@keyframes rwdcur256893 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhe2UMUtbURiGnxtvRLEhukgEBelioBaKDrWKEFAEEUwkHUpdKlixHezqkFUkP6BbBs2WyRYJDgpxzODiksG4llIEY4bQXm7I26EtimK4Iqd3uc90ON/hvA/fxzlwTQooAQ7wE9gHEvwntnrjcc0VCnrfaGi1Xlcil1PP4KCANdPhqd54XCsXF1ooFjWcTOppOq10uazl83N1x2ICxkwKlAqFF1ooFmWFwzXgLbBmRyLO65MTTWSzAnZNCjiNxpySyX79Df/H5vONDb2pVARUTYWHgFaz2cK2LYAnN2rRkG3Tcl2AlikBgP1cblTl8itFIh0OsAlsdw8MaLla1XgmI+CzqXALSAwNdZWOj19Sq7nk89+wbYsfHw5xrq74OjvbdOv1Z8CZKQmA9VisU9nsiCqVaZ2eTmk8k1E4GnWBRZPB1o31GPAJmOTPzI++X8587OvrfFRAl3Vgtau3Lf7SvB6V7kHA9nLJEjt39vZ417Z++8x9hLwImCQQ8F3A91fgewcCAU8fEcASXzxfukfK81nfO+C7gOcRPKStD8H3DvguEBAQ8Buq740ubqHp2AAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur256893 2.1333333333333s linear infinite forwards;
}