Sparse landfill under curved rail missing

[christoph-frick]

I found another blueprints where this occurs when using sparse landfill mode. The second blueprint stacks on top of the first (unrotated or rotated counterclockwise 90 degrees), and the landfill for the first is sufficient however the landfill for the second is not.

First, which landfills sufficiently:

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

Second, which stacks on top of the first, but does not landfill properly:

0eNql3U+PHcexJfCv8sA1adzKjMg/Xs9m9m83MAaSzZEJ0KRAU8YzDH336Wb3lWV2XTJ+3Ys3A0vRR5EnIiPrVsaJ+terH9//8vbnT+8+fH71x3+9+vuHH35+8/njm58+vfvL/f/+n1d/PC6X16/++eX///X1qx9+/PvH9798fvvm3vLndx9+evXHz59+efv61bs/f/zw91d//D93GO9++vDD+/u//vzPn9+++uOrf7z79PmXu3/y+tWHH/52/w8eLN7896s7wHcf/vL2/r/y6+uTv3z3+e3f/v1nn3549/53f9L8T3rlTz7++PHnj58+/+7P4tc/vX719sPnd5/fvX1Y45f/8c//++GXv/349tOd9/9e2t9+eP/+zfsf/vbzHeLPH/9+9ycfPzwy+Sb+kF+ofDP+kL/eu/IVTCvBfA+ll1B2fgcmSjDH5XvuZI2bcYWJc5jxG8yP73568/b92z9//vTuz29+/vj+7QnaI1bexfAuLz/cGb/7kp7/enXc/z+f3v7l92G8z/X5u//m/f/ul/ug//Tp7dsPFdM7l199ePvup7/++PGXT/c5Ml/3y+t+/OlkKVOW4isZX7l3XL7297i5tNLfPlnreH1czha6SqH/XuR3CaX378AcF6G9vzyDjl7OoHvTkww6+useZ8QetYLTv0ftUas447vcduF2OLdP8vAYN8k9tX3C7l06HON1nG7Qo1b7xnfprdW+/V16qfjtZ9Dbv6bs6wyNuM136Y+fBqC/PubriNeRpzGgKnlcnrHor4td5O01ntk+XdI4XckqnqTfTaffVcLPd082P/3185svDzhPN/5+eGQ7fci4VFEiv4FyVFHyWyitijKOb6D8u/r8+ZdP/3j7l1usrC8Yd6F89Zd3nx4y5M6/M8RApvupX4lMn6MMZPocZdY4Gu2MozhDXBi7c7+2PR7e2Br98ozHwxc8U/Xjq3/Q8lJ+qDr/45Onqrt/flZQ+uEPkC97Ev7qH8QT/5s8LFfQTtjocUdIOyWk0YPmrRzq9qB5Cyae8ZwJ4XmSPXH7cf7U9uxR6C6l4rg7j0+fNnva0+YtYgYW1XOUiUX1HGVhUT1H2VgCz39oX+wh/Aa9cTzjGVzyLuqPhKe2Z0+Ad5vl7gnw2Kd1Lpo9ht8ipttT+C2YeMZD+IseR4+nz5xfVcqx4Ym1BnfyUHtfGu7+3WmI8jlP6cLKyW+Jr7yet0/e4l+frfnuX5wueODD/K1smvbK8NZLukWvDG+h6A+LefqiT39YnKPoD4tzFP1hcY6Cr1JvvQHVV6m3cMq/Jx6fKo7jPx/j5xno+I+X5W8e344/hbw6t/6Q/4l6nKFOdHX/J2Y/w1yYpfuUxI1ZeooyLpil5ygHZuk5Sj3XT7k++wE8OmJ+nWpnSTHqv6r7A2j/fv6OVNDj+6k2vtoUf/7rD+8+3N4a83FrHJcbdxdTX9ycvucYq/Yb/v5J5R4kCnHeRchxCnn2XmBeapBZ93IeRUjwkt88nYZk1vfJPM2+0+WGgvbvb75Z3yePC87vb745FLR/f/PN4quqeLyXLryrmsWdM84hT4O0a+fmaNfi0L4+OM88XeWDZexTRs98XYeCFo74Vd5B7RF0fj+hVlfQ/H5CrZBqHsc1YFl50llZy4NcN2FPfS7vrHm+XU/zYCroLBBQfixrj9VqF/JgK+j8Pqe7/gPlKHu6DwWteNooY6+/NY/5h0LR3uU9Fucb9