@keyframes rwdcur132267 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 26 6, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
4%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGYUlEQVRYhe2XS2ycVxXHf/d+j3k/PH7EiT2ua9KEppASgXh0QRPxkqqsYIMIUiUgFUgNUkGqQQixYuEqIIUueAQ1qFSIDQ+xQHRDKKilIBGapgpOUod0xnGnztie8Tw88z3uYTGT8YztOKpUCRac1f2+ex7/+z/nO/d88F8W9XYNHs0/sd/FBaCm3iz/svBs5cH87AygAWzsxX8Uv9t6RwEcmrlff8Q/flQwZzTWe1TXTJOpNCR3Y14VDvuEuqMty0L7GVHNuUuFs5V3BMCJqS8/HZP046pP3eEeHBkFFHXqXFRX8Qn7zf4OfOpicW5XENbdgj+Z/+pjabLfiWHpAMEANiO4MtnD7+KSJk5JrXTRJcCOT+DEPxC5b+KF6s2L1Tv5vyMDs/nPfDrA/PCgHB6LEAMgRCjjUeJdhEQH9AXhUrTESjIHOtJ7X0/MB75eexYJvl3885mluwI4PvVx+4AkzzlYn7Ww7YNyZIuBgy+TzCsLrx9AZISlRMBVe5DxduQtmtECwGXgE8XzcwMg9FYAhyX1OQfr84AdJ70DN5o4sF/M5is7AU4SS3bN6CFMcH67ty3iwdO31z7tO3pLISS6a3GzgCJQ4Q6afSRr+0D+4Sc+eUcAX5l65H0WOu0AexBGaJDCJ8NmtQptIEQBOQS0DdoBoK2CbkwF6RQMZTGTacjvg0S3ZrT7sf6Ydv9DWmIjowgTonEQQIjJCgnGyQJVBRUgVOtYMtQ5m7IARUv7LFoNSMSRoWGwbYzrs5GPgZqAPftgvYq1UBzgZ4CBlFo8Ni3gsJnfplrEo4YGhgRGBEKqXSYAMYQqZMEtY+JRZGQMbBvRQnNsBZRsspLJEh7JP5Q/dSp+23+vap7M56fb1H4+rsYdPYBLaKsKmggOMSKAp6CtmiyhqEporiQbquwIMjYOloWJ+DT3LuNHt3dkpZensFrN9Zde+ssAgA9mMt+04ahFhFSvvG6LwVOrtFWVQLUxtCipjcvXVPkLf1M3nqql7IS/z30wGI/SzlVpDq9g7GBbcGij1HUw5kj2gQd+Ur1wodWrAQuOAixRJEOKpBUlkYREXLA0GIG2V6deq7PRNs0C5sS54u9eAcjvn31UpjPTJNY+SsJG4jFwNQQCvkHVfWh5KPXvbjArJ7lcDqj0uNYw0jlryM3cPJn71hjOhcQi4DoQdSGdMgzd06Cc/1f8svvK+m3b4vk51OTiPAcayKgLcRtsDVELUg4ypWDiDVC1bZz0GAjgqgMzkQTM3OuxZl1j3cRIeqPQraMNt4JnrTM6BO/dpx56foHrANOPfXgszFaPk15GySp4aTDd7DoNsJuQ1UAclpogYvB9A31dYjaf/xJw9uD9Qjq5PXsqCpEZwU5D3VaUYPVyVb28EOf1wtDk8WDs3plgzxHEh7CqkJ16mBHUpVXY8C8UT59+/wADt5T6xZgts+kk+7fRtAfiB0G5HTJqAHFyZkYeGQo11YxDpbqE+JOYxCg6IYQVRbi2xZFWyHAcfaX0rb7Ud+SZQqGZO8wpb6tNAuKHBOUKAiyjaLlQygvagdCNEh1SJNJgrVxEtTt5trKCld2BSbf2HKWlP/QO179Z1gTrSjEl0mu/0QOdRRsoo/CAlb2C2XKLJLNCq9GGN1/EZA9hUnuxsg6mppEgRLUacPM6rC0uFX6zeScNALjVUC+PJYUF1Zl9UhZMDAsBqtcbjQ0bnfGAwIDltdBGMFoRTUC9GqLXLqHXXkMiw0hZExSa4DW6FHBrgOH+h3PPF+rAH6GT62AEPOhrzBA4IKrTFzZ8UGKIbWx0nA14E1S7jPaXN4MDqhL79R0BdOWLwGrnuDvsdmW9qQi6+8m1FazQ9D7XXeTrhR/9/vquAOZ+Vbzhh5wAllplkC1OLQ9qDUWlr81r3yNXKqH97fOA+KozKrTC54AfbN3fcYT56/z66x86mPmZERKREeJOhLF2ALUWvFFWrGkIY1sCtQNWL9aRUHVuPstCiZS9gv4tmscLT71wZv3FG9s4vetYfnI2Pw78ExjvBYvAxrsF427qlW8qlreMnBJy8tXTxZ/u5n+nGhiQs3PFEnAMmO+hbkPsikK3QQysvcVgcMEzNfX9YFHtGhzexq/ZyW/k477H15TimG2z3xhKYvHaQoZrlRUexuIQhlU0f5KAH7/6veL83b3+X/4H5D8z24wfo4+bvQAAAABJRU5ErkJggg==) 26 6, auto;}
5%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGYElEQVRYhe2XXYicVxnHf89533e+d2Z3du1uk53ZxprQUmpqXYpUbwqaG0GkvWkv1GAJVmgVFDJFKCJemNabYkSQQEEaUYqW1AvB3likbWrEmoRqt4352Jlssruzs7vz/fW+5/Fi9mNmZ7OhKPTG52Y4z5nz/P//5zznPOeFj9nko/z5K9lj6bDogymb/lST6nKM5DtnZaVhdGRacL9gqa86pN4+Xzhx/X9K4FgmZxR9yqI/cTDJTb/LZKuhidacFEZbdDbdHQj+EMjqc+/lX5r7rwkcy+QATgJP9/s9zeIxCUCTFhflA5rbJFC6K1ZKX3ov/6vze8V39pp8MnskO8XkszHC3wsjWJQAcJkgxPQ2GVxGiLIoJRCBUBJx4zG89JHwffe/UZn/69KtMHbNQC7zmAv6nMIPDukDrkdoQxUUabPIQfwN37Zi+GdkkWIiDWZ7rhG7atvu8pvi13P5N3/xzm0zkMs85voEZw3miThJM76R5k22CSKM6yhrYgj6lYRG6cYmKLndgXjWdKTrVWZwQo+nDnz+bOXaW9f6581OAl2Cky7ObI+dt0t+HGLAjNptlxtDQ6Pobvl0NjVKAuTlzCO5AcyBwRdnZkcdzFNb7Ac0bntBSaNENzzqjXDLeg5s/2iaoHO83+H2Dz5rZ2YBPGACMJQZoYvBowYEgNJFCRBcEihNBEwEBcqmtSEWiMfB87DjLYjsh1oV1ipgnMO3JFCU6kMP6AiTqlvFEdUScaYYBcoC60AgZVwd72XAeCBCzWmybFoQ8tCJT0AoTBBt09wfAfYBCpUqcvXyoX7MrS14Opvlfm2m9vWBAzTkOm3KGGBMYQywVLHUaAHYLm3p8GFopQc+dSeEwlg3oD5Z7IskkEyi985ks0eP3jVEIKb60BL5gf0BUCwVuUSdRRRLSsFD6UqREku2wrp/3rtC1QQ95cbBH2lSzdwg2HEiACTUmNDx8R8OEbDwfcVSZG1okWKpS56SXKAs/0a4ybIsnCnKpc+8K5fGqu7ik62pcqtxV5lq9gbVyUWs4w/FgQCkCK77eCaXm4K+GnBgFiAvV4lrlIQTIZ6AaFQxAqrQbHWpVVfpBouLJcJfe7nw+xoABV7KfPOnX9ZY8lFiLhoNg7ehrWORShf8LiKXAB8gQq38OeCMC/DwzEw6sDbt0Dt619PvMzs1TbqZRnT7pEaiAWaqwnwl33j+3OXagLhkfoWDCVQzEPTdH1FFx32kUYCb1d6VCRAbuWMrA2/Pz68+nMmsAKPxFNx9oEvFuUo9tkjYT+LZMF2nRcupYE2L8STT3xrLHvnln/KvA2Ryj8SY9