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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfUlEQVRoge2YQW6DMBBFXxFCKFLXPQLqEXqCXoOjcZsseoIcoNsuqhYhRFEX2PUkARUsD1XUeZKFQ5wZvsfjIQbDMAzDMIz/y90OPjLRHzWNa5Bx4gsogFzDn7aA3F0PBBEqDrTw9kt3HVI70IxAxolP1y9RmixNAfKBVZYPaEcAoAYmASq+tJNY+rlBAbWqdWC/CKgRm1gZoTAtTUIp+jlTHhy4rswj0/YaVaVjXiV8dT2nXvnr5uJzxQPQuzawUUycgDCbJSdez76tV1ppZu5V3BOErBIRK8AvidK1uVeFnCdeADjyDHRAy3k1Hgmz34kx/VoBMTng16zs91zv9YXod8AH8O7GSlvehrezKRdik/hy5uYSWiZxy/Twb278ks3NCZ2ivHsxc/entV79zG7LsoAobr4O6ApoVK0D+0UgulD9hvYfGqh4JORJchH6AsJu5QtUUvYQ0BEEJI+A5rFKIZqMQlI0IzCIq6zeSdE+2FI91DIMwzAM46/5Bn5MXeAp4H2mAAAAAElFTkSuQmCC) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRoge2Yv07DMBCHP6IqCqisMHWlfQXeJo/Wt2FmQp4RA2JtUVSFwGA7sfsHtcaXquI+yYoTOb78fHe+JKAoiqIoivJ/uRrBRhH0O8nJJSgwfAElMJGwJy1g4o43DCJEDEjh56/csc1tQNIDBYY1NWAFiCyWpIDwgUXCB6Q9MFBK2ZJN4jqyc4ECRmCsEOr2XMtCamIVDIVp/0MZ1syZAVMML65fbo3qXGtJrNIprxK+ulrqA6OemEXnj7z2/WVwfc49sHGt5UQxaR6Yc42trhWGt/56HY2aAiug2bk/HGd4D+a9db2jRaR5wAovsQWqYvdVocPw7MKmwfDRh1O8pXYMq9+49unOxQSEIrwQ3+LE9WETh9N2cvscaIlD6SgBqUm8vXL7EjpMWB9OK3fPoTlPTugc5d2L+Q3vnQ02RLIhWQfsKi4jOxf3QSPOWAKSC9U5qTB8AwvgAbhjtxL/GekvMhh2K789ZmUMAQ2DgOxhJPlbJSxwoReyIumBNjh2CIQPyP/YEv2ppSiKoijKufkBN8BhLybNVl4AAAAASUVORK5CYII=) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdElEQVRoge2ZS27bMBCGvwiCYASq67ZJH2iQZdVlt7pAbhHAR/NtfAausyiCLoImQes6itQFOSId60EpYtqi+QHBNCEOZ4bzpOAZz/i/cfAEe0TOuAxJPAQiFPdAAsQh9gstQGx+D7FCTIrwJ7AEAp5AaKQoKuAUOAJmU28QUiMRihtzAsG0H1IAbe8rIJD9202GIcIKXtIeGvU7S0AL0KcsX7oNm/gjIucexR3anvsZW+0x10xXcU/OHTZiBbGO2DjlW/Ms0II0bTZDUZFTAV/QjtzkxJGZXzi053hax3ApM14AkHOJ4gpIzs7O2oSQE2jfX2v+JzAj46OZnzxj2w13tXVCu8Z8TiAG5g6t93SfaiNDQ1ACW2BDxktgS84l2mb9fMLumxibT8h4Z+j+ADZm7HUKY6KQCKGx5hjFNwAy3hgGNp3M6/oIw3gMFIamPN4mNNbTRQjRmITL3QiyrN/fGib1nnZeTGpjaA1iHqYppxMgRTNfGkZu0ULMzTxm/tq8I+9HzvtbRmCK7FigNSiaEy2KMIUz745pmB+MqRqatiw6dH4w2k4gwhZgvn5Sss9MX6nRRl/WFR3rWxGhqOoY3vfrPrpkFttupy/rux6b6cVfvMO0JKvX6MRyApz2bpjXdf+Cbt+K9wT3UZYWKn0oRJMPiPlICSymlNDdGm7R0eTa/LY5ZmwYmTsMPYSEaXFwMScJ3XW4bWJEXsb8ip0KwbZjdJNRl926OaTo4OGhDxQ0+MSQKNTn2EMc7zFBYof+Px9GR6OqKhlGjhMvsFEocqLT/rzamx+F0QsPDurDc3tftxZy56Wk0Gazqsmk6Ig3uiJ4TCkh2vxFxgf2ndsdp9iAUJLxCkjJuWBdr21KhF5MjGNel8SHrDk2c10VpRt6bRTSzIPihpG98BgBdE5YAorv5n+BrSptYbdqXF8Cm/Pz8w1wi+KrKa8l0wZr6DXz1vkkS7e3lNZZu1tKTePEoR2spYyM5q+wmm9vAVe99GyLqrh4intUV2P91yr9JwDuRYGl632tMjQKuf2wW580R47VYJoSqbxby7G3En63B8t61FdeWFMa2RuHwMyYz2fgE9o0mirPRyHIjXGNJbB7XTK69/0TkBM4RWs/DbHJU3zyCar9kJ9ZE+dxzWhShPQBt6tzu7xJEfpDd9CP3M/4G/Abc1loRQAIdggAAAAASUVORK5CYII=) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur153791 1.25s linear infinite forwards;
}