How Sportsbook Bonus Codes Hide Real Regulatory Costs — and How Operators (and Players) Can Spot Them

Hold on. If a “free bet” code looks too cheap to be true, there’s usually an invisible bill attached.
This piece gives you practical numbers, simple formulas and a short toolkit so you can see how regulatory compliance shapes sportsbook bonus codes — and why that matters for both operators and players.

Quick take: every bonus code that reduces the operator’s risk costs less than one that requires heavy KYC, geo-checking and post-win review.
I’ll show you how to estimate the hidden cost per active customer, compare three compliance approaches, and give a checklist you can run through in five minutes before you sign up or promote a code.

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NO18/wCJpJX/ANVqqbP+CF3xn8G1n/Uu/YesVO2KniXFNb1wnTek/Yhp/wCOipzyoYMeqnojjW/+P9093PPiryafTlwi+nR1CesSocXU2+aL6cT09UPcYtsSOX5+2xL6SKYbrr3Td2oalKuyQtl4fyHJGn0vU1+EvP8AT/eF/EZKeavBZYVTsYHxnpdXbNM3VM22skop1/k5/lsVfU65eNM11vbxXxJLAvSaJd5i/E55eDkxxuYenHmi7qStKOQ35oVTqhrq08c007tfBBlVpTBzmGmPAL4GAIJauCCpkZJHZUxOUOIJoVcCxUMhBJBBJDgCo5XIyVyVyezb0LuUpkEZIDlKOUOUhymdg5SjlDlMblJMqs5SmSHKVyYBylckuUoR0iAgANABIXSCSxLWqVrSMEohOC6IVrSGIbCJhCjGmdENRDtSFEQzsaGNNmGLKnWId6Y+ohiyvQ5m3ULpF6C30TpHphDsWGUkHPt9p9Djcbf138P0vpvp0THu5e1YVcrKOn9PtOu3CsdK5VyZLjWLK9fDwOImdkvIzdX0x4Y9T9S6o9vH2hrzyZU1Hmw9MmJWnz5h+WyX213EY5mVyFHIZmHBydtp43KivVDFXwtZIqMVMGvDMsa8lKySLIuVOeu7cMeCyISiGVjS6dKQRtypyVLArlTCGOmgV6phDsNLA2kh35OuOSHoxYptP6Pr8LiTeeqfC8LW0VNvPT5zBw9ZOsj1VVLVtWssiqqnHPkyazZN9o8PRzuVE/w8fiB7jA9Sz3GFynll8W8qvMbizjG4xLjKrlKOXK5LuMbiMSqQ4kgywhxVxYq4CAAZRDgABUhxJBECCXEBAqAREAEhEAkgAQSQGAAkIgEgggqWAFQAFAAAAAAAACAAAAAAEhAAFAsCSiWlmlWlmgWaZGGNpkYUd62SY/w+s2envCHCam53yvX/AE8n3qZNF3lLBqKguaw8ZKaVJOHvYz8TsurdOU9bSSah0zO+stblzPHJ+OpXL2kRO3gvQ9ETumnGe19y8/wWRDK+NUXmQiHF2VRDMxpLGm3DFksQmlYYVVTm7ZbZaqVkccaueq4REQyWS1zV1XFT07FklkcjGtTup7lTQ2XZha2S1Doqq/yNynReD6J+s7xWYmI04Zre3H6y1dMbOqCw0Ud21dVJEqpmKkTG8vrk19UbUpKWJaCwLFTU7eWYo0Q841Vquuv9c+WoleqKvJM9Dj7DZbhfatIKCnlmkVfyUPXHH6e9+/8AiHknFE/Vk7L3K+1twmWSonkkevdzsmnHT1dWvzMUkmfBMnrNBs7s2nKdlVrK4I2dUy2jhVFcvr5F5tpdBYWLDpm10sSJySWVN932G55Ef0d/7Q59Vd6xQ6Hb9CairkR0FqrFRe6xqn3nIpsq1UqZ/B7k8soXuW1bUdS9V/CDokXtFyQ4Z+0G+quVulV/1qmffyfp/drWWW9U7NNUU7d5bXMuPzeZ1a+Wm42z5uupZoX+Dmqh2Wi2m3+ncipcahfWRVOy0O1h9ZGkF9oqauiXku/GmfrO2Lm3rPeIlzv7sfG3izpHNXKKpy9n1NX21+I5lWNfpNXmi/A9YqdNaM1i1fwPUJa7i7pFLyaq+R5hq7RN301UqyvpnJH+TKiZY5PU+xx+XjzzqJ7/AGlxrmrM9No1LffFbdQMV1Jw6Wt6rH0Y/wBPA6xW0M1LM+KdisenZTThlkglRzFVFRTuFruVNfKdKK5YZOnKKfui+fkY5fplc0Takal66ZJr+zpz48GJWnPXi1z26qfDUMVFTovZU8UOLfFg/MXxzSdS9VbRLSVpGDZdGY1acZhtgchVyGZWlXIZkYHIC7kKuMDGCzioZAAAAARv5GTHkZPS9C7lKZGSCKOUq5SHKRkzIOUo4OUo5SNRBkhyhxQjUQs4oS4gNABOA1EIJLYGAukonM3IWtVnmaiIZ48modcfaV3xeBRGm2zCpzLcI3EPR7W+8MLGmZjSyR8+hsRRZOkQ3THuSGLJzFBRLIvQpQUjpHIiIdhZHHSQ5ee/j8bf128P0Pp3p/V/EydqwIjKSHPLP3nC19Y6V/X4GStq1lVeZxj8qdM2bq7R4b9T9SjXtYvEMEiqqmJ0eTbZFlehmZT5Toebo2/J5cvVLi3RGN8RzTqVfAwvp+XQk43nm7hXxmFWnKTQ4NZ8RyvRqO7TwSjTY4ReKFVXoctO1Mc2YmR5N2mpXSKmENyjoFcqLjl5nIOmhpGYjwr/ABO1MPzZ9fjcHt15e0Jp4YqKLek+njkhx1dWulevMwVVY6Vyqqmk+TJcmXtqPDryeZGvaxdqryyZMCuKK4q5TyzL5F77WcpVylXKVcpHOZS5Sjg5SrlMucquKuLOKuMsqkdySpGRxVwIcECCSDIZKgBAhxJBAcQS4gIqAAiCQQREkAACCSCsBJBJEAAQCCSAKgsVCgACAAAAEBUjChvU2ERMFGuQZHmMgEkEhAsVLFAloJaUWDSpYCxkYYy7QM7Fwc9pi/1thr2VNE/C43JGOTLJGr1Y9O6KdfRTMxTcXmPCzET2l6BdbLRX23vu2m27ixpmqt+cvh8Xs8Y/tQ6YsSouFQ2bHdqu01kdVQzPinjXKOap3OqoqLVdJJX2eOOmu8ab9RQN5JKneSL71Z9RudW7x5Zj6e0+HSIo+ZzVmtz6yqihhar5JFRERO6mpHTKj8KmFQ9z2IaZibDJfq1vzcCfNZ/OPHyOVHHr1PbhwxfvPh0W52W66SrGLWQOppkXMciLlPrOs3WsnrKyWed75JJFVVVVPWNbXp91rKiJXb9NnCNXmh1jT2iJLzeYEYrG0W9mVzlwkadVVfI/U8L1TFm48RniKzEPRzPS8mHH70RuP8NfQGg6rUky1FQvu1uiTfmqJFwjUO3X3XVFpSjW06LhjhROT6xWosjvTwOM2ia1gbTJYdNO4VqpvkbzeSzvT8pTyWpnVzlVVVT5eXL1zufH2/5fA9ucn1Wcndb1V108k1VPJLI9cqrlzk4iWdV7mu+QxK45TkmXSKRHaGV0qlXSmFXFck6jTNxDIyZU7mrkZEXNOYpLg+J6Kxypg9Q0ltAbPSpadTxMrbdIm5mTm6P0U8bY43KeZWr1O1b/AHefNx65Y1L0TaLs8Shpku+n195tb/lqreasPMGK6N6KnJyHqOz3W81nkWkrf3RbJfkSxO54Re6G1qjZvLV3eOrsO6601ScVJc8ovL1P0PB9Q7dGWf2l8u95406yz2+7rtkm/wAIKH3Gq51rE+ZlVfpf0DhbnbJ6GqkgqoljljXCtVOh7LpjTlBp5GPp28WqxzmcnT0Tsau0+ytrrdHd6dvy0+TOiePieP1Dpy26qw8nG9apkz+1EdniL4sGB0Zy9RDhVNN8Z8WaP0cTtx6tMatNx7TA9pymHSGq5DG5DZehichzlpgcQ4yOQoRlQFioZA4AI2slckZGT0PXpOSMkZK5MmlnKUcocpTJF0OUjIyQ5SNaVcpGSSA0Ej+qAujBYEogb0IhnlbHy4ar0558TG0yMbksNRCqIbDG4DG4MjUybiHelNDTbiMTG8zchiyp2pD04qztkjhychSUauVMIWoaVXKmEOejhbTxZd2Pocfj77z4foOD6fGT+JftEKwxx0kOV6nFVtWsrvLsheuqlkf5J0ONcuTrly7+ivhv1DnRWvtYvCHrlSWR5LMbk3aeHJ54h+UzZdopqfeenI9HsmzW4XC3U9Y2WnZHM3faiqucHULfBmROR9M2GHgWWgixjdhan2HPkZZwViY8y+bnyTHh5BJsruidFp3+khx9TstviIu5BE//AKVD34ImXIeX8bf5iHm9yXyJfrNPbK6Wkq2IyeNcORFzg4htG6ReTVX4HoW0P53Udc/xlU6f70sDVaxO57piPl9fgxSZj3Z7NRlrXrJhieZlctJSpyTiPNOpq3O6qqnHzTKpym8R4h9b8Vhxfyq/+XIVNe53JOSeRx0s6r3Nd8hiVx57ZJny8ebm3yzu0sj5MmNXFFcQ5Tlt5Zus5SrlK5DE3lwYTZkjJeWNW9TCRjazlK5IATY4oHKCCHEEkEZVIJcQECHEuIMgVACBABEQVLFQgAABABEACAwAAASQAiQCCCSAAADioAAAAAFAAALby+JUAMkEkACSCQgWKligWaVJKJLlC4El2mMyNAyNMrDE0ysDo2Ijk6Cd8ErJY3Kj2rlFTspx0RvUyZVCb13brHU9AskVDqWREqIH09xVzE3onfImyvPKY5L6Htmq5Y9N6SpLPSfNru5dg832DWhK3VUUz25jpkWRfXHI53aNc1rL7MxF+RGuEPjZJ/E8uMU+I7vuemcaJyxH27/8OpbrppkamVVVOx61r26W0rT2mnVErqtvEqFTq1q9EMugbbFVXbj1Kfuamas0i+SczzXXV6feb/WVTlXdkeu6ngnZD6F7e7kjH8V7/wDD1escjX8OHWKuZXOVTQe4yTO5ms9T3b2/K3hDlKOUhylXKXbjMDlIyQ5SpWdLZJaULtAyNM8RgYbESG4Ylv0r1RUU9i2TalRH/gWvf+5Z0xHlfxcn+88ahOfss7oamORi4VioqKeik/EvBzcMZ8c1l7rWwOp53xvRUVq4MtsZFWMloKr8RVNWNfJexmfUNu9jorin4yRvDl/rIakKrHIjk6ouT6EW93Fr5fzbPFuJyf2eLahtctuuFRTTJ85E5WKcBNGevbXbc1K+mro28qmLK48UPLamPCqeC8b7v6LwuR7uKLOHlaa72m/K013oeWYfQiWi9DC9DcehrvQ5S6Q1HIUcZnoY3GGmNxUs4q4OYACwjI4jJV3UnJ1e7ScghF5lXKRrQ4jIcQAKliuCLoAwWBoAJwG9BdEDUyZWNLpqI2hjTM1uA1MF0Q6RDvSNJamTMxpVjTbhiydKQ7Y6bTDFk5ajpVcqYQpR06uVMIdghhbTxZf1Pfx8HVO58Pv+n8Dqnrv4Xp446WLK9TjK2sWRcIvJCK6r31wi8jjJZMqdcubf018O/P58Vj2sXhd8mVDEyYWc1NuFuTlEPzOfLMssMZyVND5GCnjOXpIjvSj517uSsNGs9dTxNT6bkT7T6MjakbEanRqIh41s9ouNf6XlyavEX4Hs7T5vqU94q8eSdyE5RrVcvREyDSvU/utprJvzYlwfPpG7ac58PnTVUnGr6iX85yqdOrE5qdtvHypHqdWrG81P0GSn0vXS+ocLMasqm7OhpSoeC0OvWwOUxOMjzC488m0OUjIcVOct7MmSKTdXJiBBlklWTqYsjJGSBkrkOIDIAQAKlipBABBlAAqECACARkAIFXKHEERJAAQAAYCAAAHcAAAEAAQCoAAAAAAAAcmAFAABAAAAACQAVAs0ACWggkoks0NAEtLtKlmhqGRpsMNdhmYRqG1EcpRty5DjITlaD8Yhi7vjh9EbAaX3e03etcnNrN1F+GTpt6nWW4TyKvNXKp6Bsebw9BXNzOqov3Hmlaual/qfJ9P+rk5LP0/pcR1Wt+3+Hd7Y78F7Mb1XJylnVsLV8lXmeCV8mZFU9z1Qq0+xumanLjVGV+CKeC1S/KU9fE+u1rfrP9nx+fbeSZ/VpSqa71Msqmu9T6UPl3Q5SMhxQrlMJyCA0rEpLtKNMjQxLIxDaiQwRIbcSHSHKWxChytHyVDjoUOUpU5odaOOR7Pszqlq9O11IvPhK2VqfYpyzm4edb2QSL7/AFMPaSB2fhhTtcrcPXke/jz3mH8+/wDUGLpzdX3cZtAg950dTTKnOCXd+CnilY3mp7xqFvE0TcUVPoq1U+tDw+vbzU8948/u+/6Fk3ghwcyGrKhyE6GjKh47v0lJab0ML0NmU13nKXaGtKhgchsSoYHGFYnFC7iHESVQCCwykDAwdX0dIIJIwQ0AE4C6QCcDBDSCcEtapkbGobiksaIXRpla1EBdOkU15GtRDI0hEMiNNxDpECIZWNDGm1DHk6xDrSmyGPJylHSq5UwhWjp1cqcjsFNClPEqr4cz28fD1TufD7nA4E3nqt4IIo6WLK4ycdX1ivXHZCK+sVy4TohxE0ucnXNm/pr4erncyKV9rF4ZJZlUxtdkwK4uxTzRL87kybbMRvwIaERyEHY9FHgyS5OmZ0OZo25wcTS9jnba3eciJ3PXR5bvTtl1FhKmsVOmI2/rPQWnEaWofwdZaeBUxIqb8nqpzDT8/wArJ7mSZea3kOsbRKtKfTsjM85nIz4dTtB5htUuKOq4qVi8om5X1UcPH15o/RHl1yXKqddrO5zlfJzU4Csd1PuZnWHFVJoTG7OpoynzsjrDXeYXGZ5gceeW0OKOJcQcZXYQCpF2ZGSARQZIBAKgBAgAyBAABxUOIIgCHAIAFQgQSQRAABgIAAAAAAAAAAAqAgACAAAAACgAAEEkASQSAIAJAAAIsA0AS0AGlXJI7khEtLNKNLtCsjTMwwtMrA3DchOVoF+Uhw8KnKUS/LQ53d8b6Y2MP4uiLpEnVM/cea3L5NXInmd72A1STU11oc/Th30+79Z0rUMXBuc7eio5T5np/bk3h+l9Mn67R+ztup0972OUbk/kZ8Ljt1PAqvq497sSpc9ml8t/WWBEnanp1PCq9uJHp4Kd+JHRe9ftP+XyefXWSY/WXESdTXcbMnU11TmfRh8yWMglxBtymANBJWJWaZGFGmRgc5Z4kNqJDWiNuE6Q5WbkKczkqVOaHHQocpRpzQ60efI9V2Pxqlznfzw2F2Tt03NV9TgdlUHCtlxqnJy3UjRfX/8ARzruansw/mn/AGfgv/UF95Yhiv2G6Lume+6n2oeHV/VT2zWEnA0TKi9ZpWon3nidavNTnefP7vtehRrDDh50NKU3pzSlPHd+mo1JTXebUpqvOUusNeUwuM0phcc22FxUs4qQVIcSQ4sMNjKKN1q9ygOr7O1uEi9xwipbIOxwlHDGSuVB2W3E8RhqFSyIQ7JynZCcqRguiGtL3EQlEJRpkY0um4hCNM7GhkZtQw5XodIh2pjmVYosnI0dKrlTCGWlpOm/yOYgibDGrlTCJ4nrw4uqe77fB4HuT1X7QtTQsp4srjJx9fWby4byQrXVm9lE6HFTS5OuXLH5a+Hp5nMrSvtYvBNLnuayuKvcVPLt+ey5ZlOTOwwNM7ENQ8lrtmI34FNGJDegPRRwnu5WmO76OgRZn1cqZigTf9Xdk+v7jpdBG6SRjWIqqq4RE7norYvwdQw0DeUjflz/AKTw+HT6z013P0/d6uFxfevr4c3bb/W0cnKZZGZ5tdzQ7ha9T0VUiNnX3eT+l0X0U8vbLhTZpd6WVkbEVVeuMHLkcTFMbns+ryvTMVo34ewyTRx0slRvIsUbVeqovZD591Lc3VtwqJ3rzkcqnp2uatumtGQ2yN37prPlSc+aN/8A2eHVs++q8zw+na1N4+fH+z8vfFFLS1KyXOThqmTJt1Mpxkzj2ZL7IhrTqaMqmxMpqyqeO8tQwvMTjI8xOOMtKuKuJIwc5UKggwBBJDiLsKgEUIAAAgZMoFQQAAIIAACKuAcAxKAAGUAAgAALoKgBoAAAABgAAQABAAAAAAQAAoAAJAAAAAAABZoKtLhEEkEmoFwVLNAs0sULtCsjTIxTC0yMDcNuJTkKV2FQ4tim5TuwqGJdqS9m2HXVKLVNMx64bNmJfic1tMoVo9RTOamGPVXoeTaduMlFWQTxuw+NyKh7prpzL3pm3XmDmrm7r8dlPlT/AO35UZPi3Z9z0/LrLE/7Ov7N7kyjvraefnTVSLDKi9MLyPOte2d9m1HcKRyfJZKqMXxTt9hz1A2p9+jWBFyi9U7HP7TaWDUVlju9FIyWsosU9Vud/B3oey9faz+58THf9/h39V42/wCLDxGZOZqvORnjVFXJpPae2H5y8NdyFcGRyEYNuMwoWRCcEogZmBEMzE5lEQysQ05SyMQ24TXYhuQobhws24EOatsKySMREOKp2npmy7T6XKvWoqm/uOmTfevivZDvSPmXh5WWMeOZl6DZKT8FaXo6ZUxLN89J8en2BEVVwhuVsvGnV3ROiJ4ITb42rNvyInDjTK5PXT6Kbl/OuXknl8h1PalWJBS0FvYvNreJInmeSVTsqp2rW91W5XmpqM/IVcN9E5IdOnd1PPPaNP3Hp+D28URDTmU0pVNmZTTlU8sy+vRglU13mZ6mu9TlLtDA8xPMrzA4wrG4hxLipAKOJBYYZ8DBk3RunfT7WmLAwZMDBNJpjwTgvgYGjSiISiF0aXRpdLEKIhdGmRsamaKFV7FiHWlJliZGbEUWTbhpe68kMzeFF0+Wp0iHtxcb5t2Y6akV3XkhyEUccXJib6+JqpK6RcJ9SHK0cHDbxJjtjr1eH0uLh6rar/5ZaaLdbxZvtNKtrFeqonJCK+t3uTOSIcTLLk65MnTGoduXy4pX2qeP8rTS57mq92Q5clTht8HJl2qWRCUQyMaWHjvcYhniaGNNiJpuHGZWiab9NHlUMUMZ2vSViSukWorHcKgh5yO7qvZieanekLjxzedQ5rSNAlDTpdJ0+e6UzPP+c+HbzOQe7K5Vc+ZSpn4rso1Gxpya1OjU7IY2OU+lTD0R1fL9hw+DHHx6+Wfqd42eWdsk8lxrExTwJvIq9OR1Oz0E1yrI6eBuXuXHoh2raTfINN6eZY6B2J5GpxVTsn+8+R6pyJtEcen5rf2h4vVuT7dPbjzLz3aTqRb3fJpmriFnyI08EQ8/qZupnrp1V6qqnE1EoxUjFSKV8Q/K27sdRIaUri8khqPcS8sKSqaz1Mr1MLlOMtsbzG4s4q44yqpnZDlOZgReZtMkTBFYJot3oa5t1DkVDUMSBADjKKkEkEWAAgyoVLFQBBJAAgkgiAABKoADKAABABUMAADYACAACgACOYACAAAAAAAAAAAAAAAgASCCQIJBAElipYKEkAqJaSQS0ou0lpVpZoF2mRFMTTIwOjMxTahcabTNEoaiXL0suFQ9Y2c6gjmt9Zaa+pVsLmrLHFu5WRUT6DV7Kp43DJg5W21boZmSMdhUXKKcL4a5O1nv4ub25eh3W4pM90dHD7tT9N1FVVX1XuX0zcZaO4IjWcaOX5uWFekjF7GSipv8IoUmoG79SifOxNT7ceBr3aGew8Sn3FbWfRe9UwrfJPM+tlzcaME44iO8ePl+vyZ8F8H7/Dg9bWWmpbhPLapeNRb3xjX8xfTxOmTR4U7jDVSRu580XkqL0VPM0q+0snYs1Ciqic3RL1T08UPl4p1GpfkuTh1O4dSVpXdOQlgVF6GF0R3h4Jhq7oRpscMs2M05zDAiGVjTI2MzMi8jUQ43UiabtPHzEMCqvQ7rozRdffJt6NqQ0cfOWol5Rxodq1eXLkikblraU09WX2vZTUTMr1Vy9Gp4r5HpM+q7dpHgWi3tSqp40/dErerpO+DhtSalt+nLZJZNKrlXJuVFZ+VJ5J5HnLZXTS91eqnrxU6vPh8nJh/Ffm/L/l9A2+upbtSsqaB6SRu7d2r4KauubmllsXu0bsVdUnPyacFs/ta6dtkl/vMj4adExFDnHGd2TB0bVV9mu9znqZXc3LyTwTwFrRM6+IfG43pFK8mbVncQ4uum3lVcnFzOLzS5NSVx57zt+opTpYpXGpKpllcar1OEy9EQxvUwPUyPUwPU5S6QxvUxuLuMbjLSjipZxUjIVLFQw5t0US9HIR7vnouTQbKviZEnVO56eqH6T3KT5hsrSu8CvurvAxtqnJ3Un3p3iXcL/BX92f4EpSu8CnvbvFSPeneKjcL/AAWdtKplbBGnVyGks6r3KcZV7jqg9zHHiHJosLfMe9In0ERDjOJkux2R7i/iJ+OzddO53cuzKqa