there wasnt many changes i could add to make it go faster. also did you know calculators use cordkinate grids aswell.data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAF5ElEQVR4Xu2cuU4kMRCGa3gDHgKeAFIyYgQREiIgIeSQOMR9I3FIHCEBCQkCBEIiIyOFZ+AZSEmYVfcyu7PsTI+7f7vdLv8joUXgqnJ//sZHTy+1er1eF75IwBOBGgX0RJ5lUwIUkCJ4JUABveJncQpIB7wSoIBe8bM4BaQDXglQQK/4WZwC0gGvBCigV/wsTgHpgFcCFNArfhangHTAKwEK6BU/i1NAOuCVAAX0ip/FKSAd8EqAAnrFz+IUEHDg5uZGvr6+ZHR0FMgSdygFLDj+j4+PMjQ0lEa/vb1JX19fwUxxh1HAAuP/+voq/f39/0ReX19zJizAkgLmhJYl2vPzswwODubMGHdzCphj/F9eXmRgYCAzghLmAMr/lGQOq3nP1ymKy3EnQn9/zxnQgFURoXgwMQDLGbAzpFYHjs5Rv1sUEdc0t5Z2nAEzRtKGQNwTZr9VKGAbPiYHDtNZyGYu05qhtKOALUYqz4HDdKBtzKamtUJqRwF/jJZLUXgw+f+tQQGbmCAHDtNZx6Xgpn2oUjsK+D0aZYrhYomvklR5+kIBRcTHIcFHzTxilNU2egF9zkZlzrplCZW3TtQCVkGA2A8mUQuY993K9vYJRCvgxcWFTE5O2idaIGOV+lKg+1BIlAIeHBzI4uIiBM52cBX7ZPsaW+WLUsAywLKGGYHoBKzyclflvpnplL9VVAKGMMAh9DG/Zu0johLQJjjmskMgGgEPDw9lYWHBDjXHWU5PT2VmZsZxlWqkj0LAEJe1EPtcROkoBCwChjHlEFAv4Nramuzs7JRD03KVkPtuikK1gBpu7mrfD6oW0PRdyHb+CKgV8OTkRGZnZ/2RtVhZw0zeDodKATXunVZWVmRvb8+i1tVIpVLAaqBlL0wIqBNQ8/0zjdemSkDNe6XGbJLcUkq2GFpeqgTUMigxXYcaATUuT+1E1HStKgTUNCCms5+Wa1YhoOmgsV31CAQvoKvHrJK/ep/cyB4bG6veqH33SMPHdEEL6HoZGh4e/iPf+/u73N3dSU9PT6WEdM3A9cUGLaBrOEn+Zgkb9bq6uuTz81Oenp7K6ILqGhSww/BmCfjw8CBLS0tyfHysWhKXFxe0gKurq7K7u+uMz88l+Pb2Vnp7e9N64+PjcnV1lX4/MjIi9/f3zvqRldg1A9cXFbSALuFkHUJaPeyg8QEIl3wbuYMXcG5urtQlMGu2S2bMZFku67W5uSnJV8iv4AUsE/78/LwcHR1lluRMmG9EVAhYxj5oampKzs/PjehOT0/L2dmZUduijbQ8H6hCwKKDaBrXfOBwGWOaW1M7NQIuLy/L/v6+9bFBllQkVvPJt/na1Aho3TxLt1d83qJxwcR2TlUCJn/zL3ko1cbL5MBhWifP/rFTzvX1ddne3u7ULJjfqxLQFnWb8jX65CKnrev1mUedgOi9MZdLZpHDTLMcW1tbsrGx4dMX67XVCYgQcnVoaO6TltsnCGf1h5Ain464nPl+DlaRWjb3t7bksZGHM6CI+Nif2TyY2BDBVw61App+OuJDvrwHE83LtloBk0GemJiQWq2Wjne9Xk+/b/yb/Ozj48PbY1QNCZMHGLq7u9N+/bM3+u538rPLy0tfE5TzuqoFdE6PBWACFBBGyAQIAQqI0GMsTIACwgiZACFAARF6jIUJUEAYIRMgBCggQo+xMAEKCCNkAoQABUToMRYmQAFhhEyAEKCACD3GwgQoIIyQCRACFBChx1iYAAWEETIBQoACIvQYCxOggDBCJkAIUECEHmNhAhQQRsgECAEKiNBjLEyAAsIImQAhQAEReoyFCVBAGCETIAQoIEKPsTABCggjZAKEAAVE6DEWJkABYYRMgBCggAg9xsIEKCCMkAkQAhQQocdYmAAFhBEyAUKAAiL0GAsToIAwQiZACFBAhB5jYQIUEEbIBAgBCojQYyxMgALCCJkAIUABEXqMhQlQQBghEyAEKCBCj7EwAQoII2QChAAFROgxFiZAAWGETIAQoIAIPcbCBH4Bn8Vhxrcle2sAAAAASUVORK5CYII=data:image/png;base64,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