B9krI7oh+DHwI+CWPBq4LR71WvicL3eq4WVtbmBLQjgVQeOz2R06/IKTJNGqLlVLaEseBNKx5XQPdjfHL0vc/qDCfP39XTjCT+1MOvvO4BtKbZSQ/3BBAHonTGk1IJaZxW3dXGAgIqcjMb16/EoUzsXmiTEP62YSG8HG0DEIx3O6neyxmJDDut+Bad9E0ntw0kqwboQrA9xQO+IIs3gu/lTp9c3dPXsxXz+ujfDj3THAhOH+OFt8CKC78JSVnFGwLhCfL9LLAHO6kVMYxUEnDHFGR0mIFI+D5zeHA/chAshafgC+1FGtNcqI4cUwlAHVhF8oDyhdEL0GImAQGIMGvUAZ/kckjyITU3jpELYqkF9hU4buXEFilds4YU32JVASPRiA7iEYAwkDEyPQ4ft4gWopnq/rS4QBJjA4rhCLC40agGmPIcpz4GXQlfC+AsdaJZ7GQh04E0w0A1ffK1wHrgGYBX8CWjvAO9EwZpek2tvNMtos1eozoAcoFvGdJe3wAHUM6/dkgBAMyBHr+fuaWsNwW4wi6+VcIPdWvcQwiuFE39+fU8CPztTeAV4Bmh0KsPxnBZUakK1ve2TwGdscQnT2YXEpkv5HfDtoXi7kX7r/crfDt89+kfHkkxMMul4xAOFchPmS8KaBzYyuEa6PqULNQJcxDGoIwC2c1XOakeOy5XOjwun/lLfiXX7Z/mzmXtQ/gFsQdoYNO9V+m5pSjeFpeHPkRcuPF/I7RV/aAt22qkThTngG8Dq1qIGRC4L4vea1NoSg+AKKD8H9gSHj/BpdiyX+STwjLU8ajZo2yjn5ke5Vlzgq5itd/q7tsGvg6K8+q/f5m9bzP+3j93+A0SAnPdM/KH3AAAAAElFTkSuQmCC) 26 6, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
23%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgElEQVRYhc2Xa2xcVxHHf3PuY9f2rnc3sR3H8XWcyDRBhBAFqCJepSgIqqpSlIcQKiBVEAkBlSIEGD5VQqIQqKBSAwIVoUArEBVFTT+UD21BIiQEMDSJoiYkTpxkE9v4vev1eu/ee8/hg3edfdnhIyOttJo5M///mZkz51zhf5TPeV85HCPxiYDgo6D7LOw/G8zLI8ofFR07ajC7IOoXnH8Zwj9omfvVpdu/nLlfXLnfgqPesBtK8BvbOAcAVevqmH7KJLksNyhQavCMRsF67EL2+JX14qv1jAAa/TPbOAcb1zpswaGXDjp4lxnCwWrwtIaAN3d7x/rXi9/otSrf8A62P5La/6kYHd82KCL0qk2IEzPbqSbQwcFBMSu5msgOxNJJ09Y5EH/Htn93Du2fzt88YxpxmkrwLe9wX4j+sSAHtphtpOkCoITmlhSZJsDBwzG9dX4lfM7JRbDjmMRWcDoBMBKRS57HiH6bcOnr2dMnXlszA9/0Du0UOAfyXgF66MfGAcBG6MLFQiiwEUW8joBCcdctEKV3gNVWs0NFKTYFortR7qdT2z50NX/zzKV7fhV5fOARN8Kc0tBT1TXlC+gjzoZWlROFdA6B2E0mZVYTrYAXvIe++rEmAn2m7ZMKeaDWcZmlZhygj3KT3nddyqoZ3EiElqhWZSPyVBMBjXm00XlRFpoCAsQp4DbkJ++2yhcEzjymngCgHhz44Bf7Vtis0lrh0gXEVhfO4zNDrNKIVRHKGKapVquEz2gsovFQ6XhEcbAMjreiiEKYnYVSOW7cVLyOQAbDFgNtNMoYFhZLZKjuQ2Pw5Q6RMWjSXJZr6KAfYul74D1xCjsCdKyvPtymzcjkXWTmOlQpH/O8D6SQ73WTjNFCDPPYFJlHAUIJU7oty6/5auqnVykez7FoR67bi5PsiOxFgm02hQcM2tHNwZSCTgt65oP82bOvC8Cw572lsPbsNrtxaG6kqswAYyL4RE88m33lZK1t4MNP9horfpnOZNrseCfI2lNe5AYwG+IXD6ljnncY2KOJuC436yZeo2QAgZfasV9stN0+/dykhMtHTN+WhfXBJ4BZABs78VkVg+1V4yLzXJMxik0XC4RETMgUIW89/3T2d2Gr4Lf/cuINSc2MQLGFNUDIAnfuqYx/sCnfi8xxMzWP15Ngo5vEUlAIA8YXFpieDrAaT1TjDkuTQ3QvYrpS0JZZKYW/jMzPwlyxfrrZjrIN9RdC/yD0dmlE8pTJAyudOpCEnk1wekJ1kW0N7g0/rPT21AIbExVNZY60g8l0QK+DXFuEcqXMWl9V0yJ/NBACbNkKm7vN2iWMQXrQPDV8yIuvseK74s/sWTM97S5mZxpUBUCp31vnc7nxvanU+zoT7Ng2sDa4AcbbhDBJVyxDV+/707cu/SM3BbDrCwMbMgd3fDxy3RNSzmPSHqg1bnpbIRjIl2fI5T4vAE96XnrnkHlzU4a9rXwkDuWdkN8AoiCI4Pwd0ZHi77c2MjozxYFwsCcR9iTBgJZu/NhetO+0JuEHRTk/+1D2B8+MKIDnstmFiQ0ycleEoCYDBggSUHwQFrtWwAEcC+JJlP9us697q/lMppuETlRmmIBimnh4Bseeg6ima3UE+Tnk2t/a0SNzUDOKA2AcGEdIyD3dpj0Gx20oh4A/YNDuSgP3DhqWoNKyFR5RAZezmDGLKNi4olzOQVS5SZ0VkNp33lj1T6Hyiw+C06LdluNQaK8BE8i4fvNCwNkcQWF65VcFN4zLtfJ4HQE/5A2on0CxVOsrdrat+bGSpNByrepo8UYRfn775TOlOgLPnsqOBCG/qCPQTpOEEUw0v1Nwyku0FZZbkmiQyczd/AurBGstPzyV/XKoeWUVrCGrYQRXp2R1jtSK0WCu/gcr3zzGqyJaT0obD1988Z+jVV3TYf3rlfxv9+1MXVACTlIG21K4y2WYW4LRGcEPARHCTL1fqQgLUwZrdhFV1mApsBWmLASTcs71w5ORYx3JfudPE3Wk1qQLfOlrXk+guI6QqNUbG5Z3GXTNMR+/LizMNW5ZMMp64uLTYyfXwlj3y+gnz2SngoDHjal/hUoIsTFZ7cTcDOTmWwSIzKvrgd+XAMDJH2Vf1ZrHgLdr9VYO2q9IITcpN8Zvijb1x6JoQr6P4sj94t/347QqR4c9BewH9gCEAVO2w0vPH88W3zPs7UP4CAZMQEEcfn3heLb1k/r/Tf4LqL1zU6+Nu+gAAAAASUVORK5CYII=) 26 6, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