8KKqnO22kRE4knJiHTHWck6erjYr8i2mW20iNbxpuSIY6+sV2Wp0QV9Zn5LOTEOJlkVT0WtFY1V7eRyK4qe1i/wB0zSqpgcoXmEQ4b2+Jky7RjJdGlkaZmRmoh5b3Y2RmZkZkZEbUUJqIcJlgZEbcMPPobMNKq9jt2l9KrVt98r1WGhYuM95V8G/tO1a7WlZvOo8tTSWm33OXjTrwqKLnLKqfYnip6DJLC2NKenhYykam4kXZU8/FfMxPlRkMdPTtSKnj5NjTt+1fMozmezHi6e8v0XC4cYY3Plp1VFw8ywZWDui9Wf7jXhic56NYiqqrhETuc5F9Lkdr07ZKO20z7xckSKOJFe1ru/ohnlc+ONTv3n4/V78/OjBX6l7Yyl0Xp6W63DC1krcRs8V7J+08K1LeJ7nXz1NQ9XyyOVVVTn9ourpdQXJ7/oU0fyIo89E/aef1M+VU+RgxWtM5r/mnz+n6PyvJzTltNreZYKmU4+SQyTSGm9x6pl41XuMD1JepicpzkQ9TC4u5TG45yMbiji7ijjnKqkbykuKmQVVUqS4gwBUAgEEkEAgkgy0FSxUAQSQQCAAgVLFQzIQSQ4AQAAKlioEEkACQAAABGAABAAAAAQAAAAAAF2RqvRCFRUXmVrSoBBGUkAASCCQABAEgACwAKJJIBRclpRpcC7TI0wtLtCsrTIimJFLooaiWyxxuU8uFOORTNE4mnWl3edGakqtP3SOro5FaqYRyIv008FPoKensu0uxe9UnDiuaN+Wzu1T5Tp5sHadK6mqrJXR1NFMrHtXx5KfN5nFnLPuY51aHtrl3rv3c5ftP1lnq3w1USoqL1wcSxXQvRzFVHp0U9ztOpdPbQKBlJcuHSXNEwir0cvqdN1boCutcyugjWSJeaOTopzwcvv0Zo1L11yRfz5dAlbTVnKqarH/zsafehpzWGV3yqWSOZn9FcL9SnIVFJNTyK2aNWL5oVZlF6n06X+zGTjRdwj7XM1+6+J6L5oR+DnJ2PorZhTwJpCprq6CKVkaSSLxWo/KInmdCdtPc3kyw2Rcd1pkydONl921qxHh8fmRfBbURt5tDbJpVxGxXr5Jk7TZNn9+uWHQW6Xhd5JE3Gp8VOYm2rXViKlFTW+l84aZqKh1u862v11RW1dxqXRr+Qj1RPqPdGKz5d8mW/iNO4w2LTOlESbUFbFcq1nNKOkX5KL/Sd+w4LVWvq27xe50iMorc36NPAm43/edIfJLKvNVXPjzOe03pW7XydsdvopZlcvVG8k9V7Horjin1XcZxV31ZJ24uGOWokwxqvevget6G0TTWmg/D+q14VM3nFAvV69uRzFBp6w7OqNK7UEsVVdMZipWqi4XzPOtba1rdSVavqH7kDPxcLeTWoZtm6/pp4+//AA43m2SemvaGzrvWE9/rMMThUUXKGFvRqftOlTS5MUs2VNZ8pym2u0O+PFFI1DI+Q13yZKPkMD3HGZeiIHuML3EvcYHqc5dIQ9TE5SXqYnKZVVylXEuKGAcVJcR3DIVACLI4lHGDJbJt9bbNv+Y3jFkZLtdsu8N4xZJyNm2TeLIphyXaDbO0zRGuw2oEypYdsflztio0nerl6NNivq05sjTCIchpKNFin9DgK1FSZ/qe2fopGvl+gyfwONWafPlhlkVTD1LYVSzGqpyh8PJklVEMrGmRkKr2NmKBTpEPHfIwsjNmOHyNmGlVVOyWDStyvEqNt9FNN5tbyT49DpFYrG7OF7uuw0yqvQ56yWCsuU7IaOnklkXojUPUdPbKmw7j71UMynNYYVyvxX9h6XarbRWylSCgp44Yu+6nNfVe5xvyK0/L3cZy/Z0PSWzamouHUXncmlTmkKfQT18Tm9V2JJYfeKRmOGnONvRE8kO2kYPPXlXi8ZG8PJvhvGSHje6ZGNVeh2zVOn3Rze80MarHIvymt7KZaG22+wUaXLUMjWY5th7qvofWvz6Rji0d5n4+X6uPUcc4Yy/2a9jtEdNTuul2ckNLEm+iO5ZPPdoutZ7zPwYHLFRRr83Gn3qYdea3qr/UOa1Vhoo1+ahReSJ5+Z59VVCqq8zwVxWyX93N5+I+3/2+Ln5M5Z3KlTOq9zjZpckzS5NOVx6NvFM7JXGu9xL3GJymJlFHqY3KWepjcpiRVylXEuMbjEiHFXFnFHHOVQ4qWKEkHEBwMSKgdyCCXEOJIIAACoKliplRxBJABxABECocAgVJcQEACoAAAQA4kAAAAAIwAAIAAgAAAAAAaAByFNO1seFRDVqHI5y4MeVKl26TbcaACCOYAAAAAkgACQQSFWBUsBIIBYRZpYo0u0osWaUJaBkRS6KY2l2lVlRTIimDJdFDUS22SYNmGXHc49FMrHE06Rdz1HWvhkY5jlRU7op6xo/azXUEDKW4oytpk5bsy5VE8lPEWS4NiKdU7nmzcWmaNWh6K5u2pfTjKrRWrWpmT3Kpd+TImEz6mhWbLUlXiWypjniXuxyKeAU9dJHzRyoc7atV3K3qi0tZLF5Ndg8McHNi/lX7faXemfUdpfSlPYq227Nq2hpqeSSrdC6NsaJzVV5HhE+zzUka4W0VefJmTYj2q6iSNGrXyKiY64U5KLbLqVqYSqj+MLP2Hs4NcvH6ptG5l83lzfJbcOIg2a6mnXDLPVp/Xbg