@keyframes rwdcur21092 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhcWXK3LDMBCGP3d6gLAYhqWwMCwBPUCAQY7g3qOHMCwsKMgBClRWaJiwQJn5BlsgqbbkR+NkouzMjqWNR/+/z8gJ8UT6jI8RCaCVv083kMQkgI2CI5Ju4CEyAbQywE5iEpAQPKaIVgh+IYb7qODR5C7gDjA6uACiig74zQkIILJFZO+Da9UQuikB2RoNwQERkQgEAs+l9FMwFoVrRrF3oBsyUlrDyTyqGdQ1PG378S6dhKKKBqwX/N3ovIblYvigi0fxegXJc3e2x5DeVnM2Ka3urZbIYY/kWX8dTI2AqAI2eTfs61WzPp6AhdHjCbQePnAKgUHwUGzB8f1j1h9fE1BGwDut5rS9d78HrSeBXgeuCp9AW4N89/39TicQgg+RGPC+c1bbcFYNuJznmdm7Wnh9g6o2tqo2AwdGcz558HVaLc+aUGvle9/y/Owwj0WgfYf7Y158mudyAfOZWVc1HA6e52d7OvRiLzggeQa7F0hTmNk5r7UBt+Smh5mgWv+5yYQtdfXFw8tz7GuUVwMDYY9D4F4fDZ0I2O+2aClIRsCipOEXOn95jvtnwncAAAAASUVORK5CYII=) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhcVXvXWDMBD+yMsAdKGkC2VGYAQKD5CS7JEhGCFFCgZIoRFc4s6l3LHBuRBnJCFh2Q8u9949WzK+77sfnY4MckKhzVdBAtDKXRc1kEkSwBQFJlLUwIswAWhlgFkkCZAPLimkFQhuIfprUXAxEQcnWyXBCQCpzqgHvjsBombSfglORLuSIOpnAja4F4FdCJBWIDouPec96s0ep2VTcF8X4FZahj5O4JlOSKozLZWOZoM7HK99yfO4sUdvQ1IdUFVzSw221xLAp/V9jBt8JAI38LfcBQ96Xhq9jMA4Au3B2HiWgAOefUQ8n+R0Np8MrnXccAqBKHgs5ww+DEDVAD9/QPebgBQjwMcNfrVHtD04R2+1FyTXgB92DrMvl6ng6jbNbsopyIp6HiZUZzarZpkCzrn9X8yeB8e/pBqwwYvCKBNh+fqeC27Kd9K8eS8CwTHqvTTKwunQ+hZ6HzxKZo2lDc7PEUeBCZzODvA9m8myNkwQYPr7Vnf+YlhMnGQ2u+EcT6RnOOcUBHIuR+C/XhoWEZje28RSYHeq0G+7yxWvfT9gaWtpjwAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYheWXLXLDMBCFnzo9gJkNw2oYWFaDHCAgILAwvUcPYVhYUJDyAh3DYYEO0w22YC3rJ7JkpxOR7ozH8lrR97QraR2BfEYh52NGAeil+1w1gMgpAEMUtJCqAR4yC0AvGaztlhQEc+lZKLLkw6c6JsGyBaoKKArzUimg77ndHK7Gt+Gjb4kAOuy4sd8YeFm4ncQaICKcvgX63ggJwEebkwICgPbLde43AOqACCGc1R6DTzp9uNeXZAvUFvyigFINb1fG13VjFCY5qQjYPySA8197My8VgI/h4ZVFlAWgqsToMwSM8BA4ZheV7jNXQBq+As8cwAkAztzWuyJmyTUQgp/OPPjnj9kV9fY2RvIkDM38acXQ/YZF1Nvrc34AJ7d5rAPJFnh5jg+goxE4fGZZdA1UiVUs1ktQYYumoLD2+ds7AzVUrE3YZWs0LRUQTUF3dI9c+3AJFJabSns0Bf42moDf9ZuCZAvqjnwHVzXSfswrzX8TYMNseC4BowgN964s5sOzmg3Pbv8H7oOyz9xZZLnhTi1IfUDeVUDoT0NWAVrEUOGypUBEYFnS8AuRecYKcZ+hMwAAAABJRU5ErkJggg==) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur21092 0.93333333333333s linear infinite forwards;
}