@keyframes rwdcur89419 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe3UwWoTQRjA8d9utmtsm7RIlBKDxFIEBUU89OjRo+JDiLl58BF8idx8AkHwGQTx4kHxIEWC5hRKLTXGmKSJh51gTnbb6kHcPwyzh9lv/vPNNx8FBf86s1YznrWa8Un/j465GSSIF+ZFhlG7M/krArNWM8Ey0jDXwncfozCGOIjancEfFQgprqIsO/k1nMNV3AjLeniDV/iIftTuTI+KneQUTcPmMRrYxkPVpYY4YjBhNN3BBVzE07B2/6jAeYsn9eve76gkT1xfa7hZ5coq9WVWSluoYwu3UJ61mulRgfNmYC56CY9tVri8wvmUcsyXIW9LvP+6bTztYkNWJwey2ji1wMi88NaSqo0y9bNsxqQxvYiDQ/YmfP5Ww0CWtdwn+y2hqicYSUvUEhoxK2WWUuoJlTMsl2Ad3QXx0wsEdvHB9wk/ZqyXUMlGFDEeM5rCa+xhP09PyC0QntSO/uED3QG7E9krTtib8mlApw8vgkAvV9y8AnNCQ3rmdu2uezVKeN7j5T7j6X1ZH9jN2xGPLRAkyBrQI6zK3v072TUNo3bnJGELCgoKCgr+U34CXHd1Mz+fdPQAAAAASUVORK5CYII=) 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,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) 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:rwdcur89419 2.6666666666667s linear infinite forwards;
}
