Contact us. +4917663211666

Hold on. If you think “roulette” still means slow spins and predictable bets, you’re only halfway there.

Roulette Lightning (think Evolution’s Lightning Roulette and its clones) grafts randomized multipliers and speeded rounds onto a centuries-old wheel. For a beginner this is exciting—and confusing—because a few extra multipliers change expected returns and volatility in ways that aren’t obvious from the RTP label alone.

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MSZBlN1dgAMplCCsiwIFQAQAAIAS8AEj9R4GQ62j1OBkKyK7niciz2be3g6PHch7bXc+D5PHmO4ffzTzh7fSkIxa8nPws2M0u50YSUvk4nDkxzC8EZYIokZoIrphMskEZNFYF4kskaLRLaCRRRaBmSKQRlSLKyvBF9BIypFoZzLHonRfROiyu1UiuRFWVNaMmiyRYi3bxfM4vTNvRxL9+2ez5uhabPJ5Neky2OdWexx8nnVyMfkLKbNbZ2KeYel3PN5Pa4y1vse5XFW8bWvSJeup5fqhpyPM+pZRurmVi2vDNfOTsqa3sU49aTuGX1w+S+qadXNo8zI916nxH+ttHi5VN2Na+T1KT0wyU1Loenr5V5PSj63wXXZQn9j5dwmC42wsaPsHpNQdcIs8/l8mKOvDuKulx7krNT+p6SC6qTTlgpNSiuxv4i/Tpng8u8ZI3Cs32wdJHspm5KrTI9s83zmEeamPHRz+d42jKx57ideNf9zUz1JVPsdPH5ExZXXn0/Pfr3go12TcF9fg+X5FUqbGmj9E+rePeR17ifI/UPDOMptR7n23B5G6xt5vO4Ovyh44F7qnVLpaKHpPF1MewnQ0CQABVIAAAAACI0WAEgAAIkhOgABIC2tAJAAAAAAAFQJCQAAkgLAAAkEE6AAJfUt2AaGgAlI8gAANEgQCdAgNDQASaGgAgA0NAAC2gKgsAlUFgQKElgEaVBYEp0qCwAqCw0AAAQroaLDuBXRGi4AroAAAWK6AiREkSAaU0b/C8fbyfJU4tCfXbJL9kaZ9A/D9Q4jiM/nbknamqcZP6/UpmyTWkzHttx8X23iH2b0guL4TkMHjXkV0+zWv0P662/8Ak+n42TXkQhKmcLapPe4vaPzP6HvsyuX/ADF9jstdjcpP5Z9D4/OycGzrxLnU/Ml8P+h87k43flvt7uTi/ZXcS+uZmVViYdl98kqq4uUn9j4pfLL9Xc/1QknK7bi2+1VS+Wdj1P6pvz+DsxPbUbLWoTkvlHO9PSeD6W5LOrfRZlSWPXL6RXnRbBi8O5Rh41sNd/uXS/P4XCReLwVVVlkO1mZcupyf2OfdzfIzn1Tzcnv8KWl/Y4nV/RLsZIttdvB6GomHo049Y99u9X6hy/5chUZdfzXfSn/z5KX8dw3Nx1RGPH5T/wBEu9Un9n8HJh3NiEfHyvlHPeNT0tOGvunUuRlYWdwOVPHyI2Tgn3i/9K+z+Ub9Fsba1Ot9afyejwpV8tj/AOG5sv4qX/d7pL+X/pf1R5WzHs4jkLKbYuMOronH6P6iJ2il5n8be3TVe1vy9fPz9j5h679P/wCHZH5zFj/3a56a/wDLl9D7JxvFZWbpYuPZZtb3rSf9Tqcn6DnyHG24+XZBOxKMklvX3/dGmLlRit7cvKnFMame35XnHXgxa7nd9Q8Rfw/KZOBlxcbaZODX/ozjTjpnrTMWjcPImiiRkh2ISLxM4nRSGSK2T0l6jKom0S6aU21JVlek3JxMLiX2TjYekzVIuo9+y2zscb6ez8xJwq9ut/6rOyE3iPbXHxrX/wAYc/GTVmzq2w3Sd/A9H1RaeRkzsf0qj2PV4fp3j41r/u6nPX+uWzzM+SJnp6+LiWrX8+nx/JrSfk1JVo+5/wCA0yeqcapr/wD17Ne3gGp6eGkv93slIyTDGfj8d/8AvfEJR+pHSfYMjgsCztdTU390kcnK9J8Zan7dM639YyL05NY9s8nw19bpO3zPpI0ezzfR1te3iXqa/wBtnY87ncbk4cmsimcPvrsdVM1b+pefl4ObF7hzXEpo2JxMUkJlxTRucVxt/JZUMfHg7LJ+EjY9Renc3g7lTn0uqxraT+hb01y9/C8pRm4uvcqkmtnQ9aep8n1LmvKzun3NaSXwjmm1/PUem3jTw7ePcSJIyzRjkdUOKaMckNF9BIupEISEzKkY7SV5rqGCRjkjJJEfBLnljBMiAoRMkGU0WggmjNGlSXYzV4km/D/sZuPqlZJaTaPo/p30rPOoU1W/7GGbk1wRuz1+Lwfu7eK4vibLJKXT/wAHP5an28hx14PvWL6MswuOtvsp7Jdux8l5vjLHlWvXyU4fJjkXnTr5PBrGPWPt4z2nsyQo+p07sdU/z+TRutS7I96tYpHbwr4vD2rJqtGrbbsTs2YZPZS2X+nNMpk9lJAgwm7M+QCCkyhIAKpTCDk0vqdDN4i/DorusS6LPBoQl0zTXwbufyt+ZTXC57UFpGc+W+mlPDU+TnyWmVEntg0ZAAIAAEj9Dztdj7iFkq357GOJdP6nzs0iY0+9idOxgcg69dz0uByKml3PBd494G5i5kq2u55XI4n7haYi8dvp2NepJdzcit90eJ4vlO6Umeowc1SS7nnzTxcOXDMOkkZEitclIypFJccmgkSkX0GaYGeCMcEZ4jTOVoIzJFIGSJfSkkV9i+iYIvotEM5lh0XUS6RPgtEK7crmK91njeRjrZ7TlO8Ox5HllpMtSm8j1eLPTxuYv4xkrXYjLX8UyUnv446dtvS+hOHVBmTQS7mrLbyPqPC6oPseNhxmsjbR9S5LHUqzyOVSq7H2K5MkxHS0RF5aePSqoJJdzvcByDoyEm+xxfJkq3F7j5PNyR5x26Yr1p9o4nKjk46XY3Pa6Z7Pn/pXlGnCLZ9CotjbSns8vWp04stPCWZR6kT7RjqtUbNbN+EVJbOXJjmHNM6asahbjqyOjcjWXjWY61J9mnjOa4hST7Hz7nPTfvdeon3HIx1bBrts4eXxtfW9pHscLmWxt/u866l+WvU/pueP1yUWeKnF1zcX5R+pfWHA02402o/DPz36q4x4mXNwXbZ9TwuV9vUvE5eDU7h5wAHouAAAAAAC2hokCIgkAQSAFgkAAWACQAAAAABIKgNEgLAAIAgkEiCUixIEJAkBKCRoaIDQ0SAGgC2iBUDRYlINAECpYDQAEgCBokjQDQ0SAI0NAkJRoaJAQjQ0SAI0NEgBogkAQCQBAJAAABKASNBCNFSwAqCwJNKgsNAV0ewy7nHExsKDXt0VrsvDk/k8lBfrX7noImOWN6d3BjW5er9B5Kq5OuL8OXY+kOPzrx2/qfHOGvePnV2J6aez7JVJ20wt1tWxU00efl9vfwTurUzo/wDdur6M2cNe7+HdSTW6cyUZ/wBS08ed8J1VwnOyS1pLem/BHpiEcrE5LiJ9p3x92Cf/AJkfKMJlbJPqf6cHfkzUvuUti42NNae9CCfZmtL6dnuHQrSfczw+hq0y8fY36tS/c01F2fcMkI94aWtHQ9R46z+Oxs1pe5YnTd/9y8f8GtVHS18nSX6/T2ct9qp12L932Oeaalz5p7iz1P4aZn5zgY1Wf5uPL2pft8Hq7q1rsu2mmfO/wquSzc6G9QlGE/6n0t94v5+TiyR28LlR4Zpfm7/+oHhvyvMYXIVrtk1uux/Vw7p/2PjdkdM/T348YKv9GTv6f4mNfB/sn2/9z803VvZ9D8fb7cH/AIbUjzrto6LxJlHTCRe8aRrTNUbMFtGtA3KPJWL6dOKD299je4vg8jkpbpjqv5sa7Hc9N8B+c6L8v9GN5Ufmz/8AB7+vHqx8ZKcVCtL9NUexF+REdQ9XBxPPu3p5vhPTmNhw6lUrbF5sl4Oy50VfHuSXyuyNfKvtsfS30VLxXHskYYnNN5mXtYMEUjUQ73p2f53mcbGtkq6ZS/UoryfWeP4emmCjTiUR1/qsW2fF+GahymK5T9uKtjuW/Hc+94TUodpJ/Oy2PW3zfz03x3jU9SQxrEv1WwX2jWkTPH2u8m//ANqNn+pWT0jXT5zzs+NfibiLG5aF0K1UrY/Hh6+Tw6saW02fQ/xby65Z+Jjwa64Rc39tnzibPOzREWl958ZMzxazZljlzT76a+jLTlTeumaXfypLsakiNvRlvxdtqeTkcr6apu65Yr9qx9/PZnjs7Cvw7nDIqcX8P4f7H0hWNLXx9CmTh05lPRbFTT+H5OjHnmPby+V8ZTL+VepfMNESO5zfB3YD9yCdmO/DXmP7nG0dtLRPcPm8/HvinxtDBJGOSM84lNGsS5JoxJGRRJUTLCsnaaY2Jx0jBOPzo6CipSSfyz2Xqn0hhcP6cw86vPjbl3rbpXwVtmisxEtfom0bh85kjHJGxYtMwyNnBemmORQySI13LMlYmatdykEbFMe5pWm16RuXo/TdUXdDa33P03+FXFV5ah78VCCXZfU/Nvpu6nFsU70m14R9c9JeuHjZFPQ9RT8I8nnY5+yJmNw+kxY5ycaaY51L9IZ/EY1nHWY/RFR6X8H5k/EPgo4GbkKlJw32aPrXqb8RIY3DbosXuyifnH1f6vysrKsbt2mK2i1/+GHH8djzcatpzT1LxfN7rsaa+Tz9km2dvO5D8w/4iRyLlF/yHrUy21qXncya3turWkULtNGORbzefMGwAQogAEAAAA8gAV0C0ioQAAkDt42Bjvj/AHrLV1fQ4hf3Glrb0UmJn0vjtEe338tEvra2iNHhvuArKPyuxYmJEwmJXxr5VPuzu4HKSjrueflHZMOqPg4s3Fi/pfcT7fRsDllLW2d7FzI2LyfKcbKsi0dzC5aVek2ebk400c+Xj1n0+kQal4MiR5XA5lS1uR3sbOrkvJzzGnBkwTRvLsZomCq6M/kzx0NOaY0ywMsTFFMyxLRDCWSJYpEvEvpnMJKWPsHI17pJLyXWrDSzpb22eS5qzsz0XIXqMH3PH8rd1Ns6+Ji3O5ehgcHIe7TNjxbW9FsbHd9uz02FxG6t6O3+RETp3WmKR289pl0jq5nHSrb7HOnFxetG9LxLHz218mO6meP5WOrGe1sW62eH9R2eza2WtTzheL67aCiZ1E0sHKjd22btlkaobbPNvWYnTspeLxtnoyHiyViZ6bj/AFXFQUXL/k+ZcryetpM41fI3Rt3t6NsfC8+5Y5bR6foDB5lXzTiz1vG5qlFdTPhXpjl2+hSkfSOK5LSXfsZ8jhxrphkxxMdPosNTW0ZFE4nF8grNbZ3KpKS7Hh5MU1l594mgkaubTuO4o3kiLopw0RjnwRS+pfP+eeq5xaPiHrbj/d9ySifoLnMTqb7Hzf1Pw7lVY+nZ9D8flh2ZMcZKPznkVOq1xfwYT0XqjAljZM306SZ50+kx28o2+cy08LaAAXZBaISJAAAAAkSFkEgskBWJYkgJAAAAJ0VEEgkABEELAAAFojRJIaAASaBOgQGhoAAC2gEq6LDuNEACQBA0SBtJoDQ0QAJGgIBIAjQJANA0ABGhokAAAAAAAAAAAAAAWNAsAKAkBVAL6K6CyAToaCqBonRBOwkASQIX86/c78P/AFRwUjuYj9zHhL413M8ju4U9zDf4zEtzcuumlfrbP0h6K4jibOPohFO1uK05y7KXyj5F6O4z8rgfmrFq27xtd1A9twPJPByemb/gTf8A/B/U+c53Im1tV/T24wzOLqe313HwMeitxx4Qq29PS77PnvrjhLuLzo8zxsXFRluxR/0y+v7P5Pe8PnQzaV3XvJba+v3N26tWRa0u61prf9Dmx5JidvLrltiv+T5DnUU8zivkuOitv/6mleYy+q+xwOlp7PUepeCyfSuZ/inEOSw2/wBa8+39mvlGmr+I5tdacOPzX5i/8qT+30PSpO43D1+PyOv7hxYPRu41mmtmzd6fz6u6x/dr+J0vrTFHD58pJRw72/8A7TSLadU5Mcx7b0GrILTNvOksT0w4z7W5lql0/PSi+Nx9fGUvI5qyMIR7qhPcpv42crNynzOb70VpJa6fiMSZyeTmj/kt16hb09k5GBX72NY65WPu/qj12H6qza4/x412r7rTPLfpSWl+hfBsQku2is44lbJxseX3CfxQ9QVZ3ovkabKXXZNx132tpn56sW0fUfxNzPY4evE2uu2xNo+YeT2/jccUxzDjvirj6hpTj3MTXc3Z17MHT3Nc1HPNFYHsvRvp/wDN0vkstN4dctVwa/zZfb7HG9L8NLmeax8TxU5ddsv9sV5PsEIxyb6K8Ovoxqf4ePVFf0//ACefk6j/AG9HhYfK3lPqGvTrHW7EvdfdRS8Ezm7fPdmtdC6vIavTVnl/sZaX3OLynfb6GkRrcNbIq7mDWjrWVdjmZLVT+5vGtOil2Of18aPa8H65u47i4Y7oV9kX/NKXweGopvyrlXVCVtj+IrZ6HF9NTqr9zksqnFX+195f2M+/04+dXj5KxXN26mT+I3LSf8KGLWv2bNG71/zVkde7St/SBiyaPT2L2nPPyn9UtI1/zfptdp8dmP8A/eU87fuXFXj8WO64Z/8Apw+Qz783KsvyZuy2x7bZpSez0/R6XyU1GebiTfzP9SFnpKzIp97icyjLh/t/lkUmsy7KcvFWPGY8XlwZc3FyMK115NcqrPpJaMUCk1ddLVv3CNP4PTemPTOTylVl84zqxoLbk1/N3+Db9Demny+RHJus1j1S/UtfzP6H2bBxq6aVCEYRiv5Ul4OnDh33Lw/lvlY48/Vi9vjfqj0lbhY7ux3+Zw5vTfT/AJa/6v8A5Pj3qTg5YNvvURbxpvtr/QfsO7EUvcXSnXJalX8NHyD116TeFKboTnhXb6N/H2ZtMTTuHncfl15lfqy+/wBS/Ps62vgw9J3+d4qXH5Ol3ol/K/8A2OV0dzal4mOnJm4847alghWZNKKMqr0tmK5k72zmnhDBKzU9/Qz5nJXZEUrHtQXZfQ057MUjTwie2E5ZjqFLXt7MclsvIdJ0Vhy37KaJWvUFt/RIrdTKqxxnFqa8pnQ4jMlx+dVfCMJuD3pleSyrM3NtyLElOx70jWmOdo8K+O/20YRNqCSMO0isrDqjVFYnTdhkOL7HT4rkZV5EHtnnJWGXGucJbOTkavEw6uPypx2iXuPUHqC2yiuvrbSPFZ2U7ZNtmPMyHY/Jp9TZz4sUY46OZzbZbaTOTMcpfcPuVkbPNmZTvZAKkq7RJAmRAVQAAgAAAAACpfTIkShUgnRbpAqNNmSNezJGtIrtMU2+4YuWnpbOhBqxdjxOHyG9dzu4eb47niTTT7iJ27MotDRWm9WJGbW/BVZXRlpj1TSKaNvAr3aiszqBu43HOxLsZruNtqW0j0XE48XFbR17sGMoeEeVk5Mb055y6l8+TtofyjexuUnDWzv5XEJ+Ece/iZQb0mU8aZIaRmifbp4fO611M7WNzMZLyeDnh2x+GVTuqfZtFJ4s+4UnHS76hRylb+UbtfIVv5R8qq5C6v5ZtVcxcvqVnj3hhbiVn0+n/nq/qiJZ0deT5zHmbdfIlzFz+RGK8/pn/Eh7+3kYL5OdlctFJ6Z4+WddZ5kVja35Z04eLM+z6Yh1szNdu+5w8mx22dKMspOzsjf47j/ckm0duSYxV6a1iKds3CYO2m0e3xqIxqSaNLi8NVxXY6qXY8mbd7cfIy+cudmYMbE+x5zP4vTbSPaaMV2PGxdzfFmmFKZZh81vxZVprR829bNxU2fe8/jE620j4r+JGH7ULT1uNmi86bTk3V8qwOXdOS034Z1cnmXdXrZ4XMbjl2dP1NnFyntbZ6F+LWfycuDmzE+Mu3ZY5vbZUxV2KSMhXWunoRby7bnHZksexaZ9B9Pc11KCcj5kbeBm2Y9i0+xnkptpS+n6R9PXe9BNM9ZTa60tnx70H6kj/DjOR9cw76sulNNb0fPcumrdsc0bl0qcpSXdmx1JryebzHZjva8GtVzHStNnNHHm3ph9O/To8m4ubRysvj4ZWO1pGnn8hKXeGyMDlnHtYjrpitSOnTGOdPjv4lcD7futRPjVsfbsnH6M/Tf4iKu/Gskl8H5v5etV51iX1PovjrzNdS8bmU1ZolkhonR6LiAEhoATERAAAsASBIKpQCUtszwx5S8L/gTOlopNvTXBmnQ4+THJaG9k0mvtGiYjQADQLEAAAAJASAkDYiJIA2kBYEAAAA0SAlBIBAAkARokAAAAsAtoaAqCw0BUaLgJRoaACFdFtABJodgAGkNIABpDQADQ0SAI0NEgCNAkAUBcAQCdEaCADQAAACugWATpX5PS+iaFncpXiza6P8zT+UvKPOaNri8y7js+rKx3qyt7X/wZ5Ym9ZiGuDJ9domX3SCW0ktJLS/YT7rz4NHh+Tp5TAqyqH/N/NH/a/lG6fKZaTS+pfXY7xam4d/01z88C+uu6W4p/w5fR/wDwfTK+Yxp4duRY/bnCPVJL/V+x8Ra/qcrnvVV+JKHGq6ftrvZKL7/ZE4MU3tqHFyeLXJ3+3vvUnOXczYkv4VMf5Kt/+p5q3Cqt