@keyframes rwdcur239995 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhcWXX0xTZxjGfxR2tKWWqBWqGSQIDmYyFoYaRRh/Ei6c+A90kxElxoxF0cUQG8kuvOBGyTHEDNAMZhgzDOcUEhSXhURAsCYIkjGzwYSRQILIioZSitb2sItyXKGnFNiSPTcn53zP9z3P+f683/v6sUCIEA2kA4nARsAAaAErMAo8BlqB20boWei4fgsQ3gsYA1fr4zckJBMauwl9eARavZ6SnSmcbGjCajZjHuhnqKuDJ23NTI6ZTUCREeqXbECESKBSHx6REH8kl8j4D1EFBMziXEjezOnmh7O+SQ4HfaZ7mCrLMQ/0twE5RvhzUQZEyAgQhKuJn5/UxO49gMrfX7GzkoE3RpxOuuqu01peanPY7YeMUKvEUymIl2lWrrqZVXZFE5d50Ku4L6j8/Ynbn0VW2RXN8hW6myKU+TQgQsbyFbrjr202XlknlyQ8F8+GhnBOWNDAcREyvBoQITJAEK4eKC4j5cxZ6gpOMdjV+a/Eu+820lT4JfuATCAAroqwXtEAUJmYe0ITsiGamNS0eU1MSxLjT4cBGH86zLQkzSseBoQAiaABqtx5fuA6avrwiLrD31TPWvPuu400FRWy7/xFwmLjsIyO0F5dRW9zI1Pj48PMxAF1UNC6qOQ0tmTnoAs2eIjLkIDvADPskY+obOD+7sKi+Hc+TFX+k6JC4j7J5tGP39vtU1PFwGUjDMoc0aVzTFCr86N27BJ6aq97iMv4A6gHkxG2A/iJEK3Vr/k991q9xzmX8fNXIr/WXrcB24zQrUhyGYkBHmwFTYIXjgR8DUzCu0boUQHpkduTvIpbRkfo/emW3Zc4wEz7tkdgt3jhqHBFOOAj+T0xNHaT10Hbq6uwT00V+xJ3N2GH4vZ5ODNLkyQb2KgPj1AkTksSvc2NAJcXIu6Gy73AtJdGveuxUTZg0Or1ikTLsxGmxseH3TfcQmCEwSkY9rYMWtfDABAAaEt2psw3nnYx4u79Kny0ywasJxuatMsCPXXGnw5TkbXHukQD1s+u1euCDGs9Gl5ZrZSkp1jBtQSjVrNZcQRdiAF1UNA6UflIe4UIYeqgoHW64BBlZ2N/AYzIBh6bB/oViX4qFVHJaQDHFmMAOBaVnIafyuOyBWBG7zfZQOtQV4fXkbZk5yCo1fkzQcYnRIgR1Or8Ldk5XjmDLr0W2cDtJ23NSA6HIlkXbOCDA58KwANfJuRIGLVjl6ALNihyJIeDvrYWgDsAKiP0TI6ZTX2me17cdtL5QzXvZXysEdTqhyKcm7snRAgT4ZygVj/ceviopqehnu67jYrj9ZnuMTlmNsmJqxx/RVNleV3k9qRZt+FgVyd1BadIOXOWmNQ0th08JLRXVxX0NjcWiPPchmGxm6krOAVATGraP3/vdGKqLAcokr+9yQlFaE05kZ8Qtz9LUdwd05KEZfQZFQd3k3vtFiuCgz02nFL/zhs1NJUWtxldqT3uMwBwpLW89Je334/VvLJOehUH1+mQz7du7VqY9gy6YbFx7Dt/8c1MhISG0lpeagNm7c5ZWbEIGZqVq26+ttm8irvjQvJmTrd0KBqYOxP+gsDLCUvm3Ox41rwZodb24vklf0EgJDR0XvGFYpk2kLc0Gl5OWC4ppeYekcIIeS8nLJk1eUdtnTdqkJzOJQlLTiedN2qoyTtqs714nmmEPCXefJXReqDKZ2U0Zwkkh4O++y2Yvq1YemU0x8hu4Ezgan18ZEISYXJtuHoNJekpfNHQzIR5FPNAP4NdHfS1tfw3taGCkWhcaVQSntXxCK7Y3gLcWUx1/L/jb4j/D5vVUfRKAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur239995 1.0666666666667s linear infinite forwards;
}
