@keyframes rwdcur158450 {
0%,4.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+ElEQVRYha2Xe0xU2R3HP/MCZhiY4SGPQZkBQQWsaFceC5IOspIVWOq2pnS3bCC2W7NWszS0dJuYKqW0SY3dbtNS7boP2rrd0rRFDXZbQcEH8hIRBAGniAPCojDycoY7r9s/mq7U+OCx379ubs75/D73d05uzpEwP2KBiKRSwhJTXl6+oaamRieVSlGr1Wzbtm2guLi4/2lzHhYTC8SHbxcnkZubKxdF8fDExMSLHclea6z6NTAxTGr9fXN4WPjHRqOx8uTJk7vHxsbIzs6+Vlpa+v7/C8wvvgSJ/Pz89+rdA7vGt6ewNdpAoXr9+AnBpD3e1yfX1TaRZg+3+HgpvVauXHmku7t7T2JiYnFCQkKV0Wgcl35W7H8F5z8vIFVVVYmjE2PJ9zI24eGn5ltem0xaech3v+axvlen9mEkfSMXzZ3+Go3G9Hx2dp9x587Z5ubmA8eOHbu0b9++EPlCCz0pfX19+647hmLDOt0MiAPUx6uj5PFRf7CbhrBfbkYvCmxPSqtOTNniHLdYjm6Oi/skafXqjo6Ojrc6OzvfXbaAxWLBssIDZ1Q46zzkXLb3gmkIyayV0Fgdww4XGetfnrR6a9+Q9/fH3piaStZHR2cGR0T82HHlygvS5QoAOCQStntIeHvqJpc0KlpkKi75+lIx2ccahYRfnzxaODg6ZDO5p2NHxWltv8slbRkb+5FGo+FzEcgcnyFvapAHMwHU3HPCWgPnZ+Tcd+v5nsWEYbCXw2d+xwFHB3+c7qL96gW6Tp2aVigUB5YlUF1dndXf0/kV44yTCIma4OgYGpuvwnA3XVebWRu7Gr1bSYK/C0fGBrzjYrkTrOCjxj+jDwp6paysrHZZe2B2dlaV/6VIVZAQQHikjrDJ2yTlPQeGzbPfyfFUC7eHCV4bRYdlBs+QlUzK5PjO2nlhKnRQrVO3ActbAqvVilyYJdJ3jrqL13C4H6DQxYHLrZIHR+GSTtLY2ocuwAOH3AO54EBZ14yXp9dvy8vL7y5bwM/Pb+DvXffsrddbePXtc+z/oB6LqRNh5oF0+tZ1Sv/UwK7fnKEiVI+ABNWngwR0Wa8XFRVVPJ74uD/iM1JaWpobFRU1qvdFXKVBDMNTzCZUDMJTDFMjhvsi+p7aL9L0jhj5erZYUFCwf/78Je+BvXv3FrW0tMTX1dXxxYSX3OauE7wa48LSqiBx0EWnNoywXJGf2oMw+/rB0BhrZmT2lPSUisrKyqULtLW1yaurq0suNTUd2Pfmm5NN7e1BLY3tjE07iY8z4NM7gMR3mEClP9p1idyYUeJzuw9JzyhfWLWufPfu3Zb5vEXvgePHj3/7THNDeWpW+t3QmJja1ORkig++hdls5sZNAR9DIK5pCEzS0TUxDFolMwN3Se+VWWJiYuof5S26AyfO1Lxm2GEkJDriI+z2PdNOJ3du9bAqPYUjLZHwhpS8eD1nHVb2m3wh2puQBhP6qOTGXbt2nX+Ut+gOzM48QCWIhMm0maNms7qrv5PKC3/jJxnefDN/iEMSO3sMAZTblMicWrhykx2G53ozMzNffxxv0QI7s798duBiKx9+/N5IT98N/nK6luibejKybAz2JCC5JOHciBvnWBAM2ljVO0pa6pbv5+TkfPo43lI2ocfc+DQnLv81q55W9Pp0bMGR/OKXG2gwaUhYpWYrV6joD8V6z0zGpuff12g0tU/iLaoDGRkZRU7BXeRt0bE+4EUidGko/MIRXME0dGsAOPjDfzJ3Rwb3behjPNsLCwuLc3Jy5p7EXFQHzp8/77FOuVWusIUjcUggFJDJmX+0bPhkEx+2ORGc40xMTNw1Go2TT2MuuANtbW3S1NRUb4krEMkKCbOhdxgXehCtFsDx2bijJ3QA2BQW8vLy3nkWd0EdaGtrk167du1nviplyZxhDuecBeXdTsacd2DEjX8oSL0j/jvYOYrTakftMcuFCxfOfi4CgiD4n6s9U6I1/wOdF4zYQKkFXNAx0oiP4IenwQYCYHExM/Vv1mUFVRuNRufp06efyl7QEtjtdkS7gJcnyGSQkgABKyFdC9siwTbXDb3ALXAIAp7RExgMhndLSkrcz2IvSEClUln9QnSmFZpAokOhph1kdui3BnBfloN3eDwATgS8N5rZ+fWv/ryiouLpn74YgaSkJKtSpUqajnul41eNkBsF3ipQeAciSnQozMGICExqbrDj5ezfl5WV/WAh3AULABw6dMgSExOTtnFzhj1E5ckDK4R4jaEU22H9TVRJo5MvfSPxSFVVVcFCmbCEq9lr+fkf3GqtKwxTjGJzeWLVbZlMSEzMS0tLa8rKyppeTPGHAo9KPOVqdvjwYY/Wlpay7p4eL4VCQW5ubs3Bgwf/tdjCj88SjmTLzX8Aa//b7PCqfp4AAAAASUVORK5CYII=) 3 