@keyframes rwdcur230262 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhe1WLY/CQBQcLif2EkpKqMCWfwC/gPSvIGuRCPBbiUNUoCtxILENqUAiQTRpk5KcfCcuu/T77tItZxi1u93szHtv+naBF/4ZnbYOHo/HJMa+71fyvLUlIA3LsoiIqOxbKxmwLCtDtt/vH4SdToazlQzoug5d1wEAm80GcRxX7lUuYDabUb/fBwBwzgEAURRJEflSKBfAGANjDIvFAgAkcRRFuFwuBRFKPSAOjuNYkqUhymKapvTCu0oBAqfTKTPv9XqZedqIygSI6D3Pk2uDwSCzZzQaFTKuNAOO4wAADGMITfuQ65PJpLLUSgQQEa1WKwBAt9tFGN6gaSam0+mPHlOWgSRJ5Hi5XLbW4kth2zbZtl3aaluD627JdbeNSf9cAtfdkjBYknw25f+9gDSxQBD47QvgnJNhDAvrQRDAcZzGZqu9C9Lk6eiPx2NTXonSCKqiBh5pVxE9kCsB55yA706WRxjeVPAVUChBHfn9foemacqiLwiYz+eFgwX59XrNdDtVqPWAID+fz2CMAQDW67XSNlv5Gwpy4XjxzFKNymg457Tb7QA8XjKe5ym/ZGoPzD+vD4fDc2+5F56BL0BmrFS5dFXuAAAAAElFTkSuQmCC) 16 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe2WMY7aQBSGP6IUjoQtJG+RIgVGewKfALmkpaSkdOsD+ABzBaQtQklDQWlxArgBLii8ElhjCaSlmxSREcb2shvGiTbav7JnrPne/G/e88Cn/neNx2O1XC5V3XyrSTDAYDDAtm0A+v1+ifelqQAADMMAIE1T0jSlyomvTYB931cAnufd/LYRBwzDKMAPh5fz87UL2h0Iw1B1u48F6KUsy2Kz2aher9eCBhxot9ulMdP8VnjP4aC5CoQQBXsfHr6fA7BtG8uycF23wNSWgqenn2q/fy6N57uvKkGtAXS7P6gKYDgcvuqylhSsVis1n88L+Q+C4E1ra3FgOp1imua7wFqVN54PCf6jFIRhqHa7HafT6V7++w6hEEIlSUKWZUgpGY1GN0+5lgCEEOp4PLLdbpFSkmUZvu/fDYcbKcibS5IkxHFMlmXnucVicS8bqHFgNpupw+GF/f6ZOI7JbQeQUuK6LpPJREu5lRapg0spAbTC4SoFr8EvHdCp0k6EEKoO7jgOURRp7XSl+0AQBK06eBOqrIJrOPy2fr1ea+/zlTeiKIpal/BOp6Ob+zY5jqM8z/s3P5pP/S39An6+9NUTI/CCAAAAAElFTkSuQmCC) 16 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABh0lEQVRYhe2WMYrCQBSGP90tFCL4IIIWXsYjpN5CsPQSOYCtpTBFLPUIIhYewAvYCglokcJutpCIE5MYdye7IH6db4L//+a9mTfw5tXxPE97nqfz1mtVi9/+Xi6Xd3r1qsR93zfERYTRaHS3E5UZ2O12pb6rxMBkMsmt+Xg8NtasG1Aq0Nvt1oiJCACNRoNOp2OU58O2gXodPx1rNpsA9Ho9AHzfvzaj1VOwWCz0fD43Ykn2/X7fEE74tGkgLZ4wm81yE7VmYDAY3DVe1rlPY6UJ1+u1BjidTk+Jg6UeuM1+tVpVers+NPCnFA2ZsvyoCW0IJzxVrzLT7VlKn4Kq6vwwg0S43W4bcRvZQ0EP2KxzEZlZ3D4cjsejsSYihVfrsxg7kH7FhGGIiFxNiAj7/d6WNpCxA0oFOooOAMRxTBiGnM9n4DLPp9Op1Zsu88+UCjRAFB2I4/gazxqnvyXzGA6HXzUA1+3iOA6O47DZbGxr5xsAaLUurxjX7QL/NGSUCnRSjjcvyzdD7oNv1592tAAAAABJRU5ErkJggg==) 