@keyframes rwdcur49235 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACe0lEQVRYhe2WQWtTQRSFvxtC0BBKlCBRSikqKiFIkYLgriLi0rXgWnDvz3ChO3+AuPAXCCKCdiMiIrRqFyrBhUoJpZRSQsh1ce9rp9P3XqepioscGMh7M3PPuefemTxhTChUgONAG6gDv4ANn14TGKbEqYwrwMlPBSIuuJCtVHKAatGEQkN2MornasCMkzeAaWAArAr0UslzBSggNorIAeZ9nAGuAU3gPtBSqAtspgrIK0Ftnz1tLOM+5kAHK8VJrAT77d+FwhLEUFvbwWq94EJuBktawGXgtZdoKDDyvXXnWpcobp4DRQ3UdNIR8DEiB7iCEd8ApoCmQkOhC5zFXOuovW+6yL0OZKqj7DOhqx48z7lzwCdgEcu462MDO6I934u/qyqslZ2CtsCPTJSasB5W+y/AipOGGGFi7wC3gHWsIR9h5TsPfHahfWCzrAfWc56nXP0s8C4S8AK4yN7SDPEjCnzD3Jn1eJWyi2gQPog1Vd8zug2c9oArvqSBnYoYVWAumt/yMSgUkHeb+R1wFVgCHgDPMRfuYbaGR3CAudRnp2++Au+Bt0BfYJB0DFXVuEWOOkkV64OXwCv/vYDZm6EGXAqel4GHLmyEOZAGF6BqP04odBWObM/DjMKighaMpwp382InX0QAIoKq/kTkmAQZCPQUPmB3QYY3mAtPMKfGR+ZANrZLEq6BxwrPPOMlheua35S7k0oVICLxO0REFKoCQ7Uun8dIl8WaMsQ08D2FL1cAgQOUOFGC3HIf5oMk64lUEbn/MYcSUCKilbw/ZVHcA0VJS9woCTjQMczInWiOA35+jY3wIvrTsZN7IMj83+NvZD7BBBP8N/gNcS/q2aiqjVoAAAAASUVORK5CYII=) 9 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 12, auto;}
}
div.testarea{
animation:rwdcur49235 2.6666666666667s linear infinite forwards;
}
