data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAC3tJREFUeF7tnQtQVNcZx//LomCUh4qRBKLExIKPxFET25GmrYZMp49Jak2axkjVWKvR+kCiGDVodRAzSXxHYxxDTc2jVWOT6TTt+IDRatRKnbGjYHV0CawsoALrg91lH51zdi+5u3uXvXtZci/c78w44Pqd853z/373O/c8QEPPpws9oEIKqKSAgQBUSXlyyxUgAAkEVRUgAFWVn5wTgMSAqgoQgKrKT84JQGJAVQUIQFXlJ+cEIDGgqgIEoKryk3MCkBhQVQECUFX5yTkBSAyoqgABqKr85JwAJAZUVYAAVFV+ck4AEgOqKkAAqio/OScAiQFVFSAAVZWfnBOAxICqChCAqspPzglAYkBVBQhAVeUn5wQgMaCqAgSgqvKTcwKQGFBVAQJQVfnJOQFIDKiqAAGoQH6P3cprGeISv6nt8aD15GbEOO7g/gH9/FptHPQcXD37eO0NBgUeu28VAlBBbFtPbMGRLw/ixys/hyE+Ea3lJRjQOwawW7Fv/0E0VZ/DQBGEDTca4XS5MHv5FjTcbELsEzP84VXQh+5ShQBUEEkGYEuTBTk5OTjdMhR/nj8SD6am4JfT83HVVMM/L5jzPAak9G1r3eV28+8brFYsX70Zl1OeJQjpt2MpoA+AACCrXVVVhZd+/QK2F+e3Acg+P33qFK5VHEf//snciQCg4HHS9EL0yF6orAPdqBZlQIXBfODKHly6dAlOpxM/eGp8EIDs88zMTLz7zlJJD/UNtzDv0yYY4pMU9qB7VCMAFcbRVVaE9PR09OubiK1FeYg1GlFpqsaq4l3ejOdyYd6s5zEs82ECsB2NCUAFALIpePjD/bHz7RUcPFY8Hg8HsKBwI9atXogU39QbqnmTyYI1b27HnTH6noYJQIUAHj+wAbNfK8LujYW8hYprX6P+RiMyhw4O26LFcgs2m4MApEVIWFYkDVgG/OqvmzHntSKsXTaXLzSOnz2P/v2SJDPfzVvNSE5KgNEYA7u9FbW1N3m7LAN6eiTg7sgZut0fpAyogMFtP/Xg8RGP8pqTpuXj/a2rMHPeKv5Vqly4eBW7P/wMi38/DU6ni5s0NVvRbL2N9AcfwNpNe3Hv8ZkKetL1qxCACmL4aW4S7h/QFwtWbsJ1s5mDN2lKHn/3C5yC2bthTU0DVq3bhsKCuXA4WvHurk94NlwwZ2pbJtTruyAB2AEA56/YCLMPwMkvL0bxHxbhO48O8muRZbylKzdi2pTn0HLvLvb+5e/ImzedAygUPS9GCECFAL4wcynPeMnJCUjplwSjbzXs3YJxo7q6nrfMvt/y3l4smpuLykuXcajsTFvmIwDp/wlRgB/ApuC8VVtw9OhRvhH94q8mY/Xrs9raYlNuYdFW/veEPn04cLW11/H+ns+wZsWCgAzp5IsR27h8RX3p6pUoAyqI4LInbmD08Ecw7Ls/Q0ZGBrKysrBpfV5b5mNAsfc9VrzvgDUw19YjK3MokpNEN2gA2O12FL29kwBUEAfdVrnv7CasX70IO0oOoKn5Dj/xGJKRxhcbDD72vjf4oTSuD4PvkwP/wO9mvIikxIQgzUwmEz746AsCULc0KRg42wdcu+Q3GDF8iA+yBlw1VWPPx5/jjaWv8mM49ufylau4c/eeZOZjU3dtbS0am6woOVCGHtmLFPSk61ehKVhBDNmF1IQLJVizYj6vvWHbHkx8aizfbGaFwcWy2iu5k9E3OTEo81ksFthsNm77wb5S2EbNoo1oBXHQdRUGofPsH/HGwinYvONPsDq8Z8IGh5W/5xUWvBqkD8uKFy5Wok/vXoiJicGduy3Yva9U19eyKAN28DHy2Jq94PmuVSWf924422x2sEz35JOj2o7e2PvgeyX78crLz3IAWZZsGTVL1xdTCcAOAhhYnQH5zi96oeWeg69ut29cCXb5gBX2zrfrw4McQLfbjZL9ZbCPnh3lHnSt5ghAGfFyHFkjw4pMmAI9n/beDpJbCEAZSjEAvzf++/jib3vhvmfB7WOv+9Vy2g2w3LIhZ8lJwGDEv89fQnqqAbePLYW7xZv9hOK0x2BqcTnK/9eEtPSHUP7fCsS469D8z98G9MQA1u6E/BO87Wj6zy0ux1mZ/ifmn0Ctn/863D62LOT4jRMIQBlIRWbCAKy7eQ0J9bkwwBO8uHAA1f+JR86SEzD2TsXFoz+E0XFF0on9tgG1F+IwbMYRDuqI+DwYXN73SHHxeICacz1Rdd2OZ5aclO0/5r6BqCj9UdT8f33dzh+supsmJNRPDTv+hlHSP4IQSnHKgDJY5ACaTyHRmg+n0wtgbKz353tr6uxIHxgH0ykvgDG9BqDi0EgYPVbUWOxIT43jdkI9uAyoORfPATxz5l94LKHArx3epq8eA9Bk9gEYyr/PVvBviE9B5eHHIvcv6qvYf5XZB6D5NBKti4PHH+CfAJQBVKQmYgBNNTb+s+WD0+J5M8OeOYOKQ+MkAczKOYPKw+O4nVAvLSVeEkChHWYr1JMCMNC/YCsFoNh/ldm77xjKv9hW7D8QQKEdYfyB/gnASOmSYc8AvPzxBKSPdrSBFApAlhcrDo9FbNw3IIUC8PBb45H9c28mDQdgKP+BALC2KiX8SwEo9h8OQME/ASgDmGibiAEMnILNdXakiaZgMYDCv4WagsUAiG2F78UZUAAgnH8xgNHwL2RAuf4pA0abPgBiAEM13zYFijKglK3TzhYX3ndAMYBStlIAhvMvBjAa/gMBDOefAOwkACtKJiJ9tJ1PrYHFcrEHbFYjX4SwDFi6ZTy3lYYqjm+vCAA+MqQnUoe3Bpl6QY1DzQ0bXwXL9c8aKouif/MN7/aSXP8EYCcBWLYhGwP7ehcekpnF5eYAsnL4rWzEiq7cBwHbaMOExSfw0fKxGDPU+6s7QhW2X8j2DTvD/97lYzE2nP/LTZi6rhylG7KRKmP8jWP89wjDhYO2YcIp5JuCGU+p/UID6HKDbxizwuza4Y/bMXtW2Kq0vcIyECtdxT+dhMgAiky0owBlQO3EQpc9IQB1GXbtDJoA1E4sdNkTAlCXYdfOoAlA7cRClz0hAHUZdu0MmgDUTix02RMCUJdh186gCUDtxEKXPSEAdRl27QyaANROLHTZEwJQl2HXzqAJQO3EQpc9IQB1GXbtDJoA1E4sdNkTAlCXYdfOoAlA7cRClz0hAHUZdu0MmgDUTix02RMCUJdh186gCUDtxEKXPTEMOjkk+PeN6VIKGrQaChCAaqhOPtsUMCybneFZv9OEZbMzsD15GKxvfsm/Fz5jXxMLfoK5TRVBnwXaUn3SL1J+DF/tyKUpmDKSagpwAFOznLBUxkL42l5vpGypPumnlB/KgKo9++SYKRAEoFQWlJMZBTmpvjcbigvpF6yJoI/hWulLHkGwSISSAo7qhxY6VL4Ta6ZH/WgKpplQVQVoEcJ+nx8twlRbhPpNwUoeBSXThtL3I6n+kf/Ip30t6U9TsJKnjupETYGgDBjpKjbQnupHtgrWu35+74BKsaZpsGtPg2rGL2IAI81wgVBT/cgyZHfXT/E+YHtHcnIyKdUPPr6LJBN1F/1oESLnaSGbTlOAFiG+PUClR4l6X0R0dPwRb0S3txcXyRQitRdF9ZUtZiLZSNda/GgK7rTJhRqWo0DEGZDuA4ZePMjJ4KSfv36UAeU8pmTTaQrQfcAAaWmf8tvdp1S8D0j3Ab0K6P0+X0fHT1Nwp00u1LAcBWgRQvcBVb0PSfcBAzai5Ty1WrpPJ2fl3d6Y1K5PU3CkxJF9VBWgozg6ivP7Kb5IdwGiehSnFG210zj5V3aE1975dyQsdER/ug8YsJUSTvhIM0Rge1Tf/2FRvA/YXe6jKd3HovFH5z4jLULCpTz6905VgBYhtAjRziJE6ctkV76PJj5Oo/ErW8x0JP40BXfqBEONh1OAjuLoKE7Vo7j/A8YdoSvqgjFcAAAAAElFTkSuQmCCdata:image/png;base64,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block Hexagonal input slots indicate that a predicate (true/false) expression (a condition)is expected as input.space30,198,34,1Platformthis block is causing the sprtie to stopp moving down when it touches the platform and the green grassleft arrowthis block moves the sprite to the left as you press the left arrow key the sprite with move on the x axis to the - 10 the oppsite side of the 10 is will just be moving to the lwft by -10 right arrowthis block moves the sprite to the right with pressing the right arrow and the sprite with change on the x axis by 10 making the sprite move the point 10 bthis block The block will randomly pick a number between and including the numbers used. this is a varabile block is causes the sprite to jump up and down but these are shorter jumps.