@keyframes rwdcur17003 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 7 1, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHDElEQVRYhb3XfWxddRnA8e/vvN1zX3t727utHXdbCy3rXhwZBacgmRGXWcbEmExiDBBINnGZZiK+ZGpbfIsuJBpedCxGFoNGJP5hlOA/sI1tbFAGQTLZ1nZd067d2t32vp177zm/8/v5h/EPgbYgjOfPc06e55Pze57n5AjmiBMHdvTnGtV4S6N4jpufGBViric/WBhz3XjxtbHAKwzvqXozD3L869dcmfLzAAKpy0Mz0qro0lcJL/1MH95+40cKiCYa/ItDU3gNrZZsdLZgFX6ij9zXo1/otT4SgC/VbL3qU7lcIWhc7srFi25WVrBHi/Pb9MC+2BUHRJxoMdQgSx61gks5utL1su3rZdx4QJYP36PffDhzxQAaiDdkvDDEUr4mP6hZ++TdTFTWutXM1Wt0Q3Snzr+6XR/b3XpFAH29vYYp3HyotSGlwC+A9zp0/vh2xqZWO9XUNZ2yIX6fVpM7a4d3dn7oAIBkU3NRYlhhIBEqoMnLE5cBn3poC6MTXVY11tEu08m7LHN2pz6667oPHZCK2jWE46igjqaGUxwj5ipilSq3/bCH8+NdRjXSeRXpxJdDY2a3f/DeDVrrOfO9L0B/f78aPz3gaWEp5QcIU2LJMplyiCldlIZP/PpzjIx2UnE6mnUydocRld+TR+65RQ/se19jOqc4P/aKERqWr3ypDMMFooCLwMJUBlYN1j3Tw/Dw1Xh2e0rF7U3CVT8ieGmjHuh9z2M6J0DZDZZp2mVZB23FUdYqjECAqXCkwK1UQWk2/nYzg2db8Mi5Km5vCI36I8jJW/XAd1JafwBAXfmGEHo29E0QDkLEUQVFRAXY/mlSQYGWSXBWVvnio8sYPNNKubbcUslUZ6hnfhfKwlb++d30Qoi5V7GwDa0ohqFvCBSOXaCesFCeQyhiGDLE9Aya68NoqfjM729jaGQVxUKrIRsyGR1e3B9WZ+/l1W82/18AbdiGMK2y1qDxcSI14uGL6JYaPjmKjYtQnsZ//k1K6dUUkg1sPPBZRibWUZxqpR7PuKjJvSoo7ZlvYc0JqNYtA6WLCtAqoBrPo0vnsMefwbZLiJRN3RZcbttCPrkYYlFwXW5//FZGptbhFTooybihzItfU8b0Xn1y1yrd2/uOevPOrRD8BxAKhIoStm1Ctd+EjI4TjoTUWqBEE5EiZM4FNF6YQQjF5v09DF3qQtnXMztjOFLP3qHq03vZPPHJt4/pnDNrJ+IYWtWUDgl9h1qxgYqTYbrBodYC4uOgLwODEHZBvRChzmIwNZVzilv/sIWhux8iYjhMDY3HnGR5oxsXrh07u1efefZ50dnjzwuoaqlioSiHOoaSEcq1LKUk1K4CukEcBb0exBlwn4bqIqg0A1WI1xTHtu7Du3SWi8Vz+EZEpYwlpzLxxX+3I5lBXi/LBd8AylGGUasqBWEAZduk0AGsAlEH8xSoW0DfCPUo4ANK0Nd6hJ41Z0nY/6J44aKym7tetiORp0IzNiDD1mG32J0X2z6tFgQ0prLSrNZqoQ5QoSa/LCQeM6jkwTglmPyTpOkvFhwD1QYkNYSCvupN3FAapG19mqak42PEj5upa59OPDczLfofVG+vM2cThk5K6lB6SgcoWWP5dI3syRmygwGXfiFJxOHyFyRkgQvAJMSLiuxUyA/e+DyVSjOx9g4raU9uSARDir7+dxSfF7Aok5KGiR9qhQir5MQlWsQILcElhv6xn3IFlvVa4ENDBZZNQGQMwrogKEF+IkDHllskWYVR3cTBu933Behqu17appJaB9jkcc0Iv7zhWQ60P0x2KYwc+iuRgoIIyDhYVU26AsmS4KcrniRdO0NwYZK6k46F4ez9JBvT+l328pw90L11q/fojrWeG3Nw1Dl+c8u3mK2UmK7kSV4UNOcsbCnADqk4Ahk1eDx3gKsSgzRGzyGqY0y+GVFWy9J8NpoYjrmt0NdnAP9zFPN+u7VwDK2CWsmbdIl4npVtGZidirjDZ06v/1hbq3X4K/v40sm7+Pnip2jJjdPgnMdgDF97sk5sUsrIMT2tDplLVx6JOZG86P/2O/pgXkAklsZJ2aNOa+r1RLrpj8WK/1Y0k+4ePX1if8fEeas5YfC33AMYXh5Unrr2Zd1yxgKz+TjRxkPJbMfxFZv2vCGEeNcGXBAQz3YeJxLcbxnyTGzFdflrrt/uPffE7lnfdE+OnT3fvTqH48ppPGXIOtagtOPHiDadiDauON7WdudbYs0aH74/Xwnm/eV8obfXqmbyRs83HvH/e+1XuzY72aVL72Tm9GM3LNMx07JPBbiHpZV8ScRyL3et3TAi1mzz58v7ngHvFlprDj7Zt2R69LWHr82GY0408YpOLxlYmVs1Jrp3yIUzfEAAgO7tNY7mvPVLcotGTxZent627c9znvFC8W8awVBsBFc2OAAAAABJRU5ErkJggg==) 7 1, auto;}
}
div.testarea{
animation:rwdcur17003 1.25s linear infinite forwards;
}
