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AoAFqqgABoqfwSAQVAAdBSBQRAS+WXCCgACoCWKiAAWiq/REABUADMosCQ4SOZOX0qft9NgthN0G2j8du/vQQBgdB+LSkpMHEibNwI27bdLt+bb8KUKXDiBHz4IbRoAcuXw5kz8I9/wLCRQ5k7e2a2mstiBAtQvJcioNoi+t6CRQwa0A+2ToHqf4K4I/DQ87B+AESvhLeSnCo1bAhdukC5ctC4MXz9NbRpAx9/DF27woEDsHAhtGoFHTtC377Qvz/s3P0tzZo0FgCVArqJaMzk9F4CMDU1lanTZzB29ChY1w+OrYe6vSHidVjTFX7dw65GX1C/Xl0WLzai29Kl0L07PPCAoYqKgJ07GxEvKAgOH8ZZNiIC5syBz/+5gtc6tBcABcBMBhwOB+qP2hQeE3OM8PBKOW6WP3o0hmrVqmpfgxv+9TUvNGsqAAqAmQz06tPXCeD7C+drg2WGYX6+B/wPfk0IQLfDpA0AAAAASUVORK5CYII=data:image/png;base64,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

110i

Sifat Azad, Mohammad Noor this block here is able to go to whatever point, as a list, that is inputted

-50,20-10,12010,12050,2030,2020,50-20,50-30,2025,30-50,30-50,-25-30,-2525,-2525,-100-50,-100-50,-805,-805,-45-50,-45-50,-25-30,-25-30,1025,10-100,-100-100,1000,25100,100100,-10075,-10075,500,0-75,50-75,-100