@keyframes rwdcur88429 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/klEQVRYhe2VT0hUURTGv/ucaNM+N5VNI6iokwjZOmhXE+3ChYMQBk3RWFKRbYKigpFp1yabIHSpC40oKyvMLHWeT53Umhn/EbgJghbVzLzztXi+54xRzYRpCz+4vPsel/P93j33nAv8D+oqruNGeWsbDeEAHDlzcUMgHICPTx/Ad/r8ukM4ABlTsNDXC9+plnWFcADENGGKYO5RD3wnz60bhAKsA1ixpxQA0Hu8NmdBS2Oz+pcALntiiomHTfsQ9AdWr+GvIEhCqTXg6yquYygSZkZSHJkZ4PDMAEeWR0ZSDEXCTjomFyY99nz6WZ/zPX63w7M6bj7SACB5/RiC/gCiM0MQEZACijX0mSEE/QGEImGShJlJx8bnx93ZQebbO9xKGPubQ+McwtHpQRAEYRkLxJqDiE4PIugPoO3eLSqikaZ0ZwdJk90QaVQACoVwAEhCaIKkNYQQEiICITEy9QpBfwCPXz7vUOQ2I2n4ACB5574P5LY9TQ2dc62h+sXWtu+Ll2/lnY4VAAhAy5T234ss74GVluF3AzaEmymOlx04qFLC8aIv304sXGpLaNAu0KXKd1wNxgsGECFEaJmKWDsAAcWEUJwdehN7gaA/gCev+2cBoKypYU59+hynxuad1856d105m8zXHFjuA6FImPtrK+xX60FgaDT2xwB2iS7VX8xJ//aO6yqfEnX6AAlQ0XIW4G10yglOrsQ2ksahrRony3fXzNnf9Fm9ZEnUYa/b2+uYdt74ozmQnYLl0oMwxxwAlFKYWJhwG4moAUj4q0nP1KxeYpvTzHgAho3EmDHxfsKdDVwQgFDwVp/+qf1Ofhj1SNqMUbSbXndNqQbcTlGqjYSeVmmpLFKu21733lKleNPUMjE9oRfWlEKRMPujPTkdb7Xs8jQS0fqxuG5Yc90kibH4qKG/1+vtNYVopREZ8d9ePHZuSdVeJK6j2QdM27LlqNLQnr2uYIB8bj2lFFyUqsrSypxSq95VnRSwak0upkJU6HZvalOb2tR/qR87JNsF5g55VgAAAABJRU5ErkJggg==) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2V0UtTURzHv+fORQj1GD6VbpMiczaF7KXH3sLwLYQaYQW1oklR/QchLNarYC0oeywoo0QsCxUz3e6ds21t3izobwjm7u/bw/Xemlm5Mg3yC4d7zrnnnt/n/n7n/H7Av6AHde3cKNvaRkO4AEcvXtsQCBfg08gTdFy4su4QLkDZEnwcHkTH+cvrCuECiGXBEsHC0GN0nLu0bhAKsA/gXn8jAGDwVFvFgssne9TfBKhxOpZYeHrmAKLhyPI1/BEESSi1BnwP6toZS8RZlhKn82N8kx/j9FIrS4mxRNwNR7KYDDjGjfmU5fSd+WqlAYB5/Rii4QiS+UmICEgBxW6p/CSi4QhiiThJQoOaTX9I+77dJFPI+DSoWbL6Y+MewpncBAiCsA0LxO6DSOYmEA1HcOPOTVLQLYuLD53vSMLSyg+VYrcz/i0AkhBaIGk3IYSEiEBITGfHEQ1HMDI+OqCUVmsUkkcAiGEaR6BQG/SF7usFvcuY1z9nCjOrDsdXAAhA2yidvxdZ8oEdljdvxxANRzD8ajRAr5Zp8Ye81JghcdYwUwWlyVXN62na19hWrBpAhBChbVTE9gAEFAtCcT30eu6l7YnR0fcAEGoILWz1oAhoPS3+1pbmnc1mNWFQABBLxHmwba8ztB8EJmfmfrmBc0WdG+GoxR/yrAbAzQMkQEXbsgBTyeyKScjsv9tREqb3nDmx4Mxl36fqS5TOYEPro2rzwtcQLF09CFc0/uHWgK/Yf88QIl6zY3sgNzRUDwB6Tq8vQQtQ1A1jXjdm3836qglBBYBQMJXKfWe8eHsgUCazSqQ3cPq4f3FbbR9rVDBt6lRbVFCJ9O0PtDYqxV5LK8/NVZuUYok4XyQfV2S85XJeZJ8/68o+HzYAIG3qBADD1I30fKoL+IM8MGMUf1p4lLu5J6F50VnxzqN1UiHxO7XBBVhN1VNKQTQ27T502Px2PrgraHpqvE1rUpg2talNbeq/0xeSTsd5PT+TTAAAAABJRU5ErkJggg==) 1 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2VzWsTQRjGn9kkgqLnehBbkwhqbUJasN5Fe5FIbxoPoSiCRjHFokW8SyElR/EgOak3C34gtviFVWptk920MY1Nt0UQ1H+gGLPv42G72w+/mqKtYB8YdmaYnec38868A/wLurO1lWvlra01hAtw5Hz3mkC4AB8eP0D03MVVh3ABqpbg/cB9RM92rSqECyCWBUsEM4/uIXrmwqpBKMA+gHsCOwEA90+2LBrQ1dGp/iaA16lYYuHhqX1IxhNLx/BnECSh1B/gu7O1lalMmlWpcKQ0yDelQY7MlapUmMqk3XB8PnYl6JgbUznLqWfL2eBKvDUAMK8eRTKeQLY0BBEBKaDYJVcaQjKeQCqTJgGIqhY+xrr9CycZnxz3a1BjZO3Hxj2EoxOvQBCEbSwQuw4iO/EKyXgCvZk0LaJDAX3OfyRhadU+pXjCaa8IgCSEFkjaRQghISIQEiPFl0jGE7h9qO6mAJs/Hb8cBSCGaRyGwqaQP3JLn9RjxpQ+W0s45gEgAG1TOqsXmdsDOyxv3g4iGU/g5sE6P7VKPhyI+KhxXFg9nTf1SaXJJc3naWwONpdrBhAhRGibitg7AAHFglDcHXpdeG5DHNg2DQCRHZEZ5fGWaUlnONAcbtreZNYSBgUAqUya+1v2OE37Q2BotPDbCZwr6twIR+FAxLMcADcPkAAVbWcBhrPFHyah4uP+qKoyv6utbcbtm841VCjtoR3Nd2vNC/MhmLt6EP7QvPRiwF98MmAASKNuS1Cf0Bsc81mLQYrqNaZ0Y+zdmL+WECwCEAqGcxPfmRee9QflK4qA1bP7wKFAZcvG62qDCuVNnV9E7dUUroUDkZ1KscfSqoVCrUkplUnzafbeooy3VM6q8lO5mGHqBgDkTZ0AoJdHjdy7XMy5wrVoPhEZ5V8+PEopOz8oZJRHa180ic/XrjTccMatCGA5r55SCh6vrzFUHzIX9ofqQ6aX0vRHHqZ1rWtd6/rv9A1Zb8MdPCpLpgAAAABJRU5ErkJggg==) 1 1, auto;}
}
div.testarea{
animation:rwdcur88429 1s linear infinite forwards;
}