yy1dvnMSuA21dP9/XzdQz2tBKy8sxI4XQpaWX55Z81e9vRLj5ihFlw9LuW91R42QCv84D0uDVGPwo/T49LxGb/mq15E1nyt76vzaJ3nwEDUdlRyYGINqPG6XliuzhnYL6xXp9E6LuhridfftRB9+7nlt+fXJy9+Tjk4yrsrZz1eR0fUGrOhPwIrWXAkotbiVX8gTPB1ImrN1/oj4WMl6JUc2IpaeNNz1Nth+qz7Wm+P6RN8bfjushXeNhy/a5+pPGxe60E7Kg+bR72VJoRfba1phVckR73VJiRq9WfDDlFbilpiYON77VK0ur4tL/HaD8nbnDfz9pTfXn9BCFHrXVErUevlPTYn+JqKWvK1vMfa4+lYqTL1rpAraq9k2HqqCrn50+NGY/TGi7DScuOiqJXlxqFFteRre2GpPve1v/BYOU354MOq8IbwiKQD9vqisLVSoYqhB0EpapOK63HT53P09cJj5pyJ/cIj8TTTkg+vSk7U2xwGMJB6FVzztRfK4PxmGcz6CbVhuamopeWWN9TxiFq42DjqHRHHua/nybnw9rvm61bUiq/1nokAX+s9FCG+Nn3rVCnV9a6K65ucEgOhvhZudY56X0UewOvQt0MlXqeilhhYeA1f83UrasXXWd5b66j7Og9FLfla3lvHIwOFq6Kj3olxnPN6mq+Tmn7bg8Cora/7SW9LFw7uy6ixoY0ZNTYm3nXWfF2KWvJ100P3b28HRukBtt6mca25FSbqfRo3KvkpE/VGjRunzmltWHyWVW78rFXjt7uJp1E79znxQrXGxFDUEhMTe3Zqvi5FLflKe21erlGblU6YY5O2b7YbNfi2iOGo93CsXud6N0WtcF3v3jge5aCV+7V6+8Yjaqvcr9X7Nx67uWq+UnNu+62y70o711Hv5GgbmNDe9RoTqtuo+Np+18sh7XJP+T1VVtd7Oh5fsVWYaPWejpjARNcXSrvCQCBqL9y5tks+7zZkVZ53Wr23YxzAxFQJeYmJhV2ONV83opZ8rfd2rKz7ehyIWvO1/rvtMW8Ld4Ot3tlxnO+G051b7+x47B+t+ZqKWvJ1YK9AzdepqCVfl460KPmqmqySr+3yrGuXfimdY+141gXJU/RTRuqdHnnOyLnPXVELN7qt3uExOviailrydWCfas3XqaglX8t7bU3wdStqxdd+MTnz/RCN81E+Bwmab+PUD6vH47qyLevtG1fUwg1jq7dvPPYa1HxNRS35OrDzoOaryoVrvi68Gqr5uhW14mu9oyPPt+X5GKtDUQs/kVvoLXPNV5Uc13wNbHCt+ZqKWvK1vLfWBl+nopZ8XTYa4Wahjo3DEW4i5XNmgHWZgPP16Krc8/YInFPjJ5NG7g7Olu313b/80+maisrnB+FzX/8ZuXYK2Xx6WH/JfKrcqz6g6ovxU5a+zKa6n4d2x9Q6Z6pcPs6z/LQq19tWHlvOe+HCvtXbVloHXwc2bdR8nYpa8lWv/Gq+bkWt+AqjPs4z67Qq19tWrqiFq/UGo0Am+KpDDmq+atNyzVdtWq75Wt5b+wBfi4MOdpxW99M98LumlW/KuvZvLyTiD6VdsJ8x/UyOjSeTuXLfHm52bvzk2HgYLXc/yuvu2Di9+mvz8pwBZrSwr8esjcvtgWXnxk8Xlvd3ma/v/uX5ovB7BP3W9wimfZHgNk6vZeVxvdDvT66GT59l6pNSHtv+e6ENo9Vbctr56XS6g6ZdWw5kYmLDT42JpaglJqhdoKcxUW/NuV61Vpiot+b0XWdi2ZyHjUx0vV4rtDW0paLZXmhraIuuL0cgEwPbXmpMaItOjYlFzTQdmdjYMl9ioj5ZZQITm65YFu6O3fANxq3DbXd9g3ETqd6Fc8ri+TrrDaYAWu95A9D6NQqALnwvUALdeg9QQO31ISpHB9RDG8ZKqA3lLFFo4+kXbeKu+Rroay80B/X6EJVjg6/jhU+056hT3ziVUJfeMJVQdfRXCbXeaNMgX+uNNg0y62gvRD1noL/wF8I5qs50raHqpOMaqjba1HKAG21KObBeiHrOwH7hb6NT1KZz9WqoKuyroaoavYaqavQaqgr7aqgq7Kuhqgq9hjq1YamEuvRWvIS69Y1+BbU+OmVAtPqhzVWFttPOI1Oi0HbaeWRKjYHQboMSaupNSQlVZ8HWovXStxfnvq4X+nqOqs3XpcwKHVpZ8rXeczMhs+o9NxMyq95zsyCzIl74Nujc10RfazkwXsjAua8TpV811KVt/SVUbgitoNanpizIgfrUlA3Rqk9N2RAtaEiBaNU7UrZEq7y3tkRr1O63j4f77YgK5izeJF5f28ZRkf31ekfKcf7b8PRXXOq7jCjIJXq9I6WBr/WOlMff3DVfm6KWfNVe0Si0xvehz4RRaI3vI58ljo7SeM0+VNBQY0IFDTUmFp6KNV+Ln7BZ47TKnLI6STq04mbMTrN3FkcvH1dJUvTKjVafOtg8KhlWH6zSznfFOQc06KFtZIL2XPuN59LEvT6107LGs3Za1nim2+R/f8K1yMR+Vv9CMYqLduG/v49amkHY4aM452fzKSNLOzCj8nSy+vPOkCLPqpGoMaEaiRoT1EW1GjIx7QI+SqDLLuBroNsu4Eug0MYBoIddwNdAVd5XQ1Uteg1VZ6vUUFN/sJRQdfZlDVWnM9dQ9SsDURAR9K1fGaj4GvXWjhuo/RT1eOED37mvTX9ellD1y2411MBL7UoOxEVn8tV8HS9EPc+B+cKH0XNfl/5sL6FuvYCvoB7a8FtD1e+61VAbXmrXUDteatdQdRh6DVW/6VZD1Y+61VD1yx01VB1+XkPdeKldQm0qfquh6neva6h8/VxC5VeNJdTAy9co/ByPli/88Xnu63ihr+eoev0cBaFeNL1+rvmq30wsodZbOyZkVr21Y856ZvX2QtRzX7uiVnKg6/VzzVe+fi6hDn0lXkKdeFFcQ9V5RDXUjRfFJdR6a8eGaNVbOzZEq97asSFa9daODdGqt3ZsiZYKLqMg2YvQVvooSPYidD5szdelqCVfuW2qIPaKemvHPI/WadWut3bMDb42RS352vEtWRYaySNVphKFRvJInVlZ83XoO6KSr3ztvCs5sBA1j0oObH0eqPg69DseJV/HQY04WWjEiaFf8chCY0cMvWzOQhNKDB2wV/NVL7jyqGSAfuc3eyUDtCGx5uui1ouMSqzoSvm4zrHOXrmwjqnv4bNwlRz17+RcUQtX9zHbswZGZKsx0Z8lM8/S5XpMHe6TveKzDvfJwpVyfD2Y4+Zl8oEc4GVyVh6VJ14m10DxMrkEuvAyuQaKl8k1UL1MrqHqZXINVS+Ta6h6mVxD1cvkGqpeJmflyq/epNHOc+C0hNe7NBpk1n7pIXaOqpfJNVS9TK6h6mVyDVUvk2uoiRe0NVSdw1xDVS1zDVU/flND1WmPFdS86EdKa6j6Ze0aqn70poba8YK2hhp4QVtDTbygraEOvKCtoepHSmuoCy9oa6gbL2hLqPVGjQHROvRL2jVU7eOtoXa89KyhBr6QraGmvjYrofLrjRLqfOEPw3PUhS+Ps/DDO4/9QtRTX5tOYMvCVWo2/QBwzVf9MGINteOlZw018NKzhpp46VlD1SnFNdSJl5411IWXnjXUjZeeJdR6o8aGaPXqS/mHl6fjUsFsz3t5+uTzueMUna+9CpeU2U0J9ttLuFl5zZndPot4QUZIjTLXTd/nKfrU6jsrjFRf2sdp3p17uvUVao3fehvHAwHjKGySehdHB9Bmr1BroN1eodZAw16h1kATX6HWUAe+Qq2hTnyFWkPVAQI11I0lt4Ra7+BoEK3UW7Aaqoqaa6gdX0vWUANfS9ZQVY1SQ1URcw1VP+RWQ9VhiDVUHYZYQh06DLGGqsMQa6g6DLGGqsMQa6g6DLGGqsMQa6g6DLGGqsMQa6g6DLGGqsMQS6hThyHWUHUYYg1VP5JYQ9VPMdVQVY1SQ018LVlD1YE3NdSJryVrqAtfS9ZQ9QViCXVp52EN9cBXfTXUhq/6aqgdX/XVUANf9dVQE1/11VAHvuqroU581VdDXfiqr4a68VVfCXXj17HHjU+c5ravY9/GsfeE17dio5Xe2uz+rHduVfQovmuaiJv2PZjb5A78HsxtpPmML9oO+DZdy6+/UjuOuPlxuhvWT75O9/iZ1td3//ZPp8ta/gVaW1V74md+Y1Wn1ier+vKZ3tfjkncry/OVPecribS0sb92tn0jYOfWT5f28C3Bu/8br+8szpY2Ls/6UCKtbT5Jr/aNsJ1bP13bw8cf79aV5+vCbyWOGx9vGhf7VuJtnI516CZQaB26iZQS+/urvTu02b4OxUNNWOdhGPKfuP9xdeM/cR/p4/w/8bvRsR9//Pjzx0+fb75EnDeIWAWI+W2Ibfm2bxwO47hQvt3GOSzfbgM1zLfbSLUt8OYqebj37RwonnGAbqhZ9x91f3p4fF2Xbn//vPz3vz7N9Hl/DN1l+92maqcftx1H+kFrq18nDwRf/5MnNm1/g49nI/56Xm7iZsk5as9p30+yWcLp/btA9FzUPV5nuXXcjMUN6yc8Pz4Q3dfd16O3c65rVa9/l+xWq3rju2T/rrWpQPZ4DtkLHtVuWJ+QPe4T+v4x7Y7s80eaVivE4/tkFx9Fvk92POO52CrRPsnVp8+HX/2T/q3K/GzEX288ldw/g94F7S54/bxet3zOMzYl5eVykmZfr+F2fS7//UniXm7+tmjVX8zfz9hpTw5fHkbOkdYzHh3uQiIFIuBkvGH9lOfjBsfbnwVwOWcPLl+nRqPj5vTvz5Z88+DpFzrkb+dDP+yU/wZSe8Yxb6FoT2pXv/1L+ob1Cc1fnjRvHju92xn/DYbCDvlvIOUzTnnjujc4VW5YP+X64Vnq/rQ453rYEf8Nhqad8d9AWs845DGv4yRT4fSq/v1JPG4/bvX9nFMbFy6PLtXHklvHcVzwOL6dE4Fv175gniPZ67VvAOH7tW8g6Qu2R6i7uH1+9/7t37/E7WsmHi6r3twnxyP2+x8+/OX/vXv//tW9D+fmQdbbwO/8L9o/dKq/GWaeZG6+GHY38G7ow9CHoW9D34auOfBQ3Sr2DzvjzTTzYebmTJC1YZvjvZu5ed7N9W6+D/N9mO8DaTfft/m+zfdtvtf3Xj5r792dSjX7y0MaLLLeYh1B1inWSdhJ2F9EMnXro2Z9EN8H8X0Q3wfxfRDfB/F9EN8H8d2ozD1aT7JeZL3FOi5kHWSdYp2EnYQ9aJXVyHeKfKfId4p8p8h3inynyHeKfKfId4p8p8h3inzQ42fQ02fQw2fIs2fIo2fIk2fQg2fQc2fQY2fQpgzalEGbMmhTBm3KoE0ZtCmDNmXQpgzalPGMTTkoBwetctgqKQc3+b3J701+l385hP1wCPvdYL/Z7Sc7/WKnH+z2k9p+UdsP6qTSllTakkpbUmlLKm1JpS2ptCWVtqTSllTa7GWHveuwlxH2LgJfReCbCHsTTC+CB221QVtt0FYbtNUGbbVBW23QVhu01QZttUFbbdBWsxfd+J57UlpNSqtJaTUprSal1aS0mpRWk9JqUlpNSqtJabXoB9Kip4hFTxGLcnBRDi7KwUU5uCgHF+XgohxclIOLcnBRDi7KwU05uCkHN+XgphzclIObcnBTDm7KwU05uCkHN+XgphzclIPbbiceL3jQvJl5N/Mw8zTzYebLzDeZhxEZRmQYkWFEhhGZttS0paYtNW2paUstX2xdnrNXR5XIw7b2YVv7sK192NY+bGsftrXxThYvZQ/b2odtbbzzxUvfw7b2YVv7sK2NV9B4B33Y1sY7a7u0Ph5uOtsm834xc3OmXAmaVYJmlcBu6A+7oj/sjv7RPIyZMGbCmClv7WZbu9nWbra1rcfgsCaDqzku1XImLWeG7VUsHOVngm51plud6VZnutWZbnWmW52xDo/DWjwezcOWGrbUsKWWC0e3wtGtcHQrHNaicliPytUcl2o5k5YzwzbfsM1XLhwPt8Vtmvky803m5bIUVpbCypJ1oRzWhvJoHuZ7mO/lOmNtLof1uVzNB5mnLTVtqWlLTVtq4lItxdJSbNhuGpaR5TqTVmfS6kxanUmrM2l1Jq3OWEvIYT0hj+Zhvof5Xq4z1nNyWNPJ1XyQedpS05aattS0pSYu1VIsLcWG7aZhGVmuMw+dAi3NfJj5NPNl5pvMy1XM+mEOa4g5rCPman6YuSVBuSxZf85hDTpXc0uxMN7TeE/jPY33NN7TeE/jPY33tO2RFqZhYRoWpnKNnFYjp9XIaTVyWo2cViOn1Uhr7jqsu+uw9q6r+WHmlgTlGmnNZod1m13NLcXCeE/jPY33NN7TeE/jPY33NN7TtkdamIaFaViYyjXyoeWrdTMPM08zH2Y+zXyReTf0juibzMsldVlJXVZSl5VU6508rHnyam5hCgtTWJjSwpQWprQwpYUpLUxpYUrb2mlRTYtqWlSHRXVYVMsFe1vB3lawtxXsbQV7W8HeVrCtr/ewxt7DOnsPa+29mh9mbjkTlgRhSRDGexjvYbyn8Z7Gexrvabyn8Z62+dLClBamtDANC9OwMFVLanvoS22HmSN6N/Mw8zTzQebd0DuiTzNfZr7JvDy/xjrUm3WoN+tQv5obkWFEhhGZRmTa9kjjPY33NN7TeE/jfRiR5TFThxW9w4reYUXvsKJ3WNE7rOhZ736