29%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGj0lEQVRYhcWXW2xc1RWGv3VuM3M8nvE4dmJizyQ4xgkhpRGpSoVQiwGhQl+gtAUEVdUL8EIrVa3kp75UosUNrdILD1VUCVGeIlClPiGBlKASGgEuCaUhzcVJPY1jfJvYHs/lXPbuw3jGM3PGDm9d0khz9tr/+v+99to34TPat3LP3OvS9YStnd3rTXMh3vH3besfRsB30eY+0EC4AuZfLKxjk/nnvRvFlRt1eDo77lTxXnKwvyeI0Qy19RA+qeCMnLeq+O3QdwV54nT+hemt4htbOQECvF/GcH7QSg42g9gM4OJan9ej2Jjt0Ls0wfHbck9u3yp+BFW3p3NfdR9M3fdYF+nDgkGAavgEh5gepp5AGxtTYImVjQBiQrw3Q2KgPz46PJnOHSou5yd1O09kCsazj7pKgj8Z2np4QO+O99IPQIWQ/0iZeXxssth6oAVXocop+QisODq5C+wUANoIWO4+g9beWcT6fv74xKlmXEtav7nrvn0h4SVDW48D8QRuwxfHZK9OMqpdDJ2IZMzBxrHT6J5bG+QAoixEGyDWfuBkdmz88Y4CxrOPslulf2tiNoYmHWq0nxi9nWZODHRqGMSKunSDxgD+nB0b3xcRUMJ7yEAeaAaWWIsGA4aiFY8fc/GMKLmWACVBc5MF+mcRATbWWDu4KMuRgAAxisRoraeCozr29eOraIn47snd+VR8XU1dgJECyKBxG6kv4LOATV8bvopiCdhWI8HnshPSvqhUXFHaVQZrEMRA/AC9uACev1O7gzuBqYaADIpBLdTKq3l0l7ExWSVD2DwyyRNqE0UXH8t5KvpmaCpatSPB2i0+Kr6z0aYBBgaQ2asluXahRF3yT7PZg2l4vo9UV6c0KgrYVFnFRLDwUZUrsnbKk4VXpmT18BJrSczYTdpxY8os441aFPdoQjuMBjMM6LZsemZZef+9N2VdwIc25sHb9e3YRAupbovAlAhV/J8cyf/1N82+PYd+uN/vTp7UmWSPHhkF2XyXFy4BiwFeecz4cTZ7rwEHFSGX5AohnYsJIAM4cMzF+V2779Lk789qgmfZvn1LcvgUpAAiFjH324YDX6h3X6XABblMiUoEplAsUiDkw6O/yL8WRDoA+ROHj9E1dxGqHbwBwn8RmaZRY0rdE8n3KktcSRXIDSTpd7pBoBIGzJeWuTpTJYxuAa1mFkYk5aH7eyGRrLX5HrI4D0trrfWNHrV8UHb9W2AwBzf1K0RWKDcdLjuS0JOBc6vSR74zd3Z8zNAjyYtkkiPgA4UNqrQLAxZyYRW8xjSfMmx4FWo5H8xpdm7Xm0+hDZVefv3Mg7lcR3+o/yje0sim2XEd9N40GOsEnn/CPLmyUrw7nTZjLmPDuzavHw3MJoUgSbebITsy1vPv6uzO5fnCQvC557K5ngdufUR1OT8Xv4hOD4GxyUlvGQgalquzmOZjAjCezbp9e/jbzb36jk4YIyF4BzTLqZrAUMGZq0LFZOraNuPc7Ky6PxgecIJttW1E0Y/n3kFYsjuFg4q/Iv+8/pX8xMRpA2Ainy8tbeODqyL4slEnGggysPZFzUp6IzumAVYS/Nv0cGYofKhvACdMxjYEM0+sehLbWgLVtBmpEK4vIBf+7sJ7C9B0FihgBphBcKV2SvnAjgMau20g2oDKbo2ya6dj/5CmYAlrTVwSFnF4Fz0dIyyna43l6xD6oLHE01ZN7IZN1v+UgCIQ3w12jIiVE1CON5EJbE+UO2bb7q9Ccb72q69h4fT0kRNX2gW8Ba07ULw7coUDYCkOqs3V5RU79jW6OtxRhNcb/vqfidfzU8CLzf2cZDRgEMK1DoO1q0USxVJHEc1mBeq8iBypf7eslZOfrBy/e386CXwJELcfnKbrXxDC+Tmh2A2q7VqoFSx+UkZ3xdGx1iEHs8L6EfOxngu/Pv2Ht2c6ClgX8eade9PvaIjZ3dITT5MqeVAowcUFoRoAIgSZVlylBIU5jbm4iuGpWmGYJtqToj8nJ4BfAT/Kv/T2tWbcli+jbzyV69s2pCeVpnXnM6F0QKOcjaaZS8L1pbYAIujA+M5HL155ZTOOLV9Gr706vaDgSWh+cQAhxKeE+l1zeQGWC1G89vXLW5HfUADA0Rfy74QBX9Oasy3AVUhckOLyp/LBzGVRunlVKEo6YDy4Ks/eKP4NH6d1u2tsl5G9Rd+fyuiDAL7HOdvhraMT+dKh53IHgy79ZSAeeolpXai88a+Xp69/1tj/V/sf56N4r89m2pgAAAAASUVORK5CYII=) 26 6, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGoElEQVRYhe2XW2wcZxXHf+eb2Z317nq9dmwnjb2+NU0dknARoqCoD0FARAUPpQ0QJISgopX6wE1RSPOEEEI0qkqE4IUiVBXBEwqgKipCLQ2FugSRQhJCEpOSOF7qJOts7L3OXmbn8LDr9d4cgnjlSCPNnO87//Ofc86c843wX8jjicNRYDYjqW19Gr/0QvLYGYDdiSdnDLEhAJ9C/m/JH1y6W0y5S8cxRb8BPCFItKH2lchCjsG35vnXXoVgXa0eyKvgfets8tnX/2cCjyeeGgV9GXhnq94QJaT3A4ZlbnFBFlC0ZYdWlPInzyW/9+Kd8M2dFh+b2Gc8KR43Hc6FAI5ua5qPMMwEI53QQZHwz3ZNf2n2Tj56RuBIYv9oGe9QlNiBGZ0d9xFyeLwtJVbwCJAgoFvabEqUOSXnwHLQyBjYUbAcqoF0Ph++cgI4mjx59EynL6tT8YWJhz7eR+BFC/PRER2LhYliEEJYjOLQhyHHVgS7A8gmFxKKA1N156a+LmKC5WBqF/DEwPSD/dmFuZc3JPCVxMNTMZw/CAwCRInTR6TNUQSbPoZY7cieWCFuDgzgGm3Xq03ZSYH4AuwZmH4wk12YO7W23oYSxByTZjUDtIOtybDWCHfoNDhIr4z6pgxSa9nof2dizxdnugh8M/GJqI3sazUuSKYnAXAZwV9/NDYV22LFVLp2ek6x/esQE1I7+uG1x2Yiz0v6gRkdCQeBIQQLBVbpo0CZSKs7fMnQp/0tL2xI2wX8NkegkTDlyVWQMRADmQxksmAF39tFQESLCR9GUUwLkM1VhnUHGbHINnRKFU+Wgc2AUDBFrgS8dechB920idJYgWosDsTr+s1bIJdFrv5zPXgAeyYnzTb/xqdHqHU1Bo8iWblEv+YYaCGWYZmyXK3ckuUrZ/QiVa3WF5wgtfFh3PE8bqxHCvtj8I7YvsThw/EmgXf7/j6P0lcz5LoNAI8Cq3IRuESBJVJyvXhTskfSZn7HeRZ2Vv3Sx6r28qmys0Rht0d2colSf7YnFlQhkJ2i6h2DRhYPJhI/t2G/jcNu3Ynd3R6akgbmRY98N/nLp1v1ib0HJ4jH/6jbd2zd0BgQWQCWAUqSz0+bRhj21t+0zEWZx6UMgGVDMAQBp26sKB7pM53OAZK/e3aR+8I/pWGLLRA09QuAGkJyzTlASI35gN0g0CzGEgWWRi5w38gmNnlDhGoOFbuCa5W4UkyRvJ4P75mctN+4dq2l6hpiUshgDh0dQ3UQvBDYZcQUIfc2LK22tRbxvO02QBVSgUap3pOAsc1VfLlBihtt+JuiYMet+O2Kht64Rr6LwFZvVMeiQAahowD7A2h0APlHpklC7cApAxCAXwDEhmB8iyJ3GNKu448O9usLnfrE4Q9+iuWLn0f9XmZ1iQXRqf76ve8vytKbp9dC/wzCZ8e36vhGtiYKZgIkpkyHeOTruxKv3Spw/O8BFkoqj1Zmq/trjuL13cCztuIX6d3Jh0Ow7MKK+8zi8bmiBTCXzbrvmYxfndmsB3odEIL3grNTScfqk0IM+BaTNxM8FB3nM27VeVdxczwgFlj+LUw8hsTC+EXpSUJc9wSuHMzOzWmz+G6PSOWCCBOqxFgfEvaEUJvyuSVCa9W5E+BJfZyO3W/IKNQ8wK9iLZ/G9N8Lw1NUbwZBBNSHSglZugLp5FLy6G99aKn+mKPny8BlqU/6EGA5MDStmI6iKPVDLqaQq+uN+MQGYSXV2KA+kr1MMHsZUoN4twNQdaHcqFtPbzdTu3ZTU1K+1sveg3qJ3wMm0B3C/IDiVtZJmWqFsFPD6tG/7MgK5JfXnQPYcrKLwI9+vVjyajzXahzo630eyIUg3zJ5RX0ixQKW3b1X+kBaidU4B7zaRQBgtSTfBl5at+7+HlUhnRf8Dm6RlTSO230e6ICoSLZ2MHn0ZLOc2gg8/5vFCvAo8BPA89x2sIoHby0L7mqXH/BqcGEJK1tqU/suaP1AdFoy+pHF537/ShvBHlAAHHoksT0Q5UB4p35NfeLFqpAu1L+q2iC429pDUMzCwnwdTiNhaoMREKgWnROlVPDHzp8XXrr82rWuEP3nH5OnEo+h/BDaj8GlWcVrNDWtweK8UCi026rHBbHZefZockP8jeduQ/7yevavu983ELVs3k9LyqwVQaNQNXB9Qch1jH+tmXMmyIfOPp3soNUud/VvCPC5LyceCAR5EuFhY8D3Sanyq/kof8plOCQBZhtoZxC+X7w5+srl59/c6FTyf2nKvwExuJE5T/54HwAAAABJRU5ErkJggg==) 26 6, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
