@keyframes rwdcur215636 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaElEQVRoge2XW2xUVRSG/7X2rj0gXqhBglhMRUExxmA0Jj4Y33wwPHlJMFGoEZUSiggprVqHoRIoigjoAI5SKRB88MFL9EHjJUqMSqCoFCwCVSgWImoEac9M917Lh+kpUxigZSA+eL5kZyZn9uX/195r7TNATExMTMz/GUrVV+mZOlQ1pOhCLX66tQe1Zqq+SgtxNmPFkqqv0i/2dRdsg1nbFnq46vkZFzzyEyqXAgB2Ns055fcJlUuRAnQgGvjkBxdafD47m+YgMlLVkKJzWbffDgxEfPOip7nsskvQcfgIX3rxUHmo5kUBgLYP1/APbe088orh0nH4CKLnAzUx0Iif1sDZxH/yxgvcceiIvWzkmKBj/96DxMYe7Qp51fyZIFV8saUVIJI/j3Zlr772+vK3Fs4OR40oc/c8Xn9GI1UNKUoBGpk4JwOnE786McMaNpaZrA+G26z/vf3IoY7g0boXLRQWJ41QVRCRXb/0ucPOSahDyyrebJjlRNRdf81V2bun1hY0k2+iUE6c1UAh8elktR1/y21Ba8t3BxjGHmjfYytrGy0RWWYD4lPSB0QE8d4+MnehVVW7bkldpwiciDi+/KrydLI6nJZY4fLH5Fec/JwoinSy2n75bvOwdMPsY2HX8Z61i2o0E3ard65gyY0Qkb7v3jnNhN26dlGNhl3He9INs499+W7zsHSy2kbCz0cZLXjm08nqQECdlbWNw6KIAwAbM6hAiPe5T/FQVde0eN4/DB01LbEijEwUGjeYZD7lHkgnq2352PHBwf3tARFZW3LRoET35gGAE4bZGLierLUlJcHoMRVBOlntpiVWuPNRrvtNsDoxw06YeEfQ9mNLZ2VtY6CqltlAAIByZ54pNygSWciAApAotipg5HaBiFzT4nnh+JsnjjrWua/r3unzB1Rqz0RfJv78UZrzxROxBYCNyxJw3qNpR4imHSG8nP14iqKvv/MeG5clAABEbCtrG4O2H1s6h5ePCz5ON5xaCc7FwB9fv419R3HRyeJFpPf8Al5yLdKvqgVbZCDqr5qLvoj0M9HasuVw2Zjx9p1ldcUb+C0T2F/advwViWdjIOKxaXkSk2clYIyBYcBw7giJ9/DOIRt25bVuiHMQ78GEvv7GGEyelcCm5UmIeLAxIGI7tbYx2PrN5r+vrLixqF2wALD580+OP1a/zBIxR4knEoVPYQ1QOaEUIICZoB6wJSXIhl34YN2rAIBJU2eidMhQeOfABFTeVAoowFA4UUC1bxfYGEBgH3t2Kb++4KkMgJKiDACwBOL8MsnRRbW9DWADywzcegNUCQogmwnx/lsrMWnqTADAe2tfwX1P1MAYC+4VjpafcqLF958TALOB946LfWdnAFBVPrmqMOe2fuNnG9CTzcC5Hsi2XbnfjIExFvc/OQ+lpUNQGgzBA9PrYIyFsbmYyLZdcK4HPdkMNn62AZNnJRDdJxFEBKgWf4R6Z4OK9HtFIGbnRdy6T5udtdY+PHeh1WxoiRkiAhUBoFAFiBnMDO8doAq6eaxb/9Kzzjnn2FhLzDZ/PVUBUdFF6MQ9kKqv0ifnrxQRzyoKhbp1S+rC8orryg+273ajK8bZX/fubuecEAAQYhYoAFJAAVXtEygi7pqx4yqisQfa9xyYUrMoICJLxCBmrJk/s+j/Hv0Gp+qrPDELE4tCs7fcfufI7d9uzk5f8JrrfYexzGSZWbrDDEaUXe68eFYFvPfwXjjMZNlaAxF1ANy0xAr3VfMSDoOyYG/r97+DYFXEqiqf95s4ou3DNby1dQ+sMXhwzuKib0sASCer+a7bbsI337dhyjMvn5c5Y2JiYmJiYmJiYmJiYv5L/gUsMC0hOmmUVwAAAABJRU5ErkJggg==) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaElEQVRoge2XW2xUVRSG/7X2rj0gXqhBglhMRUExxmA0Jj4Y33wwPHlJMFGoEZUSiggprVqHoRIoigjoAI5SKRB88MFL9EHjJUqMSqCoFCwCVSgWImoEac9M917Lh+kpUxigZSA+eL5kZyZn9uX/195r7TNATExMTMz/GUrVV+mZOlQ1pOhCLX66tQe1Zqq+SgtxNmPFkqqv0i/2dRdsg1nbFnq46vkZFzzyEyqXAgB2Ns055fcJlUuRAnQgGvjkBxdafD47m+YgMlLVkKJzWbffDgxEfPOip7nsskvQcfgIX3rxUHmo5kUBgLYP1/APbe088orh0nH4CKLnAzUx0Iif1sDZxH/yxgvcceiIvWzkmKBj/96DxMYe7Qp51fyZIFV8saUVIJI/j3Zlr772+vK3Fs4OR40oc/c8Xn9GI1UNKUoBGpk4JwOnE786McMaNpaZrA+G26z/vf3IoY7g0boXLRQWJ41QVRCRXb/0ucPOSahDyyrebJjlRNRdf81V2bun1hY0k2+iUE6c1UAh8elktR1/y21Ba8t3BxjGHmjfYytrGy0RWWYD4lPSB0QE8d4+MnehVVW7bkldpwiciDi+/KrydLI6nJZY4fLH5Fec/JwoinSy2n75bvOwdMPsY2HX8Z61i2o0E3ard65gyY0Qkb7v3jnNhN26dlGNhl3He9INs499+W7zsHSy2kbCz0cZLXjm08nqQECdlbWNw6KIAwAbM6hAiPe5T/FQVde0eN4/DB01LbEijEwUGjeYZD7lHkgnq2352PHBwf3tARFZW3LRoET35gGAE4bZGLierLUlJcHoMRVBOlntpiVWuPNRrvtNsDoxw06YeEfQ9mNLZ2VtY6CqltlAAIByZ54pNygSWciAApAotipg5HaBiFzT4nnh+JsnjjrWua/r3unzB1Rqz0RfJv78UZrzxROxBYCNyxJw3qNpR4imHSG8nP14iqKvv/MeG5clAABEbCtrG4O2H1s6h5ePCz5ON5xaCc7FwB9fv419R3HRyeJFpPf8Al5yLdKvqgVbZCDqr5qLvoj0M9HasuVw2Zjx9p1ldcUb+C0T2F/advwViWdjIOKxaXkSk2clYIyBYcBw7giJ9/DOIRt25bVuiHMQ78GEvv7GGEyelcCm5UmIeLAxIGI7tbYx2PrN5r+vrLixqF2wALD580+OP1a/zBIxR4knEoVPYQ1QOaEUIICZoB6wJSXIhl34YN2rAIBJU2eidMhQeOfABFTeVAoowFA4UUC1bxfYGEBgH3t2Kb++4KkMgJKiDACwBOL8MsnRRbW9DWADywzcegNUCQogmwnx/lsrMWnqTADAe2tfwX1P1MAYC+4VjpafcqLF958TALOB946LfWdnAFBVPrmqMOe2fuNnG9CTzcC5Hsi2XbnfjIExFvc/OQ+lpUNQGgzBA9PrYIyFsbmYyLZdcK4HPdkMNn62AZNnJRDdJxFEBKgWf4R6Z4OK9HtFIGbnRdy6T5udtdY+PHeh1WxoiRkiAhUBoFAFiBnMDO8doAq6eaxb/9Kzzjnn2FhLzDZ/PVUBUdFF6MQ9kKqv0ifnrxQRzyoKhbp1S+rC8orryg+273ajK8bZX/fubuecEAAQYhYoAFJAAVXtEygi7pqx4yqisQfa9xyYUrMoICJLxCBmrJk/s+j/Hv0Gp+qrPDELE4tCs7fcfufI7d9uzk5f8JrrfYexzGSZWbrDDEaUXe68eFYFvPfwXjjMZNlaAxF1ANy0xAr3VfMSDoOyYG/r97+DYFXEqiqf95s4ou3DNby1dQ+sMXhwzuKib0sASCer+a7bbsI337dhyjMvn5c5Y2JiYmJiYmJiYmJiYv5L/gUsMC0hOmmUVwAAAABJRU5ErkJggg==) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur215636 0.8s linear infinite forwards;
}
