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013510-1090

1datamapmany1data lists

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1

110i

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433242722

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cd9fyu39ATrx9ZjfqbBStghrDMZyi7s5sQnZeAO/EBVnBswMrOL48DuioC7sQ30Hm8wVLA7Ay48sMA/yUTyEvAv/7VhVj7rbc/bcaVj7CaVz/mTS7PQAkkE3jiyTtjzyt9yfFZYFUEPLRlIl7d90FHbcA/P7I6HtzQg/qrgDE+BUwQ5iXgrIZ//Iep+OlP/jDzJY5Vd3fFkiXzSWkzsXl9iSPLdfbsdLxz+vLMwFjfl29Nmfl9/ks62RvA7cO9+Es6VRHwzvpk7BqZbBmKsn2Jcnb+si/Z/dn374hv38e+4Dl7s34E/eXPgs9GuAEDfnkKGJRx3dC8fo2hiNpmNyR/zzadbl79vZZAtingOTemSH5lfj7cgOc8Itd9oQIGDBUwgNchv8da5gNQAbP56z92OB4YPcSSRIQCjjqGWNEEChg0XgEDeAqYwcuRX5ECqcLvARfJr8xvAN2A8SPsz4AJQgVM6F35kk6ZD5iq1FekQBRw+jNS9vlTwOm9nY10AwYMFTCAl+MGx6q4fnTZD8C86lPAbIKK5FfmN6gKmM1NFq2AAUMFDOApYAYvR35FCsQNOL3Neb3BSq/giyP9FvQXM7rRKxQw4KeAAbwcBcKqcANWwGyCiuTnBsx6U/ZoBQw6pIABPAXM4OXIr0iBuAGnt9kNOJ1dp0QqYNApBQzg5SgQVoUbsAJmE1QkPzdg1puyRytg0CEFDOApYAYvR35FCsQNOL3NbsDp7DolUgGDTilgAC9HgbAq3IAVMJugIvm5AbPelD1aAYMOKWAATwEzeDnyK1IgbsDpbXYDTmfXKZEKGHRKAQN4OQqEVeEGrIDZBBXJzw2Y9abs0QoYdEgBA3gKmMHLkV+RAnEDTm+zG3A6u06JVMCgUwoYwMtRIKwKN2AFzCaoSH5uwKw3ZY9WwKBDChjAU8AMXo78ihSIG3B6m92A09l1SqQCBp2aWBjHoxb9i5+rrwRpCgs9v6N+sdGMWs/z9QWFXQQktj4ALyLy4rfn+JrY90Z/SzFPrx+LrQOnUIGz9b318GAp52/N0UO5PB9F8yvr83tuR328MR1jfZdiAA1KhYMVMGh+JuDpiDUH9+5fAdIUFrppy+ZLjYjawb37uwq7CEhsfQBeRMzy65tqov4WtQFPdNc6Yv7klzaHf7pl83ijGWN9FxVwGkH/GEMqt5m47CPo0T37S/vHqLM/OD720EZ0j0UGWx+j2wl/UN6PoNN7nH0EXWZ+2Z19b+vmkb6pKO0ZmE7/5kS6AQPOChjAiwgFzPk9MHqIJYmIojbgsgvENzB4dBQwRKiAAUAFDOApYAbvKj8FnI5RAaezm410A2YMFTDgp4ABPAXM4Clg+WECPIECZgwVMOCngAE8BczgKWD5YQI8gQJmDBUw4KeAATwFzOApYPlhAjyBAmYMFTDgp4ABPAXM4Clg+WECPIECZgwVMOCngAE8BczgKWD5YQI8gQJmDBUw4KeAATwFzOApYPlhAjyBAmYMFTDgp4ABPAXM4Clg+WECPIECZgwVMOCngAE8BczgKWD5YQI8gQJmDBUw4KeAATwFzOApYPlhAjyBAmYMFTDgp4ABPAXM4Clg+WECPIECZgwVMOCngAE8BczgKWD5YQI8gQJmDBUw4KeAATwFzOApYPlhAjyBAmYMFTDgp4ABPAXM4Clg+WECPIECZgwVMOCngAE8BczgKeBS8XtpZLKlnu3DvTFU70U1lv3POWY3p4BRi0MBA34KGMBTwAxejgJ+4dkz8fLu91vqeeqZZfHi7uWoxrILJK8/R/jCX07Ej3/0waeHaTMinnrmK/FXu1fc0vwUMGrvTLACBgwVMICngBm8HAX86OC7cfTwxy31DGzoidEjq1GNVRHwI4PvxLHDn7SwWr+hJ16/xfkpYPR4KGCKTwEzgtkGMvbQRpakwOhOqO+B0UOYQFUFktcGXNU3MAoYP3puwAShAib0IjpBcGV/g5CHgLdvmYhX97V+hPrEk3fG3lf6UIOrsgEPXeX3WVhPPHlX7Hll5S3NTwGj9roBU3wKmBFUwJxfHgLeWZ+M1i8RNWP78PJb/ktEeW3AGb9dn/sS1ja/hMWGuyLR/gwYNFoBA3j+DJjBy/FnwFUViALGI+i3oCFCBQwAKmAATwEzeApYfpgAT+CvITGGChjwU8AAngJm8BSw/DABnkABM4YKGPBTwACeAmbwFLD8MAGeQAEzhgoY8FPAAJ4CZvAUsPwwAZ5AATOGChjwU8AAngJm8BSw/DABnkABM4YKGPBTwACeAmbwFLD8MAGeQAEzhgoY8FPAAJ4CZvAUsPwwAZ5AATOGChjwU8AAngJm8BSw/DABnkABM4YKGPBTwACeAmbwFLD8MAGeQAEzhgoY8FPAAJ4CZvAUsPwwAZ5AATOGChjwU8AAngJm8BSw/DABnkABM4YKGPBTwACeAmbwFLD8MAGeQAEzhgoY8FPAAJ4CZvAUsPwwAZ5AATOGChjwU8AAngJm8BSw/DABnkABM4YKGPBTwACeAmbwFLD8MAGeQAEzhgoY8JtYGMejFv1jGwZXgjSFha45euhioxm1tx4eXFDYRUBi6wPwImKWX8/zddTfPcfXxL43+luKeXr9WGwdOIUKPL+j3hHzJ7+0NvcfPTTemI6xvksxkJbBKAUMZiAT8HTEmoN7968AaQoL3bRl86VGRK1vqtlV2EVA4onumvWVgN/O+mTsGplsqWTbcG8M1XtBdRGz/T24d38p5y+v56NofmV9fs9018YbzRjru6iAUx8UBZxKLrIDJoZH9+yvgxSFhvYfOxwPjB4q9Bok+bmdI7F4aJikKDS2KvUVJZCM32tLlxXaI5I8r+ejSH5lfj4y9uOLaiN9U1HaM5DMx82IVcCAsgIG8CKiKoJjlK4fnRe/IgWigNO7n1d/0yv44kgF/MWMbvQKBQz4KWAATwEzeDnyU8CsFUXycwNmvSl7tAIGHVLAAF6OAmFVFL9hlr2+IgXiBpzefTfgdHadEqmAQacUMICngBm8HPkpYNaKIvm5AbPelD1aAYMOKWAAL0eBsCrcgIsUiBtw+nS6Aaez65RIBQw6pYABPAXM4OXITwGzVhTJzw2Y9abs0QoYdEgBA3g5CoRV4QZcpEDcgNOn0w04nV2nRCpg0CkFDOApYAYvR34KmLWiSH5uwKw3ZY9WwKBDChjAy1EgrAo34CIF4gacPp1uwOnsOiVSAYNOKWAATwEzeDnyU8CsFUXycwNmvSl7tAIGHVLAAF6OAmFVuAEXKRA34PTpdANOZ9cpkQoYdEoBA3gKmMHLkZ8CZq0okp8bMOtN2aMVMOiQAgbwchQIq8INuEiBuAGnT6cbcDq7TolUwKBTChjAU8AMXo78FDBrRZH83IBZb8oerYBBhxQwgJejQFgVbsBFCsQNOH063YDT2XVKpAIGnaqSgE+fvhw/+uFk/POH03FP/4Lo7p4HyF0JvXzyRHStXYfzZAkuXGjGb09djGaE9X1JoiffPB9/f+JcS9S24d4Yqvd+yUytL6/S3wN+aWQyssM0m7/s333rFsXa+xcjfnk+H7OF9H31X8Xgptvjzrvmo9pmg/1zhAyjAgb8qiLg029fjm/2j0WzAWAVHJodfGUe5jLXd63annpmWby4eznqWlUE/MKzZ+LHu98v9fx9tpFf6f2T+OX/vjcXCStg9Ih0zMywuywouioCfvyx9+JnBz4qiCJPW2a5ZXfXifUNbOiJ0SOrUXOqIuBHBt+JY4c/QaxudvBLf70y/uIHd+HLKmCGsMxLA7uzmxBdFQGX/YDpRMHdhPGc8yWuxW/jptvjwOiqOee41gurIuCyv0G9Vm8UMBrt3IIVMEBZFQFv3zIef7Pv94CUoWUmMPtzy9nDIPv/2fb74IYeVHZVBPzrX12I737rbcTqZgbPnx/xP39zb3z9ngX4sm7ADKECBvyqIuDsW7IvjWQ/42qW9ksmZ8824t3Tl2bq+9rdXbFkCf+SSZ5fgil/fdPx7unLsWTp/PiP318a376PfYEoe6yqIuDsXn/5Py7ET//L72e+pFjG+Zs95rIvYd3/4OJY9bUucPL9/1AFzDAqYMCvSgLeNTLZQiqvb8mW+fccy/5rIJ1QXxV+DQkcITcMLXt/s+IVMOu+Agb8FDD/NRUFnD6AZT+gq7QBp3fx+pFl768C5l1XwIChAlbAYHxwaNkPaAXMWlz2/ipg1t8sWgEDhgpYAYPxwaFlP6AVMGtx2furgFl/FTDkp4AVMBwhFF72A1oBo/bOfImtzD+iUcCsvwoY8lPAChiOEAov+wGtgFF7FTDD1xHRfgQN2qSAFTAYHxyqgBnC/mOH44HRQyxJgdFl768bMG++AgYMFbACBuODQ8t+QLsBsxaXvb8KmPXXj6AhPwWsgOEIofCyH9AKGLXXj6AZvo6IdgMGbVLAChiMDw5VwAyhH0Ezfm7AnJ8CBgwVsAIG44NDFTBDqIAZPwXM+SlgwFABK2AwPjhUATOECpjxU8CcnwIGDBWwAgbjg0MVMEOogBk/Bcz5KWDAUAErYDA+OFQBM4QKmPFTwJyfAgYMFbACBuODQxUwQ6iAGT8FzPkpYMBQAStgMD44VAEzhAqY8VPAnJ8CBgwnFsbxqEX/2IbBlSBNYaFrjh662GhGref5+gJykT3H18S+N/pbUjy9fiy2DpwiaeP8jnou9aEibhBsfYzsLL+3Hh5E88equH50Xs9HUfWVff7O7aiPN6ZjrO9SDBTF4FbPq4BBhzMBT0esObh3/wqQprDQTVs2X2pE1Pqmml3kIjvrk7FrZLIlxbbh3hiqsw14ors2U9/BvftRfeTebhQ7y8/60gjLL43bbFTZ+f3pls3jjWaM9V1UwKmdVsCp5CLCj6CZgDvhv5Q09tBGMCHFhmYfoVpfOmP5pbObjfze1s0jfVNR55mqmUEBg74rYAUMxgeHKhCGUH6MXxatgBlDBQz4KWAFDMYHhyoQhlB+jJ8C5vwUMGCogBUwGB8cqkAYQvkxfgqY81PAgKECVsBgfHCoAmEI5cf4KWDOTwEDhgpYAYPxwaEKhCGUH+OngDk/BQwYKmAFDMYHhyoQhlB+jJ8C5vwUMGCogBUwGB8cqkAYQvkxfgqY81PAgKECVsBgfHCoAmEI5cf4KWDOTwEDhgpYAYPxwaEKhCGUH+OngDk/BQwYKmAFDMYHhyoQhlB+jJ8C5vwUMGCogBUwGB8cqkAYQvkxfgqY81PAgKECVsBgfHCoAmEI5cf4KWDOTwEDhgpYAYPxwaEKhCGUH+OngDk/BQwYKmAFDMYHhyoQhlB+jJ8C5vwUMGCogBUwGB8cqkAYQvkxfgqY