z3v2r+TTzZeabzMtFz3r3m/XuN+vdv5obkWFEhhGZRmTa9kjjPY33NN7TeE/jfRiR5aL30G18bDJvFzM3Z8oltVlJbVZSTQTRTARxNU8zH2Y+zXyZueVMGJFhRIYRGUZkGJFhRKZtj7TtkcZ7Gu9pvKfxnsb7sLJUrpHdamS3GtmtRnarkd1qZLca2e2xs9tjp8lDmslDrubme0ffp5kvM7eMDCMyjMgwIsOIDCMyjMi0zZe2+dJ4T+M9jfc03odVMSyp05iZxsw0ZmaVmccxi9PMl5lvMi8fNmGHTdhhE3bYhB02YYdN2GFjkqJmkqJm43ubze9tNsC32QTfZnKoZnKoZnKoZnKoZnKoZnKoZnKoZnKoq7kRmVYJ0nhP4z2N9zTe03gfxswwZqYtddpSpy21fJSlHWVpR1naUZZ2lKUdZWlHWdpRlnaUpR1laUeZqdaaqdaafQKp2bzmZgObm01sbqa4a6a4a6a4a6a4a6a4a6a4a6a4a6a4u5obkWmVII33NN7TeE/jPY33YcwMY2baUqctddpSy0fZ46DgNHNEn2a+zHyTefmgHHaUDTvKTHbZTHbZTBjZTBh5NT/MvJm58d6N924Z2S0ju/EexnsY72G8h/EexntYvoeFKSxMYWFKC1NamNLClMZ7Gu/DljpsqdNSbNpSpy21fFBOOyinHZTTDsppB+W0g3LaQWn61Wb61Wb61Wb61av5YebNzLuZh5kbkd2IDCMyjMgwIsOIDCMybGuH5XtYmMLClBamtDClhSmN9zTehy112FInmleZedBmHd3Mw8zTzIeZTzNfZN4MvSH6JvPy6bHs9Fh2ephuuJluuJluuJluuJluuJluuJkQuJkQ+Gpu2yMsTGFhCgtTWpjSiEwjcpgzw3Jmonk1xbYV7G0Fe1vB3lawtxXsbQXbtLfNtLdX803m5YK9rWBvK9imG26mG26mG26mG26mG26mG76a224K201huylsN4VFNSyqYVFNi2oakWlEDnOm/BH7BxnagebNzLuZh5mnmQ8yb4beEH2a+TLzTebV+t5NZtxNZtxNZtxNZtxNZtxNZtztu1ndVMndVMndVMndVMndVMndhMDdhMDdtLfdtLf9sBp5WI08rEYeViMPq5GH1UhT9nZT9l7Np5kvM99kXq6Rpkrupkrupkrupkrupkrupkru9gGybiLmbiLmbiLmbiLmbiLmbrrhbrrhblLdblLd/qBa22R9XMzcfCkX4GYFuFkBNh1wNx3w1TzNfJj5NPNF5t2Y6cZMN2a6MdONmY7M2G4K2x5h2yMsTGFhCgtTWJjSnElzZlgVK1fUB+HXmyTzIOtF1pusy8W9W3HvVty7Ffduxd0EzN0EzN0EzN0EzFfzaeaWMt2Y6cZMN2a6MdONmY7M2G4K2x5h2yMsTGFhCixhFqY0Z9KcGVbFsLjvxJJaXeuD0urNMPMkc/PFsCdZL7LeZF0+xsKOsbBjzKTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR3aTR1yJg2yMsTGFhCgtTWJjCwpRYHw19GO/DeN/m+04sqYH2Vfy0Yy/t2Es69pKOvaRjL+nYSzr20o69tGMv7dgzGXU3GXU3GXU3GXU3GXU3GXU3GXU3GXU3GXU3GXU3GXU3GfXV3PZSt83UbTeF7aawqIZFNSyqYVENi2piOTX0YbwP432b7zuxAgfaV/GHHXuPKley7mQdZG1+D7KeZL3IepP1YeZVGdnV/DBzi36z8DeLfzNmujHTjZmO+8KY6cZMt/Ttlr/deA/jPYz3MN7DiAyrMYkFDCuYETmMyG3O1E+lScfGpGNj0rEx6diYdGxMOjYmHRuTjo1pv9tMrNxNrHw1P8zckqVZtjRMXGOmGzPdmOm4jYyZbsx0y/Zu6d6N9zDew3gP4z2MyLCSlFjvsOAZkeVT5kEQdiFrw25k3ck6yDrJepD1JOtF1tuig8G0aB4WzsPieVhAD4voYSE9LKaHBfWwqDaLasM9alFtxkwzZpox042Zbsx0LF+Wkd0yshvv3XjvxnsY72FbO4zIxJMAjwJbavnw3XT4bjp8Nx2+mw7fTYfvpsN30+G76fDddPhuOny3Hb7bDt9th6/p9rvp9rvp9rvp9rvp9rvp9q/mFtVmUW24Ry2qzZhpxkwzZrox042ZjuXLMrJbRnbjvRvv3XgP4z1sa4cRmXgS4FFgS60evnGRA/LRupN1kHWS9SDrSdaLrDdZH0b4YYwfRvlhnB9G+mGsH0b7YbxXj7CwsQphYxXCxiqEjVUIG6sQNlbham4Z2S0ju/HejfduvHfjvRvvYcyEMZNYfLH6Ws6UzyQbTRA2miBsNEHYaIKw0QRX82nmy8w3mZdrpH3sPWwKQ9gUhrApDGFTGMKmMIRNYbiaWwJ3S+BuvHfjvRvv3XjvxnsYM2HMpKGnoQ/LmXJJtVEGYaMMwkYZhI0yCBtlcDVPMx9mPs18mfkm82ZRbRbVZlFtFtVmUW0W1WZRbRbVZlFtFtVuYeoWpm5h6hambmHqFqZuvHfjPWypYUtNQ09DH1YJyqeHzUoIm5UQNishbFZC2KyEq3ma+TDzaebLzDeZN4tqs6g2i2qzqDaLarOoNotqs6g2i2o33rvx3o33brx3470b7x2JtO0RttSwpaahp6EP29rl4yDkwv7R2rAbWXeyDrJOsh5kPcl6kfW26GAwLZqHhfOweB4W0MMielhID4vpYUE9LKrNotpwj1pUm0W1WVSbRbVZVJvx3o33brx3LI7GezfeuyVwNyLDnAlLgsSTAI8CS4Ly4Zt0+CYdvkmHb9LhS3MpguZSPFoPsp5kvch6W3QwmBbNw8J5WDwPC+hhET0spIfFtBnvDXeR8d6M92a8N+O9Ge/N8r0b791471i+jPduvHerG92IDHMmLAkSazUWa0uC8vE4rKQOK6nDSuqwkjqspA4rqcNK6rCSOuz3jI2PCBsfETY+Imx8RNj4iLDxEVdzi2qzMDULU7MwdQtTtzB1C1O3pXZbalhUw6Kahp6GPixM5QpsEv+rOaI3M+9mHmaeZj7MfJr5MvNN5s2i2iyqzaLaLKrNotosqs2i2iyqzaLaLKrdototqt2i2m2p3ZYalgRhSZCGnoY+LEzlgm2C+TDBfJhgPkwwHyaYDxPMhwnmwwTzYYL5MMF8mGA+TDAfJpi/mltUm0W1WVSbRbVZVJtFtVlUu0W1mzPdnAkLU1iY0tDT0IcRWS6pJvYNE/uGiX3DxL5hYt8wsW+Y2PdqHmaeZm5hahamZmFqFqZuYermezffu/leHfEbpt4NU++GqXfD1Lth6t0w9W6agDNNwJkm4EwTcKYJONMEnFdzI7L6gHI1DzO3MDULU7MwNQtTszB1Q++GHsZ7GO9p6InoFtVh+Y6FYxSP4TQRZJoIMk0EmSaCTBNBpokg00SQV3PjvVyWDitLpshMU2SmKTLTFJlpisw0RebV3KLazfduvodFNSyqaehp6MN4L1cxUzWmqRrTVI1pqsY0VWOaqjFN1ZimakxTNaapGtNUjWmqxjRVY5qqMU3VmKZqTFM1pqka01SNaarGR/NuUe0W1W6+d/M9LKphUU1DT0Mfxnu5ApsyME0ZmKYMTFMGpikD05SBacrANGVgmjIwTeqXJvVLk/qlSf3SpH5pUr80qV+adu9qvsm8W5i6halbmLqFqRsz3ZgJS4KwJEhDT0MfFtVyBSYxXpIYL0mMlyTGSxLjJYnxksR4SWK8JDFekhgvTYyXJsZLE+OlifHSxHhpYrw0MV6aGC9NXZemrktT16Wp69LUdWnqujR13dXcdkcz3rvx3o33jtXOeO/GTDdmwqIaFtXEWo3F2qJaPh5JLpckl0uSyyXJ5ZLkcklyuSS5XJJcLkkulySXS5PLpcnl0uRyaXK5NLlcmlwuTS6XJpe7mluYmoWp4aazMDULU7MwNQtTszA1C1M33rvx3rHaGe/deO/Ge7eq1C3fw3wP8z3xJMCjwHKmfPiaGC9NjJcmxksT46WJ8dLEeGlivDQxXpoYL02MlybGSxPjpYnx0sR4aWK8NDHe1dyi2iyq3Xjvxns33rvx3o33brx3y/du+R7me5jvaehp6MNyplzfTeqXJvVLk/qlSf3SpH5pUr80qV+a1C9N6pcm9UuT+qVJ/dKkfmnavTTtXpp2L027l6bdS9Pupanr0j66nPbR5au58d6N9268d+O9G+9hzIQxk4aehj5sa5ePAxMSpgkJ04SEaULCNCFhmpAwTUiYJiRMExKmCQnTlIFp2r007V6adi9Nu5em3UvT7qV9SvdqbgncjfduvHfjvRvv3XjvxnsYM2HMpKGnoQ8rqeWCbd9TTfueatr3VNO+p5omsUyTWKZJLNMklmkSyzSJZZqqMU3VmKZqTFM1pqka076nejW3jOyWkd1478Z7N9678