@keyframes rwdcur78796 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+0lEQVRYhe2WW2wUZRiGn9ljt1t2u9tubctSpi2noiAgaCGCgCFgAijEiBdqRKImICZEEsXEZDReSAyHxGhEbwyJEWOEJpagRElUCoI2ykGKVHRYeqILW3bZ2e5p9vdiBthuCy0J3vVNJjsz//d/h/f9/m9WYhgIRbYBU83HLBABKoA0EJEUtde0WwjUmTaPAj8CBwG/ubdLUtTLhf4twyUgKWrWvL0PKAJ6gA7gMhDPMy0HPMAh4G1gt5lsGkgAV4f0P1wCQpEtwA5gErAP+ERS1EE2a5vCekdMY+NDAVZOdm8A9gBJSVETt/M/LAOAJxTNviqEWLa/vX8XUFlo8MGxmL5ulofVDX76kjq/96Q+BBYA80wJb4kBi6axH4hJipoEkBS177W5bsZ5nZy7kuKfSKabPOaEIrPntEaJA3wuK5GETjIDQCmGRJaCGEVmEVmgozA7GSgGKoQin5EUNQew7agGaATd8JGmDdggKSqbGt2ENSfHO1JIEnTFdeaOc/6B0Se5ghgVGL1iAdKFEtxSkhdmuvnl5SBzqgevbV8WqOqI6cwJOnl6WgnvLvZtMRlIAx6hyAhFdpjmCQzmy4GiQgZC5sLV69Vj0C1aLmg0nXXya9eQjRvcusS3CJgCNABVZpU2DKrLAYdQZIAuc08vkC5MIAe8LinqRjD0NSsJYPRFujCyUORdQCdQZgY9gKF9GmMudAFJMwnM9xHTr21AApKipszbV8zKi4Hr1HkwNL2BOdUI7BJqOINcamvGmA9XMaRchUH3V2/+0HfM7zL2bJ7nm2gOpIhQ5JunYHUDYm8bvPSAm2eme/i0NSYAZ168rFlxKVC3tincek+JjdZQkkCxleZz/cuXT3KtAN4HSrFJNWTFb7tPaJsX1xZRW2ql85rOl6e1drM4JEW92XR724zfWp+NGq+VMUbooFlRnJtTbwpljtYdy8p47zE/9T47QkBliYWWUOob7NJ0xrtqKLMDqH/2pokkctT67CyYUMz5yEAVB3X9lu+jyDs70I0WnGDqXgwsEIrcuGF/+Gj7uTiXE1nIgc0CyWyO8V479X4r0bgOPSm4lAbY4bLBU7PHoKUFcU1HKmjh/AQGLO1q1SRJUQ+aj+WALZrKHX1iSgkrPu9iX5vG6e4UvVqOTA7CiSyVY4u4GM3y1oErANOAk8oi33YkOHIxxbN7Q2yZ77PejgEp78pHaNuRvu/O9GY43pmkoQKmVxbx84UkxztT1PnsTF3ih4TOGIeFWVUO2sLpU8BKIE5/bufSCa6xTWeR8o43UDCKbwVJUbXGajh4Pspz9wfouuYGAf0ZnVhK53zEzrSzxjcn4LaS0qE7rhOK9X++tN4VA9ZgnPvBvkeSACAKXyyfCPNlLyd6stgtsP5BD/U+O1omR02Vg5ymc/JSmhmVzkeAw4WV3xED+fh6TYBtLWGa2+HF2Q5sEtxbUUQomkUIcNklajx2LBnBt38nmPlx90+38zeSzzHkMXXo3wShPpjsh8e/COOwWckJaAunOXIxxeELSdCykBG88bCv7E4LHA7i+Rlu0b05KJSFXgGIoBvx2Sq/wJBJbF/qF5sa3UIoct3dDg5AnRfRsq5KrJvlvhF0iOt/h9i6xCuCbsSeJwPi1PrqfBbuCCPtgUJIzX9F6dAgkdHxOi0kjAk70lN11yAA8c4irxCKPMRflVGMYhSjGB7/ATUd8QZzShkSAAAAAElFTkSuQmCC) 16 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur78796 2.6666666666667s linear infinite forwards;
}