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG70lEQVRYha2XeUzUZxrHP/ODORiYC+RmBYYRUAG54pqlohKqtE3dXU2NUSMrXnuYbrOmq2uqibutR0yXf7rZNqurSxSPIopuFWi98R5RBBUFZDy4BxiHuRiG+e0fVmO6YqnON3mTX/I87/N83uf5/X7v+8KLEgtFXkNZWVlBiYmJBUABULBo0aJ8o9EojGau5KXJJf+RvMz5+2R6i8XyR5vNxpIlS64JgjBm165dWeQmLGifNgmGPCSdqcfg0pYmJibuLC4u/u7HAV628h9AbN++Pfj48eNap9N5NC093RUfG9tZUlIyXRmqEq6+F6uITUjkDxHpFhsO/tp2UyvcvUPGsU5LWlJqTnFx8e2RAITnyZ4lfPH5BZlMpv0BanVLyuTJyukffGDThofXCoKgrEmWKtzxMSwMiMMgiShJE/QnFwdF4UxM4ILBowXm/HgFnkksFEcqf1FRkVhUVIRCofhlt9VaMez1mk137/67evju4qM3b0a889YMolPGA9B05iJnWutBI2PiqXbbrQs3VCMB+L+K7kU5vF6jXKGQtQwNHbI0NRGn1/9lcn6usueIOaJRH8Lg42u0eJuRDHsRBu1ERwSgvN7KLdHyyrijBnArldlX3G48Qy46sNJuf/yvtiOX2eu+RbHaS8rDJibop6JR6yx1nSfdq+TxYTWp46D96ivjjupTARgrk+0+9/XXnHl8li00sfGJkav7/smOwV5SBtXVv9h2h7aAONCn1GysjbFFVV3mS0c3qVanbwAKCgqWq2y2+9/YzWjTDASOTyJ5VgYZqmAeiLqKuXPnemU9D8BsiVEoFNWJ8Vn8XB5Izpgw5erVq/f6AsBlMBj+EV1n8nglAdgFGcLYMRCkZH5eXPTuT97fkpA3s5mY6LDSP+U0rf9tfok3QMPaj+YJFotl8hsDAKxZs+bvoa0DVhrvAxImREdRf+0ixsqadYq2u+skT3r19PVEebuaPj9fWb24r+06Klsvcrl8xJg/CQAgM3bC7/xu3wavk73qQNZK1Cz9soyq8xcx9/YL5o7H7Dl8jt9/fphTd7rYsq+SkJCQxtFFH8VesGPHjuRZM2fe4cA6kStfiHz4tpgajgiIs4kSp6AT5SCmhSGGhoaKc+bMGbH/8BoVWLp0aaNMLi/TfXcBRIGA9PFMTY2g9pMZfJgbxpa5cdSsm0KkLpjMzPewWKTBwM558+btPHbsWMQbAwCo1eq/hdebTfLrN3AO2kGhJDFMQ7xBhyFOhz40CLefCsdQO34K+8yyQ4cW6A2GX5WXl5+orKwMfmOAPXv2uH89/f1jmjN1qAeH2B4ZzfkWM/rCfKLfncahmx4eumRMe+dtFhb9BrlK1ZiRk1N+T+xJPnjwYFVZWdnzSrwWAEBcXNzWcZ1St6vbiiZ2LOXtCh4+fsjt7nZOSmJRB43jxqNazG471r6+tMiIiG9nTMv3lDkasg8cODDljQFWrlz5cNaMmctz6u0ewS5wtieUeR0DLLa4uRFk56uPTChcFkqrS+nrNeNxOjfKBjz+fp02uru7n8d5bQCADRs2lKQlTLggrWlB2aaiswv6rw8TUBtPhzmD5XlebN/K+Ob0caorK62VJ/9Lpl9kc0FBQYNPAABSU1I/zg4OtzqELlLqpGxK8IJTz+flUykty0MVMoHG/U/Y8umn2aYr9wSVSnVh7dq1zT4DWLZs2RXLk/5ZnoEh7ANS9Pp7zJ/TgX1IQkOrFqSxBKckka5eiLbHQP3VlvlrPl7zrs8AAKRSqc1POkC/dZjDxzNpbdC8YJUgESX4WQORucahGpgks1h6vqqoqPAdwObNm5v1E1X7PAxRVRfB5XtB31tEGO7CZbHQTi1DYzpgSM7JqrqYEydOfGY0GoVRH0hepezsbFdSUtItiU1E1KnAX45EUIDXgrunGZeilsAoB4hSZFEBRIhjuX3duO6oTufvEwCA2bNnnz5y6KiZBt0YSVwrBMKgtR9T/2kE/0GmBlmxDrcTz0UUMpANQOX+rj/7pAUA27Ztq0memNTwRGsCE3ALXI96iRF7yAq2YnJAzs9gbNRTf7cfBA62+OYdeCaNRlOoDHcwHPL0IKqJTiAwNBf/QUjWwe4HWlodYeSPg/RILZL4vEaftQAgJyenUxTF0sunTAsC1IP4D2gRYhJQe84SHwOpEn9KH2lr95zt3puQEMLKlQXVo74XjFYrVqxQ+Pv7HzXdN+X3mm1EOvsIUzz98U2MhOKGuBKTyVT4zH/UV7OfIqPRqHA4HFGXLl2aXXWk4rN423lloB/cd6qxhEwqOXfuXOH/zxILxefDh1q/fn3RlIwUMS8BMW/69N6tW7fmjuzt4+TPtGrVqrdyc3MLNm3alPlD2/8AIQTWOrYFFwAAAAAASUVORK5CYII=) 3 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur158450 1.6666666666667s linear infinite forwards;
}
