@keyframes rwdcur79827 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe3WTWhcVRjG8d9Mp+N0GqYhhDTGEiVEKcGghEZEQcUPsCC6UNRSwdJFoS4sgi7Fla6KKzeKuNFNdwVpLErSLhoKxVQpScGOSKk1JGlIY2rGyWQy18W516Y0M01NwM088HLgHO49//O+z/mgqaaa+p+VajCWXhWJaqhuJkDmDmM55JFdBVCOoxLD1DYCsKVOfxq5xcX00OHD0VODgzqKv8hOz9iBHWjBNtyDrUImU1i5W4B6JUijgPYoUqRNFM3VLhdNjp116fsRP399zE/lJbOYwzwW8JeQnXWXqRFACzrRu/iHE/muFDowzXVmrqmev+DyuTHnT50xfPqMc5iKYcrrBUjX6U/MVkZp+32OFH+MlCan8QKtBdUVmfKS3uWq1/N5b6Arhm7kq9vUaBdk4x92oQ+Doye9n8uxUuX4EJ98irDq4xjFOCaFclSsw6D1TEgwVBI1pL76xuzTTxj47geOfkbcX8TvmMHfiOLYEo83NGa9EiSqCDW9Iqzu7P5Dvpi+hmC+i9GbBjA/POyV6IZTQrb6hMy1urmF11SjEoDZ3x5sae8pVuKfdeMh9GKn4JOFoSGP793reX8yPkH/kz7Cr7gUw8/Hi9mQssI2eBjP4jW8NTLi2ygSRdHbUVQSjZ0WnTgmwuc4iD3xd2tm4o4ZWAMiL5yQbRMTPujrdWBpjqkZFm6wWGLuOis1Xt7nS4y++JyrJ4eNC2W7JRN3C0DwTRaFdw95rHOnV5fKnlmu6l5ekd6+jV1dtLWRzfDSPkcxhou4KhxW/0L8F4AEIi8cVLsxkErp72i3p7NTZ0+37MCj0vd2kNnKgXe8hwuCL2ZR2igAoQyt2IUH0IP7hXoXkBt4REt/n3xvj8yHHzsSA0wJWahtFCC5LQtoR1vcFuJoETJViSe9EsescFBtGCBRzs1TM7m+V7dpIeXzqyYvbSYAtz5eMnFk40juhko8cfKWsJkA9ZRx+4sqiaaaagr8A0OW6xSMage7AAAAAElFTkSuQmCC) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur79827 1.3333333333333s linear infinite forwards;
}
