@keyframes rwdcur77972 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqklEQVRYhWNUl+X6zwAFTTW1MCZDeHolIwMdABM9LBnUDmBcObMdHgV1Lc1wCXpFx4CHwIA7ACVoByI6BjwEBtwBOIOTXtEx4CEw4A4gKghxRUeu0Tes6nM2EmcuA8MgCIEBdwDJYIo/w38YVpfl+o8cPeQAikKgqaaWoa6lmYFSR5AEkEOAgQGSQKkREmQ7gO6OwOYAujoClwNgjqCp5aNgFIyCUTAKaAEA9updlqVeeNMAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEklEQVRYhe2UTW7CMBCF31AWpVeoWCL2PQhbuAHdcIAW+sOPcwBYJDcgay7HKjw22DKRI9lKSITkTxolsibj5zcZA4EcJqAOe50kjqkiyapPnfRDBbggiTxL+J8oiEgB4KWJuk7KDuiTj4dvzLOkeNjGLgGtb14W0OrmJEES+wmoYzwcME8VCcCOEMQnKc8SU/d3tzXri4+zM39x8qsLAD3fxEfhPYZ6vkXuDnepK6DSqirbN6sf8z77/Pa2uorgFtg3XeitFyrA2Kttvz0vVtTmzsLbPPcA4E/tzAnXy5URMZ1/Sek/qEXnUxAqoBHbbeSYqkJEWrXd5ula0Dgyen81LWjLdpvOHehcQCQSiUQ65wrkCIqyvGAzjwAAAABJRU5ErkJggg==) 0 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABKElEQVRYhe2UMU7DQBBF/xg3cAA66tRcJHWOkAIukCBQFNscIEgxJ8A1DbfIAVJzByr8U9izrB0i8HpjFLRPWnnkXe98z99ZkESRZ5+wIIDVGKxHY843UZFnfEiTqC1iMEjiZZ1ydHVBFTFkBWIRAUkB8FWJ6ezsmEkbAgCgLQLrlHibDydgT0SW4Oa6uZCkWecTWY3B9ksCeNqcm4SL+Z1OlRPP9kQ+N3Mh/nlJhVqgT8CPHfHtK/Z2IYnL50dqfJ8sNWEkIqqgBNDbjk4W2H/f9dtOAuzStmOS3w5XDp6ByXRmMhd5ZjKoHbUgO7PTgTidLqgpRcSItkvv2h2/EnBMO07OAqDqfwDVvaCxayf0usoO2bF9//jfFhhIllbcX00gEAgE/oIdcRaVGofBKAAAAAAASUVORK5CYII=) 20 20, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 29 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABIElEQVRYhe2US47CMAyG7cIG7jBrbsO6c4POFdIKqKbJBRiJ3oCehguw5g6zac1iFGPCq09GM+STIllOZDu/4yB0YLvRpbUX2Sf794fvUd0Y4y4FIGIg7FYxgsdHhqWxAkVuWPalztifxgnb7x/xcAWAUI2I2PlnW1Cr7CI39qrVUmdc9EqdpA4jxbGaqNG0BcEt2f9fC4Ts/MkgYi+yS64qIGV2bUS8utrSqAVOoqp1VhlzPQdynQQAX7sJJ03jxCpRhZHif77LzS21p8Am6yOp5Nen4Awigu1G0+xtQus52FXaPfkg++LsXy9yQyujIVXJxcGur/0up5tPqchNSQDgKjAYbnKAnyl4WgFu8mcXMA4jhYhYyvn2eDwez0txBAhAhXabjoN9AAAAAElFTkSuQmCC) 21 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
}
div.testarea{
animation:rwdcur77972 1.3333333333333s linear infinite forwards;
}