5+27HL1M5nv76ehRe8rsmhU7X9TzIqe/Iz+rExP1HXrpri+XFFSqulVIxereKuPqPpRycvxER/d4JxZJ+XqNNorRelMz6gvDK+Vn8hCnLPohxl/2sLSU60OlaWKgpsY4iNw5fPyPHZ66SRcvkVfiaj51XuJtNv5k7/wAf+HP8NG9y5e5XWorZ3zVUz5ZHrlXOXKqce+bJqOlKOkNzaZdPbiPDO6UxukMCuKq4zs0yukMSuKK4xq4xtuIS9xicocpjcpldDlMblJcpUyBUEEBxDgVCSBwIcGVCxLkIwbfTVBYqECzQS0KlpkaY2mRobhkYbcHU1mGzB1NQ743d9H/iqhfIw1MUMj14kSKZ9HpmGo9DBN+MU9uT8lX6qYrfjUiYaf4PgcvJVZ9pnhtbVVPnUT1QyMNmHJikvDbg47T4d0sOzmmqbfT1VdfaWm4zeIkfCV6ohzlNoPS9Lham7VdTjtDEjEX6zTjkVLZa/wDV0+9TJFIvie2OJa31bfm8nH/iT3l2e30GkraqLQ2ZJpE6SVTuJ9nQ7RSXmSZiRRo2GPojImo1EPP6eXBzdBUYenM5ZONFY+/7uN8MO7U8qqiO6qbzFRMY6L0OBoJl8eRzVKm98hMr6HzstOl57Q2A04a96jtdkiX3ypjWVE/FRrly/sPLNVbQKy5o+Gl/c1N+ai819VJi42TJ38QxETL0LU2tqOzRPZSOZUVPTxaz9p4nqnUFVeKx9RVzLI9enkngcXVVzpFVVdk4mpnz3Pfjw1xePLvjjpUq58nFzS5MlRKaErjUy1MkkhrvcWe4wOUxtRymNyhylHKZkQ5SjlDlKuMSDihLiplQo4lxDjEiHFHEuIcYEAOBJFSCSCAACAAAqACplQglxAEAOBEVcQS4gIEEuICBUsAKgAA4gAASQSAABGZAAGQAAAAQAAAAAAAACAAoAAgAAAAAEkACQQAq4KlgSlpLSpJUXRSyKYyyKUZCyKY0UuilF8lkUx5LIoGZFLopgRS6KFbCOMiONZFLIoXbbbL5mVsxpI4ujgvW3mzGRsxx6OLtkCbbvG8yOL5mpxBvGmJlsOkI4hg3iN4Ocwz7xRXGPeI3i7TTIriiuKZI5k2aSrjG5SHKUcoNLuUxuUOUpkyq2SgBGQgAMhUEASQ4ZIILdwXwMHV9XTG4YL4GCJpTBKIXwMAC7SpZpVZGmaFcKa7TIxSw6ROnbtN3OKjZK2T8pMIvgbmElXLHMf6KdNikVDbiqHN+iuD0e5NoiJ+H1MfqExWK28Q7ZFTu/NU3IoFOr092qI8Ikr/rOVo71U8RE3k690Q6U14d49SxR5iXpDOVDQtXqyBiKWZzXlzOyQrHSbNbfdIaeF9bJOsbpZI85Q64/VFxTlG6GP8AqwtT9R9jj9WeP4ceO3n7PiVyxlmbRHy5W30NVVuRtPTyyf1WqpzjLe6iZvXGopqRideNKiL9XU8w1Lqi7LBA1a6ZEers7jsZ6eB06a4zSu3pJXKviq8zycmMlbdMzDz8iZpbT3ir1xYbVErYFmr6hOitXcjz96nVb3tKulcj2QOjpIF/Jh5L9fU8rdVuXuPeF8TyxjrWdz3l5dbncueqbk6V6ue5VVe6qaMlUq9zjHTlHTHSckz5abkk/maU0xifKa75DntUyyZNZ7g9xhcpnYOUxuUs5TG5TIOUxuUlylHEbHFXKHFTMiCHBxU5qFSXEEBxRxdxQyIABmRUAAQACAAQAKliplocpDgQQAHAIq4glxAQIJICAAAqQSABBIAgEkASCABIIJIwAAGgABAAEAAAAAAAAEAAAAAAAAAAAAABJBIVYFSwRLSSAaGRpJjL5AvksimNpZpRlaXRTDktkIy5JyY0UtkDIilkUxZJyBm3iyKa+S6KEZ94neMCOLZNIy5IyY8jJkZMlclclchGdnMyGBjjJvEVjlQwuUyyuMDlKzJkjJDlAZAAQCoAAgEASQ4FSDbwRumXdGDtp9eYYsFcGbBXA0xpjwMF8DBNGlMFmk4JwEGl2kBpYNsqKZGKYmlmnSE620xTkqB3zrPU4phydAnzrPU74/MOd79n0E9f+Bu2f64v3KdCd1O8vVU2O25Oy1S/cp0dx+h9J7Y7f/tLrw/DgdUriOm/5x1h8nM7Lq3lFTejjqT15nz/AFCf48pzf5n/AIZOIOKayuG8eHbyNniFHSGuriN4oyukMauKq4pkipcpVylXEOUwDlKOUOUq5RLY5ShLirjAOKZDiHEkHFCSDChAKmAIJIcQQVLFSAQSCCAAAcQS4gyoVBAUIJIIirixUAQ4BwCDiA4BAAACoAABwAAAAAAAAIAADAAAugABkABAAAAAACCSAAAAAAAAAAAAAACQQSAyXKFiwJJRSpJRkaTkxtLAZMlsmPJbJUZEUlFMeScgZMjJjyWyEZMkopiyTkDLksimHJbIRkyMmPIyEZHKVyVyVyBk3id9TFkZIMjnZK5KZARIIAZSCBkCSCCWc1AYKOOSSFvByqnHyImfkiRXJGQQRpzj4FTsY3RnYHwMf2NWWjXse+cUv0+ThTXx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Why compliance changes what a bonus code looks like

