@keyframes rwdcur179520 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMUlEQVRYhe2XXWwcVxXHf3PnY2fH6/V6403a2FGtoDSpIqgsCqR8CJKGyA/BfaLQFtQASiUwUN7yUCQEKKqNkGgrUglVQkEhhCiCBzekbuuG0oYmqWhdOQ1NHDc1ip3Yzia73s/ZuzP38jBxbcc2dQyIF460Dztz7/x/59xz7rkX/sdmrGjWT3ULijZC6aLqPmF9jCeas/89gB4t0HTSwF4U7YS4pJFYSlGqCiZ9B1X3kcEoteBxVNDPUxvUfwagR3eh2YcmhUeCxxYZEwZwwYdfl0HJErKUR1a7+dXH+1YO8DOdQHMQzXY0HgrwCO58BJFsRnjAm0C5VoViEV5xFO80KEJpUb4KpckK9fIAGA+zf1tpKRmxhPhqNIPADgQeBlCTmBNZq7VfMgG8VshTHj4HJ07AexcRb/t8pdW2jHgDuCkQpkdY30FtepCH+lYvPwKR54MYtGNgGcDXUnDgrUHI/wMsoMuAqTG4eBHqddjYAWfvYfNtG/nuFxy6B2qo7HmYvgS1QoAORxGxDo48sCAS1gIAzUkM2gFLBLDVhgOnX4fzfXDhRZBFxUuGYOJCBQjYvMVipNEjmVJnw5r49h+awTBAlkCFYFgW0E5QOQl89GY5c96/Xt2FwW4M7LQmXO1LMTj6Nxj6Hbz+CyhN+FSvm5SunwR6gcO4d7yKnVqFFm0Efo1awaJWhHoVbBe8VQG2J6j7TXzki2cYPnp+8SXo0QCXMGkD2LuZ4OfHx6zc2T/C848BVID9wB5gYVJ1PpnA9nqx3V04CY+GDDSvVzgJqGQFk0NwbWQMrdbx0p4Pps0moaITTQogreDJE3krNzEEQwdnRnTf+C2e0f0/KPHco92YbjeWC14L21vXik9lkgK3GQwTZCFFcbxz7rS5ALvRJNDw1Va4mh2B4T/B+BsSOHrD+w+3Iw/sx206iunIgXydb20BrBioACrXEuTe370UwDYUoCCfB668CW88AxAADy5LfMbc1IMYIkCW+fHLINAQSqjmYPLdbQsBfqJbUNpFRXKHhodhYnBmTB9LhX0p++XmEqZzlLDOeK0aeQ9RZeRHPNo/3zIfQNOGDiUaDAW6VgC/AFHi/fmWxGfMir+MaVdAYAsbTAd0AOAzcaFtPkAo21FhEq2ishAWxJsBPCC5IgDbS2J7HlaM251YBKBCgCT+5fabAUZRsoAK0AB2HBoycFtHBSisCMCKFbCcimFBs21G4oVxbnxv9CaA+hiBdAglWilM24P4KmjZ4LH+vq0rAhDch8DzDDhXrUF5CqbOArjA2HyAnnQWJX3qFZBFQhWC6UbL0NjaxdYfJW5JvEcnEOzEiByvFq/A1JmZtxXgg8PLbBkGtePIIlSyUM6CEJBcB5lNFt6aQ7cEYHAIE8vQUC1fjzw/9fTM2+Nzh84ChPJZZLlENQeyAF4G1t4DrZ90aFq3k4f6di1LvFfvwmDnnTGctQDFKzOhh6icn507fLYbatVPIPOEMoHpQMsGtSa5lqlQCV24BJXsPr7xyieIp/fwzMcW7gu9OkHUoHYJAzqScPhqAcqTAdeGZ3TyQP/8YM21R091EdYP4zQ4NN2h1jSmrR9+Gr53bAKmx4CwQqzJJZY8he39Bit+HSuWxuIRTLYg8IWB97k4/GWyBpNnYOxkwLHvC8An2lH7lgYA+OarZ7Dim0hkLLwWEk4DYTVHdfoS6BC8jMJtEgirAiLAtCxs01sTQzWbiB1tcHoUTo+8BRcH4LWnwL8cAOdY5Dyw8EBiGPcii4Pkq+2Ur1kl241S2Z8GK44ZaxSfzTRyuozn1zWENQTwnbtNceTv8PSQH3k+9NuZxAuI6v7eBVqLRgDg6/2rkaW/EtbbQLuEMnqebIPbO9Td6bS4fxMceFvx/vTl6PDhNCiCqiA7HLXwqI37RDX/GWBq+QAAX/59gmruILK0HVnwMGPQvD4gc5cglhSEMsrw4jjIMpiOoppTvPeCxciLENX7APAw/6KZffi9YPsTXfi5fWiVIp5OEE9HrbU0AdnzkD03t8y4IZYnOrz8G/eC+RCCWr6TenUvstxO6bLL8PMSUER7iUMU7lHgceDYsr67bICbbeOXWph8t438iMvsOq/obvh/+ycD4Z5FNSxR3gAAAABJRU5ErkJggg==) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur179520 1s linear infinite forwards;
}
