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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRYhe2WX2hbVRzHv/cm6b2Udo2Xav+sLdkithviQqZrEbuHVl+EiYrohLWrUvYgqH2s4Nr5IMWHIVKGxT5VhLCx4sOeSqrV9sHi6tIJroSla7BLG5Y/zU2a5Obee87xIbfXFm/SPxNE6Bd+cHNyfuf7+R3u+Z0LHOpQh/q/KZ/PtxBCZiilG5RSwhhjlFJCKd0ghATS6fTZ/azH7cdYEITvOY7z5kI/QIneRWF9EdpGGLzohNjoQY33IhySG4SQxWg0+kZTU1P4XwHQNO1Fm832s77xwL5+8z3kVuZKzq3x9qC2exj2J47rsVjslbq6up8eC8CofLmwfsf+57dvgcph8z/e6YJDrIaSXAWnpv4er3Gh5cJNCEe9+u3bt0+0t7eHDgxACAmQ1Ipn5ZuXTfOqE+dQ2zUMsem0OU9LLiM+fQVy4DsT4tilabCq5t8FQXgBgGq1vq2ceTqdPiuK4iePbn0MJTwLAKjt+hT1b44jpVYsTk1NXfP7/dej0eivrtZTz0ied46AEeRWZsEKKRTWA5DO9Ne1trbemJycTAKguxW8Q7quB9REiC0Ngi0Ngq3d6GGMMTY3N/cVgOcBPAugzYjn5ufnrzLG2OrEOTMne3+aZbPZXwCIVh58GX+e4ziXfGfCHKjtHkYul3vY2dk5ASAJ4BGA6FZ0dHR8nUqlFp7sHjZzlPW7EAThJIBKK79yAHaO444U1gIAAFbhhENyY2Zm5hqAtAGQNJ7TAFIA4sFgcEI4ehq80wUAKEQXwfN8lbED9n+YlAEAx3E8UWQAgCg1AwBisdiaYbgJQN82XQVAKaUPAMAhVKMAQEuFwXEcX8qr3A6AMUYdUrESLZ8BALjdbmnLzCKFNjc3PwUAysZq0UBwgjFW8uUrC0Ap3RTqPcVnOQzl4W/weDzvlstpaGi4rCWXzb4gNnpACNk8EEChULgn1p8yf8d//AzV1dVnIpHIB1a5iqJ8ZLPZjsenr5hjNd6LyOfz0QMBjI+Pf1j5dDcqj3UCADaXbiHuH0JjY+Pnuq4HM5nMeUVRXtI07W1CyIwgCF/G/UNmM6rx9sAhueHz+b7AzvdlT+IBSNls9g81EWLBEdeOfqAmQsxK2fvT7N6QkwVHXExNhJgsy0EAJwFIuxVsJXFkZKSDEKLlIws7IJYGwRKzVy0h8pEFlo8sMEKI1t/f/yqAFhT7wL5lByD5fL7zhBBNTYTY2vULJkB+dcESgDHGCCHa6OjoJRS7pIRdjnw5VQCoHxgY6Eqn00HGGFMTIRbzXy5pLstysK+v7zUUt77eWOOxJBoLtY2Njb0vy3JQVdXM9i8iVVUz8Xg80Nvb+zqK90SbkWN5B2xpz19EKFZRtS2sWqsOIGfEphGW1/BBAGAYVhjmpQAUA0DHHo7efgG2g5Q6Ujr2e+8f6r/UX56ZZq6JWTznAAAAAElFTkSuQmCC) 16 16, auto;}
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}
div.testarea{
animation:rwdcur219741 1.2s linear infinite forwards;
}
