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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WT2gcVRzHP/Mn4zYdtnEb0220trRpEkoVCQqlCBFPHqRCkZwSEKk3aUEQ8ZabCKWHHizSUoSCQilFxKtgRaGHQooeVoqt9F9it3923Wx2Jy/vzc/DS9Jk/8xO2sZTvpc3b+Y38/m+3+/New82tKENrVEiclREpkRkTkSMWJnF/pSIjK0X+KCIlEREZLYsHXRXRA6m+a6TEn4a+JDiTZctL8C1y6sDoioYba8PHIbiTejbGQNnHcf56KkMLMKPAPDXFahXmoO0gvna4/7mHnjl7aXemSQTiQakXnuTzKZLgMulc/bm89vBcVcHGm2z0KgDhwFiZkujTjb369oNaD2D5+WX4SuVe3FFYAy1FpkJc7D/LTCm7Pj+ViBuDHGb31r8psgYnpfn76utAx7dTfJuszRXhsoD8LweKRU/acVrawBjPgfg1h/tIVrZNm4Y2MoSFRYznwknAD+9ARhOeGZVuW/TLysMNM6PJXUFg6147Qy4QIaHdzp6wGhQUTLcKrN7E0Ejs70Bz4Ppa50NVO53htcq4HlEMcHk4GpmU02WZQxs2915sgFEs8nPu7NgDNPzuJfLaTMAEX27OsPTKo6jvgBCrxnUpPe3AwsqRf7XoKh6o6jgwkwKAxdmiHlw67tnAn7jPdv+8u0pQNOwGLUrQbx3aPgrFhYq7Hzt6QyU70F9rui8+/GPgD7/egoDIhL3Bii+Pz7Bjn0wOvFk8NEJO5FPfnAs56MANXZldUjSXuADodz+82teGrKHjFZ7QhIc4PrURWdg5FOgDFSwZVhW0sqhgWjbnuFj3C6cxxh4+VXYuiMd3Bi4PnVxy9DIZ0ANiBrhaeQCIdAvJ8bHpFa9JyIiN67ac8+dgsjP50QKv9n+w2nbzkf/yuQ748Ag0D/QTbbDYBPlA2FvF/1ZjwE5Mf6FlIoFUaouWlug1iJK1aVULMhP33wJ7AMGervIA9nJwfYLXqojGUt7A4Q9PpmyJgACgNCOy63GxNhfTAMqHxD1PUf191mUiGjHaY1KawA5hOv8gA9k8gHBP4qgx7cjK2vcnI9+pIkBha23osV//yzkAsFIlm4gHN5MiJ0n3dgsNe146yYRQQ7h/m/A9dB/WSqKg6wJqNoAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSUlEQVRYhe2WTWgcZRjHf/POZLpuxrhJY7rd+kWNaUj1UoSGXgKePJaiOSUXqVeLBRFvwYsXEa9F8KCCpdTi0ZMfWBGkGKwf2xpibaJNHEp3091uJpN55/Hw7rrZzc50Uq2n/GF535n34/fned59n4Fd7WpXO5SIvCIi8yJyR0S0GOnm87yITN8v8DERqYiIyK1VuYv+FJFjWfa1MsLfA15i6WfF9R8g1mZgcD9YqnPyM8+Bfx1GHo+B9y3Lejltb5U2uAV+ElBc+74NB6isbF/w4+fgX2vtfbK5PlGpEWiG8WtA8dWHvScNPAyO2/mucRskhskTADG1yhQPDl60rO24dANRtIJtFxPhLQ0daPd1BEHd9PsLJiVaVy3H2QvE3UsTUyAi09h2kYXv0uHdisJ2/04V1nyw7YJU/NO9eMlnQOs3ALhxNTtcR50GAMoXTZvzZndiQAHj2cmYnG80ksf73DHAyWoAbNvF/z07fL1u2m61/6a5gw/gdjPTIqCormYz0Dr1W6GtX0u2TRDjzo1lMwBaQ6GYzUAU9oZ27XdjA/VTLXsEAkaeyGZAb8JmkD4njoMRF+q683VPAy/sBzbDX7PRt5gIasnjQf03P4TP/AwGzq8Qc3Pp4x0Z+AdU6zRy9Lhpv/jgDOYi6jipSTehGs3jLVTDZf74ZYCly/fkBYCnJmGw5Ft57yhw69yz1KcvtU30jICIxMMuIZ++PctjT8PU7L3Bp2Zh30F4d+bVIYcQCF8sdU5JqwUO4MnylTM8csh8ZNytJnTDARbnL1ijR14DqsBtEYm2FqW0chwBwb4nx0+xXD6H1nBgAvb0p4MfPWzgWsPi/IWHDh15HQiABhD1qohpUoAHlOSdmWlp1P8SEZGFS+a7Z3VR5NtPRMrfmOe1m6bdCNZk7vkZYAwojffj0eMazioH8Ib7KA3YjMrZN09LxS9LGK5LFBlgFImE4bpU/LJ8+dFbwAQwOtxHERiYG0uGZ42HAvJAvuCQq0a4TWPKayaxbs51jEldWHRpjOyhcblGICJxUuh3khDVhOaKLu5qiDvkoGJQ1QgKDlQjA8fkPGya6VGh/p0U4E4WyAH5CQ8Pc07yQA62V7z7LfV/A/9T/Q3RHJOtsIR46AAAAABJRU