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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhcXXTWxcVxkG4MfXl2HqTEdTJ2kcy9iOa9dKlaggLMGi4k9mUSFQoeqqOzddIMGOApuuukFNF12B1D/BAhbQVqxYABKoINEINoWQ4to1tZOM3dqYkTOeTMZ3rruYueHOnevEXvFJR0fn5973/d7vnO+cM+BoNo4v4GEV046p2FVTs4x38BbWjvLDgUPMGcIFsy5aVHBWy0OaTosMCrTF1oWuKHpXwayWRc/gFTSO6GCfLahom3HLRR9at2Tfon2Llqxi35LV233rllz0oRm3VLSxcDeAgxQoO+13bprzA9vmtcyp98yoCywaMquhJO4Z+6uS3yt43rB7/M26r2InDyjI6RsxZdOkc65YERvyqhN9s0pin1XvA4fXnLBvyBUrJpzzgE2MHEaBsimbZrX8WlUBO0JFkULe5wdYC02hskgLjxm1qGDFSRklegmcdsmkc/7o2pEAD0Poi8asumzd59JD6RAsuGnOG13Pj2L7qdLOKYP4lapdczILM1FgSMUN37dt35DvqCrnxDYLGndrqVqmPaATxp8YMaDhBcNq7tXdookCF5wUmddyVah4AHjiYdQtcars57STvoLImtCXtRwX4UKvArNuuaDme2p39TYp9IJkPc/7R4AXVfxMxXs+mRCYxL+tWzaS8TwNHKf6soTk1FlLgv2RwLRpTGAtwCPOavWBJwsoK3Eif3q8fYd2tu+E2INaOmeKEA97SLPP66zk7Ux70ZA3DYu73g10JU487ayu+HZfgGGRb9ryoKb3nO8QqJh2WmRZ0Skt94h7ZM6SaeKXRnxX+QCx8+0pTZ/SclXRKZGSaXVCx1QMCswY97aqz3RzfiJbmsj7hvzIiNeFdwWcF5nXcF7djIaSyN+Vfd6Yp20rGe4Q2FUTib3rmvs1e+TOi/8jGjaU/Dlzjszi6xo+rW5Ww6lUWHX/eUbDn6x5VckN250Q1Cxb9xVTGrfBD9rbZ9RNqnscS0ouKbtX5KyGCQ1haiHnZZKiyLjIhopdyx0CvOOKYh94b/zjHlIwre4B9Z6t2HbnbZhotqSIfyQE3vIvBRsCx1NA/ytxnyJ5u4PevJBHIMaW0PsKOtc3AdbMaPm5co4KvYTSY+l8EOvNDXllrzvnTWVntHTvjoNg245V3zAn8rxRX1IzkKNG+rRLK5LNEdlQ7gk854z7tL1o2KpncClRAF6xKfQHBWMiDUGP11kv0yokcxJF9nK8rwuMiPxFwbYAL6Ujk9iCkpe9bcUJUZ8X6ZSajX/2XMjugKAb+8dMuelpvJZHgFMuGXPOG64ZTIWgnamzMtMbkqztCXzbmA2XbfXeiPrvhBM2TWl5SdUnxP4rVBALuoTS6yDtfTtFZE/glsAxkUjgh0ZdVXD9bnfCjo0Yt+q4yI9VvW7UdaFnrfRdudJKpL1/wZT7RR5V9axRNaGqCWxkwfKu5RvWnHTdZfOmxBq+ZasPfFfon8puCPsW5qO2xBqeNGXDZVUn88APUiBtC4552XGRx9V8zY77ugt01ZAnjPuFNaMa2viP0G+V/UbFtlDTU/jpnQAO/zacdNEHCia1TGp273YdNbaEVhVdVTCm5drh34aHIZC25HV8XtG0kmE7trUs6+T2I7+O/+/2MX94XGzbIj50AAAAAElFTkSuQmCC) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