29dDfnS7P+hz+M9QU3QUcpda/wDMXwegx3VfBSomrF9vJ6kU8OnXjpXHTVWnQ87EWsLJtgk1/DrsaT/ozrY1vqjLSjVZluEu21Wmv7mONST246Pc/h7Yvaysd9+iSsX9TLJMxG4c/KtGOvlEOBxno/l8u7qz8npg/wCbr7t/0O7nekI0YPTx8umUV+qLX+b/AFPax6WtrWyLV8ab/Y5fut7eTPOyTb+nx6SlXJxmmmnrT+A74Y1LuveoJeWex9acbXVR+fXTHo/zvuvqfFPUXO/m77Yp9GHjr4/1Hbit9np7ODPGWnk8/wCtOUlyHKpb3CK3/c4EDHZdK66y2fmb3+xeDPb42TwjTjmfO22Xp2Y51/Jng9m7xmG83kMbGXm2xQ/p8nZfUxteKeT2vo7jf8O4VTnHWXmrr38wr+EfVfRPDdGIsiajC1r+E2v5V4bPJ8fR+e5aqiqKUJNVxX0S7H2TCojTjwgl2S7fseVEedtr/IZv4+GMVPc+3mOa9K4Wf/Fsg67vmdPZP+h4nmuDt4nIh39zHn/Lavk+y+3td0jwX4jZNdVFOPHXW5+5r6IplpGtuf4vnZpyxiidw8bP+XS8mPj+I/P2Od81Ti1d7bpeF9l9zc4rGebkRhtRr11zk/CXyavqXlYXyWNh/wAPCq7QS/1/dnNH9y+ktkva31Yvf9/0vlc7Tx9Tx+Egqq/Dva/VL/4OH+ctun1Tk5zf+qT2zSnJyey1P8xF77deHjUxdz7/ALZMxya22c2be/k62Qt1HJsXc5N7ltMKKxp9mbNGVOmxWQlOuxeJRemaZc0hSaeUal67F9Q/m6PyvNY9edjvt1tasj99mlzXBfl6/wA5xkvzPHSW+td3X9mjgwtcX2O/wHLW4tjVDg6pdrKZ+LEaeW+pcd+NOCfsw/8A0y+jufu4XMW314Vj/VXv/k+58Tl05mNXkY8oWVzS1JPyfCOf42mqtchxvfCtfdfNT+jO1+HXqj/Ccr8jky/7ndL9L/8ALZriyeHUvH+T4kcmn3Yo7/b7W/1djmc1x9WbhW0WJKuxd3/t+5v1WRcU1Na1vq32PPeo/VXE4KnRLI9217/RT3a/c6pvGu3zWDHlm8Rjjt8U9V8I1bk4V8V7kX2/9mfMrcWVVjhYtTg9P9z7T6k5PH5OatprcL/Db+Uj516kx41W+8l2n5/c5K31bUPrsvHm+KL3jt5TISitHPsfc3MqW9mhZ5O7HDweRPbFMxyRkkiNHXSjhuw6LaLSREjeOmUo+CkmTJmOTJ+zTOUSZSTLFJFJvtSUSYhLTKkbKTO1dlj2yhb5Ky8iFJCJEkSCFAWkV8FlAgkaAqCdCMWwhA8/Bs14spfBv0cc33kUnJENace13IjXJ/Bs4+JOxrSOxHCqr1tnT4549di20YZORqOnZi4nf5NPD9L5d+P7sKpta3vRy8zjbKJtTXc/SPpfmeBxfSzjkdHvdPz8nxL1bmY9udbKnWm+2ji43My5bzEw6M3FxUrt4udfSUM19qm3o19nqw8m+onpaMtF+vsYJAnSvm9pCTg9o6WHnNNKTOWPk8zT62L6exw+Q8dzs42Yn8nz2jIlW/LOxh8h47mVsbopk291XbGaOpxNfVYjxuHyG9dz3PpvVmmzkzz4V7Wv6ez4qOoo7BqYFP8ADXY3ehnz+Sdy4LzuUaTXcxW4sLPgzaBWJmFXOu42Mvg0ruHT+D0ES0UvobRntCfOYeOu4fW+xysvClUfRZ0xkvB5/mMVJPsdnHzzadS0pk28d3XbZaOzNZX02tEwij1KxGm2yDZli2IRRbROmbJjaViPYcN0aR4nentHa4rNdbSbOfkY5vCuSNw99Vro7GWPg5HHZqsS7nVg012PKmkxLzb00kFipEKsOdJRom39D4H+K2YtWI+1eo8r2cSff4PzV+JmdK7Isimel8djm10/p8qyv1ZFj+5h7p9janU99zDKLPp6vOmstvEyNeWdSuxSR5/wzcxcjXZmWTG7ePyddS6+wYa7FJdjIYaenW3k3+N5C7CuUq2z7B6I9WStrhG59z4/gYc77F2PY8fR+SqT3pnl86K3jX7dOPH5x2+5WcpTfjd2vB52y2P5js+x83s9Uzx/4bl/ybHHepfcs/WzDi8e0RuUxjij63hYkb6/juc7k+OlS24Gv6Z5qNnQtr+56rLlTdjuW14K3mcdme5rL5D6tyJLFsjM+E8xJSzp/ufbPxHyK6Y26aPheVL3MibPd4Ufjt5PyN4memIAHc8tMS0ntlQAAAStEAkqAAAvSv1n1D8PODwOTjP81JJpHyxNp9jscZy1+H/lznD9mc/JxWyV1WXdwctcdt3eg9ecbjcdyE6sVpwPFz8nQ5HNtypOVknN/c58u7Jw0mldSry8lclt1ULAG7lAIkkACREJQTEsAKgtoeCEmgSAIJJIAAEkJQNEgAANAAW0ToLKFtAA0aJIJCQAaAAnQ7ARoaJBCUaGiQEI0NEgCASCTSACQaQNEgJ0jQ0SAaCNEghCNDRIAjQJGgIBOhoCAToaAjsNEgCugWIJAE6GiEu16Z52/h8ttPqxrGvdq+v3PrWFlU5uNXfjtOuS7Nd/7nwrR2/TvqDJ4a7Vf8TGb/VU/wD2ODmcL748q+3o8Lm/VPjb0+qcznR43Asvnr3H2rj9WfNbbJW2TnZLc5Pbf3N7m+aXM5c74JwoXauL8xRz13MeNg+qvft6lssZPTJTfbS902OH2+Ds4fPWVNNudbXzFnDCRtNIlFLzD3+D6wt1qfs3L6Psz6N+G3qSi7PzK3j+2/ZjPq6u3nwfnuMUfS/RfFPE455FqcLclLtvxFeP7nHy/HHRrNIzxqX3iXPU1rfTBfvJGhk+pqd6hbBN+FDuz57VTt7l/wAmrz3JV8bxjth3vs/RUteWeHHle0RDOOBip3LX/Ev1ZZydn+G4jftxe7ZPy39D5XzFkq0sXfZPrl92e79MYmJdlP8AO3QnktNqtv8A9TxXqPHjTymRWntKTPfw44xRFYJ/x1X04iRkiFHuZOlnbF9MIjS9T0eu9B075O/MktrEonYv3fZf+p5KEXo9v6OSq4Lkbfmy6NW/t5OiM34S7ePjmbQ+k/hxV7vLV2PxBb2fXK0tI+CcNzN3GKxY6juWu7+x9G4/17xt8YrLbpu1+puO0cmLJGtS5vmODntf7KRuHtZvVbZ8T9Zco8zncvvuFT6EfQ+X9X8ZVx1tuPkV2zaahGPls+PvqyMtKe3OyW3+7JzXjXTX4HizjvOXJGnc/ORwuC9uvX5nL8v/AGwR5e+zqn28HR5yxw5G2nt01JVpL7HOlHfc5Ml/0+l42OI3b++2AyQ8kSjotEymWzal3qOXkL9Z1au9bOdfH9ZlHtf9NNruC0kVkaRKqkjLRY65JryjHoDZL1fpzOqVrpyl14uV/Dtj8L7nJ5nAlx2ffjz79PeMv90X4ZpYdzps3vt9D1PLR/xH07jZfm+iXsWP6xfdGlJ3GpedePqzb/U9Oc/UPJ3YNWHPNsWPWtJR7N/1NevsvBrU16Ztwi9FO5dePi46f4xo33+xw/UFXvYF8fmC2v3R3ZLRoZ1SlNx1tT7G+PHPsz490mHzK3bNeUdm/l1e1kWV/wCyTRqTWj2cdY0+Izx+Uw15IpIzTMEjXcQ4phSRWRMikis3ZyrJlC8ihTbKYQUkXKyDOWN9iC8kULQqgrIuRolRUF4VOT7G5XhSl8ETeIXpitf1DQ6dlo1N/B2KuOfyjarwq6/JjOaIdVODafbi14cpfBsR49/Q7S9qr6GvkZlaWkU+2ZnpvPEx443MuFk0e2Y6dKXcz5l3U2aLZvG5h52TUW6deu+FcQ+Q14OR1MjbZH1Qn+TMRqHQuzpS+TFDMknvbNMFoxwznPbe3W/xi9Ve2pNL6bOfdkSte5MwgmMda+kWzWv7kKlipdkAgkkeyAB5j60JUnF7RBKj1PQIdXir5StSl42fVvS92lA+ccJhbcHo+gcNU6YJo8T5HJExqHbjpuO30vj8tKtbZ0qr4z+TwNPIOvS2dXE5Px3PA/KGGTjPW6TDicfG5FPXc6VOXGSXcvGRzTitDMolkhGyMvktEvGpZTsic7k6eqLOnEwZkd1m2KdSROpeC5Grps3o1Yna5enycSPZnv4p3V1RO4ZUy2zGmSaiZCNnQ+xBjkRpZ3ON5FwaTZ63A5BWJdz5vDfwdfjc2Vc0mzkzceJjcMMmLb6PCxWLsVumqobZycDkI+2m2cv1FzsKanqR59MczbTinHMS4/rbmFGmdakfCedplnZM5a33PX89yFmdkTUG3tm7wfpTJza+pQZ9JwuP9Ve3TjxRPt8ezePlXv8AScjIp6fg+yepvSl2Lvrr/wCD53yvGTrb7Howx5HG63