Something’s off when a sportsbook advertises “no verification” and “instant withdrawals” together.
On the one hand, softer checks cut friction and acquisition costs. On the other hand, they increase fraud, payment reversals and regulatory risk.
Operators price this trade-off into the bonus — either by tightening wagering rules, reducing maximum withdrawal, or increasing the “playthrough” requirement.
What that means for you: the advertised bonus value is rarely the real expected cash value after compliance-related restrictions.

Basic math: how to convert compliance costs into bonus economics

Here’s a simple three-step mini-method you can use to convert an operator’s compliance burden into an equivalent “bonus tax” per user.

  1. Estimate fixed compliance overhead (F): license fees, compliance team salaries, platform monitoring costs per month.
  2. Estimate variable compliance cost per active customer (V): average KYC cost, payment review cost, fraud losses attributable to that user.
  3. Calculate expected monthly active users (U). Then compliance cost per user = (F / U) + V.

Example — conservative numbers for a small to mid-size operator targeting AU:

  • F = AUD 25,000 / month (licensing fees amortised, AML tooling subscription, compliance personnel overhead).
  • V = AUD 7 per user (average KYC + ongoing monitoring + chargeback allocation).
  • U = 5,000 monthly active sign-ups.

Compliance cost per user = (25,000 / 5,000) + 7 = 5 + 7 = AUD 12 per active user.
Translate that to bonus economics: if the operator budgets AUD 12 of “bonus value” to acquire/retain that user, any public promotion must be structured so the expected payout and risk don’t exceed that.

Common operator responses (and how they affect the bonus code)

On the one hand, operators will tighten wagering requirements or reduce game contribution percentages.
On the other hand, they may increase maximum bet caps while the bonus is active or add time-limited playthrough windows.
What often happens is a layered approach: higher-risk regions or payment methods (e.g., credit cards vs. e-wallets vs. crypto) get different promo eligibility.
As a player, always scan the terms for “eligible payment methods” and “maximum bet while bonus active” — that’s where the compliance cost shows up most obviously.

Three practical approaches to compliance — and their cost profiles

Hold up — you don’t need to guess every time. Below is a short comparison of three realistic compliance models operators use. The right choice depends on scale, regulatory appetite and the product mix (sportsbook vs casino).

Approach Setup cost (AUD) Monthly cost / user (approx) Time to implement Best when…
White-label / licensed partner 5,000–30,000 (setup/branding) 3–10 (shared KYC + platform fees) 2–6 weeks Fast market entry; limited compliance team
Outsource AML/KYC vendors 10,000–50,000 (integration) 5–15 (per verification, includes manual review) 1–3 months Growing operator needing stronger controls
In-house compliance stack 100,000+ (platform, staff) 2–8 (economies of scale, but higher fixed costs) 6–12 months Large brands with high volumes and regulatory ambitions

Where sportsbook bonus codes get shaped by compliance — eight real levers

Here are the levers operators tweak when compliance costs bite. Each one translates into a player-facing term:

  • Wagering requirements (WR): raises expected turnover before a cashout.
  • Max cashout cap from bonus wins: limits liability.
  • Eligible payment methods: excludes high-risk lanes to reduce fraud.
  • Geo-targeting: restricts by jurisdiction to avoid regulatory exposure.
  • Time-limited playthrough: short windows reduce long-term liability.
  • Game-weighting: slots 100% / tables 5% — steers play to lower-edge categories.
  • Manual KYC triggers for big wins: slows withdrawals but reduces fraud payouts.
  • Bonus abuse detection: bonus stacking prevention and wallet rules.

