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10%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIAUlEQVRogdWabWxT1xnH/+fcN+cVJ4TEmSE4ITMhCS9FtElfgFQLAwqFtoJtikarKuoHVDapIpq0Tus+THzY0CZ1TENVF1HE4BMtq4RoCSmkgQ9VplgISNWSl4UkxGkcObF97Wv7nnvOPtwkQEtLHJxY+0tXluV7n/P/3fucc5/nyEDmRQFUZ9rE48i7ybHpawCu+VxM02wmZa1yrDqw27nbW4zil+ZzfaYBnA1LG5qKtWJs0ba8DsCRaoCMAjipc0dlXqWHyhRezbsRwFOpxsgkgNpQ0tC8NHsphQK4HC75Wfpsc6qeMgmwrmZpzXNUoSAygazJ2KBs2ANgeSpBMgZQV1jXvLJgpYNQAiITUI3Co3mcbribUomTKQBXXWndK1qWBiLbAEQlyHZko0FqOAAgd66BMgLgVJz7VpesLqYKBZGmARQCohFUqpVVWchqnGssaSGNfo+y93v3/63WXVsKAMISEEIAHBBMwMEchCZp7aAY/IaB3QWQ+KFgmQDY3LS2qaUgt4AKLsAtDnDYh2WfUK6UF2+kG/e7ufulAA/k69CHAEQAiG8HW2wA2uhp/OPWH29dTym17z4TswACAkQhoCpFjppDVqgrlm2SNjV64X1dE1rNkBiaBDAGgGUKYFXThqaj7kK3Q1jCBuDTAAAIJQDFvXkhE6iqimXKMscaZc26J+gTv3QR146AFZBjiI0A0BcVoGZpzaEX1764U1VUCHYPQIjvZMaDyUIBSiny5XzqUTzuaql6t27pe/zC3y4vmnsgf2vF1gN5uXl22kyLEAJCCQQV9t2ffgoz30Hs8zjnCJpBPhAfGGiPtZ8ZwchpAH2LCdBY7a6ulGQJjDEICNvc9EJOQCCIDTazKnGTIxFLYCQ6Ev/K+KrzfOJ8K4A2AFMzQRccQAhR2dfXF2zZ1dK83GVXCQIChBAbQNiGZyY0T3BYhoVQOIT+cP94d6z7bDfrbgVwC0Dy2/EXFEAIscXv93+Wm5t7rc5b95TiUGAa5qx5YQlwk4MnOXiCIxlLYjQ4ym6Hb19vC7edmMLUWQDjPzRGWgGEEGUAdEJIUAjhmZiY+PDtX70tv3P0nYbaNbX2/RP2wZMczGBgOkMkHMFgeHDKN+k7f1W/2gqgC0BsLmOmDUAIURgMBnsDgQBCodBgPB53HP/r8aJYTwy9X/eirL4Mwx3D4BZHQk/AGDfgD/jRF+y7fS107VR/sv8MgEHMLqpzE0kjAI1EIjff/Pmb1fqoDq1QgxJTYIwZWLFtBQ799hBylBzwBIfvii9+rOXY5Yvhi+8DuAwgPN9x0wYAAEKI35z858k/tf29DSzKwC0OYdrrvMlMxJNxHGw9iJ07d/45Kyvrd7jvjTpfpXsSD1V4KyA5JJgRE8ISds5bgCIUbD68Gbt27epQVfX3SIN5II3ltBDCOzY2dvz0sdNgMTZb48yUCrqlo/lgc1hV1f2EkO8sh/NVWgDq6+vleDz+4btH33WO+kYRHY8+UOcIIZDFszDQP5ALwJOOMWf0uAD5AF4pmSr5eOTWSO3htw7jvY73cOTSEVhOCxAA0xhcP3XBUAx88vEnVAjxRjqMz2g+k5gC8NQU1TQ9733+tVpPbWVZaRm0bA2cc1imhaqfVeFc+zl8/pfP8eo/XsXL+17uMAzDGQgEKktLS7tUVf1JugBSmcTZAOq3e7c3P1359AtV7irnkiVLIKsyCCGwTAvc4jDjJm5euIktu7Ygokewe+/uywC2Z2dnMyGEAymu84/SXJ6Aq0Ap2Le3Zu9r6z3rN5S7y2UtSwOV6Gwtwy0OIQQ444iOR+G74Yu1dLSMSZKUW1BQsJ4QMpZO0/fr+56ACqC2rriu+ZmVz+yrWVlTXFRUBFmTQSUKwQUsbvd/M/W84AJJPYnoN1H47vguM8beKCoqwkKafxiAM4/m7dhWtq15nXvdcxWuCkfOkhzImgwikQeMz1SRgP1pJSzEQ3Hc9d/FJf1Sa2lp6YIavx+AAqhclb/qQOOKxl+sLlpdUbykmMoOGVSm4IyDCQZC7cYDxK7dAcymkGVZYAZDMpREb7D3NuzyYFEkA6iqL6w/t2f5Hm9JXgkopbASFgQXoAoFle2DSGQWYraWh51CnHGwGEN4Moxrk9dO4jFqm1QlAQiMGCMf3QzcHOAxvozGaInDdFCw6fy2Hnyjzvaw4t7vVtKCqZv4cvTLqU8nPv01gMnFBACASFRE/9MT6/lX51TnlfBkWEUEKx0xh0YSxG46TG7DwO5jZzspZue/MWng4uDFs0OJoQ/wkP2bhQaYEQMwOGQN/bvL6Dp9a+rWhKRLbiWmFGpJjYAAkirZcwHT6WNysCjDnbt32Cn/qbcA/HexzD8MYEYCQCiCyNUb5o1TX0S/6KYGXVueXb5MckggEplNIW5yJKeS6Brp8vUYPUcAmIvof061UNiA8dGl2KU/jE+Oc8uwYCUsWEn7YAbDZHASbcG2E5hjG5hOzbmYiyDS1hfqu21FLPDEvUac6Qy9wd6x6QZ80ZVKNRq+Er1ySg/rsOI2hBW3YIQNdIe6H7l7sFBKqZwexvCZwchgmBvTTyDOMRwajvtM34mFMvgopdoPDF3Xr583o6adPgZDT7inE/amU0aUKgDvNDvf90f9TCQFJvQJfiF6oRUP2TFbLM2nI+vqjfZe5wmO/mj/AOy9yoxpPgCxjkjHyXFjHO1T7Wdw30br/5N+9GTWk70AKjNt5HFUjcz/1wL/A1Qy5xxVkflfAAAAAElFTkSuQmCC) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIB0lEQVRogdWabWxT1xnH/+fc63svgQTzEuPMvMTBDWkSAkWhoS2DVE0VGBRYgamKRisUtVW1autQ1S/90A/bPkyTULeqWqUuYlUKSBsU1KFCXlRoQBtLlSxtCWV5w4S8eE7kxK/Xvi/n7MN1TMYYjYOxtb90ZV3Zfs7/5/ucc57nyEDuRQGU59rEg6i0Wqn+JwDnfL5MM2wmba1V1h7abd9d6oBj33y+n2sAe+2y2gaH7MA2edthAEq6AXIKYKf2HZ58TzEVKUrl0k0AHk83Ri4BpNoVtY3L8pZR2ACn4hSfok81pusplwBVFcsqtlIbBREJRFnERtvGPQBWphMkZwA1S2sa1yxZoxBKQEQCKlMUy8V2F1wN6cTJFYCzpqjmeXmBDCJaAEQiyFPyUCvUHgKwaK6BcgJgt9kPrFuxzkFtFERIAtgIiEzgkTxlC7Cgbq6xhIdp9H8o72Dpwd9VuiqLAICbHJxzgAHc4FAMhVCNVnq5918GjFEAifsFywXA9xvWN7y5ZNESyhkHMxnAYF2m9QG3ze3YRDcddDHXvgk2URBBZBhAGAC/O1i2AWhdcd0vtj+yfQOl1Pr1DZ4C4OAgNgIqUSyUFpJV0qrCaqG6rhSlh2UuVwzz4SkAPgBGrgDWNmxs+I1rqUvhJrcAWBIAAKEEoLgzL0QCSZJQaCtUHrU9WvUYfezHTuLcMWFOiDHERgBEsgpQsazi9efWP7dTskngxh0Azv8rM/4zWShAKUWBWECLbcWucqF8d8SM7Bnn4+1i1twDBdtLth/KX5RvpU1ShBAQSsApt3795FOYuQexPscYQ0APsKH40FB7rP3ECEaOAxjIJkBduavcI4gCDMMAB7fMJRdyAgJOLLCZVYnpDIlYAiPRkfgN9UbHucS5JgCtAKZngmYFYNeuXaI4IL680mlVCRwchBALgFuGZyY0SzCYqolgKIjB0KC/K9Z1qsvoagJwDYB2d+yMA3DOJUKINuu+TFXVP4/2jlb2He+Druop89zkYDoD0xhYgkGLaRgLjBl9ob6e1lDrsWlMnwLgv994GQXgnD8eDAbPm6bZSil9H4Dd5/M1H/31UftbR96yJmbyYhqDoRowIgbCoTC8Ie9091T3ucuRy00AOgHE5jJmpp+A2N3dvfSL81+8UL+v/kd5C/Pw3jvv0fEvx6Ed0cAYAzMZEpEEVL+K8YlxDAQG+q4ErzQPaoMnAHiRWlTnOGCGAQYcDofh/atXfPcv71JIANEIhISAaDwKx2YHek/34sa3N2Jf+b661BJq+RDA5wBC8x2QZM47wDkvGRsb6z2y94jCg1Z+c5OD6xye5z3YeWAn3CVuxjn/g9vt/glm7ajzVcaqUc557eTk5N+b3m9SZJtsbVCzdtn+U/04euAozp4+S4uKiiqRAfNAhp4A59zj8/m+fftnb4vxvjj0kG7ttMxaHmEC5iITr/z2FdTvrP9UEITDhJBAJsbOCMD169ftdrv9dCKRqB3oH6Bnjp2B/29+MI0BJsAZh+MZBz44+cElAM8QQtKaqPfTg9ZCBQB2jbSP/DLQGdhKbhHJU+ZBYVkhelp6wOIMUSMKkYvwD/mx//X9IUmSfp8J4zOazypEARRXLK9oeLr06Zcqiys9q4tWQ86TwRiD7x8+OLc5ocd0VL9ajdfeeC108+bNRS2fttCJiYkSznkeIWROa/xclE4K5QHYUl9a3/iE54kflLnK7IsXL4YoiSCEgJnWGq9rOqreqMKF8xfw4uEXryqKsh+Ag3P+smEYq2022/7ZO3U2AJxLbEsO7K3Y+9KG4g0b3S63KC+QQQWaqmWYycA5BzMYov4oNry5wXBXuv8kSdKrhJBIpsymAyABqKxx1DQ+uebJAxVrKhzLly+HKIuW8Vmaqec549AiGoK3gjjZefJcW6Tth8jQUnk/3T0H7Pk0f8ezq59trHJVbS1xligLFy+EKIsgAgFnHCZLNq7JKhKwXs2EiXgwjtHxUbRF2pqyYX4GgALwrC1Ye6huVd0L65avK3EsdlBREUFFCmYwGNwAoVbjAWLV7gBSKWSaJgzVgBbU0B/o74NVHmRFIoCyLUu3nNmzck/pivwVoJTCTJjgjIPaKKhoXUQgKYhULQ8rhZjBYMQMhKZCuDJ15SM8QG2TrgQAEyPqyCffTHwzxGKskMboCkVXKAzc2UkZUmVBqofld943NRN6RMf1sevTFyYv/BTAVDYBACAc