@keyframes rwdcur33587 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJ6ElEQVRYhcVWbWxT5xV+7rV9ff2B4xh/xZjEcZOQBBO5SSCFsiwMCINmRR1q10lF2irRtRW/iiwhoUpt/1VhhR+tqmpSVoZGulSoAw2BSkjajjIW8tGExHiOiR3n+iMhcewbf15f37sfNm0aQrUvaUe6svzqfc/znPOc874H+D8b8a9sEkVRubS0pBsaGkI4HK4JhUK66elpLC8vkxqNRqpSqXiJRBInCCLY3t6e3Lt3L2symZL/FQFRFDE3N0e///77eplMVicIQv3ExASl1Wp3ZjIZy/z8PNLpNBQKBS2TyTgA0Xg8Pmk2m+fVajXD83zw2LFjrNVqjTqdzvTjcKTrLfb19ZH9/f1qjuMq0+n0vunp6QNzc3NPBQIBNcdxEEVRIAgC+XyeksvlvFA0kCT5rN/v5/V6fbSxsXFycXFxgmXZz55//vmJvr4+jiAejfeRFVEUpVevXn3K6/UeOXfu3I5gMGjNZrNapVIJi8USLSsr8xkMBsZkMvFqtdqm0WgQj8fjU1NTSalU2ur3+y3RaFSdTqehVqvT1dXVQw0NDZ+98847f968eXOcIAhhXQKiKAKA9MSJE+0ej+c5hmEOhcNhI03TjEqlmigvLx8xm81hmqbDn3zyycBa4q+99lqzWq22+3w+bTQarU4mk60LCwvNAHilUumtqKi40dbWdmH//v3BQ4cOcd8jIIoi+eGHH2oikUjz4ODgLxiGaWdZ1qjT6Tw6nW6gurr6r6+//vpEfX190mg0ptdG8TCAaDSqNJvN0rNnz5onJyedHo9n/+zsbHM6nbbQNB23WCy9drv9L++++667uro6+20NfPrpp8pgMFh3//79Y/fv39+dy+Voi8XyzQsvvHDeZDINvPLKK8Hv9OtWAt0WADoAdGkxSRCnYwAYwJUGwE5OTgYIgpg8efJk1/j4+MHFxcVmgiB+Q9M0Lly4wPn9fp/NZstKAWBqaspy7969jv7+/kMURVF1dXX9J06c+J3FYhm4fv16ugjerQTQBKAGQCUAAwAlAAFAEsA8gADQ7QVcEw6HgwPgHh4eDpw6dcoXiURc9+7dcyoUil9OTU2pbDbb7wHMSFKplO7MmTM/dbvdv2JZ1rply5bPn3zyyT/t2rVrMBKJsMePHxeAbiuAHwPoKP0+DWAHgGYAW0ukqgBUANAAnUqg8wFwPffRRx/lfT5fSiaTLcZisW2JRMKYz+dprVabmpub80k2btzYNjIy8jOGYdp0Ol2kqqrq/J49e24cOXIk6nA4hFK69wD4SYlAewloAwB5SYYyAJsA2IoEIC8q08m8/fbT+Q8++CCzsrIST6VSZeFweHMulzNlMhmB5/lb5PDwsDORSDTlcjk4HI5bJpNp+NVXXw0WC62bLkX6oxK4EwC5tgBXmRrA7tLeh1mCw+HgJBJJ+ODBg5fUarUnl8sp79y544jFYpXSu3fvbkkkEpU0Tce7urpuaLVaZlWVNwJoAdAKoO4HgNdaK4A4gAjQHQBcgTfeeCMLYPTcuXOTPM87w+Gwhef5ZjIYDOoFQaCNRmPU6XQmW1tbF4s+uqUlbesAOP4N8IfmANBQ8oFSF6UbGhpm9Xo9w/O8dHR0tIpMpVJSmqZRX1+fHRoa0tfW1j50YAZgRVFX6j8gYEaxWywlKUEQBAwGg6dQKHhJkqQVCkUrWSgUkM/nYwB8o6OjJIptBRT73ABAv553Ea5vvx8wfcmP9uFCbW1tTCKRxACQuVzOKAUAhmEqW1tb7xsMhiRBEHxpLwWABlz2R8EfJfOYZ3VH6TtT+k9s2bKFk8vlXDabpVpbW4sVrdPpJkiSlLa1tWVXHRYA8PgfW6FQEAqFgiCXyzlBEAQpABAEoSYIwnT48OGbb731FlnqgiSABNDtRrEbVtl6ae9eD+8rAL0A+gBXDABGRkbUHMepBUHg8/l8mJTL5YJEItHmcjn7+Ph4EN/NCIsAFgCE13ol1oA9Yf/teuBc6ezCQ3AAcLvdVp7nLQB4iqKCpFarTRIEQbIsa1OpVM7x8fFSwbhiAAJOp3TmcSQIdGOz9TRmZh55HAHAC2AGQBAoDjmiKOpYlm3kOK5GJpMJzc3NLLlp06agRCJZTCQS5kAgcGBkZMS8yomnvl42C+CbUkTfM4MBYJi1JQkUo8Y3AO4C8ADA9u3bKZ/PV8eybAvHcZVlZWXZ3bt3x8nt27ePazQabyqVont7ex29vb364eHhkgyuYEXFCgB8jaKe35vtHjxYDxtRADcB/A3AKOBKAsDly5epK1eu1Pn9/spMJkPZ7faA3++/SDY1NQ2pVKq/azSa9PT0tMNoNP7a5/N1iaKoEUURDQ0b/1ByeB3ANQBeq5VYrzuSpag/B3CjeMblBQC/30/Pzc3Zenp6nlteXrZTFDXjdDovUhTFSK5cuZIZGBigSZI0RiKRep7n9dFoNJNKpXyXLl1abmlpSba3Z1eqqgSFwUDNi6K4EAgIoVKkUQBzAKYADAO4VcrW14DrHgCIoki/+eabzW63+6jb7d6rVCrzJpPpq87Ozj9WVlaGpQRBcGfPnp3csGHDZwzDWBmGsS8vLz+VSqVChw8f1q2srHhefvnlGEEQl4FuHYp3uwXFW45G8b5Il3RnAHgBV3ZwcFBqt9uNJ0+erJ+amnomEon8nCAITUVFxReNjY03jh8/7iEIgpcAwLVr1xI7d+6ct9vtYjAY3LyysuLIZDJttbW1NSzLLo2NjcVcLhdvs3lTX355igGue4BOb6nA7gIYK0Z8fV4UPye3bt2q8Hg8+lQqdWBwcPCox+M5EA6Hy6qrq//R0tJy4fTp0/0qlSoBrJqKQ6GQkmXZxp6ensODg4OdbrfbKZPJ+IaGBk9LS8sXL7744lWr1Tpss9nY9YbSUrql6XS6aWBgwHHx4sVtd+7ceTYUClkoiuJramq8+/bt666trb390ksvhR/6WD2Wk0tLS+qPP/7YPDY2tiMUCj0zOzu7L5PJUCRJxhQKRVCtVru3bduWtNvt8yqVislms8zy8rKQTqc12WzWnEgknlhZWWl68OBBZTQa1RYKBWN5eblXr9d/UVVVdaWrq2vi6NGjsVXvzfpvyPnz581er9d58+bNH83Pzzel0+l6nufNPM8n9Xo9p1Ao2EKhsMCy7ALHcQJJkkqpVKoXBMEsCIKO53leFEVGpVJ5rFbrnaqqqls9PT2jq4F/kIAoiiQAimVZ5XvvvbfL7XY/7ff7m2ZmZrQ8z2sLhQKVz+dJQRCEfD5fo1QqZyQSiUBRFE/T9KJOp5ux2+3j+/fv/8rhcAQ6Ojri64E/lsBaXQFQoVCIHhsb096+fbvZ7/dbZ2ZmpEtLS5xcLqf0ej1sNhvX0dHB2u32YYfDESwvL88SBPHI7bnW/gk1r5u3KFfWHAAAAABJRU5ErkJggg==) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJ20lEQVRYhcVXXUxb5xl+vmP7cPwTYxz/4TpgHCBAHOqQELo0Y6T56ZLSRl3kLO0adbtI12a5WaNKSG0v0qtWk9pctKqiSqxRlKQLippUy1KtCWRtFWXEkEDBscBg43+IAfuAD/bh+JxdYBoCtOu2iz3Se/Pq+97ned/v/c73HuD/DPJTFkmSpJqcnNR3d3cjFotVRqNR/fDwMKanpymtVitXq9WCTCZLEUJCzc3Ns7t27WLNZvPs/yRAkiSEw2Hmww8/NCgUimpRFGv6+/tpnU73s7m5Oev4+Dg4joNSqWQUCgUPIJFKpQYsFsu4RqOJCIIQOnr0KGuz2RIul4v7IR75as6LFy9S169f1/A8X8Zx3O7h4eGnw+HwE8FgUMPzPCRJEgkhIIRQhBCICwBFUc8FAgHBYDAk6urqBpLJZD/Lsp+73e7+ixcv8oSszHeFR5Ik+bVr154YGho6eObMmW2hUMiWzWZ1KpUKVqs1UVxc7DcajRGz2SxoNBq7VqtFKpVKDQ4Ozsrl8q2BQMCaSCQ0HMdBo9FwFRUV3bW1tZ+/8847l9etW5cihIirCpAkCQDkJ06caPb5fM9HIpH9sVjMxDBMRK1W95eUlPRYLJYYwzCxzz77rHO58Ndee61Bo9E4/H6/LpFIVMzOzm6dmJhoSCQSBofD8XVpaemNpqam83v27Ant37+ff0SAJEnUxx9/rI3H4w1dXV2/jkQizSzLmvR6vU+v13dWVFR8c+zYsf6amppZk8nELc9iMYFEIqGyWCzyU6dOWQYGBlw+n2/P2NhYA8dxVoZhUlar9YLD4fjre++9562oqMh+3wMdHR2qUChUPTIycnRkZGRHLpdjrFbrvUOHDp01m82dr7zySuiR83PDAkAPgAYgAuDIIZJEB1KFFezAwECQEDLQ1tbW2tfXty+ZTDYQQn7PMAzOnz/PBwIBv91uz8oBYHBw0Hr//v2Wy5cvH9br9dnq6urrJ06c+MRqtXZ+9dVXHCEEcIMC4ARQCcAGwAiAKQhIA5iAG0EAQ+hAyOl08gC8Ho8n+Oabb/rj8fgb9+/fdymVyhcGBwfVdrv9zwBGZZlMRv/BBx/80uv1/ratrc24YcOGv2/evPkv27dv74rH4+zx48dFuGEC0ALgFwCaAewA0AhgM4CNAKoBlAEoBaDDRhB4EQWA06dPz/v9/oxCoUhOTU1tSqfTpvn5eUan02XC4bBftnbt2qaenp5nI5FIk16vj5eXl5/duXPnjYMHDyacTudS8qcK1gzAAWAtAC2AYgAmAOsBWACsAUAXRIydPHkSH3300dzMzEwqk8kUx2Kxdblczjw3NycKgnCL8ng8rnQ6XZ/L5eB0Om+ZzWbPq6++GiKEiHCDBvBEIfOnAGwDoFregEtgA7AXwE4A2+FGAwA4nU5eJpPF9u3bd0Wj0fhyuZzqzp07zqmpqTL5d999tyGdTpcxDJNqbW29odPpIku63AlgS4G47keIl4IGsB0ACyABN0LoQPL111/PAug9c+bMgCAIrlgsZhUEoYEKhUIGURQZk8mUcLlcs1u3bk0CQCH76gJx/U8kX4SqIH4jFpoWhVvE1dbWjhkMhoggCPLe3t5yKpPJyBmGQU1NTba7u9tQVVW1GMSKhcayF7L6T1FZ2G9bdBBCYDQaffl8foiiKEapVG6l8vk85ufnpwD4e3t7KSxcK2Dhnhux0GArIF18aD8AqrBXDzd0i86qqqopmUw2BYDK5XImOQBkMpmpcDg8YjQaZwkhQmEtA0CFDpStIJdWiiGHVhWhKhiz6NiwYQNfVFTES5IEjuNAFUpDURQlb2pqyi4LsOKT+19AXBonn8+L+XxeBABRFMVFARpCiPnAgQMTkiRRhbUcAA5uBOEGHrHV0LGqd7YQ5/vEenp6NDzPa0RRFObn52NUUVGRKJPJdLlcztHX1xfCwxkhCSAOILE86sNyLxzt+hcdq4nIFvYm0QF20en1em2CIFgBCDRNhyidTjdLCKFYlrWr1WpXX1/fYsNEAITqmfpgIZMVIsihFNa9YMOoMPqwMg9F+AEEAYSAhSFHkiQ9y7J1PM9XKhQKsaGhgaUee+yxkEwmS6bTaUswGHy6p6fHsiTQUHVJdRDAvdXqayRGRPKRh45HRfQDGAQwBACNjY203++vZll2C8/zZcXFxdkdO3akqMbGxj6tVjuUyWSYCxcuOC9cuGDweDzyQqCBUmWpCOA2AM9yAQ+kBytVuTFV2PsigHvoWKjeF198QV+9erU6EAiUzc3N0Q6HIxgIBC5R9fX13Wq1+p9arZYbHh52mkym3/n9/lZJkrSSJMG01nQGwD8AdAK4DiBhk9lWEi90ug/Adbjxx4IILwAEAgEmHA7b29vbn5+ennbQND3qcrku0TQdkV29enWus7OToSjKFI/HawRBMCQSiblMJuO/cuXKdPOTzdOVqOSqmKoiA2WYgIDkmDD2AECqYHEAIwC6C5X6BsAtePEHAJAkiXn77bcbvF7vEa/Xu0ulUs2bzeav9+7de66srCwmJ4Twp06dGlizZs3nkUjEFolEHNPT009kMpnogQMH9DMzM7633ngrQgg5DzccWHiKbVj4Ui4OJLMAJrDQcD50INXV1SV3OBymtra2msHBwWfi8fivCCHa0tLSm3V1dTeOHz/uI4QI389Zx44ds/A8f/jLL7/8TTgc3rp+/frkyy+/7FGpVJ8olcpbGzduTN28eZM/efKkCDdUWDaSYeG6iZIk0R0dHXQoFNKVl5fvPXfu3LP37t3bFggErI8//rinsbHx9Lvvvvs3o9EYA5ZMxdFoVMWybF17e/uBrq6uvV6v16VQKITa2lrfli1bbh4+fPiazWbz2O12drWhtFBuOcdx9Z2dnc5Lly5tunPnznPRaNRK07RQWVk5tHv37j9VVVXdfumll2KLMZaO5dTk5KTm008/tdy9e3dbNBp9ZmxsbPfc3BxNUdSUUqkMaTQa76ZNm2YdDse4Wq2OZLPZyPT0tMhxnDabzVrS6fT6mZmZ+gcPHpQlEgldPp83lZSUDBkMhpvl5eVXW1tb+48cOTK15L1Z/dfs7NmzlqGhIde333778/Hx8XqO42oEQbAIgjBrMBh4pVLJ5vP5CZZlJ3ieFymKUsnlcoMoihZRFPWCIAiSJEXUarXPZrPdKS8vv9Xe3t67lPhHBRTeA5plWdX777+/3ev1PhkIBOpHR0d1giDo8vk8PT8/T4miKBJCKLlcDplMJtI0LTAMk9Tr9aMOh6Nvz549XzudzmBLS0tqNfIfFLD8XAHQ0WiUuXv3ru727dsNgUDANjo6Kp+cnOSLiopog8EAu93Ot7S0sA6Hw+N0OkMlJSVZQgj/7+L/C6L2iag0qorWAAAAAElFTkSuQmCC) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur33587 4s linear infinite forwards;
}