Mid-article practical note — registering expectations

Here’s what bugs me: players see “100% up to $200” and assume $200 free. Not true.
You need to estimate the expected monetary value (EMV) of the bonus by applying the WR, game RTP and your usual bet size. That converts the headline to something meaningful.
A quick EMV approximation: EMV ≈ BonusAmount × (EffectiveRTP) / WR. If BonusAmount = 200, EffectiveRTP = 0.95 (slots-heavy), WR = 30, then EMV ≈ 200 × 0.95 / 30 ≈ AUD 6.33. Ouch.

Where to find operator signals about real compliance posture

At first glance, the legal page and licensing badge tell the surface story. But then you should check:

  • Withdrawal caps and processing times in payments FAQ (long hold times signal stricter KYC).
  • Terms that allow “confiscation if unreachable” or require a phone call — those are red flags.
  • Promotion small-print: excluded payment methods, max bet limits, contribution table.
  • Community feedback on forums about delayed payouts after big wins — that’s a practical indicator of heavy manual reviews.

Practical mid-article recommendation (neutral, useful)

If you’re evaluating a new promo code or affiliate offer, create a tiny scorecard: expected EMV, eligible methods, WR, maximum cashout, KYC trigger thresholds. Use that to normalise offers across sites. For AU players who prefer fast withdrawals and low friction, prioritise promos that accept PayID or e-wallets and have explicit, low WRs for free spins.

Contextual example and a natural resource pointer

Imagine a sportsbook offers a “$50 free bet code” with WR = 20×, eligible only for bets at min odds of 1.5, and crypto deposits excluded. If your average stake is $10 and you use the free bets in odds 2.0-2.5 markets, the EMV will likely be modest after applying odds and the WR. Also note that exclusion of crypto hints at the operator’s view that crypto deposits raise AML headaches or promotional abuse — a compliance signal worth respecting. If you want a quick practical comparison of operator offers and localised banking options, check resources like woo-au.com which list payment methods and local promo eligibility for AU audiences.

Quick Checklist — five questions to run before you use / promote a code

  • Is the bonus tied to specific payment methods? (If yes, check whether your preferred method is excluded.)
  • What is the exact WR formula (on deposit + bonus or bonus only)?
  • Are maximum bet limits stated while the bonus is active?
  • What are the explicit KYC triggers (first withdrawal, threshold amount)?
  • Does the site publish processing times and withdrawal caps for the region?

Common Mistakes and How to Avoid Them

  • Reading headline value only — always compute EMV. Avoid overestimating headline generosity.
  • Assuming all games contribute equally — check the contribution table and rerun EMV for your play-style.
  • Using high-risk payment methods expecting bonuses — many promos exclude crypto or certain vouchers for compliance reasons.
  • Delaying KYC — complete ID checks proactively if you plan to cash out big wins.
  • Relying on one data point (a forum post) — look for repeated patterns across support threads and dispute outcomes.

Mini real-world case — two short examples

Case A — Small operator, low compliance spend: offers “instant free bet” on sign-up with minimal KYC. Result: fast activation, but frequent payment disputes and lower long-term trust. Players get quick value but report slow payouts on larger wins.

Case B — Larger operator using a licensed white-label and robust KYC: welcome offer has higher WR and more restrictive max cashout, but verified withdrawals are consistently fast. Players trade headline value for reliability and speed.

Mini-FAQ

Why are wagering requirements often higher on sportsbook promos than casino ones?

Short answer: sports bets are easier to “game” with matched-betting and trading, which raises fraud and hedging costs for operators. Higher WR compensates for this risk and for the monitoring and settlement costs associated with sports markets.

Does completing KYC reduce the bonus value?

Completing KYC itself doesn’t reduce the bonus value, but it removes one friction point. Operators often reserve the right to withhold withdrawals until KYC is complete, so proactively submitting documents reduces the chance that your bonus-derived winnings get delayed or flagged.

Are no-wager free bets actually free?

Mostly no. “No-wager” free bets often carry max cashout caps, minimum odds, or are limited to certain markets. They reduce WR friction but shift value into other guards that protect the operator from compliance and fraud exposures.

Regulatory references and why they matter (quick)

Regulatory frameworks define what compliance costs operators must internalise. In Australia, the ACMA takes a strong stance against illegal offshore advertising and facilitation; operators targeting AU customers must account for geo-compliance and potential blocking. Globally, AML guidance from the Financial Action Task Force sets the expectations for customer due diligence and monitoring — and that directly influences KYC tooling and staffing needs. For vendor-level choices, white-label platforms (and their compliance modules) significantly change cost profiles and time-to-market.

Final practical checklist for affiliates and operators

Affiliates: don’t promote a code based only on headline value. Add the EMV, payment exclusions and expected processing times in your review. Operators: map your compliance cost per user, then design promos so the expected liability per active user is lower than your customer LTV after compliance.

18+. Gamble responsibly. If you feel gambling is becoming a problem, seek help — in Australia contact Lifeline (13 11 14) or your local support services. Terms and conditions apply; always read the bonus T&Cs before playing.

Sources

  • https://www.acma.gov.au
  • https://www.fatf-gafi.org
  • https://www.softswiss.com

About the Author
Alex Turner, iGaming expert. Alex has worked with sportsbook operators and affiliates across APAC on regulatory readiness and product economics. He writes practical guides that focus on risk-aware decision-making for players and operators alike.

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