5dEve2O9H3dMd1wMTYUkhLFGiSkySRCr6UgWZoDVx6Y6KcPKf3VKRYu35dRwYviPuMf5zcMGmJEBwDtsDp/tVDuPX5u+NilEBJctZlsqazIBAQRJsOYCkumjMxhRA7dGbxnN480/B3AzW+bvBTAjDiAYRvjy1/rXzVejV7uoSte789yFgiKACCSVQkxn0KY1dI50dveqvb8CoGfR/5zK6ZAK9ZO2WNs7/ik/M1UTZsKEqVmXoRqYCkyhNdB6DHNsAzOpOfcDYYRbB4IDfWbYBEvcacSNiIH+QL8v2YBnXek0NKGL0YvNkVAEZtyCMOMm1JCKrmDXd54ePCyl1ZHdxu0T3rA3xNTkE4gz3A7ejnfr3ccelsHvUrot5XBPpOecHtWt9FEN9IZ6O2AdOuVE6QKwDr3jw/HouME1jsnIJPss+lkT7nFili3Np6nv7I/297AEw2B0cAjWWWXONB+A2KXwpY/8qh/t0+0nMOug9f9J39u8YHM/AE+ujTyIypH7/1rg3yLU3t4o0dclAAAAAElFTkSuQmCC) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH8ElEQVRogdWabWxT1xnH/+f4XtsJJDGEmKQOxIHMkBcCRLBAy0haBYV2kHQIpMkCIRSJatI6qdOmfqr2YdomddKQqu3LKsSqAJUAtWNjVZNQQAEhFBQKhdA2bwuO87Ik8uu1r319zzn7cO2EtqzEwdjaX7qyrnz9nP/v3uec+zxHBnIvCqAm1yaeRa5t1m1fAyhdyo9phs2krfXW9Uf22fa57LC/vpTf5xrA1lzc7LZb7Nht2X0MgDXdADkFsFHb3qqCKieVKFwWVwOAH6YbI5cA5ubVzR3F+cUUMlBqLZVeoi91pOsplwD1tcW1u6hMQSQCySJhi7ylDUB5OkFyBtC4srGjYkWFlVACIhFQC4XT4rQ54HCnEydXAKWNZY0HLHkWEMkAIGaCfGs+mk3NRwAsX2ygnADYZNvBDas32KlMQUxJAJmAWAiqzFUb85DXsthYpudp9H8o/5Dr0Ht1jroyABBMQAgBcEDoAlbdSqhG68bE2H906BMA4t8XLBcAP3Jvcv9qxfIVVHABzjjAYRzMuKBSrrQ30IZDDu54fZbPFipQPADCAMS3g2UbgLY4W37b9IOmzZRS4+7rYh5AQIDIBNRMscy8jKwxrynZZtrW4oLrmEVYaj3C4wcwDUDPFcB69xb3Hx0rHVbBhAHAkwAACCUAxcK8kAjMZjNK5BJrtVxdv5VuPVxKSvfOslkpiqgXgJJVgNri2p/v37T/VbNshtAXAIT4TmZ8M1koQClFoVRInbLTUWOq2acwpW1KTF2WsuYeKGxa13SkYHmBkTZJEUJAKIGgwrj7yaeQOgcxruOcw5fw8dHY6Ojl6OWzXnjPABjOJkBLjaOmyiSZoOs6BIRhLrmQExAIYoClViWe4IhH4/BGvLGv1K96L8UvnQTQDSCQCpotAKnd1d5RXmpUCQIChBADQBiGUxOaxzmYyhAMBTESGpnpj/Zf6Nf7TwJ4AED7TuBMOxVCNACIEUIeJs8RCAQO+6f9LaPnRqFMKvPmBRPgCQ6ucfA4hxbVMOmb1AdDg3e7Q92nAghcADDzvXcm0wCKopzxeDxVjLHTlNK/MMbe/vLhlwe44LTAWQBlQgEEwDUOXdWhKzrCoTDGQmOBO