42%,42.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjElEQVRYhe2XXYicZxXHf+d5P2Zmd2Z2djP7lc3sJm1qwsaENC1SSxVTtEgFowRBpEgvjDeiFqRdg4qINy7VC2OolF4Ub+zVKoWCUBCpNJUixCbopm5ik+zsbpPdmf2Yj51533nnPV7Mx87sbJsigjceeOF9Ps75/59zznOe54H/schHnXguMxMvS+npfo2fbvVVZPvtFU1dzuN/GRgDUIJbUPv11eyFG/81AucyM6dC6r83WJM7ihauHqZOlH/Ke+QpdmhoIJgf+XLt5/OLrwYfZtu6F/hTme+cdHBeF8x4p1pEP4ZFAguLNIMUpUCVWoueAT6rdmRobfOvf/iPCDwz+ZmhTyYf/MohDrywT6MTcbEIUXwUm1EchttzDYYEfazIGpY4aGwfRNMYZ/QTyQce3+o//OBq4daljb1w9gzB9zJf+rrB/CpGf/J+PdY1torHMg+guF39ClyN3WGjP40au93vxVbZdm8HwEXgfPZPs9VOPbMbfCZz9osW5mWDJPuI95AbIcIxNT3MxUmwL3akCxzADuIANvAMMLfbXheBmczZNPCKNGKIjb17PgBxlAm0A91C3SH2dGjY1fdk5vTM0x9IoEb4DaCv1fYp70kAIK3hTsNJghjK4vfMq7tdHkfC8FvTk2faK+siYOAsQBJhAkiwRYIasd1GKREBos22Wi6eCbhrVXYmuQ4MpgimopCZgLFhsAxqzMPF+4+2Y9vl4zhiplSIE7ad6bJCWqfwgFWBAAhlE6P9uBiqzZnv25vUURBB9w1Bf4Kg36O6PwatJYztR5aXYC3fueiGfHty8uC4FicTHeAAVe5SkhUiKOPaYKzU8eUOZQIUZdnOsWiXGt4YHYF4kiDuUR5d7Xad46JTk/Cw+0QPgZjqj/OSS7OHbLPEhiwQsNGMvbJBOSzK319bkuzF6/XrKyEhOhAnHHCojOYpjd0htOq9xqQE4r2Yee65oXYIZjKZMeCrW+QoM05/O7o7UmOLmmwBsChUy8hDL2Xn5gGmJ888W9q/Nhd+/PiTxEp7raEpIcIKiKTwvGeB8wbAg0do5tR1WaCKDwL9CRgYbHzJQbAdUBRLNi/8rAkOML/4alUzg98laho7sc+GAbfxJR2wBagjegukubMikcNtD7gwsrNSj+Xhf3By+ACD1RRW2MjT0IRERyos+EssLZXaW7Ut+7dyMnQDTR9C62moW4CAqYPtI9u3YTlPZ/loEyiIvDugjZHUMNw3VaMoNynGwa0nASEwFULxSQEHB+TwzKkMs3PZHUuRhU/rwUfAWkNYg3qkScAHCWHAoLEkcr3QjEYYQDMJ63BVYd1YcF9GkY5t4FsFfGuLUHwkAtYomON8fuio/vDcTCYOcOz89ONuev03tskjrSPC8sCqNsBbkorAcDO/Am+uTeClxcVNH34yPA7WHuejWELshJJ8TAmPK8mMEh3hp8EIG1948cBdJxP5o71fUq57HWc8wJlQJNJrB0DTUaj5C7ix19oEACJwwU7zTo+GBX0PKe4IbAusN6tEbUypH1I7uY+RkSMuxoDUNrDz84gT4owrpjdTwKnDAGezs41TsU1gNptl2SW8KYLHTq7EphVNKusIqwgK+H2w0aisDY6ukhhsaEhpEfvOZaRSwB4KdhDqAeTeR669BdvvLLVwu0pxELKQM5zKiRAD3AiMp2nfc1qyMayEQK1ZZwSIJaC8BUEAUr2LXb0LxkXzKYI7CuV10BBCClTC9jWt6zCyDS+3/itAMAS1PXLCi4IXQL3ppliphAhEd7s89LGsVSjlGuANxNezF99oV6suArNz2deDOgutthPftWlborBZ2dkqbrlAtOo1bxHdIk63Xn+x+svO8R4V2+I0MA9QK/ZeMFQhXxYqu+KSzOcQb4/a77UXURUv+MG7L/zlzc7hHgdfulYoPjY98FtV4n6Vk4MZLDGNpKz4cHtdyEdAd20zqQWsXy0RWg5h1KFVTIJ1E4Sb+iaWPJX9xRuv7Mb70HfBmU9NJadPh8/XhG9Wg0bcAcIEbB/RLu2tHCzfbHZYhjDeB0be2yZ9+l/f//PiB2Hc82FybiYDcAl4tLO/NqF44w0L1RLcXhDq3RHIAZ+7MpvtrS0dcs+HyeVLBY6eSP3OaXj1BBABsIqC+FItGBayN2S4A9zXgLdF5WtXns/+7V72P/LbEODc+cxQIS+nEik9XPOZ9ypy41pKc8Ck1ng01FjVcitvXZnNLt3T2P+lKf8GWmV0CNReYv4AAAAASUVORK5CYII=) 26 6, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlElEQVRYhe2XXWgc1xXHf2dmdmZ2drWflizLXicSSqIYEtIPyEsJofQplDa0IXloS19qKIRCSWmct5BASEQeQvvgFlpK+x4EpaQvCQ0piR/S1q5LsJ1EsSOtJVnSyrL2e2Z37snDSqu1tZZlKPShOTAwd+495/+//zPn3Bn40v7HJnez+Jl7TjquCb7n4T0qCDHxRoWJ+QVWHwUwdrRhxc4fzpdfv/ZfJ3CydOqxmPgtGzsNYFPE03sBi3UqfCwLdDGAAeRFkNfOl2ejO8V1DgJ+qnTqiQ7Wnx0cp42hQwFXJ/vzoxzCU5dz9mXUdkGsl0C/Bnz3TrH3VeDnpSdnPNzfzegjX7ewfADFItISZXGo7riLhbp5FlJtrjiNHXfTTi5fatmfvYHt/7787uxQDHsf8CdcrL8VGJvKkOsr5ZDBJ6CIEorQFAdNHgEnIGV8yomt/uZE7dHQ3/wOEGQnv/FO9fMP9uBYw8B/cvzbORfrN4L4Gc3fNCea7DtOqsH1imC5ACTUJtDdrNpxACjA89Jt/XQY1lACRfV+KchxDygg5IAckAGsgazZlsPkLVlMBxnI53avYgEE1PZ+cWACBvP4vao8pEpeI/IKeYWiwqjG+H1vD1/j7XtBsxnWxrJoNo9m85h8Fp2aRk+cgCCYKn3zhYfvSOBUqWQ9qHJilN4bGkqFbRkBcKRFWumTcESxLEGzObZGQAcE6Y60ejdBCp2ZsXR6IjiIAk87tHM7g4gbRNQHHGpYRATaczYqmHQadWxWgnZ/nVpKK7+5G9VJINn6nlLYQ6ALr7QJ++PUCCTHrzBSbJDNKpmMkvLXcKSDbzq0nATGdZkv1ljJGTSXQPMJml+pERcFrB1JOmDVHis9++xXB/H2NCIHppZkiYKMMDYqpJIALUzyAlZ0jER0CDcBvn8VUyvyaTC+dvFYY2x1BLAsurmI9uEqnWQEeJBzkdUWEi4BBnz/ceDsbQkAhNKAqRWC+MhAUg1xchEdvYqdTGA7YB/emn/n/k/OVtPfehq10C50Y9Prxn2NBT1mkOU1aAGOc3hfBQCTH8OisEQlMhRq49ixg52BxGFFnJjYDVmdWec/Dy5PT4ynpmO5RHOhhDYCHAXTBtMUUIXgOhKsoHaAfFKFKLq4L4EY5g4V9CmAurtCo7hOeixL9kiaECEM6myMV1g4alhOF/HtG/h+Deu+eeqVAKIUVtfBxCHxjSZY2+dRxgXPBty5fQnURV70PH2yP+d0kZkNam4FgK4DC0eVSKBuO9hE+O2rmGAKP9sibPVKzwY0FszO0SACKfl1+eXZ6iDenir47eLihWuWrO1UfuIoiLvbB6o5iARqAx3QbV3Ca6/g+npTLDszMN5ch/q5P92KN7QTrtmc+ViEhoJ1aDeIAdYD2EKIgUTcJVZQVfz6OdLNizgmBO29heIpdCJkaR757J8RG40bt2INrYJ6R94SV5+6YAnHbUhvPw+BTdF+X0w1t4i8wvZISYSXSa5dod1Jo3YSTIfOv/un45vl0+9dPpACp/+y+EdgDqDV7AHvtKZEZ3dd3I3xVq/f5Bu2gW4dCdeRsLdhS7XttzuvDsMaSmDbfqDKXxvrMngU4Dd7uY+6sFIV/Oomma0aohA2BR1YG/c2/7mJ+P6nv3r/o2Egt/0g+eBitXv/8dybbocP3TEesWxGjUJUh+WEUAkFsw3mthq4zYiNVYuOOogqEpl6tGq/wnL8XPn0e/+4Hc6BPkpPvlCaQHkbOAGgHrQeUIzXm1eFypKwvtJ3qQM/Pj9bnhsS7mAKDNrZ96u10j25OT+FK/CAGHznuiAC9RiuLQqble0dRZzB5ofnZ8tvHyT2Xf0XAPzoZyVn45occ4Xp0Un9+78aQlhjAkPBmdCPUh9a0Zl3F+427Jf2f2xfALSZMMi4t8DAAAAAAElFTkSuQmCC) 26 6, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
61%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUUlEQVRYhe2WX2hkdxXHP+d3/82dyWRnJrObZNNJuqYEXLFWKv4BK6KCUm0frEp1KUVUKiKIguRB+iAimFeLUBT6ovi2BfFBUOiuZSlFWui2tYtpt9lkkmw2k012/s/cufd3fJjZSdwdTRYLfdkD9+Ge3znn+z3ndzi/A3flfRa5U4cnSj9ym7J7f1aLUy3Z+kekH69dlrc+YzTEkH4xkkvRW2t/eu8JfPrU5woL8YM/NsgPBckJKTy9h5iQNdlgk10AlOglwf/2xfLS8ntG4EzpuycDxv8W4J+OURxy+DqPYIY2m3KVZdYxxsWiDax95GL5V+f/LwJfmPuY/6Cd+1pJT/88JH2fAIqhq3NsikP9prsY1Muykumy5jZRALRRz7z5XOz1ni6fW6rdMYHvzH0xNWEzZwPSD8/rh5CBqUMOR/NYYEMMG8ZHU5NgPDqmx8up9WGMyK/QDFevgH6+fG7p3VE4ZpQSIKveM4I8PE5hCA4gGg4dS2rJBRNgPABS1iNv/aGtk6TByL2oPTf7iSdzRybwg9KjC4EG33KAE+qRg+HnEuwbOilKmuz/ixBkj0E+B/kczvgM+B6ImdVU4aejsNxRyhDnSzk0PadQUEv6wFmkES0CmtInkLExIZZ2Ko2m0yR5F3V7AKiboHMfxuzsoKsrXwV+dqQKzKs8dJ+CD0RSu8UhIgTGdV+XDTx0bIw4ELYH4ABxpgMi2OPH0YWFqdLi4m14tymeKpVOOlL97M1bj9gjpjM8d6QKKD59ghihF/ZrVPFb+4FE6Y4fID+ezQHfOJRABr5Sp1G8+T82DunpFQrFHsUJZSIfcSxbwzgQqMW6HjXPp5mzvDtj0WKAFgO6p3v0piyYQSpaA2t/eSvebT1g4LFdtpmRSU4edxhLA9SI/GX89ikMIWPBdXw3Yq9tuJKdYnvScinfJhJQz9KdbtCeqAMBZDyk0kai64D5wKEEHDAJMdFsmYyZA+1noKZBr/hPvFwWxw0J4jSp0iX+/FDElfK9KIoNLJHbIekp3OwRz8BsF1ar0LsVbQSBCHayaQhPVNiJPAqNSZzExZ1UvEIC3MCaG6zPR7zyqW3imRB/Rmhu5kl6/Ynh9MDWBbVA+jpkrkInhPXm4QR8+N1EkceNQCPYpOVXKExPMpYL0a5PL+yy/JE9tid22DhWImO38KfWMfkKza1jxI0MYg1SaJJUa+D0G1jzAbKy99dDCSyVyy88d/89rwEPAKgXE32wzJ7TP6+Pw7Viv75dEfx4jdA5RdOHcGqbZu3AdHeEpDq8ilha7V/cijdyDrzjyevtQRxvRhFn/6w2GAANhGigC+uv4MRNXB/MgYgmM2gEVeTq5cbas89eOBKBxOHsJYRrAqT2M1Kg4RqqCB3ATxJUIY5bZKovE7Q3cMz+aBbfQruBLL8KV/91fhTWyFFcbsn56ZTurhkptIxyYvAY9YBdo8NmzjdvUHGnUAWhQ6r5GqntN9B4ok8gqtN7s9vPtN37/SiskRX441/Waq7h60Cr1xK6QBewgNc94Nxuorvt//CNOhbpVpBuBVsfTNBIn1/99YXnj0wAYOls+QXgy9UtdpJ4X59u9KvRjWGzJoxtb5Gt1hGFThPsgccxrgCJ/pZIz/w3nENXssXHSmP5j+pPJMXTAm6cQHkaqun9WQMQuWkuX8sQmf4+oIleaL3hL67+5sJL/yv+kZfS7y2Wvg88A7gY6Mwr8WDFiCPYWhVqNwbGCS/i8M2LS+XNw+Le0Vr++FOzD2Rzegb4JED3BNQKuryxIgtRF0jYVcvZ9qvmD2//fdXeSey7clfeN/k3P9QawvG05K0AAAAASUVORK5CYII=) 26 6, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVUlEQVRYhe2WTWxcVxWAv3vf37w3b349TuLE49SINKRFpaA2ZYGEKBEqkouKqqqIf6G261QIIiSExIJFVolYBCQkugAkWCEqwYIFLaWiKGqkpm4Sy5Bkxm4n9cQee378Zt7Me+908aZui22cAAskcjZP795zz/nOueccXbgj/++ibkd5buab+UmZmEtU/EVbnAOK0mJAsbVA7ZNDwqHC/m3i5p6fX/z+0n8d4Knqdx8Q5FcafTdobJnFpAxASMhVVadJG5AI5NsjtXju8tLvov8YYG7mhPkg93zBTyo/s1DlGIg5yE0KDLasaBLTZd5dpWUMQRISY3SuXa6fWn7hdO/fBjhVffyAwC9m5dgJDx8ATQ5TKiTADaVZNlzEqYC2CHTI+UxjfFro+POrsRE+sfzC6Rd386F323hmZi6TIH+28E64ZLfWDclvHTyE4qBdAm0B4CUOlSSzFZuTTFWA31c//ezDtw3gY35Po+6ekCIlFEWgCGSw31MyfQ7FIS5J+m9ZeIUylIpIqYiRqQB4aPtM9TOn7O1ewNwNwBH91WkRZtH48t56KOABPa0ZaQsDYZKYeqEEloXKm4jlACBZFyl9FFWr3Ud7/RHg+VvKwA+qj08fFWb2AyM6H9hTxBiAryyMdKkVFfxzWOk1DIi3dMWMIeMiR47AzOEDO/naEcDk+rf8cXZGtIkZYtlgO+DYAXrs2UkN/DDImBcB4gysFQUcDYZimN1MFQ0TmbK+dssAXVa/MSJt4XwR8lMrFHJC3hfK+Ra+F+E6MVrBk9c+++NexpvFN2nsGzJ0NZKzGB0WwsMx6LTRlAo+VT15clsxbgN4+vDs/Qr50KbqU5kUJooCmQYjZyU9YMbkym+TyQ7w3cGfzj5y0Y8MfaJZGXCtEAIQ54ds3tUC30KmXNAJyDrY9gPbs/1PUk4iDbAxUcfNfQSSNN+xV8eYXccOqxBFeJPLdMudzj9mi1++EpqfWCNGzJhwf4+B1SeJx5VrGzDTgXrETmNnG8BNpZYqIsG+qdC7adXYt3EXhjKwZwSdaRPRppNXdFyby8cmHrv0Meexm40pRiNF2AeRNK3SVUgIeGvgbUDThv5wdc8r+PnS0qrt8LJjxwzMFo3yAsP7NiCfVvfQgeZ0wNXjN5j/+GVUqUH2w1cxy21sb9wBSjAmO6iJa6hsIw28YESE4ct7ZgDAn+KMNvgcQJwN6B5dpKcVShRvTgutfELXLTLUFfzBIn3nXuyDAfaUIllXJHEKwZoifreL3eSXy2fPLu6ZAYBaTr1aQ3UEMHMKpQEEUQnrufHUE2EA2KMauUEdkDRyM/0CKG9cB5sdeHv+lZ187Qjw0z8sra4qLv8dxbAovG8QkijoA2HYw0xSGL15iWznElYcYBhjQAQVDVGN66grf01or7+0k69dR3GU8J225i9XuopD71NsJSAakIRiP2DF8wkjMKljDuuEawWi0AGJSdZaRG8pgF8vn3lxYSc/xm4Aryx0lh46WohlxMO5ahp5TDrthumoxxls0oyzDIwUTwR6qyEyClBxn6ipSHosqmb0lfZrS93bAhhDvPTQkcJ1J8eDjk8ewIwU3QIMRrDSVRidHloZRLbFZlfTD9Jel4jOqKZ+4q00n7r23Ks3dvNxS0+yk89UK+40zxmaOYCVgtA78MHTvU2T2oqPmBqgheLzbzz7+vm9bP/LDLwrf7vQCY4dL/xmvYc1iDlCR/lGoEiyEAEbTUXjuqCCMNKdwR+lEX79jR8tXrgV27f1KgZ49Esz3v6q3L+xpo6XJuX8hUAxjDioM9JSNgsXTy839rZyR+7I/5C8AzZcI8DSeWCoAAAAAElFTkSuQmCC) 26 6, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
80%,80.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKklEQVRYhe2WTWwdVxXHf+fOzJt5b963HdexeY5wE6utuggVYgMSrQqVKqCbopIFLKiUdlEVkQ0mRWLDykhdtYJFQdAlqBVi0wUSEAVUpCq0IimpFZLUsS1/f715z+9jPu5h8YxBwQa7qsSCHOlq5s6ce/6/e+7R1YF79v9uctwF5xvTD6XET7nkchASUb45y/JpUCB9J5Fbb1+f/3X0sQOcb0zXQV4BPQfGeDqOxwhgaNHihszRogfYG5bui9cWXv3Nxwbww8aFSdXKL3KYT4PQYZQdasT7UQyx4/CXwgZtY0Ftx5ru+ebw8i8Xfj+TfmSA6cbTxkVfHmHyW1UdNgCGEq4OY4EVEeadAuoPg/FoOz2u+MsAqEmJwqvvarz2jfk//eT6YRrmPwGk2NcU79tlre/7OVrcXzgmDhNeGYwHQDELGLbBYGfWJWfve0SDoV9NfP7C2LEBnp/40lMu5tkSIXUMVaAKFAj+mTa3yJhNKGk2mAc+5eIQ1KpQq+I5owBTKu5Pjw1QVO9iQ+FhzVFTqClU1SPcew+MB+ICcMLYjlYqaLFELqyhlb3RGEcfmIJc7nONx6ZHjgXwgJqRURRLb/+bkACKAfIYBonnZjssfhFvMIu8ZN9fjUKpgj74YJFi8MSRAaYbjUeLpJ8ASGmhkpLzISwqYaGDM9g4OcCBb64GpRUcAd/QrAKBA44Ql9oDRz9Ap8YePzJABhczbA6gWFFKJ5cpF5W8D6WgST5QCnnFdbjyzO3H/1iqZF+g4LB8IqZVELTokpxS+pMWzKBixNn8euOFF6aOBODAZ3aIqA/DcE1Rf4nUXwfADXsU6xt4xT45P7301tder3ds7rNRJeFWrQsC6md0Gk3Iu+jJPJgEpOXiu6N3a7kHAQBElSXCchWsA0Aafoh7qoPTvw8ngdRL6GkWvzl6dnJnuHNuzk/IXEtW77E71CRL7d45OTAewaJFWtEjwOWjAKyNjPWqq4WbjG6fxjEG/5OAu0LKCs1iSFRw+XB8/KX1h7yX5ppDpBn00oxMLAJIS9A+UNiEIIJVg9ZHLt8tdCBACpcKAVOxE7FUn2X01BhBvwKZsBtCsx6xdH/MO2dXiWpVCtEO0fIIbjsg6+4FPrFL2l0D0wYEhvx5VrqzRwJw4aI4PANUs7BDdOZvtMQgwM1JQ9dP2S5UycwQ+f4iaQn8YAdfBYmEJAZEcbaFbGcQU2vOjxcvzHTu1jqwCGcWFrbuGNmygCmAGEAsKpZOkKCiGJQeEPauEsRrg4WiGFdBdBA8P3iysYzz3m+vHqR16EW0plz6QIRmIOyFQREUoQf0kx6DMrN40Z8J2rcwNsaYPW9VSPrI3AfI7fc2NMr+7fz3sn2weYbvdeCrt7uUM2TfcVMMqEXSPrXOLhv5kH5q8ZNZ/N4s6XYdt+tCFmPXm6TrgqTZD+Z/9of2sTIw8+bCymZfnu9vE/Vj6DMY5R2771NvrhE3E+w/Nm0haW8j/XUkbZJuCmS8oZ7zo8N0nMN+ALx7o/n+p6aqv/N8xvMVzoiAGwutKnQSWI3Aa7Yw4pB5LrttQ3d3cPNpXxfjBXlRbsXfX3jtcnaYxpE6oq+cmzD3n9FX8h7PWcXdKsPuuKL/kr920+HOSoDN+5h274oG7pPXvnN947/FPlZTev67jSeylJcdhykbkovHNO3lsVurkttaw9qMFbX8PNuQmb++Pn+kxvTYXTHAl89NjJw8pafbizJ3Z0l2dh+2Z62yce3VhRsfJd49u2f/U/s7iNci3bj/F4QAAAAASUVORK5CYII=) 26 6, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
90%,90.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlUlEQVRYhe2XX4hcVx3HP79zz9x7Z+bu7OxkZneT7Wy3xbRQQogWRCQPhdKiPog2b1YQpSmaUiSEsr744EthKaL01acowr4EREVEBEUJ1aDSmLhNaNpsZvZPpsnO7s7/uX/O8WF2srtlk90VwQd74D7cc8/v9/2e7+93fud34ZPxPx5yWIMXpr9RnLbjn1UoQuL6+5h6G/dTAEY2boG5da3yE/NfJ/DN8oVJhfOWQr4OoAhw7eMYPJZlhUVqWCxgFizRhX9Wf/zbg/h1DrLobHn22Aip36dRz8dYFHl8exzBRaHIM4orijVpgs6UxPG/NjFyaqO2+Ze/7uf7kQrMls+4wKtP2BM/8EkXBEhQhLbMkmiaQ3NRWDfPYqbHYqo9cGuTXiv4YD6Wu3OVP71949AKvFb+cqBRvwsY/XaRyfSQaYpR0mQoYkGEpmhs+ijoLGl8lnRjSEqLqFOh23hl9InT1xqLl2/uhaMeRiAgdVEhpwPyu+bFph8Ylq0h64+DcgHwjGbMuNu7syMAPtiL5dOvPXlgAt8rn3kOeEkDE9YnDw+eXZI5PjM22WXrBTkYy8NYHhUUkSAHSB7He2MvLL3XpIUz48CUteRtn8yOb1kLHaAtgHLJmhiNJU6lsEFAeERjnXjgxzGYmaeRjXVYXHwJ+M6BFHjcmsemrUUDoWzu+uZIjzQwYgFRKCxuysHmcsQpxdoWOEAcdEEEO1aAp44Xp796/sS+BGbL5cc82l8YJl3IOhHdHQYNwOKxJZ8IcTACorib3V6HWHq5xraq2ayyT2a+si+BvqjvN5yGP3wPcpA5douxYkjxiKWQj8kH91DK4ichYcolcjT1QsT7R2Ns0cOWPHonesSTBvQQogc6vrAvAW3tyfvmI2KJKY1bSgWL63WIsjdIdBPHgazfopivkXMa3M9nKtWpiOsTPdAKk47pzmzQmWxj8x52KgO+g1ADyJfPnTu5C+/jBLoin3FsRDKzTJYy2EEwrOoS5RfgSAatc7gC7rE2v3q2Prm8eQosJG5EZGJMbHdsUaDchzvrEAFBMP5IAllr/hiM8aJbrHE/dCi0JnASjXPE4pYA6WBUh6UTDf726VX8o4HrNUbo3CmRRA4KkBCSpoAFMmuQXYXQh0obqSzceCSBPlyaKdgXRaDlrdB275GfLBJM+ESRQ+yFVI43WZ5c46PsMdLJCl6hhs7Vaa6OknRdlNGoUp94vQVOb6BgwUduNz6szP966ZEEfJgfyfI6MDgyqYjkmRUaWxWonRZWJgwW2NQpHLOOH2/Q0WOkS2t0WoOQCaAQzPAgOECQ7F8H5qrVxrInN4anOTUFsqP8bYwZEoEmwrAGuo1/oOMWKR9kx/XmZLdywVpk+cOWXLtyZV8CADXL1X+JsA5IcTuhDNBJCRsIIZCOQowFTI/M5jv4nQq+ChkEH8Q10O0gH1yF5ZtLlUuXNz6OtWcpdhVvh3D+lkihY3hwHYXAGpZhu5NvrbOaymIBsSFe5xq6dh0dF0AcJGkSXe9vycHcXlh7KjB3qdpoR/JDgM6m0Af6W/vS8Y6FYR+n3t5lG4UgYR3p38M0BwmoY3MFmN8L66H9wJWbm38+/czoahzy/OgUqQexVUJ7BPox3G0KTruDKE3kefQ60GluJ0FSB7POb4yjvlid+0PvUAQALr/X+Pvnj4/O6xLpbsKzcQz9BtREuB/LIP6A223jtvvUV4Ska1BhgurFC/2K/pb3zu03b//83f7DMA7UlJ6dLWvgR8A5QFkNvacsSXZrpzGs3hYa2ym2ALxwda66sp/vQ7XlZ2fLzyUx50XxJeWg+yUWmzm7VF2Uz0UxGsO7KC723lM/vfnLO/WD+Dz0fwHAy69Pu5ms5d6yxL/4WcWc/G7ZFReiqoQL85X/xOUn4/94/BuJgTLRnA1n+gAAAABJRU5ErkJggg==) 26 6, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlklEQVRYhe2XS2xcZxWAv/Pf1zw8j+vHxCEZk9a0TaC8BKJVhfqQ2IFQ1W5QK6QUEVghhFgYwYpFFwWpEmorpAgEbJGQkKAbWDSVaBMQBJr0EVBqJ7bjR2xP5j1z79z5D4vxxE7q2hMJiU2OdBf//5//nO8/99xz/gt35f8scifK3y7/kJrZeti3waMu3iGQv16URjNS/0HETAjmdau9P11cejn5nwOcKs/dD/Ir0EcAHAr4egzFZc1sMK/LJFjANsF8562lF349il1nFKXvlec+7yNvBphZBYSQQGcRXAQhp2PkybBmboA35uP4X50uPh6vV8/85SDb+0Zgrvx03uD8bFYffMrDzwNYDD0tsygujeF2Mahf5EqmyxWvPZjTvm1n3r8U+bVTS6+98OYdR2Cu/PS9wNkcU4+HTATDeZc8KTJMolgRmuKi6cPgZslqmiWvNoQSEW8q9raeLXz0oU796tmze/kxe01+ZeZLKYVXgWM5Ld6yJpq+uXFGLenUFBgfAE8dQuvf1HV7OYAUxnu+/MTcoyMD3K+5rwkcD4ASDkWgCOQBZ9dbE+Mxo3rL3iAzBmFx+wmhkB1A2OSnIwO4mC8fRfiEKqF2CRVChQmFSVVSN3cH5GyMg4LnomGRRmkcLYRoIcSOF9D7TqAnjkM6/ZmZh5+7dySAj9ErTavFASKpADundKTFmEIGwLi4gHFdNJ+nnYam6d/UTcY6IAJjOfSB4z5HHygdCDBXLn/R0e4jw0DHVOnR3gGgiZCQUXC1j0WwY2NgDMvZHT1E6RarO+MggHJy6kCAPny3Q9cdjrM5SB+eJx/GFApKoWDJZdYR6ZOyPTq+T+J6XA8jrk0qWvTRKZ/OpzskJcDsHEX9xjdmTp7M7wsg8NS6rKHGUjqklCaUINXGFt5BMhU8z5LLRJTCFTJUuZrzuTzT4d3pGDyDLSa07qvQmWqjxQAtZyHlIFwHQEulL+z2594OYMDE0iGZWSUjh0EHJ1CJSbKXIfRwgjSOBgSl13n1U5+l5j4GfYfEJPT7fbS/26CgRy2yvAkRg5zYDyCBzYlxJr3SNTYjZbx5CKfv4hTAm1bExFi3y9rHb/CPT64yfWSSXvQfGvNHIPJxANsF2xJQhUwFyayiNo0sNJB6M9kXAPjF5IT+AKAZrND2N8gdDsmVMkQCiR9z7Vid5ek6G9kpfHsdL1cjf6JJcyOLdnIYQG2PpNICJxpYDQNYqFcXf/7KmX0BGiKveJ5+E5gEUK+HnlinsV2040BYOaRYoJJK42qDVHeFTuooqfEm3VYLGDQZYwXb2DbsCEz5P7rd3weS8PTi4vJmVs4M4+QdAdnVMaoFJRGljqDbVTBovYPf3cIPbrVlxnZVya1VWP/7uQMBAFYT4vdEqAPO1I4RC9TSUEVIgHQc0begmpBu/o1MZx5fugwLlwkUog4y/zay8M9NmW+8fbuvvXKA2MpLXfTJf4tkWmbQA2CQxFsMwg+Qa9e5GgxXLX7nPYL1S9hkHMRBbETvwvAdcHrxd2/EI0Xg5T8sngOeB+jUB463Uwmvt6Nn44jU9dqt8BFIXEGiDbRdH0wqi+FC7Zd7+doTAKDSlp9EfU7Xrgm7G16qNfiO4wRW64J/o0Ku1kAUui2wu2pAvw5u377rhDxx4bfn5/fy86EXkvOXa/bcpfofH5ot/NkvcQ/CPQCdGqy5wkYs2G0wv9PCb0VUVoVe30EETDNuxled7/fVfGvxx69tfpifkS6lp+bKLvAb4BkADaA7q/Szg3VrYeV9ob7Te65oj+cuvLh05iDbI11Kz79Rt597rPD7KKJq4LixFL1NwSK0lCurC1Js1gFLFeW0Jpy88OLSBzJ+L7mj/wKAJ78+Y6Y+oi5Apy38KyZxioOxbWMvvrQ08j/BXbkrAP8FbsREHuUL6L4AAAAASUVORK5CYII=) 26 6, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
