@keyframes rwdcur53207 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 10 10, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG3UlEQVRYhe2WW4xdZRXHf3vPnt3TYTozHduZoeVSC8EKhQDloqGKRKvBEGMwiomNSUN8MN4eCF6iiZGYPsArxISEGEMNiRr1RY1GbSJQBRSa6UgLdGRap2dm2pkzZ85t9v6+dfHhnFYKVdvigw+ux5186/dfe13hbdrlX/jh23qfXMyje7467Z2yRisu0ZE6hbQIsYN6yYl9D16Qz+xiBAzmE2z/6FYWF+ssLszxt9cPs3n9lbw2dfCCfaUXI+BYeeiOw7+q0l6uo7UF2hGq1QXIcib2PDZ6rjcTu/cycd/et3y/qBQA3Petpg9uKxmvlCycqvJ6vcmRlyfxbM3tc9///PP/BD+SQcyJADEFcKNY+PG35aIFfPFh95EdzsRa5eDxVVphiVZtgRdfOAB5//ss6kGIHWCoBw8QB4HcDVAR8MWFn363c8E18M3H3Idvgo2XJPx5uo/J3+2nLctcc8t2cKOP9BpDNwAnITaIpBBH3DiJSuh68cxNxsY+/vVq34XAH3rcffQW2DwMk7Nw5PcvsfEdtzyQZMlfj88cea+a4GYHDN8O5VVEXoFYcWMtKhXwBoCbgHmCw3kL2PuE+/qbYfMQHDoGc89Nc9WW636pku8uitVbS2/PqpaviMZLjbCdaCnEJTcCKhn4WjcpUU0wTcEV3M8rBafh4wNw9ASUr8yz89arfr5U5+p2m9m8fx399B1I8RvAbgQEYh2jgcom8HovasM1FfcUSBFt/EcBDz3uPnxjF/76PLRfXeBDd058sNlg6+oqn1iTkfXRV0M0WJRJiAWxTDF+4Sr08j2CShD3QURbgIEDyL8V8I1H3YduhPEKHFuAU5NV7r17001lYLLMmEocRNmgUixGL1MlZlE5hOlRV2mBj7rEQVwXxb2D6AbwIVxmgQZQZADv+srPRvL+tSMDybrqc4/cEQC+9LD7yE2wcaALt+pJ7r1n0/2AuZOXkVZRMrm6ythqccokrppgY0hHUA3gwSW2cD0o7g1Ec/AcF1ytBdSANNv65R9VRvSS5YF0lEZfY8edD7508LK11+v6m+HSQTj8d6jMLXDbjvE/lQW73OisNNiy0mBipcl8o9PpdMqloRCbqcROFbXgFlI3r+Cai/siooZHATquhmOn/7xlqKaFtbnu/TuYfubVv+R9fQy+u2BQL+HFGTj5wiF23XH9npUV3llkpCHQqjfZNb/EtQs18npz+kAzLLy2qq2Gaey4xYabF7iauI8hMoBLcO1CHTP3bjsmSSIJwHWf2+e3f/hu3FKW5xfxemBN3xWE1izbrty2a/06tq5Zw0mMUAa2NZp85tQyG6q1mQ3ztRdby3H2N+2ifsi1nHXVGTGpI1qAV3AZc7XCMdwdwDCdBeor+5/oTsIytFAv2GhN2rLEcYZZp8usy8Zn5mq8Z7nBVN6PmXF7UZI3Wsujy83pDfU4N1CPJ463i/qQa7nZVWtiMopoAxxcMJXjQOrug5gGoBbcOnnS3YMZQNCCdrPG+krk+Ik5Wn1NtDJGmba3NBaP3ZWl+UyS9AfTIg+h8en26slOJ9SzjjZqnbjSci1HXMJQt80kwyV3tU4v6hqmIbid1WHBjbUf2JNmADERVmqLzLdaaObo8ChheJzQXMaqhyX1ZJObXq4x7hRWR4KGl8U6R2Nc3eISR92lI1ECeOYSKo6Ju4NpPbh15/+bBACQpGk2sefRnFAwNXUIEgecrMyo9GWsTv2BJGES+AgaM7U46v2VEQ/NMbdy1lVFTDqItHA55moz5jrfA9feCBY7W0CWpr0uwEY9ye5G7TaIm4HPxtp0JS4dbiCkwKdACswvc5UBytZRN13EtS5RWuANl1BzbMbdjwSN84DQjTwVs+4N0C1AkiQ5Iyg+/QPLiGUd6ABH6M7wnxDYBHEWI/fuFht1k0HMwfWIuP8RkXqvyOruXsd0Krgt4nY62tTdA1B5Y+TuflpEAb2DZGL33hHgCiIZxODGtahcDX6pmwjmWa+vhxCdBT/hEqqO5e4egsZXcZsV65J70Yo8sy9kO3eDaw6kJH0AliRJiE8/yRkBb7TxT36ngspW8Mvc5AbMG7hmEmUQPMVlxtUWHctdJetFPfkmOLgGefYpeWvlnW1vXUYqOXjhJkcxnxGTLYiOgTdwed7VWj14GtxS3DpnwV0B7Hzg5xbQXZ/08i2IHgWfwWXI1eq93j7jXMxaZ0UOIs8+Fc4Hfk4BblL04Ih32xIXcbVqr78zTAluglsjPv2kAGQ7dyPP7Dtf7hk751U89rGvjYrJCKKnBQRXqy7/9ns2fNf9AOnK/ifOMVku3P7lWT56zwM5ohVwwaVT+/Vj/w3e/+1/z/4Bt+kfXERhoTcAAAAASUVORK5CYII=) 10 10, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur53207 2.0833333333333s linear infinite forwards;
}