/47l64r108C6AMQXcx45DkA3Hc3ueuaDjahdX8r7/pnF7156ibeeO8N2GZt8F7zQvWrUGdUTM1OYdg3PHgjeKNzRBs5C2AM84vq4pTxJ2A2mxXJJOF2523cPHWTmi1miLAwJi4RmHs0h2HPcPTe9L1rXaGu9wFcARBa6ngZAxBCSACOT05M1smyDMEFiEagqRrAgc/7PsfhY4ch1gkvu8eOvvuzd3vx2Bt1qcpICgkhCjVN+9fVz67uOvfnc9BmNMT9cfAEB1iyYGMCvJij7ZdtcB9xe/Py8tZkYuxMPYEXfD5fw/DXwwh4A6AhulDfJEsFQQXqf1yPV/a8ErVarScyNG5m+gFCyPCVK1cO7dy1c+bExRMo210GYiIL5oXA9uPb8c4f3rnldDq3EkL+lIlxgWcHKARwoH1D+8Xx8+Pnx0+P24mPwLnRCcEFWIIhlogBHJDNMmRZvkIIGcyE8ZSWkkIUgLN2Va37ZdfLR+ucdVVry9bCkm8B5xyJWAL5y/IBO/Dm799EdU117OL5i1bPIw8ArMykeSC9SZwPYEerq7VjZ9XO1zY6NtqKioogmSUQQsAZB2ccFa0VGOfjqK6uDpWXl/8awD+EEG9PT08fLysr+ysh5K1sA5SukFccbK9tP7rZuXlLpaNSsuRZQE10vpbhjEMIAa5zyCUyHK86ohrRWhsaGm6kggghbAAUQsgzL52LATADqGu0N3a8WPHiwdqKWvuqVasgWSTD+GNK1fOCC2iKhuCjID7s+/BSj9LzE2RgnX+avj0HbAW0YO+etXs66h31u9aVrrMuK1oGySLNryqMJxvXZBUJGJ8szhALxjAxNYEepedkNsynACiAqvWF64+0rGn56YZVG9bZi+xUskqgEgXXOXShg1Cj8QAxancA8ynEGIOu6tCCGoZ8Q4MwyoOsSAKwccfKHR+3lbe5VhesBqUULM4guACVKahkHMRE5iHma3kYKcR1Dj2qI+QP4Yb/xgd4htomXZkAzHpV70f3Z++P8igvoVG62pqwUujJ/Gbim2/UVA8rFr5nGkNCSeDh5MPAp3Of/gKAP5sAABCOiMjtgejA6d5A79WQP2RGGBXWqNVC4sRoOhLcgIHRx853UrqR/6pfRddY1wVP3PM3PGH/5nkDpKQDGPMwz9/71L4zDwIP5kyKySFH5ZUWzUJAAJPZZMwFJNMnwaFHdDyaeKR3TnW+BeDf2TL/JICUBIBgGOHrXyS+6LwVudVPVbqpMr+yxGQ1gZjIfArxBIcW0NDn7bszoA78DkAii/4XVQuFVKgf9UR7fjPjn+FMZWBxBqYZh67q8Pv86PZ1n8Ii28BMatHFXBjh7uHg8CALM/D4QiOuKzqGfEPTyQY860qnGg1djVztVEIKWMyAYDEGNaSiP9j/1N2D56W0yulxjJ8dC4+FuJp8AjGO8eB47E7izqnnZfBpSrcf8NxV7l5KRBJG+qg6BkIDvTA2nXKidAF4b6L3/anIlC40gTlljn8S+eQknrBjli0tpSPrG4oM3eVxjpHIyCiMvcqcaSkA0Wvhax/MqDO4HLh8Fo9ttP4/6YXteduHAFTl2sizqAa5/68F/guvmM6MLwhjnAAAAABJRU5ErkJggg==) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur65596 1s linear infinite forwards;
}