81PAgKECVsBgfHCoAmEI5cf4KWDOTwEDhlUR8AvPnomXd7/fQuqpZ5bFi7uXA3oR53aOxGtLl6EcRQZ7QDO68ru1+Slg1t8sWgEDhlUR8KOD78bRwx+3kBrY0BOjR1YDegoYwYsIBccIyo/xU8CcnwIGDKsi4EcG34ljhz9pIbV+Q0+8roDB9PBQBcIYyo/xU8CcnwIGDKsi4O1bJuLVfR98+nFJMyKeePLO2PtKH6DnBozguQFTfH6CgAlGfG/r5pG+qajnkKqSKRQwaHtVBLyzPhkvjUx+hlQztg8vj6G6X8IC44ND3eAYQvkxfm7AnJ8CBgyrJOBdLQKO2Dbcq4DB7OQRqkAYRfkxfgqY81PAgKECdgMG44NDFQhDKD/GTwFzfgoYMFTAChiMDw5VIAyh/Bg/Bcz5KWDAUAErYDA+OFSBMITyY/wUMOengAFDBayAwfjgUAXCEMqP8VPAnJ8CBgwVsAIG44NDFQhDKD/GTwFzfgoYMFTAChiMDw5VIAyh/Bg/Bcz5KWDAUAErYDA+OFSBMITyY/wUMOengAFDBayAwfjgUAXCEMqP8VPAnJ8CBgwVsAIG44NDFQhDKD/GTwFzfgoYMFTAChiMDw5VIAyh/Bg/Bcz5KWDAUAErYDA+OFSBMITyY/wUMOengAFDBayAwfjgUAXCEMqP8VPAnJ+8nSngAAAM+ElEQVQCBgwVsAIG44NDFQhDKD/GTwFzfgoYMFTAChiMDw5VIAyh/Bg/Bcz5KWDAUAErYDA+OFSBMITyY/wUMOengAHDiYVxPGrRP7ZhcCVIU1jomqOHLjaaUet5vr6AXGTP8TWx743+lhRPrx+LrQOnSNo4v6M+U99bDw+i+lARNwie5Wd9aYTll8ZtNqrs/PqPHhpvTMdY36UYYHda3WgFDHqfCXg6Ys3BvftXgDSFhW7asvlSI6LWN9XsIhfZWZ+MXSOTLSm2DffGUJ1twBPdtZn6Du7dj+oj93aj2Fl+1pdGOK/5S7v6F0fNzh99Pr74SmmvKHt9Z7pr441mjPVdVMBpHY5QwKnkIsKPoJmAz+0cideWLgMdKDbUjygZ34zfA6OHWJICo7P5Wzw0XOAVWOqy15fd3fii2kjfVNTZnVY3WgGD3itgBQzGB4d2whsEBZzeZgWczq5TIhUw6JQCVsBgfHCoAmYIyy64stfnBszmL4tWwIChAlbAYHxwqAJmCMsuuLLXp4DZ/ClgyE8BK2A4QihcASN8UXbBlb0+BczmTwFDfgpYAcMRQuEKGOFTwAzfTLRfwmIQ/Qga8FPAChiMDw5VwAxh2TfMstengNn8uQFDfgpYAcMRQuEKGOFzA2b43IBz4OcGDCAqYAUMxgeHKmCGsOwbZtnrcwNm8+cGDPkpYAUMRwiFK2CEzw2Y4XMDzoGfGzCAqIAVMBgfHKqAGcKyb5hlr88NmM2fGzDkp4AVMBwhFK6AET43YIbPDTgHfm7AAKICVsBgfHCoAmYIy75hlr0+N2A2f27AkJ8CVsBwhFC4Akb43IAZPjfgHPi5AQOIClgBg/HBoQqYISz7hln2+tyA2fy5AUN+ClgBwxFC4QoY4XMDZvjcgHPg5wYMICpgBQzGB4dWScCnT1+O3T+cjI8+nI5v9C+I7u55mN/lkyeia+06nCdLcOFCI946dWnmr9vc039bLOzmR2sR9d2xdH5sfa43vn5PVy737X+KkmHkU8Ku39HRVRHwC8+eiZd3v9/Sq6eeWRYv7l6O+pd9xPba0mUoR5HBnSC4sYc2FokA5c745fH3gE+/fTm+2T8WzcaVcppXqyrr4ZXVV5tR8WylCGPuwbV5Ef90qj8XCStg1p6yzjC7q5sUXRUBPzr4bhw9/HEL1YENPTF6ZDUirYARvuiENwh5CPjxx96Lnx34qAXWFcmV91/Z69u46fY4MLoKA1TADGGZZ5jd2U2IroqAHxl8J44d/qSF6PoNPfG6Ar4JU3b9S1RFwNd6A1h2wZW9vjye32wyFTA7AhQw4FcVAW/fMhGv7vvg040jO1yeePLO2PtKH6AXM1+C8SPodIRVEfDQ1fn7LKmyCy69qzcnMnt+98DnVwHzXilgwLAqAt5Zn4yXRiY/Q6oZ24eXx1DdL2GB8cGhVRFwNn+7WuYv4jvrFsfa+xchhnl+yens2el45/TlmTepq+7uiiVL5qPasuC86jv55rn4xYnzM/XM/mR6+3Avfn4VMG5xqX+Mwu+u4AxVEvDnD8BtOTzAbsBsQKss4Lzmb/HQMGtCgdF5/R7wtd7A5MFPAfPmuwEDhgrYDRiMDw5VwHz+FDAbQ38GzPgpYMBPAfMD0J8Bpw+gAubzp4DT588NmLGb/ZEAz1LRDAqYH4AKOP3hUcB8/hRw+vwpYMZOAUN+CpgfgAo4fQgVMJ8/BZw+fwqYsVPAkJ8C5gegAk4fQgXM508Bp8+fAmbsFDDkp4D5AaiA04dQAfP5U8Dp86eAGTsFDPkpYH4AKuD0IVTAfP4UcPr8KWDGTgFDfgqYH4AKOH0IFTCfPwWcPn8KmLFTwJCfAuYHoAJOH0IFzOdPAafPnwJm7BQw5KeA+QGogNOHUAHz+VPA6fOngBk7BQz5KWB+ACrg9CFUwHz+FHD6/Clgxk4BQ34KmB+ACjh9CBUwnz8FnD5/CpixU8CQnwLmB6ACTh9CBcznTwGnz58CZuwUMOSngPkBqIDTh1AB8/lTwOnzp4AZOwUM+SlgfgAq4PQhVMB8/hRw+vwpYMZOAUN+EwvjeNSif2zD4EqYqpDwNUcPXWw0o9bzfH0BucCe42ti3xv9LSmeXj8WWwdOkbRxfkd9pr63Hh5E9aEibhA8y8/60gh3yvzR5yONzhdHzT4ftL6int9zO+rjjekY67sUA198N77iWgT8c4RgLjIBT0esObh3/wqQprDQTVs2X2pE1Pqmml3kIkX9Qe+J7lou9ZF7u1Gs9TGyefErev4O7t2Png9G6frRZX9+z3TXxhvNGOu7qIBTZ0ABp5KLCD+C9iNAMD449NzOkfAj1HSMGb+y/wjkgdFD6Td4NbKoNzBZ+vFFtZG+qajjIiuaQAGDxitgBQzGB4cqYD5/CpiNoQJm/BQw4KeA+QFYhQ0OjNgNQxUwnz8FzKZTATN+ChjwU8D8AFTA6QOogPn8KeD0+fMjaMYui1bAgKEC5gegAk4fQAXM508Bp8+fAmbsFDDkp4D5AaiA04dQAfP5U8Dp86eAGTsFDPkpYH4AKuD0IVTAfP4UcPr8KWDGTgFDfgqYH4AKOH0IFTCfPwWcPn8KmLFTwJCfAuYHoAJOH0IFzOdPAafPnwJm7BQw5KeA+QGogNOHUAHz+VPA6fOngBk7BQz5KWB+ACrg9CFUwHz+FHD6/Clgxk4BQ34KmB+ACjh9CBUwnz8FnD5/CpixU8CQnwLmB6ACTh9CBcznTwGnz58CZuwUMOSngPkBqIDTh1AB8/lTwOnzp4AZOwUM+SlgfgAq4PQhVMB8/hRw+vwpYMZOAUN+CpgfgAo4fQgVMJ8/BZw+fwqYsVPAkF+VBfyddYtj7f2LEMHLJ09E19p1KMds8IULjXjr1KWZ/7j5Pf23xcJu/p85tz7Wmrz4nXzzXPzixPmZYq50tRbbhpfFUF0Bz6VD/j3guVBqz2v4KdWeuktx1aoI+IVnz8TLu99vYd4s8V/yuFJbNtrZ/yrfP+tjPcn4/eCZZfHi7uUoUfYJghswQhj+OULGTwEDflUR8KOD78bRwx93jICzQsv8BsH6wEN3NXT9hp54/chqlEgBs08QMvgKGI2gf46Q4KuKgB9/7L342YGPFDAZls/F+gaBwdy46fY4MLoKJamKgP/rT/4Q//k//a6F1Ut/vTL+4gd3IX4KGONTwARhVQT8619diLXfevvTYbnywW7z6se8hKCxEkgj8PMjq+PBDT1pwVejqiLgifE/xr9e9ZuY/uOVG5//JxG//D/3xjfuWYD4KWCMTwEThFURcMboH/9hKn76kz/ERx9Ox6q7u2LJkvkE3UxsXl/SyXKdPTsd75y+PDPQ1vflW9Mp/O5YOj/+7Pt3xLfvY18AzAhVRcDZvf7f9/4l3jj2ycxg3P/g4lj1ta4vPyTXiPAjaIbRnwEDflUSMMB03dCq/BpNEexmBeKvcaXTrZKA0yndOFIBM7IKGPBTwADe1Q1EgaQz9A1MOruqbcCM1PWjFTAjq4ABPwUM4ClgBk9+ufCrwq8hYVA3SKCAGV0FDPgpYABPgTB48suFnwJmGBUw46eAAT8FDOApEAZPfrnwU8AMowJm/BQw4KeAATwFwuDJLxd+CphhVMCMnwIG/BQwgKdAGDz55cJPATOMCpjxU8CAnwIG8BQIgye/XPgpYIZRATN+ChjwU8AAngJh8OSXCz8FzDAqYMZPAQN+ChjAUyAMnvxy4aeAGUYFzPgpYMBPAQN4CoTBk18u/BQww6iAGT8FDPgpYABPgTB48suFnwJmGBUw46eAAT8FDOApEAZPfrnwU8AMowJm/BQw4KeAATwFwuDJLxd+CphhVMCMnwIG/BQwgKdAGDz55cJPATOMCpjxU8CAnwIG8BQIgye/XPgpYIZRATN+ChjwO9MdP2k0497X9+6/H6QpLPTfb9083oiorTjfXFHYRUDiyUU165MfIMBCZ+fv9T37S/l8lP35PbO49ub0dPz2qxfjz1knqhutgEHvx7viPzTmxXdr82ICpCksdN503DcdUavNj5OFXQQktj4ALyLkJz9GgEXXGrE8GvF3Ky/Hf2eZqhutgKvbe+9cAhKQgATaSEABtxG+l5aABCQggeoSUMDV7b13LgEJSEACbSSggNsI30tLQAISkEB1CSjg6vbeO5eABCQggTYSUMBthO+lJSABCUigugQUcHV7751LQAISkEAbCSjgNsL30hKQgAQkUF0CCri6vffOJSABCUigjQQUcBvhe2kJSEACEqguAQVc3d575xKQgAQk0EYCCriN8L20BCQgAQlUl4ACrm7vvXMJSEACEmgjAQXcRvheWgISkIAEqktAAVe39965BCQgAQm0kYACbiN8Ly0BCUhAAtUloICr23vvXAISkIAE2khAAbcRvpeWgAQkIIHqElDA1e29dy4BCUhAAm0k8P8AGwRpSBdpRlcAAAAASUVORK5CYII=Pas deze overige blokken aan om de andere doolhoven op te lossen. Zorg dat je ze omwisselt met het "Ontsnap Doolhof 1" blok. Klik op de Bord-sprite om toegang te krijgen tot de doolfhofblokken.Deze 5 doolhoven zijn al voor je gemaaktVervang het "Teken Doolhof 1" blok met deze blokken om andere doolhoven te laten zien.140,-1401,1,1,1,1,1,1,11,0,0,0,0,0,0,11,1,1,1,1,0,1,10,0,0,0,1,0,1,00,1,1,1,1,0,1,10,1,0,0,0,0,0,00,1,0,0,0,1,1,10,1,1,1,1,1,0,140