V5Oa0zHvT2dDJx7It9jRcWmS8m9ZiWxjZWmk2ei4auOXbCLPJNM6XFchLEuT34OfNjma/i6ONyZpOrPsOBxtOLiqx63o4fN8ko7jBnI/7UOVHT1fByrMv37HJs8jFxbee7vd/lVmPxZbLJWz22bOH7nWuhs18av3H5O3h1VVQ38ndr9Mpv+3d4fNuxIKTfg63I+uvy+O4uXweI5DlI01vTPFcpyU8q1rfYfxa5J3Lhz8zXp1fVXqS3lLn37HlxsHdSkUjUPLvkm87kJIj5J0XUAWKgC8SPAKpSAAABOgCRfZAC6ZMgEkBojRK7kgREkaGgBYAhKpYaAEgaJAEEkaCQEggAAFgsNdiQI0SAAAJ0QlAJ0AI0SCwSqCxUAWBUGgFhoJVBYBCoLAJVBYAV0CxIFAWAFQXAFAWJAoWJ0NBOkAaGgaAADQAAgKlgBUFgEKgtoaAAaGglaFkoy3BtP7G/j5/xcv6pHP0IlJiJb48tqendrthZ/JYmZ0vqecibFV90fFsl/UynH/Ttpy/7e89I8N/iWd7l0d41TTl2/mf0PqcKkodlo+AYnPcpiVOrHzrqoN7ai9dyMjlc3K/+oyr7N/WbODk8G+e25np1051aRqIfbeT57i+Ng3lZlXWv/Di9s+c+p/VX+KZ3XixcKoLorclppHj1ItHyTh4OPF37lW/LnJ06VOZdGXVCbU/rvuTZc7Xub2/qzSgzNBm8wUyb6luY1KtsS+p7v0l+H/Ic5fU6KX+Ub/Vc12R4/iJ1Qvg7PG+5+jPw29fcbDAWFlwroVVe1JeHowtb8tTOmuab48XliruXwj1DxP8AhvJX48//AApODejocA1XwfRvvLIbf9jqfiVzODy3MZFmBQq65Pz9Tg+n23i2QT7RsT/uhjtPjL0OJE2ms36l3FLyW638GJIyaKPf1obaW0/B0vTCV3NYsZd9yTOZNbizP6cu9jmMOUvCmhHtjlr/AMVvH+l+c2uWym/PvS2a9MlJaOj6mpdfNZX3m5L9mciD6WZ5J7aced4omP6Zra9GKPZm3DUomOdemRE7WZaPBqZce5t4vkjKr7mU9Sly5RZjkjdlFaMU478loGpoaM7iU6fglEwpCO2ex9LV/mOM5HFf+qv3EvujzNFXddj2HoavfJWQ+JUzRti96cvNjWKZ/p5eEdyWkbcYKK+5adarsa+U2isjaKRDprPlVSa7Gtlpdjcl4NXJXgvOTRO3znnl08pkpf7tnJtZ2PUn/wDmMj9//Y40zux5Pxh8ZzI/5JYJGKRnkjHJF/N50ww6KyMmikkTtlMMUkVMkiNNhlMSxkSM3tN/Bkhj7G1fqtLT0yPacn4OjGiK8ltRiR5rxg/tofl5aKdHSb9lq+ppWS2WiZUyVrHpuYXRv9R0o3VRXwedjY4/JLvl9WVtj21xcr64d23OivGjStz2/wCVnLlazH1NkRhiFcnOtPpu2Zkm/JrTubMZEjWKRDltltf2SeyoBdgqCZEEoAAEAAAFZFisgIAEiR7MAHmPqw6XF4rssTaNPFpdti7Hr+Fwtaejm5OX64b4qbl1eHw+lLsemr1XWkaOJV7UEbHUfOZr+cu6I0zdRMbGvDMSZaJiluU5s62dPG5TWu5wgVmkSiaRL2NHKL/cdGjkk/k8DC2Uf5WbFWbZH5M/rmPTG3HiX0SrNi/kyzvhKvyeCp5Nryzcjy+q+7JpNolzzxdOjy7jp9zy1ko+40mYeX5paf6jy9vM/wAV6f8AyfRcPc17Wpj1D16e/DLnlKeY/wCo2Y8uv9x2aRMPRxX3J6V8s89/i6/3mO3mopfzf8jSuno5WV1/Jq2chGt/pZ5XJ5z6SOfbybs77HgnqPb3VnqRUVfzf8nifUPqp3Sa9w4HK8m1B9zxedyErbfJpx+LG9vO5Oasen0HiOXg8hSm0fZPS/qzCpwlGTSej8vYea4tdz0ODzNlcNdT/uejNE4s1bxqX2f1j6oxrYT1pnx7muWhOx60aHJcxKxNOT/uebycp2N9y8Qrm5MUjUNnMy42bOXbYmys5bMMiXkZMs3leTIKlizNaMmvk2K8qUfJqgzmIlNckx6dzD5NV+WbN/NNQ0n3PNkFfrhrPItMNrLzLb5PbejVBJeOmO9hJBJItEkoW+CoAAJSAAABOgsFgkAABISAAgSNFgQAACQkACCdEgJCCS2iBUFgFgDRIEEgBICUi2iBQnRYBKoLAAANA0qC2idBKNDRIAAAAB/QaCdIBI0VNIBJIQgEgLIH9CQDSASCwgEgqIIJ0ToCAToa7AQCdEASAAGhoFglTQ0XGhtGlAX0V0NmkEltE9I2nxlj0SW0ToGlC2idE9INK6JiX6RoheIImSJRIuUlrC0S8SkS8SstYZYmaDMEDPBGcunGzV2NPszv8JVm5lirxU2v9Un4X9TS4TiZchZ1Wbhjxfd/7vsfWfSnpjIzqFCmt42PDspSj2//ACzmvHn1D1MVfrjzyTqHm16fxYx3kWu2z576X9DvKWFj+nLsKFNStg1ZGVdetL5TfyfS+H9LcdhRjKdPv2rzOz/4Pnnr3Hng87kdlGF0dxS8aL/XNK7lfHzcPIyxjrHr9vO6XbX0L6MNNqkkbGjlnp9FWdq9Pwa8G6rlJeYPsb0Y7NfJq1Pf1I2i3/teg9RR/N4+JyNfeF9SjL7SR52dfc9F6YtqzcO3ib3qcv1U9f8AuOXmYs6Lp1WJqcXqS+jIyT+3Lxb/AFzOGfcf/wAaePLT0/BtzipR2jXdWu6NiiW+zMfN1yilanoy5VfYmNep7Ni6vdZWbqzLjTiY3E351d/BhnWTEp20nHbMtNG/g2IUuT7I3q6FWts02TLUhT0o9V6HSpvzMqfimp9zz0/J6PIj/hPpOMZdsnOl3X0ib4Z724effdIxx7t085CNmTkJVx3O2zt+7Pa0+gJ24qlPLVVzW1Hp7f1OV6B4389zlc5p+1irqf7/AAfY4Q8HVijzjcvF+V+Svx7xixTrT5Jmeh8/Hrk4ON3b/T2Z5PmMG/BvhTkwcbGtpP5R+g8mpKv9H8/wfFfxEvjL1Hdp/opil+xXLjiIT8Z8nm5F/G74pzj9zlMl/wDUcuSN3Lfu5Fk/98m/+TB7bfwbUnpzcivneZariUcTdlUVlXo0i7knE0JVj2WzckkiNpFvKWU4oaqxy3tJGx3fgw2xkn3TT/Yeez69eoY24rwVdul2Kz8mKZeGN7TVM7mzDKTJkY5FtOa95RJmORYrI0hhKkiC0ikvJLOYVkgSQWV0gkgBVWQEiCyElSSAgAAQAAAAAKEj5AHp6b015Nmt+49RPNU5LXZnUwMte53Zx5MUxD28PMi06l7Th8PbTPa8bi9ME9HjeCzI7Xc9piZkHWltHznOm23uce9Zjp0AUhYpeGXPNl1JiXTKExKi+yUyoAypk+TFsumVEyWu5zOSy/ai0mbeZkquvyeP5nO89zq42DzlF51DS5fkpba6jhvLtb3tmPJtdtjfwYT6PFiikOG2RvQzbV8mWPI3fU58S5rpTbd/xC5/JSWVbL/UzXiZK47Y0bbFPVY9tl8m5VV6KTsVNZweX5DSaTL0puXFyeR4Q1eYzm9pM4XVt7F1rtsbZETtpXxh4t8k3nbNCzRsQymvk0htlyMkw2bLnJmvJ7I2QFZvMs+NRPIsUILbZOZiWYtnTYtMnCy5YtynAnkM2zMu9yZn+W1/w8P9tUAFmIAAAACyYgCIEgAqLAAATEiJISAAASNFgsAEhIASBBIBAsACEhMQABIASAJFiFgAACdBIkGkAkaC2kE6ESxAAAGgAnQW0gaJAQADRUANE6CyASAIJAAAAJ0AtoaBpUFtDQNKgtoaBpUFtACoLkaAqC2idA0oC+hoGlAW0NA0qC2hosaCpbQKmldAsAaCSCRpcLpFDJDyRKYZceh2SSS2/obeTx9lK3Otw/dHU9H5lGDzONkZcPcqrltr7HrfxM9S8dzbxo8bUqoVr9T1rZy5MlovERDvrir47l8vlHTI0bFq2zFrudMOWadqJE6L6GhJ4GiektotEo0ikKxrJ9syJGSCI20jGxRqLRrZsKJmhWvoZzdtGFpqOmdHisKWZkKC7QX8zIhQtrtv6HrOIwliYy33b7y+5lkyah6XC4X2X79N3FjHHrhGGlCK/Sj7V6G5JcpxVUo6U4Lpkl/8HxR73v5O16U5iXC8lXkpbrf6Jr7b7nPiyeFty9L5Lh/dh1T3D77o+X/iyqfcw3CUHZpwa33Nb1H6/vyFOnjYuiH/AJr8/wBDznH8Tl8m3lZTddb7u/Ilrf8Ac6L5ov1DxuF8bbBP3Zp1/pyKU4y2/wCRnZ4rDyOSt9jGrdln2+n3K8hDFpwFRXkV32K5z3V4T/f5Nv0tykuL5DHyIfyeJpfK+Tm1G+3vzmv9M+Ed/p7HhPw/c4qfI3dH1hX/APJ6a70bxk8F4qoitrtJrumeh4+yu7HrsoadcluLRuSrTjrw/qd8Yq6fFcj5Lk3ybtZ+fuV43I4XlXXZHVlb3GS7bX1OvfVDncP81Ul+dpjqyOv519V9z6R6s4CnmcPpl+nIj3rs+jPlvsZfEZ2pr27qmcGbH9c/6e/xeZHMpEx1eHJnU02mmv3+DH7WntHr3Ric3ByqUcfN8tf6ZnIyeOtx5uNtbrkvr8nDfr09TFzd/hfqWnVHrgbsaXKvwUpq09aOzi4zdfg57ZNQtlz6ecuoaZh/Lts9Fk4mm+xWrDUVtotTJ0iOTGnKpxVGG2jHdvwde6p6+iLYvDyvTtvl7GMu7lL5/Y2pPnJbkxSN2lqcBxX5y93ZDUMan9dsn4/Y0Oez58lnSt0o0Vr26o/SKOnzXIwvrjh4EHVhQ/vP7s4iqba2u30Oicmo1CmClslvuyf/ABH9Pq/4d8bDC4eN3UrLL0rJNfH2PYRT0fKPR3qWriMdY2Z1qpS3GS76X0PouDzOHl0Rtw8iqdXlvej0cOSsx0+Q+S42eM82tG9/ttZtsKaLLbGlVVHqlL6aPzV60z3e83Ji+99r1+2z69+I/NKvi1g40v1X/wAzX+0+C+p71ZbCmHiHdlc3cxEPT+H404qWy2/bzMq/qFWv9KMziXorfuw342V238Ny07K+3YwSrf0PqHH4XBx4Oyx+3Zm2w6YQ/wBaZx+N9NL3erIW3/5a8ERm/tr/AA5v6eOweJys5/8Ad6tw+ZPsj1nBeg5Zk9We7kTXmNS1/wAnr8bj4U1qKilBeEux9I/DPDreNdPw3al27E0yTktqFOTix8PDOX3LwvFfhhf0pwwMen53a9s7F34aXey5TlhTsfb/ACmfZIwgkaPL3V4uDbdZJRhCLfnydE4o08WPlMtrRFYiP/h+ZeV9OYEci2m7Hqc4ycHKPbueZ5P0bTZuWBc6/wD9OXdf3PcchZ7+TbZ2/VJv+7NWCa8HJGW1J6l9ZbhYc2OPsr2+Ochx9+Dc6sipwn/waTTR9wycHH5HGdOVTGxffyjxd34f5ubyLx+JnVZY03XXbLob+0X8s7sXJi/Uvm+f8VbB+dO4eBkjHJHU5bic3iMyeHyWLbjZEX3rsWmc+UfsdcPDtSWMpJGSSKSRdnNFdFNGQpIszmEEEglWYQULlQogSJEghUEjQEAAIAABWRBJAAyQtcXtGMAidO5x/LSpa29HqOP9QeNyPnhkhdKHhs483EpkdeHm3xvsmBzqev1HexuUhYvJ8MxOUsqa22d/A9QOOts8nN8X/T2eP8pE+32GGRCXhmeMkz5vgeok9fqO9ic7F63I8zJwr0elj5lLvWRLbOPRy0J/KN2vMhL5RyzitDoi8S2dkXWquG9mP34a3s5HK50Unpk48U3lbyhr8vyGk+543PynbY0mZuVzeqbWzlb2+573G48Ujbjy5FydER0TGSOxzpSLpFJWIrPIjFeSdIm8QzeC8r41w8nKuzkvk5uTyDfaLNKY9uTNyoiOnQ5DkdJ9zzuXdK6be+xW652PyYtnVSmnjZcs5JIk7IiSaMoW2NlQVSAAshBMSCUgLAAqkAAARBIWCSCQBYRBUAAEpAAARJAWWAAAkaBCUgFgAA8EJCSCQBIBCQRGiwAABYLERJCQAEJBssAKlgAmIANE6CwAAAJ0AGgAErACJUNDRIAjQ0SQAJACwAAnQNAkGkaGiUi2gaU0CdDTJ0aQCdMaGjSAToFtJ0AtEDRpUgvonpGjTGTov0jpGjSmhoydI6SfBOmPQ0ZNDQ8DTHoaMmhoeC2mMsuxbpLdI+s0tXZpmSVrflmLpZKRH1NYvOtG9gskWUSfrSqNGRRLKI+tOldBIyxrbMkaik4paRRgiZIF/af0JjFlZxNIjUrwNuqJrwizarizK2KXZjdThsdXZUNrtHuz1HT2OX6ZxZyhNwi3OTUEe8/7H8i6VOtVvt4b0cV8dpl7uDJiwUjznW3kp1hI6mdxeVgy6cuiyp/G12f9TJwuJG/Mc71/Cpj7s/8A4MYxzM6l0Tmp9fnWUYePVxtFebn1q3JsW8fHfhL/AHyNDkM/IzrOrIsdn0Xwv2Rn5G6eZl2X2eZ+F9F8Iwezv4Lzin1DPHTf539y1INvs/6GxjWOua34LSofwiVU2++0vkiccwvMatt9N/Dn1GqZLjsueq596pSfh/Q+oRsXmXZn5xqqtxfbk99HZqz6M+memfWiliwp5Nd1pK1d9m+LNr8bPl/lvi5m33Ye9+30GxbX6voeA9fQqnl1Qil7sY7k/semzebx6MKN1fVYrPDPDZ87c7KndY9uX/Bhz81Yppx/F4L0yfZPUQ5MKWmtvWvB16MybqUMmtX1f9XkmGOmbePg7a0eJTJZ7ebJW/8Akx1cXgZEt1Wulv8A0yXY62HwU4rs67F/0svjcf0nVw8Vx1ptGsY/s9w8jNybV9WcifA3SltQ1/Uxz4PpW776ql899s9PPCvnHaTa/c59/DZVj0opb+WdFeNr1EsMfNtb3bTzt3+H4Xeqt5Fq8Sl4R5rlsu3Ms/iS2l4h8L+h7LkfTuRVRObsr2u/Sl5PKXU9t60Xv5UjUxp7HBtivPlE7lxp19jA49zp20s151Mzh7lMjT0QnCpOxxSSXbXyZZxUV1PsjnZFzse99vhfQ2puFvHzTn5svasvvbbS0lv+x4+HH5HJZNjqh1z07JfZI6nI3/mJdMP8uHj7mtTK2u1ezJwb7bi9HXSWWSkeocf8qZsbj7LbFGEW5nTjiXSn0qP8RvWj2HE8HZXRJ9DlNLc5JePsb96Y/VSvdnK4fiY4sepvdr8y+h2FGNS0ilj9tdK7aNOy1+DivE7dlcfWo9Ni29Lsmen9Feqsfh67YZSl7cp9cXFfJ4lt2eDp4vDXWQVl/RTW/wDVb2RviiazuHNy8OHJi+vK+i5f4j4CX/d6LLP3ejynqv1pbzWGsaihUx6tyfVvaONPD4mpuNmXbZNf+XHSFXF4mRDpxMr+I/Fdq0za05JhwYfjuLimLxE9ONNbYUTLk4t+PfZVbFxsRkxcey+2Fda3Ob0kvk5/rl7vnTXn+mKvcZJp9zdnUnVC6tuu2GrK5Lymey9O+iJZNcL81yivLq15Rh5rh6cG7Iprp0optL/pN6ce1Y28nJz8OS/1V7Y/yHE/ih6fnhcpGurmsaOlal/E2vDX1R+b/VnpjP8ATfI3YuZV3rlptf8AufVPfyuH5VZXHWuvIi9xkvp9GbHrX1Di+rcXHllYLp5Khata/ktgdGPNMe3i8j42Yyfj/jP/AOPgckYpo9N6j4b8nH8xj7eM3rX+1nnZHfjmLxt4nIxTgt42YNFZFpESLacsqaQ0WBbSkqaHSX0d30jwT5/l6sGFtdbs3+qT0vBWeo3KceOck6h53pZPTs6PLcfLjs+/Gsac6pdDaNerXX38CO42mcWrals8bxN+bZ00Qc39kOQ4u7Em43RcGvjR9k/A7P4LEvufKKEbNfoc/BzvxlzeJzeYlLjFDpUO7SMPsny07/4tPF8YmtMjRs3x79jXkjp08y8aVGi2iNDTNAkidCQ0MYAKoSAQBIi2vBAA2Ksq2vwzoUcxbX5bOOSUvjrf3DWmW1PUvWYvqGUfMmdjG9S+P1HzstGyS8NnNfg47urH8hko+or1GnD+b/k5efznub/UeGjfP/cyfem/LM6cCtJbf9TtLvzzeqTbZX84jhe7L6j3ZfU6fohX+dLv/nPuUlmr6nD91/Uj3Gx9UKzzbOtPO+5q3ZrfhmjJsrItGOIYX5NpZp3ylsxNsgGmmE2mQmIBKAkAqsAAIAAWER8lysSwAAFUgAAEj4AWCQWiAABVISIgAAAJLFYlgsRJACQnQiWIAAEJACYgCSCQkEREsQBIAWCSCQkBBJCRIsAEgBMQsjRJJAAAkCNExACVipYqALJBIkLGgAA0TobICTROhEsBXQ0WASqCxUAWKlgkABKEggkJCSCSYDQ0ASlZInRGwmSLJDRGydlkraGiuxsnoW6Sekp1BMmNLr9JPSV6h1FtwJ6R0lOot1E7g2lIuomPqJ6iNwlfpRKiY/cEbBuEbZ1EnpMEbC3uDyhO2xFItGKNZWfcv7pXyheJbsEjZrjE5cbvuZFe/qPOG1MjoTjX9TFpGt7zfyWjYZTkhp5bbCRuUJbRzlLubFdndGc5IdGOX1T8O8aqy7j9v+a7f/J97qxq1H6/ufnj8NMlLN41T8K7yfomqztrZjXJEyx+Y8omsf6eY9fwro9P3Npd+y2vB82go0cJmyg/81xr39j6F+KFvt8Cm+691Hy+6/fAWr5V6ZjlmItt3fFxNuP/APLU2tl