94%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoklEQVRYhe2XTWxcVxXHf/e+7xnPpz3Fjpk0cQqEqlIrAWHTRKCKLAERFSGBFDVqgQXqpiIWYscKA6suAKEihBALELQSSwRqU0QpKpuWtHUax0nGsdvMeMYz9ny9N/PuYTG2Z8Yf+ZCQWNAjPend+879///vvHPPPQ8+tP+xqftx/tqD33o8YZLnNfYphUJILrX09I13zdXPCdoW4iUIL8Wq9ou3S7/t/tcEPFOcd0PV/qUniW/sLHOYxZEZAFq0WVTX2GLAKUqWsf0n3lr+wY27YVt3c5gvnvOnOfLDHME3M9jECCJHcJjZ9XFxyJLmtr2J8fMoN5vDCr6cPvGpv9ZW/1a+E/6hEZgvnqNJdLFA/rvH5OSU2nW16UuR60qztTOnNOLlWQt6vOc0djGiZC1q6SuvIL2vr7z6/PpBPPqgyYfnPonAwgTuQk6mR8jBYoIEcFIMGWRAHsyAnWIyTo/hOJ2Mi7bPopx/F08/+8A9CzgTH/8qyEUYhHfUlLjbQuDjYtBuDvRgzjP2uK+xsOMkaHsa2//ZPQuYMP5zCkUamASy21cS0GPRUExb/vhi14FcdnhNF8CyAPXF4ufnH9rLZe+dePLBU1O+4ZETIkwAaYkIRp6HRNRJ0AfQDnkTsbodgTDrITOzoLZFaqF3rACzGXTpli216uPA0h0jMCfeQ58QSaQYZGhXlQEZviAtMiK7yi0ZPJN0ilrWHpIDvVR7cOO4mLnjcHz60b18+wQYKT3jjhD22CRkc3esiHBoMLHtEikNvkcUOFwPOkMcJ6aTqw2BlYKCPF2cn88fKuA7R4+mNeZCiyGQF4BTuMpEoU4mIwQJcO06HltYJqKubDppl8v5BmGgkJSN+Yim9ViDOKdA70REgM0J4vjpUc6xHEiKnAJ4X31A1ppjahKSAUCMcAXpF/B7eYLYp9VdpdFMl96eSCy+NWef7aUcxBN6qQ7dqRaiBfAhY1DrXehWgA4Y8+ihAnZsS9dQJ3wS0QzI8JvGdgUTVNAB2G5M0y/95Y3PPPG7ZuGzZ1U/g/RBDKMpA45GPgr69ho0Aa1OHipgS6l+SoSZIsSZVcq9HrnmDG7PRXlgFwxWCqJsm+rxm9RnWheK2X9eWM0X6FSPYOqTSGRh2goJAR2DX0clPkD8APVOB5R67VABPy2VXrlYLNanspIFaDtl2rkyiVSexCOgNMROl26ixfJRYc33cLIWKX8DZiy66QoSBViAaSriRhdUPABPWDDhQDV6eZRz3y6wMnzfGSl+ygbrsSq9ZJUoqBLbLVZmhboDXdvDtQW3fRXPj7Ecg/JaKK+FlW+iE/E4eN69rG7cePGOAm49oF7fGP2Es6C94biZhqqvaI9WxLhKsrWIH5gR5WDlRpKh24bq5d+UXnppjG+fgGvX1OVlrdavKUUI2IUhSB8o+4NcArDEYLY57fA62fYb6LABMnhz5QGmD5U11Lv/gOrG4l6+fbvgtZs3o9OfLv6hBt+uKcUxDQkGiR0BFX+kKkYt+qFhp62w4grW2jqW5SH24GQ0y+vEG4ChrZrx63v5DjyMgB/HQh2gB4Tb5ABuOHTq9iAo1/YtJg5RYQUVVoh3iqjmudILr+5rTg4UsPDHleVWpM4bodasjvcsbjgYR30obync1iaZWh0lEHXHfU0XiAHFj4CfH8R1aEv2r/caV04/nPl9t0M2dYSTgG0ETBvWPEWlo9hJOSfs4IZ9Nmo2UaxRIigjpr+h/24anAdeWFl4+UCee2pKn3q2+BU3wa9FBmdQnIHuCUFG5G/chvdL23CWhsj86c2frHzpbtiH5cCY/er5lRcNfKEf8w6A1QB/SWG1B6W3XFJDcmhKx3yvd0s9eS/Y9/VfcO6pozqZklMinOn31KSXkEuLWZbaNc5IX31MJ+US8Oc3F1b694P7of1/238AjWs6U1Dfq+sAAAAASUVORK5CYII=) 26 6, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
98%,98.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7klEQVRYhe2XTWxcVxXHf+d9zMx7nvGMPY5jOx47uEFxu0CFRVUqoYoIEFJ3hIVRChWiEUiwoCuLILGARamiiA1SVQILRIUqUSqgCySkqrSilTdUIk3qkNSEmcROPf6cD8+8z3tZPM947EnsFiGxgLO75/7v+f/PeeeeuQP/6yYfBfzN0gVLox7W6FMAHv77i1LfDHXxETDQ+AjpP/zt9nOt/7iA86X5zwEXgYeTgxa2LuGRpix3WaPWgVZBXYpk+afXKr8+UsiHEvBU6btP26Quyy5cSJHRDyKkANBobhr/ZEWv9x77cyjXn3iv8vtDRZiHbc6Xzo6eyX/6mVN64tnjpK0iNrYIkf4YgtuThZDXObbSEb47Au4YZEZOkn9wPP3xGa9eXli6H8d9KzBfOvsk8PyEfiBbYLjngE2sJ1kSg0b3uKAzRVadmEV7q4vVdkwjfTWKZedlQX+j8sZP+qph3Iv8QulLcwK/ALLpnkyTAwNkgFmtcDpEmWNg5cjGzj6shCamdi0Me04b9gulz8738fU55ktnszFyUZN8YAfnIARIvt20VmA5YA0A4KhUH06sjk+eRKsvHynAI/4CMJkCxoEMLQpAgf6GKaARK9ddt80ARCDrwlABhgqo48OQH0wAOn7mIJ910JHBPDUOjGuNCeR0u1uFQaBJiyYFOu1TMGw2d8+2Mgo9MQH27u0wFUGpBpKDRg259Y9Hj6zAjPZLk7vkAC1ZQaNgtwJ5AgZp94VQKYPKpNslB/CH6yA6WeTy6NmHmDp3bvS+Ar41NfVoXVa/0+uLadGUZUB3fVk2sAkBaOoQjWbphKZu7mGibBtvcHt/dimFnpz83n0FZLX+UYM6MXHXZ9mg3buEuSVMx0MMECJc7tKQBrW4yuLQNnechFw74E01aE6vo539BRY2AJ6emvvqRDd+L8CEYZ8WVTaZtI5RLGrcTNJXsAFsosMcnufQ2oxVWcyvXFNjb1ZPPvC6KqlZhlIE+QAtGjq3J1TIhgftJkg1yXN85DHg5X0CHpuezoRKTdhA1SkzO2XhBnlE984qjdh1UuktzGK1Hg0tv/L2b29HpW//4Koays0SavrMNtCTglErw9puZVN7fdIV8Ha57H2mVFoBxmZmFLWBm4ThKDmvSMZ3EQSGY6KTOzTHljFkpzCg5VdnPv/QW+WxtTPq+BKqVkRt51G1TNIylo+kG+BU0fk00miBF0O7vd4nIMmPP2UH+VQumSu07Cotu4oUwPmExi7uYZs58Mf0XNZMz42kymykppFja5jH1tARRKuCDnqCG4I+4SI3tlakvbnQdfcKuCVycbhI82AV3U/uJ29khesnBG0BWQfH2SFvV7v7YoE9oRH7QKBcCjTzlcsvevcU8JtKZTMu8lzc47OmwCrsrSPg78c18e799lIJSza6grv3JgABs7i/J2TjDrcvXXqx19c3iO4IwXsi1ARiID26e72AHaCcFRo9I98JknkgOiTbWsDcXELiANAYDoipwGsjS1eg/G71IF/fKG62ZcFwNTcQROD0QKIyRFBomj2/TUqD2vFhMKmCZUcYq9cxatchVUCLjbrlE682Oum+cpCvrwLP/7HyJiRADQQm+ICi/4rVWoJb28KMVd8ewTbir0HU6KiNUhu1Xx4pAGBlXb6vNB8A+Ada0koqzo4P2x4YUcDg5haiQUX9IrUPCIFY8vWln7+zcHD/nk+yK+Xa+sxo4VU3zWnblZJb2MNJAHcywkZ7b0BZgUcqiNhqpvFjs/vOUm0IK3ID4dztH7/+u3txHfkonT9fmspM8xoGp9ohND1ojYJf2p+ttwO3FgXlZFD5ARCCeMd8avHCX186LP6HehWfny+dFOE1rZnp+MJJ8McTEX4LlpcEr3u78eJtefbqC5UfHhX70Fdxx955q779yOP5nynFGnAiDCgadeqpptzYiGSxclOs0GNQhPeVz1/ibfnatcuVQzPv2Ef6Z9Sxx5+YHhnM6eDVlyp1gNNfnM6YeZ0NP5Dtm2+Uo38n5v/tv2b/AktKVqHrvzfAAAAAAElFTkSuQmCC) 26 6, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
}
div.testarea{
animation:rwdcur132267 1.6666666666667s linear infinite forwards;
}
