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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADn0lEQVRYhe2XT2gcVRzHPzOzu263k3QMS1hL0CCtB+mWokGQSi/iJXhLVRAkNw89CB4URRAKiuDJP6AI1YO36kEUDEIJ9I+NUmIpaaiSWIkx7tYYk2WzOzvGyXsefm/q7DjZdDfpRfzCY2fnDe/7fd/f7/1+Mw7wLHAQuAHkgb2ADSgEmtuIDOABHwAhMA1cAS4APwArQA0IzLxKX2ZnOIbsMjl+AT5DHHoIGAZcxJ1dgwP8DrwMWIm5fuAAcAdwp/ltAuuIG7sCG/AR25MIkRAMA4eB/UCBXXYgWuzbxP0NQx4gOfCTGStmLm2daHSFjPm9CJww10tABRhATsY0cA64DFQK9qnQsY4eAXUEwkHNuq/09cWWemlWUw2MaN8I3TZpo7jfC1wHzgOngceQhLtsyK/k7ddrWev4CeD5an5sf9pig60XvgrUa6cV8wtmE8tAvZOQeOK9C5wERpCsV8AlYMZ1LnkW+z6t5scObbejUvBhEKiTE6GeuABcQ47zDdJD96/MzyBuDCFWzvU53w2Ae66aHyttRx6H5xenQ312CvgGCeNimohM4n+I5MCqebj+/UL5148/qud4sxt6yNtvPNDcfDyj+cM1tzbM2m3hSDoQwQaU1vpmGX7v7TXGXznWlYhi68lGoF6dA6aAL5HTVksSpUEB7MvO/zj66BIAT4/3d0UOsLLnExcKReB+4BBQIuF6x3M7Mz98YGJyCADPc7oWAJCxHnaRInYQya3clgK01pHHGSB3z3C2J9I4aoXfBpAKOmiGG59vE2BZ1vnYfbvplmm65Z7J9zauxnn6kc7bVs6TpyDCrrTdhPgMYn/bplNzQCk1ijmz77x4dkciPH9o1VyGpJTnVAds2/4CwG3O7ll7zmvtRECopyLSBlKW/biI7bpX+MiDiz2TF1vP+FBXhnTZDD/+zFY5AECfczW3+PNfc023fF8vAv5UbzUQ65eRZreElPib6OjA+mbZB57qhdzz71rVVDeQsn4NmEWaUtvb1FaluA19zswIZD+v5p9IbcNp5KE+0zDkM8Ak8DXSkNoE3NIbzPrm4elNfbFcCt4/1em5Ymu80ddcrYT6zAqwgNT+SaStV5LkcIsOxJBzGLk7a48et/COgj2kWM4pPReGerKhWQuQbI9iPovYXyER+14FwD9VbRCp7SWkwuWQHdaMgCUk5nU6vEX3IiAuJI+U1kJMgG9G9DHTETsRkBQT4bZ8Pf2P/y7+Bo6rN7IK/CZHAAAAAElFTkSuQmCC) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur12127 2s linear infinite forwards;
}