R7GTBgzaehp6MNyplojx0UukB+tDbuRdSfrIOsk60HWk6wXWW+LDgbTonlYOA+L52EBPSyih4X0sJgeFtTDotosqg33qDHTjJlmzDRjphsz3ZjplpHdMrIb791478Z7N97DmAljJrG0Y223nCmfpgedpgedpgedpgedpgedpgedpgedpgedpgedpgedpoedpoedpvYR4GEfAR72EeBh+vdh+vdh+vdh+vdh+vdh+vdh+vdh+vdh+vdhGvJhGvJhGvJhGvKrOZYvY6ZbRnbLyG68d+M9jPcw3sMqQVglSDw48OQwZspndaPztNF52ug8bXSeNjpPG52njc7TRuepzRsYNm9g2LyBYfMGhs0bGDZvYNi8gWHzBobNGxg2b2DYvIFh8waGafaHafaHafaHafaHfbh42IeLh31a+GpuGdmN9268h/EexntYJQirBImlHWu7MVM+8R6kt2+SzBtZd7IOsja/B1lPsl5kvcm6/IPThk0Mm5EwbEbCsBkJw2YkDJuRMGxGwrCxBMPGEgwbSzBsLMGwDxYP+2DxsKEHw4YeXGuA8R7GexjvgfXLeA/jPbE8Yn003vGQ2YlFr7rWB33sm2HmSeaNrDtZ2zrNbyNlkvUi603W5SPPJkIMG2QwbJDBsEEGwwYZDBtkMGyQwbBRA8NGDQwbNTBs1MCwD/lezZEZ2xzddke37REWprAwhYUpsNxZmMLClFhNsZwa78N43+b7TiypgfZV/LQDOO0AprkQg+ZCDJrdMGh2w7DZDcNmNwyb3TBsdsOwkQPDRg4MGzkwbOTAsJEDw0YODBsKMGwowLChAMOGAlzNjZmOzNhm6rabwnZT2G4Ki2pYVMOiGhbVxAJp6MN4H8b7Nt93YgUOtK/iDzvIBh1kg46mQUeTTakYNqVi2JSKYVMqhk1LGDYtYdi0hGHTEoZNSxg2LWHYPINh8wyGzTMYNs/gam7MdGTGNlO33RS2m8J2U1hUw6IaFtWwqKahp6EP430Y7zuxpFbXaoMkhg2SGDZIYtggiWGDJIYNkhg2/2DY/INh8w+GzT8YNv9g2PyDYRMKhk0oGDahYNiEgmETCoZNKHg0D8v3sHwP4z2M9zDew3hP8z3N92FVrFyCbbrCsOkKw6YrDJuuMGy6wrDpCsNGDgwbOTBs5MCwkQPDRg4MGzkwbCjAsKEAw4YCDBsKMGwowLChAI/mYfkelu9hvIfxHsZ7GO9pvqf5PqyKlWukDTQYNtBg2ECDYQMNhg00GDbQYNhQgGFDAYYNBRg2FGDYUIBhQwGGyfaHyfaHyfaHyfYfzcOYCWMmLN/D8j2M9zDew3gP4z2NmTRmhkW1WiOnydSnydSnydSnydSnydSnydSnSb2nSb2nSb2nSb2nSb2nSb2nibGnibGnibGnibEfzcOYCWMmbDeF7aaw3RS2m8KiGhbVsKiGRTWNmTRmhuVMuQKb+Hia+Hia+Hia+Hia+Hia+HjaN6On6X2n6X2n6X2n6X2n6X2n6X2nKXKnKXKnKXKnKXKv5sZMGDNhmy9s84VtvrB8D4tqWFTTopoW1TTe03gf5jsW7Inm1QQ2Ze40Ze40Ze40Ze40Ze40Ze60D1hPE8NOE8NOE8NOE8NOE8NOE8NOk6tOk6tOk6tOk6tezY2ZMGbCNl/Y5gvbfGH5HhbVsKimRTUtqmm8p/E+zPdhvk80ryawfTh82ofDp304/Gq+ybwqKJqmoZ0mip0mip0mip324fBpGtppGtppGtppGtppGtppGtqruSVwtwTulsBhYQoLU1iYwsIUFqawMIXxHsZ7Gu9pvKfxnsZ7Gu9pvA9jZhgz05Y6banTljqrJdW+CT7tm+BX82Xmm8zLB6Upb6dJaadJaadJaa/mFqZuzHRjpnxQmvJ2mvJ2mvJ2mpR2mpR2mpR2mpR2mpR2mpR2mpR2mpT2am68h/Gexnsa72m8p/Gexnsa78OYGcbMtKVOW+q0pZZPvrSzyb7fPe373dO+3z1NTDtNTDtNTDtNTDtNTDtNHTtNHTtNHTtNHTtNHTtNHTtNHTtNHTtNvzpNvzpNvzpNv3o1N97DeE/b2mlbO433NN7TeE/jfRgzw5iZttRpS5221PJhYx8Tn/Yx8WkfE5/2MfFp8thp8thp8thp8thp8thpetdpetdpetdpetdpetdpetdpetdpetdpitRpitRpitRpitSrufEexnva1k7b2mm8p/Gexnsa78OYGcbMtKVOW+q0pZYPG/v2+LRvj0/79vjVvJt5mHmSeTf0jugWpnIFNrnrNLnrNEHqNEHqNEHqNEHq1dyYCWMmLd/T8j2N9zTe03hP431YnSlX4GVVzL6wfTVvZt7NPMw8ybwbekf0YebTzJeZbzIPYyaMmTBmwpgJYyaMmbR8T8v3NN7TeE/jPY33NN6HlaVy0dtWlraVpW1laVtZMnXsNHXsNIXpNIXpNIXpNIXpNIXpNIXpNIXpNIXpNIXpNIXpNIXpNIXpo3ka72m8p/Gexnsa72m8D2OmWsXWharY1bybeZh5mvkw80nm3dA7oi8z32RerWLLNKDLVJrLVJrLVJrLVJrLVJrLVJqP5mm8p/Gexnsa72m8p/Gexnsa78N4L9fIw6rYYVXssCpmktFlktFlktFlsstlsstlsstlsstlwshlwshl0sVl0sVl0sVl0sWreTPzbubGexrvabspbTelRTUtqsOiWq5izapYsyrWrIqZ0nGZ0nGZ0nGZWnCZWnCZWnCZWnCZWnCZWnCZWnCZWnCZnm+Znm+Znm+Znu9qbryn8Z7GexrvaXs1ba+mRTUtqsOiWq6RJnK7mk8zX2a+ybwqJFimuFsmQ1smQ1smQ1smQ1smQ1smQ1smQ1smQ1smFFsmFFsmFFsmFFsmFFsmFLua2+ZLS+C0BB4WpnJZMknR1Xya+TLzTeblsmT6pmUaoWUaoWUaoWUaoWUaoWUaoWUaoWUaoWUqnmUqnmUqnmUqnmUqnmUqnqu5bb60BE5L4GFhKpeltMKRVjjSCkda4TCtyjKtyjK9xzK9x7LPmy2ThyyThyyThyyThyxTZCxTZCxTZCxTZCxTZFzNp5lbiqWl2LDNVy4cwwrHsMIxrHAMKxymO1imO1jWu7+sd3/Zx6eWtfova/Vf1uq/rNV/WXf9su76Zd31y7rrl3XXX82nmVuKpaXYsM1XLhzTtva0rT1ta0/b2tbQvqyhfVnL+bKW80fzMCLDiAwjMozIMCLTlpq21LSlpi01canTzC3F0lJs2NbGwjGqYVpWZ5bVmWV1ZlmdsZbzZS3ny5rClzWFP5qHERlGZBiRYUSGEZm21LSlpi01balpSx22m8pbe9tu2rabtu2mbbvJWp+XtT4va31e1st8NTfew3gP4z2M97Slpi01balpS01bannzWfvwvtDmu5p3Mw8zTzMfZj7NfJn5JvMwZsKYSUNPQ69m5LZmzW0fjriah5mnmQ8zn2a+zHyTeRgzYcykoaehl1PMOul2s5xpljPNcqZZzliv27Zet239Ytv6xbZ1RW3ritrWWbSts2g/3Pi/STIPsu4GXs4wG1i9rVNoW6fQtm6bbd022zpWtnWsbGsS2f05GbbNmeNSXevD3fCbYeZJ5uaLYXcD74huvJQ3k/W3bOtv2dYjsq1HZFufxbY+i22tDdtaG67m5vsw37ehb0PXnX1cqvgPl71vppkPMzdngqwN2xwv//CwcabbxpluG2e6bZzptvaWbe0t2zpKtnWUbGvi2NbEsa1vYlvfxNXcUmzYUgcu1VJsm+/bfN/me71E5rNK5HGpkmPzI7fNj9w2P3JbD8q2HpRtbR/b2j62dVps67TY1tywrblh243/thF220bYbesn2NZPsO0Kf9sV/rZb82235tsuqrddVG+7X912v7rtSnPblea2W8Rtt4jbbhG33SJuu1rbdrW27TZr223WtgukbRdI2y6Qtl0g3R3B9GviN/uB9mn2YeaIjs5Xf1P8Zo/ed3S/o/8D/R/o/1D60f+N/m/0f6P/5efWf/8B/xfKFCXux8T9mLYf0/Zj4oZJ3DCJCZ2Y0IkJl5hwqQmXmnAD82FYPgxc8PjWgv/0+tW7z2//dvfPfnz/y9ufP7378PnV67t//+Pb93f/7L/f/O8Pn99++vvbP98j/tf/+vjLj+/f/tdxufzP3f/d2f3j7t99+U+1dcTcbeaRR787WH/9/zuAnSA=

The issue is with two of the curved rails in the second blueprint. None of the other curved rails have the issue.

Originally posted by @asasine in https://github.com/christoph-frick/factorio-blueprint-tools/issues/23#issuecomment-1036339588