@keyframes rwdcur102460 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACh0lEQVRYhe2VS2gTURSGv5kkk1dTNdpoH4iNSrVuBIOKCzctgq6UQhER99KFIhQtrtql6MJHLYILN27szkWLDS5cFASLL1otpUpK09rGJqRN824yLiaFISa9GaXaRX4Yhrl37n++ufecM1BVVVX9neT/beADcsDwPwUI+h+650f6DzU3eQ4UPDKbBXASuAcMAL3A6QX/Y68kmW6rsvz12qWzzwE62k+0z/kHPgT9/TeMAkiC+VtAD1BbeB4avHt95dTRlovk86DCGpBMZ3A5bKjw3STRU992NYR2PCEgAIwDkVIBzAKAZl1wgHPvJwP4juwnvhDG+WOJXbk8Wc8O0g115O1W75PB192Fd32FewC4Cbz4EwBP8UAsniIaS/Do5RsGR96STKWpczm5032FFm8jo5+mfEVL9gGOcgFEAEFgFahZH3Bvc2I2y/R1ddLX1UkqkyUcjVFb4+Dz1AzBxXApn1C5AKIkvA9E9QOt3iZyuTyxeApVVbEpFho9blwOGwf37iG7liv2iBQ+pKREOzANTAEN67CTgXniqTSR5VU62o5jVSwMj35EkiRsioVwNFbs8QwtD0qqkj7Qi5bFmGQZp93KscPNAFgVCwCR5VV8rV7mQhGWYwn92iBaFa2UMxftAGi7UAugWMxMTM8yM/+TndtdxJNpTLKMJEm8m/hGPJkmr6qgVeck0I+gSYn6AIAbuAzsBlqB8/pJu03BblWocdhQzCamZxcpBB0CLojMKwHQ6wzwaoP5cbTE9aBVzwORYSVHoNdvfaFIX4CnRgyN/oxEAAsG/QwD1AvmFzcbQLQDZTvelgUwmoRjaNAe3aX3MAxgtAxLya2DGQMSG79eVVVbTL8AnuK4HYwHZr8AAAAASUVORK5CYII=) 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,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur102460 1.3333333333333s linear infinite forwards;
}
