@keyframes rwdcur247032 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGElEQVRYhe2WsWscRxjFf2e2+BbWMAMn2IEUWVCzRgGtcUAHabTgwgcutJDChlSu8geFVKkMShE4F4JzYTg1xqfuOsuFQeluwYYd8MEOZGFc7J0TRbrLKdKliR5std/Me9/O+94O3OIWG0T2IPPPfnzmV9UEmyBOd1KvjCGJY0TUytobFZDtZV5rDQ3UTU1Zlpg42byAdDf1xhiqTzXVhwptDBoFgeP0/WRzAtKd1KstA0D1ocIBbuYwAbw5HnH/2/tUdX3zApLtxAMopbCfKnAOiRTSOE7fnXbO3p0C+BrQd/XNCUh3Ui+RIAiltTjnEAARJifjzoUFTY3qxtcXkO1mXiLBWouEQighiQ6pqorJyeQi8Rw60sg/MCx9nT3IvAQCYQjU8AcYY6jrmtHxaCnpX+Ga9pnDFz88ZfD88NzaCxv1vut5fVe35zuziAgiQlmWjF6tR7wg7O3nhAK1qymnJUrFmC0DAQxfDDrnBGR7Pa+1RkXSnq0INACOwYvhVYj/JkBQXYWztjWqhISBMC2nDI8GnWDRtUkSaMDOLDQOQSCAwW//inyOmqqqAAci4CwALqhRcTu+dwDGr8edwfPDjrUlsVKoqI1PrTTFQbEyy1cjRGsDDQgKAoVEIaZroHHAJR4A6D8uvIo19mOFm1kIQAJheHSlr+F7+z2S7XucvX/LZDwh3c0ujOulUzA8ag2SP8y9KIWbWSQSiu8L7xqHm7m1DKmVhqZmfDzuSCQ+/eYek5PxuZq1Osof5T6OE8pyiooEgtao4BguN6jvHxSICINfD5fy3FlHwOjlqFOWUyQSzFcJOgq/HEv/oPC9/fxSn0gAIuHKvdeO4tHLttP+475XXYXpGs5+PwMcOhLyh7knkC91AA6gueGf0cKI+aO8TcpAIfLnbv2DvicQ3rwaIYGgo9U/o2vMeItsr+eN1m0rgbQZEinczOGcJdlO+eXnn5byXPtCMjkZdybMI3xLo7oKO3NIJEgUt4m6Ajd2JRu/Hs89Uvjka4OIMP1o/zsBCywyZBFmm7n2XgHFk6fXiPJb/B/wGTDpJq8HQrVwAAAAAElFTkSuQmCC) 1 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
}
div.testarea{
animation:rwdcur247032 0.66666666666667s linear infinite forwards;
}
