@keyframes rwdcur41097 {
0%,98.099672667758%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
98.199672667758%,98.263338788871% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhbWXMXLCMBBFH5n0UNKJMU3ajAoq7hB31hE4Qc5Al446ldJxiFQUnuQEnqijxFzAKYg8xkDiXTu/siRr/1vt2h6P6CHvfRWvnXMjTQzVprZ5HwgVQDRfrTIANps3NYQYoG0epYW4kwJcM781NzjAtbpHHQ6fne7rBQDXM43mzj1Iw+lKcM38pFfx/vt+hk3JzWGAE7hl3rUPOgPcDqjLPEpUAuf2wB7vp43ZRWN9h3M7vF9c7B0EoKm1c2fjZ+9VccQ9ELP/qCqOScIxSRpr3TNXAwBkWcZ8Pq/HxyS5OJF/AfB+SpZlPI5Or/qiKCiKol5fOyc+hc4fDWNMBZCGAMC7teR5DoC1luXP9daYek8I4c/4ohMIIT0zsNZira3HW2Moyy9JSF0PbI2pMwZY5vkZmETixzCEFGO2tXFT0uxVAFHajNsSN2EIKdA2nwEwmTwxHs/q2UGbsEswzf0DfA1nvXb3BOhnrgKIT0Bb7fr/C0DXukr6RVUCY17Oxs3spc0qBvjNQGquAgAoy7I+BW3to9Q/p/HFFKXJvreMMVUbRKpvARygrF6XYDMAAAAASUVORK5CYII=) 15 0, auto;}
98.363338788871%,98.427004909984% {cursor:url(data:image/png;base64,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) 15 0, auto;}
98.527004909984%,98.590671031097% {cursor:url(data:image/png;base64,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) 15 0, auto;}
98.690671031097%,98.75433715221% {cursor:url(data:image/png;base64,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) 15 0, auto;}
98.854337152209%,98.918003273322% {cursor:url(data:image/png;base64,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) 15 0, auto;}
99.018003273322%,99.081669394435% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhbWXPU7DQBCFPyN6KOnGckWLFIkqdyBd9ggpqTgDFXTUVEvnc1BYcIFIbJcyzgVMETbYxgHPrHmVvT/z3ts3tuWMBHjvm3jtnMssNUyb+uQpIkwCIvlqtQTg6enFLEItoE8eYRVxohUwRH5sbHIBQ7lHbLfvo9YlCYBhp5HcuUttOVsEQ+R7PKv3n6YRtqEnhwlO4Bj52D4YLeB4QZvzCFUEzm2ADd5ftEavW/OvOPeK99c/9k4ioI175zr3d96b6qh7oO1+VxTsioK3pvmaG+/cLAD27ndFAcB6vQZgubS9CVUReH/ROfpIDnCVZV9rdFGM/miISAOwCAGAh+b7oZjNZsyrCoBS5DAeQvizviqCEBaUIj/II0oR6vpDU9LWA3med8jnVdVxroH6MQxhgUjJbZYx781p3ZsERFgd96FuwhAWQJ88B+D8/Iazs/wwOmkTjilmWT/B1zBP2p0oII3cJECkHBzv5/8vAsbmqukXUwQij537tntts6oF/EagJTcJAKjr+nAK1uwjzD+n8cUUYXGfDBFp+kK0+ATLa52vAr6u6AAAAABJRU5ErkJggg==) 15 0, auto;}
99.181669394435%,99.245335515548% {cursor:url(data:image/png;base64,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) 15 0, auto;}
99.345335515548%,99.409001636661% {cursor:url(data:image/png;base64,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) 15 0, auto;}
99.509001636661%,99.572667757774% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhbVXO1LDMBRcM/RJme55VNG7yDVwh46QkoozUEGXmkp0OQRVCg+cwIO6lLEvYAqPjOTPoPdktrJk6+2u9lkeZ0iAMaZz11rrTFJDtGhMniJCJMCRHw4PAIDj8V0sgi1gTO4gFXHDFTBHvjS3uoC53B2u16+o55IEAPNOHbnWd9xysgjmyHu8sdffphH64JMDK+zAEnlsH0QLWC4oc+7AikDrC4ALjNl5s3vv/hlan2HMfrJ2FQE+nrUOxk/GiOqwe8B33yqFVinvXrxzsQCgd+8Tt0pNdiQWrAiM2QVEdV0DAJRS+OyiD78A0R8NIuoAoLQWAPBRFKiqCgDQeeR5ng/X1to/67MisLbEiWgYF0UxIW+ab05J2VtwIkJZVXhZcM4BuwmtLQEgIH/M+p3mugcSzoHAsRcLF+wm7HdgTNiL2W7vsdn8Clu1CWOKSZ5f4WuYJ61OFJBGLhJAdJqdH+f/LwJic+X0iygCotdg7LvnNqvgIFom4JKLBABA0zTDLkizdxD/nLqDyUHiPhlE1I2FcPEDzb2eu+ekUtwAAAAASUVORK5CYII=) 15 0, auto;}
99.672667757774%,99.736333878887% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhbWXPXKDMBCFnzPpbTp3y6hKT+Eqd4g7dASfIL5CunSuUykdh0jlGTyTE3iizqXhAqSwRQSGiXaFX4X+9n2r1QiYIULGmMY9a61nkhiiRX3zGAgRgDPfbHIAwG73KYZgA/TNnaQQD1yAIfOxvskBhurudD5/B82LAgCGM3XmWj9xw8lKMGR+0Qd7/WOcoS++OTDBDoyZh56DYIDxgLLMnVgl0PoE4ARjll7vyhvfQ+s9jFndrJ0EwNeb1p32qzGiOOwz4GdfK4VaKW8sPHMxAHDJ3jeulbrZkVCxSmDMsmN0PB4BAOoKk+f86zgYYLvdAgDW1/ZXkrRjSZKgbJrOvFCxSmDtGgVR286yDFmWoSxLAECapqiqn/sBOBVEeD4cAKBjLhEbwNp1++zMnbjZAxH3QEGEQpi1r+AvFyJqALcD1Bu9gCwWL5jP/6Cstf/GDy5BSDDJ/AnehmnU6kiAOHMRAFEx2N+v/10AQuvKOS+iEhC9d9p+9tzDKriIxg245iIAAKiqqt0Fae2dxD+n7mJykmQfLSJq+iBc/QIicZdf3bfxlgAAAABJRU5ErkJggg==) 15 0, auto;}
99.836333878887%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur41097 10.183333333333s linear infinite forwards;
}