@keyframes rwdcur204556 {
0%,3.4087719298246%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5087719298246%,6.9175438596491% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.0175438596491%,10.426315789474% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.526315789474%,13.935087719298% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.035087719298%,17.443859649123% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.543859649123%,20.952631578947% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.052631578947%,24.461403508772% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.561403508772%,27.970175438596% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.070175438596%,31.478947368421% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.578947368421%,34.987719298246% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.087719298246%,38.49649122807% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.59649122807%,42.005263157895% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.105263157895%,45.514035087719% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXklEQVRYhe2XT0gUYRyGn/1clmWU2kSWTYpKrIsVZEWgHgyXbuUewqyIgsJKZCNxKTOU2ENReBDXDbQgvCR4UKJWuhjqqaBSEsHY3YIUzCQ1/6Du+k0HC1PLnJ2d2z7HYb73fb+Zd/78QAelErVUourR0GUupVSllLpCmGI1/9txv4hNL0GCBAkSAP9+vW6Ys4hYvERczAF2cyf7XvZNrSHMpRLVh6Rs4xsAUPzP/Q0hGUod/zzuWUiKZPb0disuj+vWUHjozWjjaOf/BHxIkELV5PoHVluW7Uzt/doTFsVyzWba/MLtcpenLaaJmqIajxYhs19gQgqtt+B7dbC6gC+c76NvcP7VPMknk4NdgS6Ht9j7g1zMpOJkHJimk14WVguUIVZ+vjX34Cr11DCJhyluM8x18jnCJqVKsRV2F7b6Pvm+4SWPirVL49E5K4KOkrqSnrqXdcPWi9YIjxmkgSLcmN3N7rwxOWbXa7Iu+eX5TycWJ9TgTFBVKpQ2nvGaFjqo1NZmc6wBZuZnghEZof9D/9Bs1+wptuJkCsFdZKyammkPtzsLrhTk6NFY+RN5DMEO0jExSuPa5hrBcoAn5GHiBhZGgAwE72ijihZjgywFaGY/W8ihko9sx0EG6RzGgoXjmDjKaeaMCrDU2Ah7qeYRLqJc5iBOHhBgGgU7SVwyyhx+PwWCAO+JksUAIZo4QFSEhZBmOYKdFCMDLLPv19Ww42Ub9RSyh7d8JUSmkbbLJTzHTnaRwiRhHAhyecgh0YQiu1cvMm40ayWTAMX0coE5kbbeqfEaTnURj/H8Jzj94miCNmQsAAAAAElFTkSuQmCC) 15 15, auto;}
45.614035087719%,49.022807017544% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.122807017544%,52.531578947368% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.631578947368%,56.040350877193% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.140350877193%,59.549122807018% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.649122807018%,63.057894736842% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgUlEQVRYhe2XX0hTURzHP7tdbaztkhZiOadbPpSU6Et/KCotIjAq+8NIragwxlIwJolh0UtWUL0UM4iiiJARRYZl0UMRQmo6TRR9WJPCGNhELDEtu+ulxYyJ271SBPs8Hc499/f9XA7c3zmgArtMwC4TUFNDVbgsywFZllVJaJSGh5t3CsrqxYgx+xxBiHRpxAujIofbVLM8dEpXNs8mnZaKZxYoxchVjuJiC3aFAkvwspjX1JDJCQRWYSy07rtkmWMxTi9wAQkXLjZSh4m9JFFPGVcUCQwxwjBuNNxhjKVpBWm1+cvydZ19ne7pBYzc5QP19NHGI7q4Ti5f2Mk3TFELfETGhEg8bh4zWJBVkKfxaFrx8Sq8QCWZCHh4QxJm8tiEjQ6KaKKSr6yMWiCHNvTImEmiH39yRvKKlEUpa3jJeHiBBHR2K+XMxc8Ep6hDyxCTjNLAJ6SoBW7ShpdBBuimGrG1v7Wwxnv2LVZsEOZX/rurZaPnGCYsZJOGyFO20k1G1AJ/0Pu5V+r50VNhuKy3sxbLlC4a7Gp2mQA3fu13FlpOsp4HrFMbHo7QTHHKk+/4AUhHIJ4mdiGHeV8PjAOTsyGjCRrBzO206lnVamlCeh5niHtSkVthVRoamicGB5EcKoRRYXfjw0Z9e3d7JpAO+IFRJRLBj434ALG9dkfegonEEsksvWh539LVfLxZi5lDeDioRCBqnM3OjsTihIAuQ3cf2FZysaTcM+wJHLi1/x6gVVo34mbk6/ENnDtz3ju2eawSkEVJ3JA6PxVnUe0exzVHqVIBpRw25BgaHXWOdw3uhl7XiGvh3xYIJf5fhseIoZr/92o2W5dT1RJqw38CeVXwMqdD92wAAAAASUVORK5CYII=) 15 15, auto;}
63.157894736842%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.075438596491% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.175438596491%,73.584210526316% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.684210526316%,77.09298245614% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.19298245614%,80.601754385965% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.701754385965%,84.110526315789% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.210526315789%,87.619298245614% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.719298245614%,91.128070175439% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.228070175439%,94.636842105263% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.736842105263%,96.391228070175% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.491228070175%,98.145614035088% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.245614035088%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur204556 2.85s linear infinite forwards;
}
