@keyframes rwdcur106286 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhe2V229UVRTGv3ObOZeZOTNnZtqZttCZthRaEARKuIsSMUp8IxoejD6YmHiJD7746D+gL8ZEo/GSqKCBRF+MDxIQMSZGLppAKaXSmWk7vUxLp3M9c84+e/nQQhqDpi1FEsP3stdOdvb3y9prrQ3cZ0kLqwjAvxDz+wGgPfPc8y/u2L3vKVugWMPmcOqVKgD3PwEwDCPy0quvv/HaKy+/8NDDfYeCieQBBMxeDsnv1bwSY/UqALpnAKKmJfcefPzovl0702tbEvqWnt7W1jVrtolW5KAYj20XZJ/u1KtF1miUscpPJAGApodb9jx5+Oj2TT0JWRDh9/uQTraI3an2gKyoXWRaB7RE21ZiLq/YtQk4TnVVAYxYJNG755Ej29evb/bLIjgRRAEIBw10rmkRfIBacty01rp2fygcT9Vrc+ONUqkAwFsVAEnT4u1b+45s6+1pDqoqwDk4B4g4fIoPqZYkTL9PyOYnDMWK98Y6u/s8u1YqTdkjgG3fNYCoaeGWDVue7unqaGu1THACQBwEAgiQJAlNUQshVUUml5NI0xNWunuXJDOpMT054Lruip9EAgAfkWZ1bzzcnk53dDbHIEGYhwBAnMABSKKIRDQKQ/XhxnBOYLIUiqW7Nst6MFmcmBrwGrWbKwZgjInRjnUHo2vTmzqiYQR0FUQA5wQBACeCAIIoiYhHLLiOjeFMBpB9erRjXY+iq83F8ZFLzLaLKwIAwM2m5O5IumtXazSMpBkCCBBAIAKIaH4IcEBRZCSiUUxNFzA2PglJVRWrvSPlNhrCTGHidzhObSUAnm6GN0Y7ux9T/aqUjlrwKwogALTQ9jRfGOAcUBUfLNPE9eFhFMsl+IygP9bVvc4pFCqzY7k/sIwJKt0OZC1qpToPyWY4kAgaiJsh0K06AEHgBE60UJgcuqZB4IShTBb1hgNFNww1HEmX8qNX6qXiMJY4OW8DcIiimWh+NJzqbBMhYG0kCEWR5u25ACIOLAB4nEMEEAoYGB7JIj85CcYcKH7NdN26NHNj6DSAJbWneCtwyjOjxfzI5dJ0gWerdVwfL4AzAvcAIg9EgEcE4hzECS5jkEWBp+Oxoj07XZobz2N2NAvXrqtAUF6KOQAsPlgr50cvzOVHny1G46FfMwzNZhBNZgiiSOBcAHkcjBg85qFaLrOLF85f/vbrY+9nMrmYrAf2uq6bKU9OfQmUl9wNiwF4dXL655lcZjCUSPYpWgpnrgziic0bENE1cCIw8uA6LsbHxopnz/54+sTJ4+9cu3Lt/MI9nwCoAKhhGR+WtHjjunZF0bT2gBXboYUsyRYkqJ6LaNAAEaFWqfGBa/3DX3z26btfHT/29mhutB8Aw3zVVwA4WOa3Lf1t77puo2KEI/v9RjCuxeKYnC1C9Ty41VLppzNnTn/0wYdvnTr1w0nbtgvLNVsKAFi9flOUpIRmhvsEQBaCYWSzWXbu+++Onzj2+ZtDQ4MXATTu1vgfAQC4vOYUFEPfKRlGkhMJpWqd91/67dzI1f5vMJ/yVdMd26VaLQ5M/3n1YzUQShFjTcQYc6qOs5rGt3SnDACAV5vzRjyv4mP1WmQ2l/llPDP4nmfb+XsB8W+yFF3vA7Q2LBpaD/RAD/S/0l+aSCknB82wGQAAAABJRU5ErkJggg==) 2 2, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFd0lEQVRYhe2WyW8cRRTGv+plepuenp6xZ4u3ycRxMMFmiUIMGBDbIQeUQ5RIgMQlSPkXOHFFcOXCASRACAhwASkJHBAQEBJESQjZIMGx420yiz3jme7ppbqKw9gWCohsZjnwpFJVdR/er7731QL8yyGu9oJlWZaiKLrv+yEA9k8DKPuee/7A3meePSiZqW0eYXbg+x71fRdA9E8A6E/v23/w4IEX9k9MTDxYGhl9UrZ7HiS6OcxFyEIYrgRB0AHA/x6AeNzcMTG596GJnSNJQxeHhwaM7SMjQ6lsfldk2o+J6eydAhGFyG0th2HobCSICACaYfSMTT68b9f4eDEmd5ks08SWvk1Cr51IdCI2Giv0PxrP5UYJjYIWDcvwfW/DACRVtUr3TOy5/+67ipqsgDEGzhlkWcSmTAbFfI60mg3DgbwtUSxNqoZR6Kw05kPHqeM2DbsOMDC+Y8/YnXcU06YOwjgYBxgHCAiSponBbBa1WpksN1cSZq5/LDVQvC8K/Har6s8B3i2rsQ6QHR3bM7Jla3EwZQEAOAfAGQAOBg5d0zCYz2O5Vke1VpdiyfSmnuKWCUGicqdavkgpbd0yABVFJbt5ePemoeLW4UwaoiQCnIOjqwTnAOcEuq5hKJ9FbamGSqVKRE1LJIdK40rc7muUK2cj3126JQCEIekpjTyRHiyOlTI9SCixrs05X03OumoQDl1VMZgvoF6rYrFyFaKiaPZAcWvM0PLL8zOnI9+/KYi1cwDJQv8jPcOjOwuJBHK2CULQVQDdHiDgnIFzAk1V0JfPYXGhjEqlAlFTZbtvqCSrRn55oXz6ZpRYA+CqldpuDxYfkSRB3JxJQZHkrgnJGgCwvv0JoKsqeiwLv1yeQqvtQNJUOTW0pSjFpFyjPHeSel7jpgAkTctnSyNPxuwePW+oSCcSEEg3JeEEYByck645V8nihgECgunZK/DDEJJqxOzS8FDQavL6dPUk4HduFABEJLrd1/+Ulu/rNSQBg+kkREEEOMA5ByesOwYHJ11nEhCkkgnML5QxV74KTgBJVhUj3bvZrc3OtOvVc7jOObEOEBLCzN7MZKowsDUQZWRUGXbc6OqNNTMC4BE442ARAM4hCiII4bhw8RKcjosoCiGIsgGBW83pha8o/etSCOsj111qL5ZPt6pXacML8P2lGTiu1139agNjYOBgnAOcIeIUEQvRl82gVMjQYGWFOvUq3HpZIBQFYoiZGy4BgEgQhHgik3ncSPXGmawgThgyyQQIIWCrEN1jmiOKGMIghOM4bH52dvabr7546/LUDA1cx2pVry4szUy935ifPQLgL30g/X7iLVVPNRYXz6UG6jnNSuL72QXkUknkbAsAAWMRGOOIaASf+mg2mt7JE8dPfXjo0Kvnz5z50vOigqzL90aUXvHa7VMArrsTfq8AKKUdMaZmjVT6AdVMyMS00G4soc+2IIkCGGOgEYXne5iemqp8+sknH773ztsvnf3pp2O+7ztRFFZCz/uRBsE0gBu6H8Rr5hEPfVe37YcUw8ypcQsOI4hcByldBThDq9miJ078cO7tN994+eiRw69VKpUp3MaNKF37wW02L9QvT39u9uZHY7oRI/2DOD5XRuh1WK/Ma999/e3Rw4ePvP7rrz8fBxDcauK1uFYBAAij0GuocWtCVJUcISJEM4Hp6Rl+7LOjhz79+IMXK5XyeWzQW/EPCgCA22yeqU1dfFe3U5ulmJKgNAD1AmGx3dZd173tVV8XAIC3sjj7UeWyPUlkeTelocTDkEUe3cjcAP68BAAASumK33HmJSKMU8+NN+fnTi9cOvtK6DgXsIGPUnKd/6qmaWOSFt/uec6p0HXPYAOM93/8H/+p+A2MXJ6HCiie2QAAAABJRU5ErkJggg==) 2 2, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 2 2, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 2 2, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur106286 1.0833333333333s linear infinite forwards;
}
