number of possessions because shooters can attempt either one, two or three free throws on any given possession. If your team is getting twice as many assists as turnovers, they are moving the ball and getting good shots much more than they are throwing the ball away. The top teams and point guards in basketball always accomplish this. In the NBA, assists are counted as the last pass leading to a score by a teammate (except for alley-oops), and turnovers are recorded when a player loses control of the ball. It is best to interpret as a player\u2019s style in impacting the opposing offense, and digested along with other defensive stats and defensive impact stats for a full defensive evaluation.<\/p>\n<h2 id=\"toc-2\">Movement Speed Rating<\/h2>\n<p>Below is some selected information from its latest financial statements. To calculate the average total assets, add the total assets for the current year to the total assets for the previous year,and divide by two. A low ratio could be the result of inefficient collection processes, inadequate credit policies, or customers who are not financially viable or creditworthy. In some cases, however, a high inventory turnover <a href=\"https:\/\/personal-accounting.org\/\">https:\/\/personal-accounting.org\/<\/a> is caused by the company keeping an insufficient inventory, which could mean it is losing out on potential sales. The speed at which a company can sell inventory is a critical measure of business performance. Retailers that move inventory out faster tend to outperform. The longer an item is held, the higher its holding cost will be, and the fewer reasons consumers will have to return to the shop for new items.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"254px\" alt=\"assist to turnover ratio calculation\"\/><\/p>\n<p>A low turnover implies weak sales and possibly excess inventory, also known as overstocking. It may indicate a problem with the goods being offered for sale or be a result of too little marketing. REB%Rebound PercentageThe percentage of available rebounds that a team secures. EFF +\/-Efficiency MarginAlso known as Net Efficiency, the difference between a team\u2019s offensive and defensive efficiency. If your company has a low AR turnover ratio, there are few things for you to work on to improve this. Average accounts receivable is the balance that is owed to your company over some time \u2013 usually a year.<\/p>\n<p>John Drew committed 14 turnovers in a game against the New Jersey Nets on March 1, 1978, while he played for the Atlanta Hawks. Jason Kidd also committed 14 turnovers against the New York Knicks on November 17, 2000, while playing for Phoenix Suns. Practice passing the ball accurately and hard all the time to avoid interceptions. It is easy for the defense to steal soft passes from opponents. Unforced turnovers caused by just one player can cause the entire team to lose.<\/p>\n<p>Additionally, there is no way to measure and give credit for good passes that resulted in missed open looks. Similarly, a player who plays 35 minutes per game is going to have more opportunities to generate assists than a player on the court for 20 minutes per game. And once again, it\u2019s also really valuable to pair lineup data with turnover percentage. Seeing how each of your lineups rank with turnover percentage can offer some suggestions about how you can better stagger minutes among your top-performing players.<\/p>\n<h2 id=\"toc-3\">Movement Attack Rate<\/h2>\n<p>You can use this metric to compare among players, with the confidence that degree of difficulty is being captured and adjusted for to allow comparison of players\u2019 talent in as neutralized an environment as possible. Drive Passout Rate is the <a href=\"https:\/\/personal-accounting.org\/inventory-turnover-ratio-formula\/\">assist to turnover ratio calculation<\/a> percentage of drives a player passes to a teammate, rather than attempting to score. Adjusted Drives per 75 offensive possessions on court is just that, with a regression of league average driving rate possessions to stabilize small samples.<\/p>\n<p>Some retailers may employ an open-to-buy system as they seek to manage their inventories and the replenishment of their inventories more efficiently. Open-to-buy systems, at their core, are software budgeting systems for purchasing merchandise. Such a system can be used to monitor merchandise and may be integrated into a retailer&#8217;s financing and inventory control processes. This being said, it is a great way to keep an eye on your credit systems, especially if you are working with good accounting software programmes that do much of the hard work for you.<\/p>\n<ul>\n<li>If your business extends credit, the money will need to be collected at some point.<\/li>\n<li>Drive Passout Rate is the percentage of drives a player passes to a teammate, rather than attempting to score.<\/li>\n<li>We pad these rates to regress smaller samples back towards the average.