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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe2UMU/bUBSFz3Oe1KU/oAhaUGAwQmJqV4aWrkUsHdCzJQtCsnaq+gsqpkrdWGpke+qCqDomJnu7EBXBQBELFDF3qfR8T4ckTgxIDSCFDjmS5edn+Z7P5z5d4H+Q67q8L2/nviFygFqtdi8QOUCz2UStVh06RA5ACnZ3m6hWhwuRAwgBiiBNU6wPESIHAAUCAiDSRor1SmUoEL0WCEEhRAhS0EhTVIYA0dcCgpeueqOBtbW1AsSPHTPTXf/57uf7xvT2bwVAsg9CChCrq6twXZcEkInab30Nyv1FgiAoK6X27wQgQqALIe1EQAKUHGLWdakUA1q73V/EWrtNMrgNgALaU3DyySSggHam7Lwqtn/x+Qt8CkN8fv/smEq9cSewU/mIJZIf4jieNsasKKVCknNJkhzdKAFSIBRQBOgcyPw8dJ7r9TqCIMDrd9/KVNJ68DRSItIqlUpVz/N+KqXeaq1nBzUvJDDxeKL3w1d/vpjEy0VshVs4PDxUAGCMmXIcZz6Koi+DGl8BGB8fRy/6tk5PT/9ZoAvh+34BOYoidf0XRenugpT2HYQCcHb2Ky/eL9/3X4lIK0mSk+6eMWYKwNKdEng0NgbFtv35+VXzIAjKtn36H5ZKpaq19ihJkhNjzJTWeibLsk0Av7XWy2EYHg8K0DcJBQSvNTfGzFhrD0huxHE8nWXZpuM4877v03Gc+SzLNuM4nia5Ya09uPFQcl2XCwsLHGTsGmNWPM/bA3p99zxvzxizciPTjvIELi4uru35ZSmlQq31cv+e1npZKRXeCWAQcwAgOXe5x2EYHpOcuw3ASCONNNJIfwEZw3NtIRiVTQAAAABJRU5ErkJggg==) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVRYhe2UP0gbYRjGn/dyVEq7Fiq2VaJDipAtpV0cWrsVRegkXwKHfxK6dWpLaZdCq1OhuLg0csnkou2cxOy6GBAdrLhoxUKhUKTD5X06JDnvasCoEDvkgeO++457n9/3vN99wP+gWCzGy/K2LhvCB8hkMpcC4QOUy2VkMum2Q/gApGJlpYx0ur0QPoASoCpKpRKm2wjhA4AKBQEQpWIJ01NTbYE4boESVEKVIBXFUglTbYAItIDgP1ehWMTk5GQIwhgz0BinUqmm8+cCIBmA0BDExMSEDyEiG47jRINFHMeJisjGhQBUCTQgtJYISIAagiDpeJ63FCzied4SSec8AALUTsHeO72AALVMWX8Vbv/ww0f4nM0ikUjsiMhzAF8AjJL8mMvl+o0x4yKSJTmYz+e3z5QAqVAqqArUN6S/H+rPhUIBjuNgdXU1qqoV13VFVSuRSCSdTCa/icgL27bvtmoeSuDW7VvHCz65+HASj4exkF3A1taWAIAxps+yrLjrul9bNT4B0NPTg+Poa9rb2zu1QAMi+EcAgOu60vyLsOzGgNTaHYQA2N//7hcPKpVKjahqJZ/P7zbm3r02faxi9O3MBRK42d0NYc3+4OCkueM40fruv/4kEUmP3PO2r97P7y5+Mn0/juyBn7+q8yB+27DHXs1kd1oFCJyECoJNzY0xA57nbZKczeVy/aMPqvNiWfHKcooQK37jWnX+zYdcP8BZT7zN9y/PeCjFYjEODQ2xlWP3aM2M/1lLrgNAZbnW98W55PrinBk/k2ldfgKHh4dNex4UCViQbNcVeyxUxLLHAMleCOA0cwAQAbqEgxIP9/jps+wOwMHzAHTUUUcddfQXSkdthNsg+rwAAAAASUVORK5CYII=) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur88373 1s linear infinite forwards;
}