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0.10381624524591%,0.010803877137467% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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0.12378090779321%,0.029770306557393% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhe2XXUxbZRjH/6ff0EOhZ4x+EaAdg22wdgNaEVgz3FiMpl6oCVNxCZPES7PFxHhhvHB380aN0exC0WV3apa4RSI6iIuAWD4K8v3RQjdPaXtK6enH6efximSJAWqheLPf7fu8z/vL+zzvmzzAU/5niJ0Wrt/44qa6qnLlsc/T+8m1q1y+BIQ7LbjX1n7PpFLXlcXUu4YGi316aJA+VIHQpjfpXl28z3GxF0opzY3qxiZC32AaWhqzZw5FAACSCS7po9f7eCHxivXZ9ld9Xvqs/ozp5+XJidhBCQj2CkjE44HTFuu9gYd9mROVNS+F/MyP7W90UYcmAADxZIwTieUiu2MUJ/X1LVsbG99bOy/LDkJg1xJsU1F3Iu2am+vmwnHQjBsZoaCKIASU5lRd39/zc3zeBXQ1NT4uwl7r6XlHTJVocYRUwh/wmnkC5yqNpvVas9nldEzmT2Bt5q+kymCwpTiUB+llRMJBXLxgQ5FYovcwnisyWcHdlcmJjVwEsuoBAJDJ5bMSsQASqRg2mw0jwyMo1xkQZVlBOBIJ5nL4fxIQSKQzAT+NuoY2PHj4J1Rlpbj15ceQSqWQywvP512AJzC+6JpHhA1CIiLgmP0DnV2XcclqBSmWfE4eUTfnIiDKNpCUk/Yig35xcPRBVYLjJObGJpw3N0EmlSGZSpELx/Xds4xnJG8CA3duhwHUPvf6mzUJLu6IcZwsuBWCWBwDF09AKpd3nbnYUV6gULiiodCHjl/6/dnkzeoVPIlzeoqpPG1UuF3O1lA8ASdNY9LhgFJSIjbVNR3f9NDmFJER0MvL/XkRAIBaS/NvINDqGB7Re/0+1FcbodZVwD46hDbrBazRLi0fCX/Gsuyen1TWTfgkv97uTZAlJW9rjun9qWQSR1U6rEwP48WONsxMOUAWKKqkFGXJJldOAgDQ/03vchFFvcfzPFKpDBjGD41GhWTEByVZCoVK3ZlNnpxKsI3BaKJ5HleEBORl2mqMTUwjnkijgKTAxgJaIhb9dK8y7EvAOT0VFqXTX/GFUh3D+o0QiiCVFaOp0YJV11JxJsn9wHi9u37ROZdgG7fLGSjTat6SFxbe8rhXM8Ulhbh7/w5ACEBVVF3aa/++bmCbxfHxtKm19R6pVIYFKb79+Q6b8JH3EeJsNPh4dem7vAsAwML4OFampoZPtjQPBjaDzcZTlqPRNFcZDW8thBhmLu8C28yP2deN51q+pQNe6FT6xvqzz7wmlBVwsSg3EmWD/2rIHeeCg+DqBx+pdepjL2u0uo6gz8dtMsHum+/35G3G2JWBWUbx9U+j+276pxw4/wCUF5joCysgvAAAAABJRU5ErkJggg==) 14 15, auto;}
0.12977030655739%,0.035759705321581% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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0.15971730037833%,0.065706699142518% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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}
div.testarea{
animation:rwdcur78826 1669.6166666667s linear infinite forwards;
}