<\/li>\n<li>For example, a player attempting 0.5 3s per game will have a lower expected 3PT% than a player attempting 4 3s per game.<\/li>\n<li>Inventory turnover measures how many times in a given period a company is able to replace the inventories that it has sold.<\/li>\n<li>These metrics use a similar padding approach as described here to make metric performance more predictive.<\/li>\n<\/ul>\n<p>This stat also rewards players who shoot a high percentage more than anything else, which is why you&#8217;ll generally see low-usage big men high up on the leaderboards. This stat in its simplest form explains how efficiently a player uses his time with the ball to score. With the help of companies like Synergy, PPP can be further broken down into certain situations like isolation plays, pick-and-roll situations, etc. Field-goal percentage (FG%) was once one of the better stats for estimating shooting ability up until the popularization of effective field-goal percentage in the 1990s. Box scores don&#8217;t explain how many shots a player was fouled on, so we have no idea of knowing which fouls resulted in and-ones without looking through historical play-by-play data. There\u2019s really no end to the benefits of reliably tracking turnover percentage. You\u2019ll get a more complete depiction of how you\u2019re taking care of the ball when every stat is tied directly to video.<\/p>\n<h2 id=\"toc-4\">How Long Can Accounts Receivable Be Outstanding?<\/h2>\n<p>$64,000 in accounts receivables on Jan. 1 or the beginning of the year. Accounts receivables appear under the current assets section of a company&#8217;s balance sheet.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"254px\" alt=\"assist to turnover ratio calculation\"\/><\/p>\n<p>The best assist to turnover ratio in NBA history is held by Steve Nash. In his career, he assisted 13,486 players while giving up the ball 896 times. Shot Profile Deterrence, or Q-RAD, is a defensive statistic that attempt to measure how a player deters the offense from taking high efficiency shots. Made or missed shots do not matter in this context, only attempts. Passing Lane Defense captures how disruptive players are through their ability to intercept passes and deflect the ball. Passing Lane Defense is a rate stat, showing impact per 75 possessions on the court defensively.<\/p>\n<h2 id=\"toc-5\">Passing Efficiency<\/h2>\n<p>However, even on a regular year, the rate remains high for these industries. The following table shows the industry-wise turnover rate for 2016 to 2020. A Society for Human Resource Management report suggests that the average turnover rate is around 19% in most industries.<\/p>\n<p>If you are constantly reordering, then it might be a sign that you are understocking your inventory, which means your items are selling out so fast or your inventory stock is too few to meet consumer demands. So, let\u2019s calculate your inventory turnover rate to know whether you have too many or too few stocks. You will be asked to compute the asset turnover ratio by using the formula provided in the Lesson and the information in the business case below.<\/p>\n<p>However, if a company with a low ratio improves its collection process, it might lead to an influx of cash from collecting on old credit or receivables. On the other hand, having too conservative a credit policy may drive away potential customers. These customers may then do business with competitors who can offer and extend them the credit they need.<\/p>\n<p>Now that you have completed the calculation, you have an amount for your accounts receivable turnover ratio. Once you have obtained your two figures, you will calculate the accounts receivable turnover ratio. In theory, the higher your accounts receivable turnover ratio is, the more efficient your company is at collecting its debt. This allows us to compare who has carried the largest load at times for the last 40 seasons.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Nba Historical Stat Qualifications Employees Movement Speed Rating Movement Attack Rate How Long Can Accounts Receivable Be Outstanding? In general, the high-stressed and<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[22],"tags":[],"class_list":["post-1220","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/posts\/1220","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/comments?post=1220"}],"version-history":[{"count":1,"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/posts\/1220\/revisions"}],"predecessor-version":[{"id":1221,"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/posts\/1220\/revisions\/1221"}],"wp:attachment":[{"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/media?parent=1220"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/categories?post=1220"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/cdmarathon.net\/news\/wp-json\/wp\/v2\/tags?post=1220"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}