4uJzPeZeNzMf5EPoK0dSPSZIKHuJy8J9zlwuZmha/qVycispnFMvUUSpvocdJwn2e/g0rse7j7e766JeH9DQxsqVT7eDYnkdUX339jDLkrkj/AG5fqtjt16d3D5ObrjVY+uteDt4jjbBNHg8O2cbP0d19D1nFyl21tfuedkid/k5OThikbh6CqjZ1MWnS8GnhvSTmuxt/naq+3UtmuOlYeLlm1uodWuKS7m3jTg7Yx+p59Z6fiRloy1G2Em96Z00yViXBk49tdvb9L6POjXtp35b/ALlqbeqCfw1tGWTPTidvG7iXMycVOt/P02fPedwVj5c4wXZ99H0u9tJ7aS18ngfV2VRTdGcrIuetNJmHJis17ez8Xe/2ah52dK+hqZMYVx/W/wChiyeWj4r7L6nLvzU9ynL+rPP6fWY8dv8AuVzH7je1qCPN5+R7j9qv+T5f1N7Py3dHUHqH/qcW16ZrXTr3NYbv5ar8t1dtmp7cW/OjWnc/qbHFR/OZ9dT/AJF+uX7GuLHpT7HrvR/CSzrlbKLd9j/hr6L5Z9lweGrx8ONEY715fy2c30FxlNOHDJcV7tq7dv5Yns4rtr7HrUpGnyPyfPvkyeFPUPm/rL0rVVTPLhKulJbaS/mPnVOFZkXwpoj7lkvCPefiDzUsrIlx+PPddT/iNfL+h5/If+FYnt1yUMm1btkvMV9Ec+SkWt09z43NnrgiLzuZ9MfRj8RHpojXdmf6pvvGH2X3OVlZF2TLeRN2P7+P7GKdvnuV90denqY+Pru3cqOrb7LReFTT7NkxsReNiEadGpdTGX+JYsse/vdCO65vzpfBv+ha4UepKFZBPqTUd/6Wc3iLunkKZb8vT/qdLGawvUeO/Gr/APhmsVjcS8rkxNaXxR+4fY6oLS39NHi/VtGuQ7d28d7+/c9nXNKvf1PGer7l/iqipd4Ubf8Ac6bafJ8Dy+98j57HVdqfja0eezKoV/xG2n439T0PqO9SuX7swemZ0WeoOPryK67a3fFSUltNHDqJl9TkyeFNvPOiu6Hdbotj0WVv4R8257jZcXyVuO+6XeL+q+D9Xfih6YxYYb5DCoqqljr+JGEdJ1/XX2Pz968xYzwK7/NlEnBtf7X4OrBb67eMvF5URzMH3V9w+fOJTpM0pIx7R6OnzcqaGi+0VI0hBnxr7KJKVcnCa8NPRgGxMRKYmazuGS62V1jlNtt+W2UXYgjYiNE3mW5j5ltP8kmv2ZXIzLLf55Nmrsrsjwj2v91ta2SeysixBOmEoK6LkFUKhrsNFtdgMAEQZKgAAAAAAAAAAksViWCQABIAAAAAAACSdEEhIACqUAAshIkAVCPgsAEgACwAPgCQABJYrEsVSAExAAAASQTELBaIAExAJISRLFSxAARASqWiTogCwIiXISAALBI0SEwACISAsCAAASExACwTrZESSoAFgKgFok7FS4A2kAHYjawCQBBIASDYBYWBUsEqgFiNgAVIFgVLFgGwNEbDY2NDRbYkdyNAbSnY2QSNmzZOyoGza2xsqBs2t1DZUkeZtOwQB5m0ltlAPNba+wUJI8zZsbBA8za/cbZUsV8zadkplS0SPJO1y8SkS6RSbtaMkDLExwi2bNdZlN3VjiZIJm1VFsV1mZaRz3yS7cWN6T0jlrEthNrftWqzWz6tH8Rowra/Jz6vP8x8U4y9V39O+01o78ZbSZhOSY9PYrw8PLrE5I9PUeqPVuXzlXsThXTjpqXT5bZyuNX5nFzMX/XZHrj+6OUbeHdLHvrtrfeL2vuZ/ZP7dlOLXDj8ccaakYP57bMkFo6PL49accrH703d3/0y+Uc3q+xlfbfFMTG2WJkgzFBbM8ImUtWWEmbeO+6W/k012Ohw9H5jNipdqovrm/okKRO+mOXVazMurjYMKM10trqXc9fxtEYwTno8P+a9zLuu/wB824/t8G9LkrHX09c0vsazePKYl4+fBlyVjUvS81ytOLW41zXV9DyN3OXSsbe1+zNbKrna3JS7fc5804z6W1v6FNVn0YuNGKO+3dxudmv/ABmv3Oxic5bJb2v3TPJ4NPvZCra8nTzlRiQ6dw39DOcE+4lNqYrzqYe3q9ZZUK0o67fU18v1xnPsrYRPnVNtmRm10Vp93+r7I9RZlcbx2OvcliwaXmxptnTjrmn9uHJw+NjnfhtbN9Q8jmbX5i2W/iCbORkRyLG5XLXzux6MGf6y4/H2oW2Wv6UxSR4/l/VWRnbrpisepv4e5v8AqXnFP7nbfFatOqViHaz+Rx8Wub6nZZ8L4Z5y7k7rrOqcv2Xwjlyvb38t+WzFKzQjG2nLPvb0FObtaZaclYjzcL2vk3MfLfhsicUx3C1ORE+29atHa9M1KuPuv/xGv7HD91WI9NhRVdVaXbSFMkw6cVIv2+p8X66qxq4wvxJKKSW4P4OjyHrbDngWyxZ7ta0otaaPk8bOxjtten2OqOVMPPn4PBbJ5u9wrV3IWZV73GpO2zb8v4OLyWdPLyrLpvvJ7NyE3T6dsnvTvtUH+yRwJvZE5JiHocbFHnNv66hllaV91mDZGyn2S74hs+6zJG404mSL0R9kwtp1uGm58ljx+tqNvk83XMysT24WvX9GYPTkfbsuzJ6Ucdf3b8Gh1u3LttfzL/k2+yYh580jJmn/AFD3c/W+dOpRrhVXpa35ZysrPvvxsnKvm5W2ahvx2OLBk8/lflePqo2lOf6pf2Nfttb25P4eHFO6Q8py+W7MhpPaRXh81U8rh2b04XRf/JybMqORbPwtvs96Ney2VFikknZB7j3+S0Tpy5rReJrD9dcrRDKxpQnp13VOD+6aPyzzeHtZeHOPdOVL/p4P0L6Q9VYHqLiKfayILLqrirqm9NNLu/2Ph3qq2i/1RyjxJqVTyH0teGaXv1EvJ+OraJvitD4jkJ12Si/KejHs3/UNftcvlRXhWM5mz06X3G3z2ePDJMMnUV2Vkxst5sVpMjZGyshtC2xsrsFtm1tjZQFdo2vsFAW2bXKkbGxs2vsnq7a0Y9iTK7NsYEQZqgAAAAAAAABISFgAAACQAAAAAAJAkAFVkAvFN+CrTQSAAsoCJBMQmFgAVSAALBJBIAAkAWiUkyYeCosSR8khIAABMQWiFgkgkJCSIkkCwAICJaJBISAAhJEsAFgAmIEgAJCwBCQAACdCICQAnRVYAASsVAAFgCBJAAAlIaAWSAAAAAAAJACyQFSxOtAjYgEgnaUaBII2I0NEgnYaGgBsNDQBGw0NAANDRMQNioJBOwBACEgAJCSAEpABAaGgWAqC6TZeNTZXa0UmWP8AoWgmzN7PYmEdETK8Y5RCs2IVldpD3DOe3RSIhnSSMsZJGn1/cnqZnNG0ZIhu+7oe6aiZdMr4Noyy3K7XGakn3XdHqcK+N9UJLwzx8Dq8Pf7NnS/5Jf8ABhlo9Pgcnwtqf29OkZakVp/iL4O96a4DI5nMhRWmq/8AVL6I5opN51D3MnIphx+d56aGHkKncLYqymxfqr/9/szNdwzdbtw7fzNHnUV3j+59Yy/QXF2ccseFbrtS0ro+d/VngOW9M8rwN3uV9boi/wBN1L/9Ub3wzTqe4eRg+Uxci3/HOp/3+3lknF6aaf3Rfq34O1/jdrf/AHnHou+869N/2KR5muDbow8Wr6ajs5vCr0vsy/8At/8A1q4XG5WS9wh01/Mn4R0cy6nBxfyuI+uyXe+5L+b7I0M3mcjJXTZOXT8Jdl/Y9h+H/pyOao8hmuNq811rwv3NcdNzqrj5Wf6q/bm/X6avE+kszM415P8Al2yW64NeUcTKoyMO6dORVKFi87Pu1dKrr1rsvg8/6vqw/wDDL7s2ENRT1L5f0OjJxY1t4vF+ZvObVo3EvkcbX9Tz+Vl+7k2NfHZGzyeR7dU+h6cjiJ9zhimn086dPHzbqX1V2yU/szdhlu99WU3Z0x29s4cW13MfIZiowLIwf8S39C/b5Nccd6c+bxpSbNazkLnbOULZrb+GYvdb89/3ObGwyRtO7FjePOXbNdLZrysFkto1ZyFsbOcjY90iVhqe4PcK+Cv2s8rCYXa+TVch1FvBScunWxcpqyC35aR7+lny/Hs1bW9+JL/1PpOJPa2vnwc+XHp7fxl5yVluGO57Wjbxsa26SjXFzm32S+TZ5PhsrCqrtyaZVqXjZFcU+3Z/IxxaKTPatj9z05R321bLf9jiTS32O7xEY3Y92JNpOa3Df+45OTROmfRbFxkvKfwTaNo4+q3mrT13MsKLJQ6tPRnx8eVti6I7Z27MZY+I1ZpdtmuPDExuW98kUnTzvTovTCVtijWtzb0kZIUW32KNUJSk32SOvCmHGVd9WZbXdrxD7fuZRXvtXJnivUe1M6ccbCrwqntp7k/90v8A8GjCOl