16 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHUlEQVRYhe2WOw6DMBBEJ1EKChokI9FyCQ5AuSV1CiSuwAF8AK6ARMHhUlDSOxWJ+RkIaxJFTMXXb2bXBgOn/llVVauqqpXpmetRRubuXY6Gpum9xzykArqGxqxUYKnvwLsS7Aa2wIEvtGA4B1grsJR+CAeAG6eBLeBObBUYpm+aB/I8XxyfxYAOb5oHhAiMqXWxtmBtanatWXpWVBTFbvBHLejAQgR7+dsMEJGK4xhccGDDKpBSKtd1e/C1M92kxQoQkYqiaHSdA240QEQqDMPXeZeeW5MGkiRRnucBAHzfH93nSj9pIMsy49Limnyder9jHe44zuQLnOlHBsqynB28bVsrn9nRhsRkwoaMMCml0o6tGDNuyWxBT/2UnnOPXBm420sQAAAAAElFTkSuQmCC) 16 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjklEQVRYhe2VsY3CMBSGv5yucAGSXcAOlKzACF6BEbIAC1DSwQhQ0oEiCsbIAFAQyQ2dr0DOhbNJOGFzzX1VpMT+///ZeQ/++WOyVBtPJhMLIKVks9k81ElqQEoJgFIKgNVq5el9pBDXWtfiTabTqX2LAYdSqk7v0FrfmfiMLRpK6RBCeIaiG/hZ+uv1WouHiGogz3ML0O/3ATDGMBgM6vfGGM9I9DvgxAGqqsIY0/p9tArkeW6b4ufzuX52JubzufcbRjMQEhdCUFVV8P93RGlEs9nM9no9AI7HI0ophBAsFovO/aNewu12i5SyNXESA4fDAYD9fp+stXtorW1b03mWXzt2Q0YpxXK5JMuyl1I/fQTj8bger+v1+hXNOzrdO2G4DZfdbve9+MX00NIJi6KwRVHY5vBoisfCO4KyLC3chsjpdAL85BAnPQQq4BILIRgOh0gpkyR3eClcBeBWhdFo5C+KlD7I5XKxZVnaNmLqeUm6BGKn9+5A0vIGeCgWqkQKc50bNo28uzr/vIUv7y2hrbw37sgAAAAASUVORK5CYII=) 16 16, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhElEQVRYhe2WMXLCMBBFvzMpVFoFBSVH8BV8AApTUlLS0sO4lo8CN4AjcI7MmJnVQBF3SpFIEZZtyKAlDb/xWPbqv12vJQEv/bMSromLojBSShARdrtdrw8rgH+vtcbhcAj8WAC6zK3aEG8cAENqw73HNlgsFs6AiAAAaZq6KvjVYAHwZZtQStn7TlSA5XLpsm+axo0LIRyErQoLQNM0EEIE4/7YeDy+ehbtL7DNJaV0hkIIaK1BRJhMJqiqKvBj6YHRaIS6rh3E0EIUBcBmP5/Pcbl84nT6QF3XnRmzAFhzq9VqdfenjQIwnRYAgNlsxra0B1JKGaWUuf3msP5MvNlsnOl6vUaSJA9lfXewv8gIIaCU+p6AGyDPc5Omqbvfbre/wQ+aDwLkeR583/1+fx3MAXA8Hg0AnM9nlGXJag60fkMiMv5mYbfRtnlMBVkQkfm5QmuNLMvCoEjZdwIYY4w9NPjN91SAwYCI5kDHmTC2wS31mnVVggPu5oQ+yLOr89JT9AWmyZlmNHNG6gAAAABJRU5ErkJggg==) 16 16, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur230262 1s linear infinite forwards;
}