5klEQVRYhcXXTWxcVxUH8J+fX4fpZGqmju04luU4g1O3UaIuiASLqogQFhUSCiAkJCSQTFggsaQfQuoCsUCQSu2CD9E2FSxgA6VISCwKElUrBBGwqAguro1bO47t1MadOvbEfn5+ZjHzojczL4m94khX97379T/nf849994uB5MRPIqHVYw5pGJTTc0M3sTrmD/Igl37GFPCBeMumlLwkMhJW46KdQvsSiwJTSp6S8G4yJTH8SLqBzSwQyZU7Dph20XXLZm2Z8qeKdPmsGfa3K22JdMuuu6EbRW7mLgbwO0Y6HHUH9x0xpPWnBM5Y6NlxIbAlJJxdWVJS9/flP1RwQ/0utffLfk01vOAgpy2QVUrRp0yaVai5JK+jlFliY/a6ACHl/TZUzJp1jGnfMQKBvfDQI+qFeMiv7WogHWholghb/ptJMKWUI9YhPOGTCmY1a+NiVYFjrps1CmvWTgQ4H4U+oRhc65Y8rFsV9YFE2464+Wm5QeRvUzZzSnd+JVFm85oC8yUgZKKG56wZk/JNy3qyfFtO2jSrGVqbf9dGm78iUFd6p7Rq+Y+zS2aMnBBv9g5katCxduApxbGzZJkyl7Of9pWEJsX+qTIYTEutDIwbtsFNd9Su6u1aaEVpN3yvDUCPKfi5yre9qFUgVG8Y8mMwTbLs8BJpq1dITl1u6TOfk9gzBiOYT7AIx4SdYCnAdROcUp/tn/3Dv/tbX0SD4g0zhQhHnbSVofV7ZTvZr638ZpemwJliZJYSeKISL8ol4WuTP2ALW873VCgYsxRsRlFR0TulbTQ3K7MP5Q9a8DvhC0An5L4oXftNufngdeFris6IlY2ZoPAIRXdAieMmFRqoTvrgqsKvmPEWUMd4CclvmfBh0W5eSAtU0o+bliAst4GA5tqYom3LBiw1UJ3onHovKLPt1V8kEMtPGvZkPqteXnShePq3jDvkrIb1hoK1MxYclZV/RZ4Gmx/VvF9fd7IPbT4ish5ax60fkfwVIpiI2LLKjbNNBTgTZOKLeDTSn5kwKW2pPw5sUdseFBdVV1J3LJFs5kxj4HUjGlF/DNV4HX/VrAsUJH4qSFPKqMRWGdtON0ErIg6slzW8mxeyFMgwarQfxQ0rm9CzDsh8gs9vqTuHolXvGdM3YCtlp2Q3YrZOKE1UeVJmgl/o8dxkXcad8dusGbdnM961LZX9fiqZffZaQFPLc8ml3YWsspl5+0IfNdx99v1nF5zHsdlGa+8aEXoTwqGxeqCFquzgZldPM6MSTPkjs7ttyEwKPYXBWsCPJ/1TCoTyl7wV7P6xB1WZFNqnhuy/m8/SwMN359XddPX8VKeAhxx2bBTXragW5ILnnVF2k+rS9plR+Abhi27YrX1RtR5JzxmRVXkeYvukXhfqCARNBXKxkHW+t2MIjsC2wKHxGKBpwy5quDa3e6EDRk0Ys5hsR9b9GtDrgk9bbbjypVlImv9M6oGxB6z6GlDakKLjmG5HSwvwy2b1++aK86pStR93moH+KbQv/S4IewIzMesStR9WdWyKxb154HfjoGsTDjkBYfFvqDmM9bd3wzQOSVfNOKX5m+dA/8VelWP36tYE9ryNfzsTgD7fxuOuuhdBaMio7aad7sGG6tCc4quKhgWWdj/23A/CmQlfR2fVjSmrNe6NZEZjdx+4Nfx/13+B/m6TnK0MY2OAAAAAElFTkSuQmCC) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur134229 2.4s linear infinite forwards;
}
