@keyframes rwdcur33641 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABWklEQVRYhb1XWxKDIAzcdHowb2a8GTdLP4QaIDxEcGccqqbssiYRgRpEpHgwS/W/nfhU7x7HDI4HApjJFDFRWF2AJWKyK99mhIisIA6oOxDIF6IsQJOH1TPTfAFWSdXIp4tI6zqt9Un1XsKVhPsOAK/YrkFZoulsX0wO1JLwBfJcQLz65SUYC7AazUQRXJiLmiRzHoVABCA6Od+Ac06cc+LJp7/Gm+Te8otUj6tbvEl+9hh9DE4KiPpdJo4t17FDIuxtWS7ItvwOWfT89KTWnrC1Z7Qd6FxxapuVSOk1S1SDvNSKiZnjK/t+Nqsw1qDuZ/N0CgCfDShfAREYAB8H2J+boLB9eNbIrPKJBBUTcLTcrMlLfbwoeEbHC23Uj13xf6GXC2PIyrAP/9gbjsVJGFYdMtc5B3S8vZRLtxMu+jDZto2S8yqpFxjihrK9/WVUFgDgeZmtRFf1/AAHwaDDze4jdAAAAABJRU5ErkJggg==) 7 7, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABbElEQVRYhb1VW2rDMBAclxxMPUA+ep0WyhJor+OPHMA6ViCG7YetWs+VFK89IEQiZWdmHwog4fng4qJvFn/biDfx9OdXg2OHALoNWRGKwmQBORHKWblUbzwffASxg5wBR34gygJ8cueeboO+gNxISeTqIuK5jmddad5L2Jrw6xMATkm7jyFpNL/bDyYHpCY8gTwVELg/tvapgNxDoyiCiLKxhirJi6Ww1v7HNcYAPAPDZeE8GQyeGdO47DwHhut/Ri/AWstE5AgBe18P1j0S0RXYLeneWu/N+TQun9PVR94YYEt1SB6KkwQ4h4GTnuWIMwKqiBSWBbim8ne/0bzvSiMIlEeCrbUwxrhzxjQ2mwAAmOvSdO8fEk9+ClbyPsIkyB0wVxCReK3lUQjdL45ClLJTcd+C+viUR0ysfbMAIqrOfUF0Ew55CVUQpa/VkVrq4QUqptQvjX+3s2Rp0Na65wTuIteAVvr3oKsH/gCoGHxkbuCiEAAAAABJRU5ErkJggg==) 7 7, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhb1WSW7DMAwcFX4Y84Ae8p22aAcB2u/k0AeEBfqoADHAHmw5si3JS6QOwIO1zZAiKQM53K6WNL5bdu9KPGVnP79KcDwggCcXFVFQWF5ATEThqDSLK25Xq0HskY+AJ6+ItICQ3HvPkysvIFZSOfLiIqZ1Pa31QvWewj0JX18A4F/CHsLNEi3M9srkQC4JC5KTNFWNXqWLJlwFEbDW4JrZeW6x0ewUEXosIoC1PWPT8fZoanU4EXGqagO5fncT1noRdUHSABisNVzOY+uqzYA1b8EG+LCrKkiOPT8co3s2C+g9C7+H+1RVPwZcziNykqO1u0CyC2lo93DO54KQp8pwHekSQWwsHM8ImIVEVW24w2AdSePH2z2sWyDP0J9fiEikD8RhJCEi4SbD5bydHAAOR6hqVECqFbsJefLgVHbXwKyWSdooRxLm1+TehHUC4hZd60lVNSbyIQGp7ywm/WOIxPJvOcYPy1YE3o8gIpvOmR3Qi3pU2H4BBUSs37dCrW31yGNVDpB0OQL/CNXGbi9z+APh83hC95t2aAAAAABJRU5ErkJggg==) 7 7, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhb1VQW7DIBAcR3nY5gE55DutVG2jpt/xIQ8wz4oUS9sDxga8YNxARkLGYHaG2QUDOTwfkmz8Jdm1hThkZ2+/NTheEMDXThVRUVhegCaisivHzS+eD2lB7JB3wJE3RFqAT+52z9euvgDtSOXIq4uIz3V81iud9xSWIvz8AIC32O6jWxWaX+2NyYFcEb6BfC0g2H3b3K8FaBdNJRHMLLD1tYp3bHXDGWNkeoKZARmtmO8fYeY5vdXz7IgBgIhsR0bA3KfBs+2fLu1qbBIhkNG2obfvQz/3ndAWKqwD/q5PFzAziAjGGACwaQG67b8h5iKaQUQgolh8SOzIE2uYWZh504ElqA9Nd/yNL+B0ARJuqxeRMUbmXWuBh96O+83NuUZnfUsRdButCGuZjBLbWQw6A91xiVUgQINg6Jc3ayeCsZwAwKWsPAUO/pn2wcxWiBOTDHCfHfgXgivUneUwTf5YsqU2UkSs9EuwWrtLgL8o2mURPOIg1h7ylZC9UNxS4wRFmLC42nWtxT/4k+5+noakJrmLlaujYGJHwanIrA/G/RQEP4pXyDcQuPoHmIQz5EVYIX8AAAAASUVORK5CYII=) 7 7, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur33641 0.4s linear infinite forwards;
}