5ErkJggg==) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhe2WTWgUZxjHf/ORcZNsYkz8WDdiK2xWEStFBMFLo3jwpgcJPSQXsVfRQim95VDopRRPLSL0oIVSKSKeevKj3kRcQSF+oCg2UbeSTdbN7uzszDw9vBO3+zGbd6X2lD+8zPu8M/P+/vPMM/O+sKpVrapLichJEcmJyJKIBKIURHFORCY+FHi/iBRERGT+lcK+eSHyNCdSrUiTZkVkv868hib8HHCcZ/dMnt+Nv3DdZth9CPLPYeNHIfCzYRhfdJrb1ISfADrDARbzcO8qFP9envtEdH+sOmYgSuNNwOTGhZW8gmnBUKoef3IQIKTw+oAxnPqzewO+/xLLSmnBAQY3gO3U495ByOyFIFgwbHsECFs8x8JFJrCsFI9v6cEBLLsxrhShNA+WNSSF/JftePE1EATfADD3UN+A0TRdzYX711U/kZzqzgDs0CcDaze1wj23Hvc4WcBuZsYZMLEsh9kH+gaW0x/44JYa4UqJj3tJtILiDIBJ4ZUefGAEqmUFdkvKRItBCy/Ens7qZiAIYF0q5nSTah74XnvwsoKAuSrm/bd6BgBcRrsog+YCbFYYuhsdKAWNw23vOrYZqHmP9On/MtGuAbilp3mP8I+8hoHfXxIy/9ev2mD3bfy5fUfV8dr5s9FIw88oLm/h2Fj2R2q1IqM7tX20qH9ILUyVpbxx5NQVwLu4V8OAiIRbevG4/P0U2z6Fz6ZWhrXLwq5xGNkCZyZPD9t4gDdxu/GSTmuBDSRl9tFPpMc+B9BaExID6sl3jav4Se6SkdnzFbAAFIGGT6VT6fqAu2lb9jQvZi4SBDC6E9b0dzawYauCBwE8yV1au33P14ALlJvhOjKBJJCWHyYnpFx6LSIij2/X9z5Li/X+4ht1rLqLMn14EsgA6R39JFEZfS/ZQHJ9D+lBi4z89u0pKeRnxPMq4vsK6PsinleRQn5Grv/yHWodyazvIQUkp7PxcK0tWWTCAfqGbPoWfJxozExGL7EUEsK75qUcyukE5TtFXNrsA7o1AOp12EAivQZnroozbGOGYC74MGwTzvv4RLUDeFE/Fv6+MgF7fIQE0Ld7gD541xKoTK241/xPJCKIyP/C+mD6B4PDhxOgwGNMAAAAAElFTkSuQmCC) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhe2WO2gUURSGv3lkMtlMYkyirotP2KwP1CJaieCjsrORYJE0oq1EQcQuhWAjYqWIYKGCGFTEys4XooKYQjGgRERNNItkk5jH7mRmjsVMHrvurDMrWuWDy5255875f869u/fCIossEhMROSYifSIyKSKu+LjBe5+IdPwr4Z0ikhMRkbEfvmz/M5Hnd0S+D0gJgyKyM0peJaL4FeAwQx9UCpPw+U345Np6aF0L6e0ecFVRlKOVcqsRxY8AKh9eVBYHKEzC4LvZ3EeC70OpWIGgjE8BlcfX/+T1d3Z3AXjkhvcqzckn8Q04zjc0LVmV+EITrjuq6HoL4JWGQ5dARDrQtCQAZoPfquHxddC0JsllT5TTC98DrnsagJf35sf+xohpdcUzABvDkzWAVhPPQI2RAfRSzTADKppmVE5oRjeR/QRgrqvD/F0ozEBYTLz5plf2OMdYFjQN20PvyUStgOuWF51FUSHRGM3A6s3gugwVUN/+jGYAID8nXoqiQp3l91EwLfC8/HIDJtziUNkMB1cCM/b70IRxxGfJT3zM2ngPshEM3P6Gx8jXmwBs2lUc1I144qkNfv/w2uVgpKikYZm8trbMRWZmxilMQ31TsYE46LUwPZlVDnTfB+zeHREMiIi3qg6be+e6aFkFW/f5AUUFTS+e3LgsXHx3F6zZAhc6jzfr2IDd8ap4SqWzQAcsGXx/iVTbIQDePiq/KUcGy4sDDPTdVdLtJ4FRYBxwFk6rtJgOkF+xPnOcL/29uC4sXz9fjYUsXbngRZk9gGCg7+6SDe2n8H9RU6XiUVABC0jJ+c4OmZoYFhGR4U+lNyCfke9+X8iPSc/+TiANpDbWY+FXtCp0wGqtIdWokZZbZ7oll+0X254Wx/EFHUfEtqcll+2XRzfO4p8j6dYakoDVkwkXj3QlC0wYQKJJJzHqYARjqhUs4oSHB3PNThpMpUymXo+Tp8w9IK4B8JdDB8xULcZQAaNZR/VAHXWgWccbcXAI9g5gB8+h4tWiAvqeFkwgsa2BBMw1E79SMf8mq0REEJH/ovXP+AW8yXbMgxdRnwAAAABJRU5ErkJggg==) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur219384 1.2s linear infinite forwards;
}
