@keyframes rwdcur4922 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 7 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0klEQVRYhe2Wv0oDQRDGfxtSWogEH0AlaN5BfQ4bS4XDTmxik0abYCcLNhY2vobBSrA1KPgAIiIS7AxZi90L4+X2z5lYmQ8Wdu925vtuZmdu4b9DTWlfcwNg5MbMUQPqggigbsDIATSBJbd3NigQrABLYv1jiOfrsxJSE073yoi11kZrHRKyGCMJnYG6gS8F+wYu5EatdalBlmXjubHON4FH4M37lQEBIwWrObk+OQySy3fX5x2UFXFLJBJBAcB7vsiOz368lF8r5wA7Bx25bAINH1dIAMCngo08wRIyEsWo5PsVXEb8RwUMgRcF2zFHRSi4Ap6AZ+wZKO0RMQEAAwO9qgIM7GJT+AIMqtpLRxM1nzqc7Rb2DJQi2CwMGAXo06NfiVftLgZ6LoV9SsrRm4JpyXG2rhx7eMrRJ8ArLGt3ydrd5OcCLWC56LuSAEmQMi+gASykCiiFTEfKPAW+f0ENWDPwNM05yOwhzBvSHXCD7QvjnuCLwAh4VbBpCIY1lfwBWwWvFBpS7EbUAFqulCqhQH6PpwxT/I5FVBGQQp4qIBexji2lBvHbztAR9oncB6pEdhFbxxOlVIIR8InN+UdoY9XUyltwDH92S55jjjlmim+VFMkz4ePq+QAAAABJRU5ErkJggg==) 7 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
}
div.testarea{
animation:rwdcur4922 3.3333333333333s linear infinite forwards;
}