4L1VOz+JPvMywg3NRS2xPbLHEUZsKtOz3J9oR7ts8b6w5P3p2fq7vtE9Zzl6xOOVFf+ZY9S15f2PlXLXytzZppp1vWmbY47cPKzaiWJWfBmx7HKyEX3NLqNjCe5Tl9EdEvHpPenTxLp1W2SrsnB9L/AJXrsTVb2WjUhLVU38t6Q6voZa264nxjbxfqB9XLZL/6mc02+Us9zOulvzJmoerT0+K5E7yzJIrstLwVLbYBEiQTtCAANiJASZXZKFgNgjYbGwBsCsixWQ2IiBEEgACEAAAAAASREzqibg5KD19QmImWMABIAAAAAnRlVE2upLsUh5Pf8ZyHBQ9HZFF+PvkG17cjPJaaunBhjJvcvn804vTIM+W07X0LsYC0T0xmNSkABDaw7o02KTSf2MN8lKxyS1sxkDS0360EkAsoFykfJcJAAVAABYiSABIjsFogVkiy7AFUhIiPkATEguFhIEgCIkgBKS0SpaJUACYhKYgAAIgsQuAACQCQBYqWIWAAAJiQSEgAKgSAFgABIWAIAAACREkLAIJAAAAAABbQ0SFkaJAIAEACQAAAAEEggCQAAAAAAAAAAAAAABAAO4SAExiwIJ0X6S6iVmVoqxxizLGsnsiPcI20iNMsIpGTqSNWVjGyNNIyRDNO3t2MXUUIEQznJMsvUy0TDsumToiWSJkiY4mRIzlrReJlgikI9zbppbMrTp146bK47N/HpbLY2Ol3Zte5GtdvJy3yb9PTw4or3Ls8VclWo2P9a8H2P8M/UOFLHWB01U3R/wD+vufn3820/wBD7o6nHcnGyLjY1DIXeuW9d/s14ZGKZpbbXlVry8X1S/W0rE/C7mpyHtLHslcodEYtyT+Uj4vwP4iZvGRrhmdeVVrWpPv/AHOr6j9f4vKcFdiYNd9WTcuh9Xwvk7Jz108D/pHIpkiIjcf3DxnK5dN2fkzqio1ubcV9Ec6du/Asj9mjDJM82Z3L7vFSKUiGSVjfyfS/wn5hxWRgzaTX8SG/o/KPl2tee37sz42XLEthbRfKu1f6q34NMVvrttyc/jV5OGcb9H5nIYuHjyty7owrittyej476y9US5zKlGrcMOr/ACovt1/dnmeT5q/NSeZfZb0+OqXY0KX7yduQ3ViQ7uT/ANX2Oi+ScnUenjcb42nDn7LTuzPHCt5OXUnCquK3K1vtr6//AAU9PcVLmOVrwsTsm9ysfxFfLNbkeXd8IU0QdeOl/L8t/f7HufwrljU4uTc3CebkS0477qtERjiZ06M2e9cc2/a/qv0Vx/G8X+aozLKVUtSVn6+t/Gv3Z8Y5LLV2U+h/oh2R7f8AFT1hLks6fG4N28THb6pRfaU//wAf+p816v7G31xvcPKjk5Zp42nbYjYZI2GmpGZM6McKRkbDl2ME2OrsY7H2L2orORRyI6jHJlNmPgynIz9RHUYdjY0j7G1XZpn1/wDDzGx+YzcbHybPbrshv939D4zB9z6D6A5F1V1tS1fi2Jp7+DPJHqZepw8kzS1KTqZfpzgeCw+PxoqmiKmvLa7m1znFU8nx1mPZBakuz+hrel+Wq5Xj6smt/wAy/XH/AGs6PKZlWBg2ZGRJQhFd3s648fF83e+aufv/AC2+DcrgZHDclZRZrcXuMn22jcjmYedTGPIRj7q/1Iw+ruZfM8o74R6aIdofXRwjzbX1Ooff4MVsuKtsvVnqMfD42r9VWbTH/wC5Mi/8hJ6syXfr/TUtb/qeagn9e37HsPRHp2rmrbZ5Mn7NOtxXmRpS83/GHPyYjjVnLltOmth135k3jcVjab8qvz/VnrOI9CuCV/KTVl2v5F/Kj23HcbicfSq8WmNUEvgvl5VONXOV1kK4RW2/hHVjw1j/ACfM5vlsuSfHDGo//XxrluOlx2bdjuO3F/p18/Q077KcKidk5L3flruv2R2vUfM0Z+TZk1/oxl+mNjX6rNfRHkOWy1Q1flLeRrdNO+yX1Zz3isS+hwZbTiicnto8pmvBSyL0nl2R3j1vv7a35f3PDZ9Svbtn/mt7b+rPQWU38hdZdY+q+XcL05yGXCcsTEsucFuTj4M8c9uTLeJ/yeIujKt6kn9jcpXt46j8vydDkuLyMTIdWVTOt1v/AFLWzntrbb8RZvv9MsdYjtdvSUfoY8m1U0WTf+lbKdW9s5vP5Pt4/Qn3sff9iaV3aIRny/VimzzE3ttv5ZAkVPSfHWnykkB8AKAALCCAAgkVLSKgAAEBYqWAFZeCwl4AoAAgAAAAAAABMfJ24cprjfy6gv3OIWiVmNtKZJr6TLyQASrsABIAACS8ZvWigITE6JeQASAAAAAqAAAmJYrEsEgAAAALJA32I8gSAkXKisS0RoaCUxJAAtECIiQmEgALGgSABYqXIEExIJiEpABCQsViWCwTEgkAAAmExLABIACBMQAEhJESSqwAAAHyWAAAgACQkAAWACQIBJYJV0WAAEkAhKRIgBAAAJBACUgAAQAEJAICUggASCCQAAAAAAAAJ0WSBPUVTELqJOinUVkyGnUMknor1FSo0ja/UyNgEo2AAISCC2gILwCiZIR7kTLSlZWgjYqi38Cmly8m9VVGvyc9ru7FhmfauPQ33Zvw6aka0r1FaRq23t/JjqbuyLVxuhZlpLsas8jbNOdrfyU9wmMWmduTMtv3grtM1OodTL/Wz+2XpOH578vBUZVSuo+H8xPU4dXHcjX7uJk2w+qenr+h8y6jPVkTrnuEmn9U9CaQ6MfKtT1L6bPib9axcmu1Pwvn+xxMm22mxxukoa+qOFieo+Rx+0MiaQyOWty59V7U9eO2jOccO/F8hb1aXRllxf8A4jf7Ir+Ys/0LX3k//Y18C+my6CuWoNpdmfWOO9J8BqE7Laroa33uX/sVjHtpl5kVjt8vj7tj3/mNd1sXXXWz/iS218fCPrGTxXpHFx5xtWLXHX+Yp7aPkfM5mBj5t8cHIlk0KX6JNa2i045hjXk0yblSbUU3vv8AU593L5GP7kcS51ua6HJedfY0szNsu7eIfRGg5GmPHMe3DyeXuPGq8rHrRWL2YnIlSN9PMi7cxaHdNJLydvkuDyMKii2yDXuR34MnonkcDC5nHv5LGWRRGSbr3rZ91/Ff1T6XyPStFNWJXbk2xXsqK06y0Tpv5+ExEV3v9/0/Nc+xhmzczbapWTcI6W+3c5839zpjuGeTqelJsxyZM2YpMzmjmmWTqHUY9jZTSvmzqR2OB5GWBnwtbTql2sX2OBs2KZb0it6bh1cfNNJiYffPS/qK/hroWQm50y11afaSNr1F6lyeavsXuWV4204wb7Jnyn03zEkqqp/H8Nb+T088qFcnW26rF36X9Pszjt5R1D6Lj14+W322j8nQn/yY4mrDLlLw4TM0bfrBGURP7ezGSGzA+q/hsoYnG+7JPrt7tvx2PkKvk32qgdbGzsp4fTfkWQqiv5IPSSNcU+FtvN+TwTysf171D63zfrDDwYONLeTkfFdfj+rPnvN85m8nbrLklXv9OPW+39WeRzefwsWDTtTfxGv9e/6nm8v1Hk3W/wAH+FX9F5f7mt8l7vM43CwcbuO5fQ8jksXjIq6coZPIa/h1rvGr9zxmXOeRkTusl7lsvlmpjZXuVt9u77melO26uuHmxpI5J8t6dcREflL0npLgpcnc/wCeGIu9ln1+yPoeQqcPBVVGq6Ku2kanH2Y3E8PVTBOFcF/Wx/J4b1z6p9qHs0SSvlH9MfiC+W/udVNQ8S82zZZ16cD8QuZrvvng4jTn7m7Zp7S+2zT9CekbvUuX1T3XxlD/AItmu9j+i+5pelPT+R6j5SGNS2q/57rn/wCHH6v7n6A4vBw+H4yGNjxVOHjR8v6fLbNIjvtfPm+qv119vnn4m+n+IxOChmU1V4WRBqFftrXuL52v/c/PfMZP5nLnKP8AIu0f2Pof4s+sLOc5GdNE3+Xh+iuP0j/+T5jI6cVO9vK5ea1qRSZYQWkip0vKCol4AVAAEKgAsEvBUtLwVAAAICxUAWKyLFZAQAAgAAAAAACQkLFYlgAAAFSwAAqWCUkkEhIAAIAAAAAAABMSxWJYqkAAWAAu4DROiQVAsIgJSAIgSAWCwTEgkJBECIEgFiAABAkkiJISAAhMLAALBIiABMSCSErAAJBEEgAAVTCYlioCwAAkiWAIAAATEABYAAAAlIAWACQEx0X3H6EIU1oEym3/AEKhaQABAAAAAAAAAAAAAAAAAAAAAAEkAJSCABbY2QAJBACUggkAWKgqLAFkgmIQkZEiYV7Nqmor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What you gain in one minute: practical takeaways up front

