@keyframes rwdcur109905 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRYhc2Wz2scVRzAP/Nm9mWzm212baLVNoGoIBY8SJVo24N4KONNqAY8VMF/oDkU8SCUehJq4raC3vRQ8CBId5JaldhoLc42EioYNUaSVm3axsSmdrOzsztv5o2HcYtBhcTmh1+Y03vzPp/3fd958zXYpHBd165Wq8eszYCXy2Xb9/3hpaUlS2wGXGvtjIyMWJVKhQ0VcF3XDsPQKZVK8syZM1Sr1Y0TcF3XVko5Q0ND8ujRo0RRhOd5bEgN/BU+MDAAQBiGBEGw/hn4JziA1hqt9fpmoAl3HEcODg4uG1t3gSb81PBJOThY/Nt4HMcA63MEruvaoQqckY9PyrPDRe67+9/nrnkGmvCzoyX5zedF2nNgCqg34OoN49bO4zhe+yNows+fK8mZcpEtWZCNRGC7NqjXYq7Xl7+zZgJN+IVySc5eKJLLgArBEiAs0FGK7u0B12fWQaAJ/268JOcniuRaIdQQKjAtMOomYWtMEMIDO2Bqdg0FXNe1ozBwpr4uyRvfJ/A4higCZYJQAtPcjlKzNELIt0H3nWsk0IRf/NaR3o9FclkwSATCCIKwk86te/F8je8nAtk0tGdAi9sUcF3X1pFyrkwNSXXxDfK55Ly1AVHYQdeDL9L75LO0tXcyVj7H3JWzBOHv+K2QaYCybkOgXC7bOlLOwsywNH4ZpKM9qXTDuIte+01a2vK4n31A6d2XMVJbeWj3frp7niD4oUQtgHQKSP1HgfHxcduII+fm1Y9k28LrpDvAsnq4f9chJsbe4csPn6OhIuoNUBEEyuCLoQmePnCMt18bwqtr0hIiM1nPXA18enrazqSlEy8Oy8zVV8nntiHwCaJFrvx0Gr92DRXGhBFoknrAgDj6jZ8vztOSuZfKzRlqCpTopLtn58qv4qWlJfuebZ1Oe3Babvn1FVIW1Pw5qn5ErQa+D0GY7DrSSSECmCakLFCVT9j//EtkWyEtwTINhBCJ5EoijuPrwB0AnudRr9dRSqG1Jo7jW1esYSQLSylJWUY49ulx6/L5I0QxRLqH+RuzXLqmmFc7eWTvM6v6GXUBBc/zCo1Go6C1LgghCqZpFizLKqRSqWWPZVkFYcoXHt/XH3T1HkYYYBqX2LXnENk0yD/b0RUXoWEYNaC2CmGA9zzPCx/bd/CE1sjZ8SNcnjxOexYWY4EQYv07omw2+75ptRzYbR8Mdjx6mJTwyLdBNmMhpdyYprQpscfuD7p6j7AlY1LItZDJZDamKW1K1Go19j7Vf0IIQ1a+GiWfz6/8K1ir8H2/Txj6xOipt2Qq//BG45NQSvV5XkVNTk7Gm2MABEHQt7Awt7BpAv+b+AOTAwM+8fL27gAAAABJRU5ErkJggg==) 31 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8UlEQVRYhc2WQWwUVRiAv3kz83bb7XZ3gUYiFAOSiCSeMEGUg8ZoNmjCodCbIfHopR6I0YOYqBdDaFxJ9OaFxAOJ2ClIxApabWbBNISopBKLRCnStCC1u7O7M2/mPQ/LEgmatKHb+idzem/m+97/z//nWaxQ+L5frFarJWcl4OVyuViv149XKhVHrARca+2NjIw48/PzLKuA7/vFOI69oaEhefr0aarV6vIJ+L5fVEp5w8PD8uDBgyRJQhAELMs/8E/4oUOHAIjjmCiK2p+Bf4MDaK3RWrc3Ay2453lycHDwrrW2C9yBnzgmBwdL96wbYwDaUwLf94tR3PA+Hzkmj46WyD3833uXPAMt+KlRTx7/oYTMQc6GsAHhH9adkxtj0FovbQZa8K/OevKLyyXcbujIQSoHPessnFXmnneWLAMt+NfnPfnlVAmZBaMgdgABlnZZsyHi+s02CLTg31705JmZEh1ZSGIgBmODY9kQG2QE+Udg7tISCvi+X4yShjd2yZOjt0qksmAZ0AloBVoI0vY6KmqKVAhdeQg3LJFAC372V0+OBc20Cwu0AR2DiXrY1LOTJND8VJ/CDSGVgVwOLH2fAr7vF2MdeuPXhuWYKpHOg+1ArEEka9jR+zK7tu9ldVcP/rnvuDQ9iormcOogOsEO70OgXC4XYx1652ePy++t98muAWywrQfYt/0w2VSek/6nDA69TsZazfOP9bFlw9NcjIZQNZBpsG83hLVY+Pj4eNFYsXfhr8/kWPIeIg3S2chzm/cz8uPHVOYvoMIE3YBYQRJZ2MkW9r9Q4o2PilRnNME0ZKuPsuuZPuzFwCcnJ4vpTsf72QzLcue7pPNrcUSdMPqTiWsnierXSZTBxM1S2LePp8wNfvlthu7UJm7NXyaqQVr1sPmhrQsfRJVKpbj2wdXe77mTcqz7AJYLqjZNWE3QNdB1iCNIVLMDbg+8Zhu6MKtO8Urfa8gMOGmwHQshxMJLYExyE8QqgCAIaDQaKKXQWmOMuTNiLav5YSklwjXxsXOHnRNX3yZOwEk2Mjczxa0riq6ZrTz7+J7FjGLRCxSCICiEYVjQWheEEAXbtguO4xRc173rcRyn4Ir0vj07BqIXe99ECND2FXZt2086A7bbRC+4CyzLqgG1hQsD8EkQBHHfEwNHtEYOT73D6NUPkDlwbwiEEO2/EWUymaPS7nhp75MD0e71BxBuQEceUlmnWaZ2C9wl8dRAtLv3LdLdNl25FJ2dnctzKW1J1Go1+ne+esQSljw79w35fH7xg+h+o16v9xsRHzl65kO53t223PhmKKX654M5NTExce8NZbkiiqL+6dnrsysm8L+JvwE97f5h8mKLkQAAAABJRU5ErkJggg==) 31 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhc2Wz28UVRzAPzOz+7bs7HbXQoMRqAFNTEiMJpLgj2ogXjZeNEFIPHjxL+hBjf4DeihtAibgXvTQ2AOJyc4iGNJUUsVZa9CIBAmmSKGtNi213e7Ozs7Mm/c8tEto0KRAf/i9vnnz+Xx/vJdnsEnhum6hXq8fS2wGvFKpFHzfP12r1RLmZsCVUs7Q0FBicXGRDRVwXbcgpXRKpZIYHh6mXq9vnIDruoUoipxyuSx6e3uJ4xjP89iQGbgb3tfXB4CUkjAM178C/wYHUEqhlFrfCrTgjuOI/v7+FWvrLtCCnx78SvQX++9Z11oDrE8LXNcthFXpfD04JM4UR9jBE//57ZpXoAU/XxoRleKvbCeHhUVEk1njzzuZa63XvgUteKX0g7hUvE477fgIOrCQxg6quknA3Io9a9aCFvzH0s/ienESmywpMqTJ0E477ck8XXTds29NKtCC/1K6Im4WZ7DIkkNSQ5LBIrAMGlqSIETzFGNcWzuBJXjs/Fa6JiaK87SRJUITE7OFCMs0iXZYiMkITUAbeXbdVYmHEmjBf3f+EJNFjyxZJAY2Gokk6gzZ2t3JvPIIJn0gIIVNkhwgH07Add2CXFTOeHlKLHwakSOPSYIUiua2mK53dvHq4f2kOzNUvhtlYWQaFkJCfDRpAuoPLlCpVAqyppyp8qyYO2mQYRtJLNhu0P3JfjL5FKNfunzxQQlrq8G+Q0/TdaCLainEpsEibWxBPZjAxYsXC7JuONWzVRGcyLCTNszdCZ5590l++uwyw299j4wDPJpoIkIj5Pzlb3n92BuMlU/SVB6CNkIaAFj3Ax8bGyskZdoJylo0etN0Ppon8E2Sf4dMnJ1i/i8fpSMkkhSKEAMFmLc14zM3sfekqF5fJKaB7IzZs/fx1d8DtVqtsM1+zBFncsL8qJ0MSRamG/hxnVkaVPGRhMTLZ8BAYwI5LCDJ/LmIw+8fIo1NijYsw8A0TYzVCui6nsOmA8DzPJrNJlEUoZRCa33nijWWfyyEwPST8sLx0cSl3glSxPi7Y2qTM9yKbnB77wzdb+67jxmw2QUIz/MIggCl1FIGxsocWgKJRAIrb772Ss8Ln6MRV47eQt+AZz98jqmPZ0iYS8VftYBhGA1YnpzVx6DnefLlnucHJEqMH51k6vgEeXLUTYFpmuv/IrJt+5R4xHr7YM+L4e73dmJ4SWzy5BIdCCE25k1o2/Ypz/M42PPSgGW4otYnsVNZ0un0xgi0JBqNBgd6ugdMwxQXRqfJ5/OrPwVrFb7vH9E1c+DciW9Etju50filiKLoiDddj65evao3xwAIw/DI7I2Z2U0T+N/EP666B5UHDqrgAAAAAElFTkSuQmCC) 31 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 31 1, auto;}
}
div.testarea{
animation:rwdcur109905 1.6s linear infinite forwards;
}
