@keyframes rwdcur61024 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXElEQVRYheVWMWvbQBT+rnQKtKsFWSIRZ8lSyFzwYjBq6dIOAS2GLoamkCVLoTSho8e0Y4sWDQV7KakxaMkfyNZBtMX2EpCHLGnI+jrcSXc6yZIsy176gZD8dPL33XvfexLwv4NlBe3ZLUXXo53HmWvWBk7ejA9VzMbIe70etVqtzYpQyY8BGgN0DKxdxAM9EAQBOuK6o99cAx7qgcvLazwR5OOip7uhzIprVDJr4iF7dkujnYPUInt2tbgbVBEVhKQW6yIyyX1Oaje3MPp9L+MeP00+NGCZrJSQ5eaAslv7dAuf6BGO2F+MTu8BR5DvNgBgNQGZSNT7KSeb/opDlrmXiFln88q+yIcfEtCkQxwS0KTJlOLfUQx+SClvLECqDYvJOfaxDYDv/CNeYB/bcWyy2+AlKSEi1YZl8R7fZbrNPQw6n/Fq/CZRljIoLyDafdtg8EOKzAbwukceAET9nboFKOTwgKHo1JfPpYhMdEPKM+PyLhUCAN7vADC8kLdPrpTdtw1WJGB5D3jy0jIZ658TRVmwzuZ8CP2Zy0UOAEcxYzspplqfCnf3DxpxCVQkBHjaTTU7fkjVusAVqc3B68EPAMAXPJOkniLIDwltgy03B3QRC9APZIfAUUjVzhCx6gIyoJoRAO5u5jzVrsEyRXRDWknAyVv+whle8CPyQ/Dza+n/qCUDWUZMIMcvtZZAx7fBO2lW1YibEHB3o80CHcLEtQhQ658LfSa4q7RhWRR8lNQuwDIZS6QfkOPX1c51oX9ONJmS+DrKQfRKV7qi8geJCj4PCsiBdCYA/AN2KQ0XYfOfYAAAAABJRU5ErkJggg==) 3 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjElEQVRYhcWWsWvbQBTGfwqZOmS1IYtt4iwZPRcCxRDc0qUdAl4MXQylJUuWQmlDR4+hY4sXDwV7KakJ6G/w1sE4RfYoD1lM6Po6nHR3uqiOrCjtB0LSu0Pvu+9973TgoLVYiRt7SGz9z+QA23bicaVB8n3He2gCWoFxpUG3+4TDw11NxCbj3guD+mBdut2unIC0Fitxk8RzHqJEWoHpdMpssUohFz9PGFcapBG8F+LVQV1OQC5BKxGPx7F4XpEEvDiJXXdDbsLbyo5+P6Ku4wDjj7/N5H45l2E1AcAx3+TWZNMlE9MhnTCpxoZEEpNtad0WTIxdqZW36o/0MwADdQs+lKhVvXwtvK6+rcVK6IRCJ5TWYiXBXETHfHUFc5FgLpk9kp2lLXX/MQDBfKZDtep+IlY7W+b2xXr4oUBdjjkWqEerVe9xDF+plOVzW3dPcZMrHLALqJV/4jkH7OpYsFeCNrcNmoLtjQhYeM93I3d1n+HRZ15evk6UJQuyE4hX3yx7+KEEeyU9FMxn2gMQ1b9dNAErOQMYRVvGi2eGRCo6oawz4+YujQiA6neA0YUZPp1Yq2+WvbsIbO6BgXmsVT2vdy4Sq1A7W6pN6NfSTGoDbcuMzSSZfH0aubvXKOkS2EgQGDiDtjp+KPm6oB9Juwavhj8A+MJTk3RgEfJDoVn2NtsHXBJ/QW9qOoS2ldTujCiWn0AKbDMC3FwvldT9spdKohPKvQicvlF/vNGFumI/TH9+zfyNQhRIM2ICa/xSaAlcfBu+M2a1jfgvCNxcO3uBi8jEhRCw678W7p7Qv08bZsUdh5LCCdSqnpeQH8z223fuRaF3LtnOgvEv3eqK3AcSG2o/yHAQdZUA/gBOXleXuZa7UAAAAABJRU5ErkJggg==) 3 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur61024 2.6666666666667s linear infinite forwards;
}
