@keyframes rwdcur150729 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2WP2sUQRjGf/t/yd6RcCZo0GLlGrWQgFXAdH6AoEGw8gv4Iba29AvYWqTwA9gdeoIWFgEhRTgEozHJnuvdrrmb2xkLRcjB5XRfMIX7dDPM+8wz7zvvMwM1/ndYkuDuFsb3IsYqZ327GpctEQDQvh+I4kUCfC8iOJIJcKsGmiQO94+/U1wpRAIqZ8BKeicfvxzgjJzzEQBQljBZGP1bASaJGyaJ/d8ignze+jPL/Ed3wCRxC7gJ7AF3gA/Ai/VtrC6Y6RY0SbwG7ALXgNvAk1ncZ/buq3uYS8srXL3Vgv0Rvc85aVawELpcf5pNb8qgmJiDfoHvOaRZwVjlhH5EcTLbJ+ZmoPXokPyoRK+VLDUyltNF3H5Id5CdOvnrnZ658aDF5TTga/sTF3/NB2mgd5/lM0s9NwNKozE/xzZox8EtSyYbz/Gm13c2UZZ9+lAatGdjV3XKudh5uGgk8RIj4u37Q9XeChmuNk0Uuk0r6Q3/lkfiA0urKw27bCr6A6WBsYCrGl7eRX17E5nOJqoqh8gJtQZLVa6iXIDnQqNzQfSrkGXAwHDjGAR9IH6M3j3OJhKOGjVq1Dh3/AAnM5t/2jlo6wAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe2Wv24TQRCHv707k/junAsWKUBInKCAdLRB4gWogkhNQU9BS7UFLQUNNQ8QJN4hEi6QAAVFQgpClpyQyDZWzvZd/njvlsI4QaAo0S6Km/vK1c7Mb2Z3dhZKpowwNdQy9oC7wEfAE7J5ZOLHMRUAhK12+uHzZif/0d0/1DKuX6gAIZt72+0Otx76qKIA6Jn48UwFTBiFGbudlBuvO0b2NkcAgKqmFNrc3lrApX5EUA2mJ0AL0NOswKiWkB2kJ4Jk7GgZz5/X/tzvgJbxA6ALfBey2Z2sN1bQS6tjP1rGPvCScWLPhGxmVgLeP+K4uIEfoDVcuzLHt9YO997+a9tYQUe1iIV5n0GmCGY9fvYzkkHCROTfnNmGiy/AHQbk4bjM7hAWQ2iIk8wnwW8+BX2Y4G/5FFczqj2feqSK5M3pR32mgPXnFOhxcAcK1029PEfdf0flz31Lq4g1xUg4eLDzezWlACrWN+0UtIzvfH1St+gBiy7QMnZa7f2N649hbZnRhQsAvMu1ioNV/nbD6Gh9c0upBaMZdIzVMJoLI6pffKJaBiRGPqzup8rh4HafZGAW3FrAME1wkxmE8b/qP/wHPr3qKVsfJSUlJVPlF5K8n1bUR/nnAAAAAElFTkSuQmCC) 16 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhe2WvUrDUBiGn5ykjTbFn2KFSocUF/UOHNy8gIIVb8IrcMogXoMuXkEHJ0eXghUcRBcXh6JDtaUtFWvV/BwHRSMipTloB/OMJ/lennznfJxAzH9HUymulpBjpsW4abKw346UJVQEAAolk/xsKnK9oSrwnGlzedWOXK/cAVVigaEEpGML6dgz4TWjbykJDDU60rGXgCKwozk14G0Ul8ufOdKx88AqcKg5tYaSwPEaEiA1btF/6iElTE9Okkwkmd9rfqs9WUfO53MANDqP3D90P56FJcMMHMPFbUidT9BfBPECfqqL5kO19fXLqyVkYRNcv066niU75TH3mKE33Q5udn/e6oECF1sEyDoAAgJdx/B9vJUDEuH3lstoFQ9XExjQfF/tEQCJ3zzqpxtv2zQSKkXc7pklK0XcqBnKzdFcA6FwpSkJmEkL8aQzO5ONnBO5UDq2kcumRWD6tDrN4M8FNKfm3dzeBaKvM5HO/H0HAHwfxi7SCIUU5f+B6tG1p5oRExMTM1JeAd3Cc4nBOcRjAAAAAElFTkSuQmCC) 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:rwdcur150729 2.6666666666667s linear infinite forwards;
}
