@keyframes rwdcur189952 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRYhe2XX2hTZxjGf0nbrIRVQhglMs2KrEOwo1JERLzqrpR5IRSGa2GrdHdeCoKWXQqhOBAOpcsoEpDtJk6YqzjEC0vsWMTZaKnbTLauXUNq/rmkSduTnPPu4jupaUxqdcIY+MDHl3PCOc/zvd/7Pe974DX+Y9he4pnmmmEHTKBcM16pADvgAJzWeNOaHZaIMqADRWDZmovWPfPfCqgQuzRN23X48OGPXC7XXqfT6bXZbK2maeq5XC6xtLQUvXTp0s2RkZE54DGQAp5UCXkptALtPp/vQCqVmhCRkmwC0zSNWCwWGRwcPAV8CHQB7dZ7XorcMzk5OVAqldKbEVcJEBGRYrG4MjY2FgAGgP2A50VFOID2ycnJAcMwClshdw6nZM/5rITnVZB0XTc0TbsCnLBEtFvvfS7sgMvn8x3Y6spFRLJFQ85eL4jjTEq+fbAqIiKFQqHU19d30YpEF+Cy3v/c0Hckk8mJRmSLi4sSDAbF7/dLMBiUeDy+/p92e0UcZ1JyZ0FFIhKJpIERVE50bGUr3Jqm9UqdhDMMQ0ZHRwUQIAlEgB+BiN/v/9swDBEROXu9IF1fZMU0TTEMQ44fP34TOAnsA9ybkTcDO2Kx2Jf1Vl5FfgcYBz4HTlnzeCAQeCQikikY4hxOycTDNRERuXbtWhq4ABwBdlg8DcO/O51O/1RLHo/Hq8lHgI+BQ6gEO2RdjySTybyIyFAwL0PBvIiIzMzMCHAZ+BTYXb0NtQnRDDidTqe3VtnU1BQoc7kP3AOmgVngF2ueBu7Nzs7eBzjU0czPi8qRPR4PqFPgQpnaegTqCXDYbLZnEiWTyQDEgT+BeSCBcrqcNSeAeV3X5wHa3rDxZFUAaGlpAdjGRvuuK8AONJum+Yx1ut1u2OjxZZ76fKUY6W632wGQXxNcrcrpS6VSZXGVsYGwGiZQzuVyiVoBBw8ehKfFqLKKyvN269rR2dm5HyA0V6bnbcWVSCSgQaWsFVAG9KWlpWitgO3bt+P3+zuAdwAvyl5dqNC6AE8oFDrW1ta2I1s0+Xp6jWN7lPFFo1FQW1UdvbpoBXafPn36pGmaRj0fCAQCj6hzCkKh0HnTNEv1fODo0aMGDU5BLZpR5/RILBaLNHLCZDKZv3Xr1u0bN258c/fu3cu5XG6hkROGw2EB/mCLPgDKqfYNDg6eKhaLK41E1CJTeLYW5PN56e3tFeAHGjhhUx0BAtinp6ftO3fupLu7+/2mpqYNjctnl5fJrpj8njEIL5TRplY5EVzm8bLw3Sfb+OBdB7quc+7cOQKBwAxwG2Xbc0CW57RsdlRSdQEDmqZdKRQK63Xh+4drMhTMS8+FrOzyZaTnQlaGgnmZeLi23g/k83kZHh4W4FfgK16wGoLVD6AS7ERfX9/FSCSSrhSbRjAMQ8LhcCXsDyzyTfuBzXrCVkuxF3gP6O7v7+/p7+/f6/V63R6Ph5aWFkqlEolEgmg0yvj4uHn16tV54DeUZUes3/Mot1x9EQEVEdtQZ96LquedqExut/6rdMU5VDP6F/AItd9z1r1cPfKtCICqrhh4yyKuLSxllMk8sQi33BX/L74LavFKv4xe4x/Zv96DJCTQkwAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur189952 2.1333333333333s linear infinite forwards;
}
