@keyframes rwdcur123292 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJcUlEQVRoge1ZW0wc1xn+5uzs7OyyzF5YbmviBHAwJmsgBDDY2LHjOFYT143qRIlqVU2tVL099SFSpapRW/WhVVX1IVKVKJWiqGmsqHFiW2ljJ05NLnaNsQ0GGyeAARsMmMvegN3ZnZlz+rAz3oE4BrKTqA/5pF/sLHO+83/nP+c//zkLfINvkBNs1tLlBwCHCKST1vJ+MYiVZO6q1od8jU8+bSXncrBSgLdww+amQN3effAF11rIe0dYJoAP1td4qxsbHYUlaws2bN9mFe9ysEqA4F+/pSVQXhrgmMqXbHr0WxbxLgtrBDiDJcVNra3eYpcbTEUgtLHWV9fWZgn3MrBEgC/U2FZYt75C8hMwLQ3Rk+9e0/rwLiu4l4MVArzB1q1bCirz3ZLIgTENHomhbs+uh50FBUEL+O+InAXkVTQ1Frc0hHb4JanUwfNgaZRLTnHvA+ur1+/Yvd3q/pYiV0KhqKWlZeuGtWWPBdzuYsFGCACXkwhbCjzSEz/43n69DwKA181SETmRCb67qqpa25q+vSbgz3PwvNPG8ZRT4Wcc3GB4pKmx8e7m5mYAom6CbpYhJwG+jfc3b2+4r9pOKemektNT9jxx7+ZyyUUIgaKqZR6P94l9+/Yh47xLNzHXfs3IqRayq0yz0dRC57murvPDc1o8uLb0oZqA2N372ZWP3zt2vLvrYncsFpk713n2IlTVoffHAKi6/f8gP/T4gT1HL195feLm9P6/HnwD2dH2ArgHQAhANYAyAJJV/a42lG5XRajRsWZN1e3/zZEwYzQFRpEZYYrMwhVKq0NV6x7bu13w+bzIrAM+B79vYaUk3sADW+orH9y5s3nbtraJU59cePNPv3lOdzDrPoAFjVJNW8QvABDyCov8u5//3S/sscgPu986cuT8scNvzY2M9C/lsFaAsyBY2tjYUrnzkZ2VzZsbGu4uCdZ4RPFwz4VBvW3a/DoBB4UBaao/ZgXwGgCVs/NlVevW/vG3zz838OyB/a/+4403PvrnwddTY0NDX1bIbQUIJWtrAg2tzWtatj5YWBMKSSVBvz+PJ3Mc0JlIq6NOr1e6r7He3MZV4vfbHTaeBwc+3+fPD9U3EEZEyoib45ibLyot4nlC5qmGsKqomyoq7rn4zE9+lLdlz2P97Sf+M/LvQ4cSQ92XAMirEcCZPrud62pDhfWt20oaW7aKpWVlvMsjMcYRG+wAJVAUht2VBa7t5S6XthAPy5qqJjRGo4pKJ1McHy8qK6kI8PzlqURifvr6mMhAfDaOl3gb7+YFYTwlurrHwrKNcFA0QolKaCQNyhQOWjwen7109uzEqbcOxS+3fwJgflUR4INV9UUbH/1pXtl9tclwvnshrIJTI+A4AWCZzZRxwEVZIB7JSWBzuxeoRqMao3GN0YhM+fykXXCGeTI5SwhNFfijFGQKHKEMRElxmBlLkOhAFIxRyhilDKAcBQg0MBUSEdZvL2r5WYgQ30vR3rdfwwpSLbfoyV1aXViz+fv+DW0Pe8sqi3yBYniLC/nSUpEvK+L5DSV2wRMl4gtHB6K9N2YmAUrBGBhlsDlcUt1DoeD9dwnkzaMD4cjo9SlwFADjGaMkzyW57w3VBu4qzqciZ8P0XFq9EY/PL8Tn0nPhGTU+dm08PtzbE7ve+XFyrOcM5OgYVrAuFq+B+YlPp88e+tV0z4mXfdU7nvbX7d7tKd8YHE+WChMKgeSRpKYigQYj7Sfe/NuLL6mmAQrcu21Xbduvn3E6JZcj1X9m8O/PvwCbJjAKERzE8oaWury23x+Q7aLg0GzCbCKRmLg5GY8NdI/EPuu4EBnsfF+dHO4DFmZW4vjtBRiQYyOR7sN/iHQfflFat3NPweYnv6M0bAqdZBwR6nmB2tR5NTr4kf42ASAoydoaxlia4zlRdNhUNXb1tP4/CYAEeb3bKwhUoHb+6tDozOWOExemej/siF3tbFfD1/oAJHTHV5WNltsHovHBD16LD37w+o2Tm/ZMtu3fP7drR4MSkeeRrS5FAALjOBGUEYUygDHojqjIpFo1mUinhy8NzYxc6jo7cu7Yu5HhrtNYmOoz8bhMbVZcaqx0I6Pp0Y6jwwc73hl9f2NbXkGgBIAb2QpT5BhcGmXQKAjTMlHR2woA+Bu9Zwbf/cvP/yxPjfZBiY8gk2UEE4dRasu6GeLvGJXVbOc8AEGd6b0Um0E/MjXOLQGMMadKQWRFM8oHv+5E5h01qco3LhtTxa07S00iDAGiLiBt+mtE5HNCVlKNEgB2AE5kwuw2LL+8paX5qWe/u6a1uc4ZrKooCTVU2nmOn0sK+R6PSyqrbW4iDtEdH78WNTnI6SYAcOhmjgDR/eJNZrRhS0WsJALmEBpzXgIgJBLztHjTE480bikLfBqLJBAjYtfJ/jQXXCe1/fiXBygFTr7y8jujnR3XAdkYQQHZ0V/ah/GdUYYY3/HIRIAsbbvSatRcXarQQ6vdvNTfc+rUp1PhVNrpsMOBtDzSOyGn5+fTCylGx8emwyNnP+wE5AQWL870Elsqxpg+5il0W6z0QMOQPYgoJlJV0whhG3Y02/MBJaay8b5J6g6WUt5uo1fPfNw1/N6rh6DKCzqPIT4BYEHn0UwDkwKQ1E3Wn1MmoYruxy2sZhGbRy+hmxAbOPNJ+MrAU3ZPVZBPpsEIo+mkgpnpWHzifPt/kYxcR2baQXdURiYDJfD5w/7SKJkjf1t8mUOFuQMByam+2e6PTnvvrXpcI5QAlCrzCczeHBub/qyjHUBcb2ekVSMCRrFmFmDeB1a0oeVyuL41muHzx4+kJqNRJQ0KEKrKc3K473SPMtlvnBuIqc1SjqVRXbomvjIBt5yQb144FxnqHdKSGiU2ApqMxGeunDmF7D5gRNp8yDFS57LT5E6w6nojHj7/ryNaKg2AQ2z4cl/yRm8PFt8HGVNFQPaKxUipXxqW3c/MDpw+nZgYHweT43PXujuRioexeDMysDQCOflg3W9k6blZu++ejQw2R/jC269QOTat8xvTBsimYwWL0yO7HeVKYOmPfEoipXA2RuYH2o8j45jNZEYpYOwFRq7P6YKLW/6V1aIgCMyOI1sim+e7sWCNNJqzAIt/ZgWA5Jz+gSI78ubaJoXsLqsih+kDfCUCFsFw3hBi1DlGiaB9cdOV4asWwJAVYDybDyw5jT7w9QgwankgGwEFFt1OW3LBugyMhWvA0qv1r0OAcRAxSoVV3zzcCf8DXTYDZsA2CUoAAAAASUVORK5CYII=) 20 22, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
}
div.testarea{
animation:rwdcur123292 0.8s linear infinite forwards;
}
