@keyframes rwdcur138323 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 7 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 7 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC10lEQVRYheWXT0gUYRjGf9M/KoJAmdvQwQ4LHUSM2vBSSXnYwyKlhyAhCbXcizehPCyEmXbw0B9iRYoOlUoHiyJYMDoYBp2iDntI8GBEiEoELZQ9HWZ2dsaZ3dHcJOiFl+f73ved73lmvvnm+wb+YZPXR0ZQTY3dPncOdXYWc93daH4eDQ+jxkbU34+uXPFf73jAtpRT0NQEpmm39+yB7dvtdnU1VFUV627fhro6GBuDqSlYWoLlZXj6FMbHwbJKcxgRTwCxs5xGv8XykPPUX8zDN7hkwcBAON+2MsMZgAzygURrK5w4AV1dqxI5wFN/Lw5zc/B9KZw8SgAAulUi8RM6S+UKdgxYgeuPS5eUmwIAKQvGSVA25GJvfAdQBXxeFd8G+8/D7GwkV7gAQPpSxIIH4gtI31EiEcxTYgWsWQCgT/oz3KgAn4gHCuLNmygrVF9vY1tbMV8J8oCIAyqiZaE3QpkMOu7gBdkfqvr6ypEHRKD7Lg4NoRsa0sQE6tAdAZqcRD09lSUPEfEjHCv42EPNND0k7+XHv03uMbW0INNEzEjJJKqt3TxyAE1Po7NPvooH0rMPLzU46IrYHAGpFIpdXrHvuteegtHRTRAgZ/lZFrp6bU7UyPbNmv+ODnT0KNqHAg7rn4bI3dBrDQ1oZARuORy7E3nan+9y+yAe7TXsRvRGB2stckcHciE3GMPwxd9NGLS2rnv80haLObsbi7anPhbbLEqxBX+fxcrvA2LG54WYDx/elWpf2zWHptckIuodcM6FaeCFGzRII9IYHCmimcY40+7UAlt/Obl0YZw/O5DIPCx1HZSIS8TV1ITUfMi587iLloXUcNjtez2T2cCBRIk+6e1pibQzeFqmia8PSKle5XJIyT43XvBkciMCys35amx+FYiLGZ06VYEjmddTqfC41xMJ3A9TNltaQOSPSdi6X6/FijQBvkgBFbYAX9l/w//CfgNnxz1wLDsDGQAAAABJRU5ErkJggg==) 7 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
}
div.testarea{
animation:rwdcur138323 2.6666666666667s linear infinite forwards;
}