Wow. Two quick facts you can use right now:

  • Look beyond the advertised RTP: Lightning-style tables add occasional high multipliers that increase variance; that makes short sessions swingier even if the long-run RTP is similar to classic roulette.
  • Adjust bet size and aim for bankroll-protected rounds—target 1–2% stake per spin rather than 5–10% to survive multiplier volatility and keep tilt at bay.

Why Lightning changes the math (and how to think about it)

Hold on. The wheel mechanics haven’t changed: a ball still lands on a number. But now, random lightning strikes multiply certain straight-up numbers before the spin outcome is revealed. That additional layer is a modifier on payouts—not a replacement for house edge.

At first glance, a 500× multiplier dangling in the paytable looks like a huge value upgrade. Then you realize the multiplier hits are rare and the baseline straight-up payout (e.g., 29:1 or 30:1 in Lightning variants) is nudged to accommodate the extra expected value the casino must cover. In short: the occasional big hit creates big variance; the average remains constrained by math and edge.

Concretely: suppose a Lightning table advertises 98% RTP. That 98% is an average that folds in multipliers. Your session RTP can vary wildly: a 50-spin burst could be 80% or 160% depending on whether multipliers landed on your numbers. So don’t treat RTP as a session guarantee.

Mini-case: two sessions, same bets, wildly different outcomes

Wow. Example time.

Case A – Conservative novice: bets $1 on 10 different straight numbers per spin (total stake $10). Plays 50 spins. No multipliers hit their numbers—session loss ≈ expected house edge × turnover (low, slow bleed).

Case B – Same betting pattern. On spin 17, a 200× multiplier hits one of their chosen numbers. A single hit returns 200× $1 = $200 (minus house adjustments applied in the game’s structure)—a swing that flips the whole session into big profit despite many losing spins.

The takeaway: Lightning amplifies tail risk—good for excitement, harder for predictable bankroll growth.

Comparison table: Traditional Roulette vs Lightning-style vs RNG-only online roulette

Feature Traditional European Roulette Lightning-style Roulette RNG-only Online Roulette
Typical RTP advertised 97.3% ~96–98% (depends on multipliers) 95–97% (varies by software)
Volatility Medium High (spiky) Low–Medium (software dependent)
Best for Strategic stake plans, long sessions Short thrills, big-tick wins, streamer content Practiced bankroll control, analytics
Typical house edge behavior Stable, predictable Same edge, redistributed via multipliers Stable but depends on algorithm weighting

How beginners should size bets and pick sessions

Hold on. Don’t rush to double your usual stake because of a multiplier tease.

Rule-of-thumb sizing:

  • Risk-per-spin: 0.5–2% of the active bankroll if you want to play multiple sessions.
  • Session bankroll: plan for 30–100 spins per session; lightning spikes usually cluster unpredictably—your chance to strike grows with spins but so does total turnover.
  • If chasing a single big hit, set a strict max-spend and treat it like a lottery ticket—not a strategy.

Example calculation: With $500 bankroll and 1% risk per spin, max stake = $5. Over 100 spins total exposure = $500, but controlled so one swing doesn’t ruin the account.

Tools and approaches: quick comparison

Approach What it gives you Risk Good for
Flat bets (same stake each spin) Predictability, easy tracking Moderate long-term loss Beginners, bankroll learning
Kelly fraction (partial) Optimal growth under an edge—rarely applies here Complex; requires estimate of edge Advanced players with statistical models
Limited-chase (fixed budget per session) Controls chasing behavior Low-to-moderate Casual players who prize longevity

Finding legitimate tables and what to check

Hold on. Not every flashy table has transparent math. Before depositing, verify the software provider, licensing, RNG audits, and withdrawal terms. For live Lightning games, check whether multipliers and randomness are produced by the dealer studio or an RNG-backed mechanism—that affects reproducibility and audits.

For practical browsing, I sometimes scan mid-tier RTG/house catalogs and big providers. If you want to play a Lightning-style table with clear progressive multipliers and standard support, check reputable casino lobbies and read T&Cs closely; a dependable entry point I reviewed recently is grandvegas-casino.com, which lists provider info and supports demo play—use demo modes to feel the variance before staking real funds.

Quick Checklist — Before your first Lightning session

  • 18+ and legally allowed to gamble in your province/state. Know local rules.
  • Set a session budget and stick to a predefined stop-loss.
  • Play demo mode for at least 50–100 spins to sense multiplier cadence.
  • Confirm withdrawal minimums and KYC timelines (document readiness).
  • Use crypto or methods that minimize conversion fees if site defaults to USD (relevant for Canadian players).

Common Mistakes and How to Avoid Them

  • Mistake: Expecting multiplier frequency to be higher because you “feel lucky.”
    Fix: Treat multipliers like rare bonuses; size your bets accordingly.
  • Mistake: Chasing a loss or chasing a missed multiplier opportunity.
    Fix: Implement a strict stop-loss and session cap.
  • Mistake: Ignoring T&Cs and wagering rules tied to promotions on Lightning tables.
    Fix: Read the fine print; some promos exclude multiplier payouts or adjust playthrough contributions.

Mini-FAQ

Is Lightning Roulette “rigged” because of multipliers?

No. Reputable providers use certified RNGs for multiplier selection or randomizer systems audited by GLI/eCOGRA. The game’s expected value is computed inclusive of multipliers and the house edge remains. That said, site transparency matters—check the provider and independent certifications.

Do multipliers change my long-term ROI?

Not necessarily. Multipliers shift where wins occur (bigger but rarer). The long-run RTP reported by the provider already factors them in. What changes is variance: your session ROI will bounce more.

Can I use a betting system like Martingale?

You can, but Lightning makes Martingale riskier because a single multiplier win may pay more than a Martingale sequence would recover, and table limits/withdrawal rules can block the system. For most, conservative flat staking beats aggressive progression.

Short podcast guide: where to learn more (what to listen for)

Hold on. Listening to a few focused gambling podcasts is a great way to absorb nuance while you commute. Look for episodes with:

  • Guests who are game developers or mathematicians (they explain multiplier logic).
  • Player-psychology focused shows (to learn tilt-control tips).
  • Provider interviews or studio walkthroughs (they sometimes describe RNG/multiplier generation).

Try to prioritize source-backed episodes with links to studies or provider whitepapers in the show notes rather than anecdote-only panels.

Two short, actionable play-plans for beginners

Plan A — Low-variance learning: $200 bankroll, $1 flat bet on 10 numbers (1% per number per spin), stop after $50 loss or $60 profit. Use demo 30 spins first.

Plan B — Volatility-lite chase (not recommended for newbies): $300 bankroll, $2 flat bet on 10 numbers, accept 2–3x swings but cap session to 60 spins and walk away on multiplier win above $150.

Responsible gaming and local considerations (CA-focused)

Hold on. Play must be safe. If you’re in Canada, confirm local rules before wagering. Use self-exclusion and deposit limits if available; keep KYC documents handy (government ID, recent utility bill). If gambling feels compulsive, contact provincial resources or national help lines like the Canadian Centre on Substance Use and Addiction (CCSA) and local problem gambling services. This content is for players 18+ where permitted.

Sources

  • https://gaminglabs.com
  • https://ecogra.org
  • https://www.researchgate.net/publication/228383639_Random_Number_Generation

Final notes — practical next steps

Wow. If you remember three things from this piece, let them be:

  1. Multipliers increase variance more than average payout; treat lightning tables as high-volatility experiences.
  2. Manage bankroll tightly: keep per-spin risk low and set session caps.
  3. Verify provider certification and use demo modes before real money play. If you want to explore live or demo tables with clear provider info and progressive jackpots, spend time reviewing the lobby details available at grandvegas-casino.com to ensure you understand payout mechanics and withdrawal/KYC terms before depositing real funds.

18+. Gamble responsibly. If gambling is causing harm, seek help through local provincial services or national hotlines. Know your limits and never chase losses.

About the Author

Alex Mercer, iGaming expert. Alex has reviewed online casinos and live-game variants for over a decade, blending statistical analysis with player-focused advice to help beginners make safer, smarter choices.

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