@keyframes rwdcur207174 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2UP0/CQBiHf3ca2BETGUzo4uInMIpusDiZ+CXqKoEvQMKfxMXoZzC6usDWIN/ASUPaTQchho1L2tehXNM2bW1pxaVPQo5re/d7uPctQE7OP8PCbvQaOxS1sDWcha5NwnZYePPuLXrl1QFlIREoINGVV89cYTXoNAYANM/uAaipJXjcBxVW84xZEVtA/nKdxlB6n557QojIfokisgRu7NAnKKv5QFPRGs6YEIIKhYIzZi7grvtAU53rsvZpwmMJyHB/sJt1w4GYPeCveZZE/hHZr5qNrPnGBKSE/P4X4b8KJMGyLOKcO/t16yVHvj2ah+bEfg2jwgBAzglAr17ylA9QKUoicbh79NOtl8jsPJDZeaCpqdHU1Mh8/yL3iXjEkwpwzlnQCdDqIzHalVj7rVWCoPB+o0yAt6mqOIGBl+wElsslFYtFT/jjJfhgsWten97aFxico5DhZFkAYKUW8IcTgP6ibIczwGhVUKVjGGwSe8/EPRCGDAdj9rgxASLLbF7YEmwCECU6gbWaUMIAiOcPDgD75hG4/g3CHFV+6HUMLr+zR2qEEHRzvudO8Z+s1R7Nt7LIysnJnB8fhMJQgKeycgAAAABJRU5ErkJggg==) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur207174 4s linear infinite forwards;
}
