data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAjcSURBVHhe7d17TFRXHgfw3wzDc4BF0CWIqeIaH+sLDT52bdRoccWdhaqJtbrtGq01Md1tNNpY0nVrbLsa49q4MUZMY2nWf9jdZFexpE1jtW1ifZTW6tZHiAqISwxItAVhYLDzO5wLc2fuDMhc53Tmfj/NzT3n3jsP7Y/7+HLu1fbIiwAUscs5gBIoQFDK8BBcU1ND165dk73ISU1NpXnz5skeWEFAAZaXl9OcOXNkLzwjRoygv/8ulzKTbHKJsTi7nZ4tv0ZNTc2in5ycTLm5uaINsU1XgFevXiWPxyN74fvs6Lv0e89HpCs/m7dncN2T+Ns36HpWT+E/fPiQCgoKRBtim+4c8OLFi9TZ2Smms2fP0oEDB6ilpYUqKytpw4YNtHjxYjp8+DDdvHmTSkpK6Ny5czR58mSxfVFRkZjzet7zcfupNJuu+OILVsiWMe2zHQ6HXAKxTleA/D++o6NDTFwIXGRs5MiR5HQ6ac+ePTR8+HBRkIsWLaKdO3fS6dOnaerUqVRXVydet3LlSuru7hZtf91NN8nxy9/IXiDts41eC7FJdwh+8OCB2AuapemTMipsPy17oSW6ttOXNE60L126RBs3bhRtiG0BFyF8CB09erTshSctLY1mzpwpe6GdOXOG2tra6MaNG7R+/Xq5FGKdYQxz/vx5JTFMSkoKLVu2TPbAChDDgFKmxzD8djaOWrwQw0B/TI9hJk2aRMePHxdtxDDQH9NjGLv3cMpRjFGUghgG/CGGAaUQw4BSiGFAKcQwoBRiGFDK9Bhm3LhxYg/G7YAY5tdrQl4Fa5+NGMY6TI9hdu/eTRUVFcZRiruNbD/LkZ1A2mcbvhZiEmIYUAoxDCgV8RgmPj6e8vLyKC4uTi7pk5SURBMnTpQ9sIKwY5hhw4bR34rz6Kl03elkAL4Yeb6ijhoa7og+X8gUFhaKNlhX0BiGF2txihFtfevdehpf9TLZg2/ay5YxnG4Vvyd7hL0dBI9hTpw4IWKXe/fuiULhuMXtdtOUKVPEiBee83b2bndv8Tnf/JYSFr5KqbtrKeGZTWRLz+5Z4UN7f54AgsYwfIO4y+WiuXPnUmNjI925c4fy8/Pp/v37Imph/nFJx7+3UeeFCmp9q4Dcpw6Q87XP5Zo+2vv7vxasKewYpuP/NTT7q7/IXh8+3NrTfk6e+m/kEu+yrJFU/at3RPvu3bu0fPly0QbrCjuG4avZ+fPny15oXNxNTU3U3NxMK1aEHpwK1hDxGIYHrHI+yHOWkJBAs2bNovT0dNEHawk7hvE3ZMgQOvSHmZRtuy+XBPfcB/+jxubvRZt/97x69WrRBusIGsMMVpynk7I/KKb4wJzZgI1qX/xQtokyMzMpJyf474oh9gSNYQY7GsbtbieHXyad8uqHZHNmyp6e9nk8ceQD1hI0huGCGMxomEfe//RsZM+ZSAlLSmVfT/s8nviZMmAtYccw/rp+aKGCT18R40775Yinrxe/L5o8CJXPPbnQwTrCjmGMLFiwIOSv8TRXrlwRAXd7eztNnz4d538WFPEYxh8XKj+a93FHQfOommnTponBEBC9TI9hBouzwf+++QLF3a6WS4Jz7ami7x1DRPvYsWO0efNm0YboEzKG4VX+h1Jtc2257zY+bxX0dcx/HbM/6qKM91yUlhC4zvsK7+T7c6KPb/geFLMG0UJkBY1heLp8+TKNHTu2dyQMzzmO0UbE8DY85+14ztOmTZtox44d4vkwvH1ZWRktWbJEvIb7PNfiHN6+N77pcFOyPAqn/KmSHPkllOj6s5g78ospoVC/l/P9njxBdAoaw/A0atQoEa+0traKiYuQr1IXLlwoCpHjF/6VGhfSunXraNeuXWLvtmXLFiotLaWlS5fSqlWrqL6+Xry/tudLTEyk/fv3i/7t27dlBNO3523b7xLz+KdfosSlfyX7sF9Qd+NVsUzj+z2NRldDdOg3huHVM2bMoAsXLsglT4an/QfK//hlcgxkZGucg74uKpcdovHjx+NiJEo9kRhmsHjsIV/d9od/E8M3L/FXHzp0qBinCNFJeQwzWHy6wKNo+AYniF6IYUCpn34Mw9v6vLYHYphYYVoMw+vMimF8Ja87Klt6vt+TJ4hOpsQwXFj8KA0ewsV7t3BjGF+e2vOypef7PVXFMLxX5z8jn7Lw94DHhxgmTPwcm+3bt8tezw9ZdnY2HTx4UC6BUBDDmIBPO27duiV7evxDzbcarF27Vi4BX0piGH4GTLjxCZ8u8Hv8FG5m4sOwP77z7+TJk489ysdqTIlh8vJG0UFXtvciIvTh0+GIo6JDl8RegY0ZM0bMoxnf28wjuTlBOHLkCM2ePVuugYEIGcMMVNkfi+ntGX5XoobxCZHz9S/pu4YW0a6trRVXyNGqqqpKXNEbxUowMEFjGL7i5ZNpLX7RIpPr16+LPp8r8pUwb1uQE3jelrqrVrYCaZ/B95dEM/77QPGFJ2QM09XVJR5SxHvFbdu20b59+ygrK0v0MzIyaO/evUHjh86v/ilbgXw/A6yt3xhmIOoOraeS3DbZC81Zepa++LZGtLm4eQgXWJcpMQxHIRxKD8SpU6fEHrS6upq2bt0ql4JVGcYw/Di2hoYG2TMf/4tIEyZMkD2wMsMCBIgU3UUIQKShAEEpFCAohQIEpVCAoBQKEJRCAYJSKEBQCgUISqEAQSkUICiFAgSlUICgFAoQlEIBglIoQFAKBQi94gufp6NHjR8G9aRgRDTo2P7Vdzuts2IvVb/1inhC2pOCAoQAvkXoa85/3qYv/lEme+bAIRgGJMnjli1zYQ8IOikVNfTQ3vOki+TKQ/RN6RocgiEy+CLk/TWuiP7L9ShAUArngKAUChCUQgGCUihAUAoFCEqhAEEpFCAohQIEpVCAoBQKEJRCAYJSKEBQCgUISqEAQSkUICiFAgSlUICgFAoQlEIBglIoQFAKBQhKoQBBKRQgKIUCBKVQgKAUChCUQgGCUihAUAoFCEqhAEEpFCAohQIEpVCAoBQKEJRCAYJSKEBQiOhHTNr17r/UfeUAAAAASUVORK5CYII=data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAK1SURBVHhe7cExAQAAAMKg9U9tDB8gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgIsajf4AAXBXLv8AAAAASUVORK5CYII=Now please tell me at least how many letters long the word should be.NumberThe word have at least of letters in it.2Now try moving the two sprites on the screen around and I will tell you how far away they are from eachother.2DistanceToNow give me another word and I will tell you if it contains an A.2Please give me another word.WordThe letter A in the word .2669thy4140-7f