@keyframes rwdcur187037 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVRYhe3WX2hWdRzH8dc5bOLG3MbDsqZLxWFK1MCxm4JCRCIIAm1B1110EV4YdpOCRBARYRBRmHQjhRBdlTd6USBBYzRTJxi1VqEyiQ2bm+7Z5p59uzjn0fHkbtzZbtoHfvx+v+/h8P78/ny/5zjN6ARng13BgWA3BGuCTUFbkFouXSDmiSkuBhEcDZqDrmB3sD/vG3NjTUFrUFcEv64RCRroymM/4StM4DzmsFYGhdbquxhbqoF0W01glL05sC83ITcxXvvuUuGQflwTCHqxCzsxlcPfwuuyVa/J4TeKMKA/O/f/tBn+DD4JhhbEXwm2Bh1F3QHDixhYpL0f9AQbisqMugFsrY12Mo90+G7kODbgrOzRWJL1S1Y6WR1tWtB3k67Lpp9vMX0my4yD+ANXEmaLgINfa7d5n4g38vE2MfmaGCupHKM3KBV29rnu7UBVCdrRjSGajtOyU/rzE04MZ9nwYpEGXLzfZfuwZt4rbu8X7z6pPMrXwQeFGbhThXQsAB66fxZMvCeGO1TKXCqKnwThaTyHc7Ktb2BmkLGTlGRl8RJGZEv/53G/n7+stog+kNI+eAZt/N3Nj7+Z8yj1T9FUMt/AbMLhLrY/z8bvqC8KDuktaGXiAm+eNHVkwK2RetJWWm5IJ1uM45osBUeSrDQXprQR0/2Mf2P+kSEvbS47OvulOQ8xc4Tv12ue5lrCXFIkuapXiXc6lT9jXx4qHdyhfOfYvcv3CyeCtuXg+6jdVTy7MPZ2j1M/fKESfZmBq51uRvaFXDH1vPyC2zEkKoPiULsKmpcDtFhZHRif9Ff/px779qbpqR0GXb/7c7Jiant4vQPYs9LgVa1qVav6f+lf5hsye+gXzRcAAAAASUVORK5CYII=) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWklEQVRYhe3V32vXVRzH8cf3y5hhQ43UQkrCuZwORNePixhDVEJGFyHlLkY3muGV5I1XJt74BwTRbV0EQYyiH1SLUBvphbhykrLFtlL0QgP50tx3te37fXfx+Wzf7bsp5j5fb9wTDue83+fA+3XO+33OMczobb4OxoJIW3PQGqxXY/L9NDzBa1ie+gp4HY9hKugINtRKQO53omnhue/xE4ZwO8epWgjITwcvz597BdcwgpGgPqjLXEDP9AD/4jxTqZ5v0+BlSQra8XRUUpWNgMlZxjI826Tu7OPKd5ICPIgt6MJbaJDURnYcrVR+0hqrbCZnjTuC+izj53dUe4bnrZnO+1e4I+MTyL9w/2s/TQU0ZCrgQrVnDZrnuj5pNBF8hOdRF2wNnslEwS/VNTC7dSX95K6kLyWvZVvwRrA3ksuzOOYE3CfikIgjqb13vqgCPWkxvpjB/qt28CTO4Fd0YhX2pHPHkq5vkx05ijnmZe9ByP1GtMA7mMDHlclLqcLAAIr4E6e2GOq94i4v+P/kRyL2izgubr4nxjZXjntgnVJQSu3jaf5bI5PICfmX0sH4Zd78THGgYAK0s2GlvEqa/pb8DRdzWQpYgdEy3X0mXh3UOTalG/RSOshfa5SDc7iOW7kF/61F0EKcbDT+HfvhB56bqfrPRbFZ6SpfBDszuXbVHF7nD8lPN8PPzfqKHSJOi8IJ8X6bwbQGVmQuYCF28/LVzSbjQ1H+QPSvFAdqFHzBegp8s82N1Tut/bLgn40Dht4+Z3stBNyL1U+t9S52P+zASyyxxBKPFv8BTx0F6/RSwvUAAAAASUVORK5CYII=) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMklEQVRYhe3WTYhNYRgH8N+5xkdDERpDGbMgg8bnmDQxERsWSJZWNhKJUha2SlbKAtnJgsLKQmYzzcpmQo2RaZSZpnwnXzMMM/NYnOu6XZcF51rdf72d932ft/7/93n+5zknGWB4EbU4jzFsyz+v41rCE5VEEEWjs2i+N1heUXLkhvKTcbzlHW5gEx5iVrAnqI903hTMzlJATTcWYhI62LGEk+uYgbWYhq8YwStMkcbeZiUgeUfM/POZi3iDXgzgQ8KjrASUeqB09AT9wevgdqS3zxbliMcaxcvpxkv2nwZtQU1lBawR0Sq+NZfNyK28KXNZ8ee6S3fuYyk169PlyHQmUhPeQz1WSftGNgJayu1OKPi8dphcSrgWLejCgqwEGCxO8ZY/GjI+0BW0BA1ZlaGmnvRuyxBlThzDZEZf0XHXhhd9Gg7xOEnz9M/I9cEc6Qu2uCR6FvNRz9R2Npwz5dp6V5K0FNkgiFgg4rCIUz/TPbpbXC1Kfy+xkthPNK/Qn62AgyJO/1rzp/MLvaCzqPaZfgtyN6GO94McWGLkUqNPP4KNzwtG24wvaEV7ls0odwZDtVzu8OVSv+3fvro4sMtYmbOtUuN9SpSN/zViY5NhtOfXs480+Vxoy/PEZ4byJci2DUPzQv1F5ODCGncK7/6JgifqMif/HQ7T1tVqNG6J8e5UwEf2VYIr+V3geJu+1Ts1vO8xMfjMgzOdtiapEf8b5s6rc1T6k1pFFVVUUUXF8B1YGyV54D/aUgAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRklEQVRYhe3Vy0tWQRjH8c/7KnaRVEztpiFCEIouKnCRRViLLtAiiDCKbBstahO0iqKItkX9AW1atCqICILCLlCLqIiojC4vId0xy1d9vUyLc5SXTJM4tskvDGfmOcP8fmeemecIhLz2KH72BdoD1YGyYPpIPSE0YJjuAj7iM27iDKowF/14gnKk8TVFLgkDhffRgALK7nBkNa/wA62x8Hssjo2NUvLL+K9JZQg1yIo+NeY2WuL+HpThDR5jCD0pehIxEJgsxQ9xGXWidOwVbX9/EuLgl0M4WXsU2Jj0oUyPi9TT28ynYiNxJJM3dzWaRDuSjIHO/FEx3lK8kPKaMXPVeIqz+IIizE7KwO9T0CiEhnHxwTgNdSFJAx/yRWqndBaKEhNHYRUsxSJUii5bPu0M9PH6lqGSLucXR8XofVIG0t+gFvWYJVp+lC2oY9Y2Kg8rfLDMrhTLkxKHdOloLyu66V/z3m7HMHYwv4vmI4raVrqCdYk5GMvt0clzf49wjPCAsL5e559XnhqpLGHOIRSTu82nQSNLbv6mPtAmqgkjomr4IgkD6b2iJb9nuNApd/zdhDV+EyrifiJ/QkhXI7OAfR2yF97YdC/nxNX9+rWNm3sJ1/HM+Lvy92wltCzXi7VxqPzUMgOjuc+0Goz7TYmJ5tNYozNPHJxe4WrXQSHsEnKbxw7itWkxMAGrLq7RFzqEkUPC81JhgJPTIVQwQbyru9bObIl5N17qP1fqbvsru6fDwGRULKhyABv+tfAMM8www//FT9fECYAdkcHfAAAAAElFTkSuQmCC) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur187037 2.6666666666667s linear infinite forwards;
}
