[ NMPC-L64 | PAL8-CNV | M243-11Y ]
点・望・山(M243-11Y)
標高リストから地平線を描画&地形の特徴を解析(PAL8-CNV準拠・A9V5対応)(初版公開:2020年1月18日、最終更新:2020年5月29日)
(2020年5月29日:V2の条件式の不等号が逆になっていたのを修正。山地と港に関するテキストを見直し。このツールの使用例と詳しい説明を掲載。)
(2022年9月30日:ほかのツールと組み合わせた詳しい使用例を掲載。)
(2023年1月26日:もう少し詳しい説明を掲載。)
Results
![Click to Download This Image](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwAAAAMACAIAAAAc45fZAAAgAElEQVR42u3dPW4cxxouYPKCkOD0ZIYBRRTEhDCXoAVMKMBnE1rArIALOJsQAYdagJZAQ4kMKxIgOFNqHCe+wVz10VVTperq6ur6eR5MQJDDYv9P8Xu7qs/Pzs7+/csvZ6u9ursr1s7PNzffbed4PN7e3j74o+vr62/91rOrq6++8/Ty8o/379evVyXtPL9/cvri44tHP/36d3I7f/35z+mLTy8f/+s//33wPT/8eB7f4Mrl2aKdb63XIoHto50R2ll0FpQ8L97cfNjouhHTcoHr2KIVLHl9nhZ+0f6aLrklj+fp6K3w+pylnfMsvZbCYjpAAYs6QJ2JOfcWdYBiTp4WpV1uoJWzIK0DlL3l7a5jBRaj5EV4lytS09fwGP/HFQoAGM1FQ8u6svAT4/d3705fdF8KyvWfQa+Vku5XEP86x5uqKYHqRSUVl2oLPzGLGti8Ja9I3Rd+JipAAMBwdIAAgOE0EIHlSr4C9z6TbJxiKRAImKb4pkAINY/kGkq+Fq2Xi/nZljfsqwABAMPRAQIAhnPR/RpKvr60aNzBSotGK9RWfTX4iyzHz4AZccmRYn0kX4vkGg7W65EZk9JOVIAAgOHoAAEAw6k3AtvueRd8abtQbGWpduQQgdaNc9DuMl6ps0tu4D2VTI2YFjXWNkZvvlVVgACA4egAAQDD2TkCy/54L8nXetkn41oUB8zLuSWzMIO/IKC2x8Lz4IVxfh3bJZOt9gCYFkwFCAAYjg4QADCcTiZCXJl8Pbu6cijMLZpRqoACWVjJgRWw9ZkbOE/nP8p+vnf2oK6GGDkbSQUIANABAgDo3T4RWPbBX2kkX40yRyLMzZOm2rKnRbkbZxuMyU07kHqlAgQADEcHCAAYzvnZ2dm/f/llfUOv7u6+1c6iwOt4PN7e3ka+OTD463A4vH79+svvpAVeTy8v/3j/fv326b6dlRXajy8e/fTr32epw6+mLGxqZ6X58qQNEPv08vG//vPf9cujnSba2e44jBFILlae79PZHVieRYPI5u2kxS7jXJ/TpqBc1M52x0+17Zxn6f2EbXfHz6LR7+742VSuiHplByi7lR0ghrLvTWnb3boRc3avHEXvZqCMF9i0fTHgLhCBAQDD2bACVEnhZ6ICVOF/KgHVloJgx+Nw/m96gfkGY8oGMYthFNimO8XGXEoFCADQAQIA6F3+CKy25GsiAttUyXm6YtKoRRnEopkVZWHE2+W26FxRiJuX6ZsKEACgAwQA0Lu1zwKrNvCaSL7KKPnMmpgpedKCKrP+kFfg+OnjSXYFxqDBRlSAAAAdIACA3iVGYPUnX+PYdzqskoO/SpJ8JQskOysnt7RTlp6VKy8FJXNtKE8FCADQAQIA6F1UBJYr8DKT4RZ2eTbQ/K8rkrduHl0tipxixjT1Me6J8PUHWqECBADoAAEA9O6BCCz7CC/JVxn7hlCBSrh0rGaBWComFCuZahkOtvTUa+hPQHkqQACADhAAQO8uapvSUOC1VCBgypU9KYB3bP74s4BKhnHJwpyVsJ4KEACgAwQA0H0H6Hg8Zmloauf6s5jfenZ19dXr6eVlluUZuZ03Nx9Or8B7Pr54VNV65VqeTy8fa6dAO7n218p2fvjx/PRqcTv/9ec/p1dD56l2tNNTO+e3t7d5u1SLbv1xx896gYehVnIP0HbD4A2HzqjpaZqbPhLStrx7gGAlERgAMJwLm6B1Bf4RDBSZKvnXWSlocDFFlM4OkpKP/IN2/f7u3bd+pAIEAAxHBwgAGE5UBBa4r/nt27cJf9W9z60rcOc1ZTR973PamsrCoGlTqjX1JQI5V4AKEAAwHB0gAGA4URHYlHPNs7C0B37Rn32Tr7Qcx9gxujwHZWG0a1GYlZZ8TVSAAIDh6AABAMMJRWDZ4y2Dv6A2Uw44znCw7GqbhjGQR8/TsUqmOd03v1uU4EsYt7AyzEqjAgQADEcHCAAYzgNPg5d8dcOchGEjjwIbOfDKtd9zbcNqU8j6s55FYV9agwKvLewSeM2pAAEAw9EBAgCGc7HdTIaSrxEYQwTZz6YYI59x24X7Aq+M5jnXyl7BomePTn2bwEzOKkAAwHB0gACA4VzYBMQLlOgbysI8Amxw0yHa9JEQWPhc52AlDxczmnV3U5i1MsMqOfhrnpfNszAVIABgODpAAMB4HaDD4XD66tnV1Vev6U3zH83fM28nbYGeXl5mWTHthH188Sj+zX/9+c/pNf/Rp5eP49+ca3kKtDNfr87aSdtN1e6vtHZ++PH89Aps5/l7ci1PzC5I2+/zlnNt55LXsef3T06vAsePz4uw6fP993fvvnrN3xz40dROjLcz04+Ox+Oa1ZkaPH/9+vXUcZmvxrd+NH/Pl70l/cpK5MrO0z4mq70ZyD1ATeymSg6JwA1DKzddgeMw186t/wGllSxzrwL37gR6DistGvSeRgQGAAwnVAGidSpAhf/hrp96z9KDpMAW2+7IzL7wBcoq2cd8KQUtte+DugoUfiYqQADAcHSAAIDhXEi+Mkor3mav0GavIQcK6Z4F1oTa9k7MMb/v9HdNJ1+BP+E85VvGSb4mKkAAwHB0gACA4XgWWAYra/XzX08LxXaJDFTUa7bv3lmZ7TZ0FjRkZWad62K13Y4z5ot4KkAAgA4QAEDvRGDpFNthUkn0EFiMmBO2ZGgYeMgGFLPv4K99qQABADpAAAC9O//j/XtbIcYugVf988U1JOaJ3zFvblqBiKf+YTjVnjIlj7qVR0Jt07ca/LXeLlnYLvMfTlSAAIDh6AABAMMZehRYzKRe+1bLp7+uwLuFQApghA47HpAlHxO2KAtzIerY9GDQeRa2KKi6vr7+7nv2Tb5+u78/faECBAAMRwcIABjOiBFYINWqdniIoV5hiyKDQNAwjwM6y8JiVpm2rDxEVz4dDL5rl8BryrkCVIAAgOHoAAEA43WAnl5eZmmo/nae3z85vRa18/HFoyzLo50y7Xx6+Tj+zT/8eH56VbI8u7Tz15//fPUqub9KXjdirgAx6/Xm5sPptcvxPB2086M3cDznOn6eXl4mXEUD+yvtstz0cdhiO8fjMf7Nb2fS2lm0PL/d33/1imlnoJmg3UbTsbR7gOa/HrgNYpzx8LXNEVzbFWBawe0uKYtmLc91rO4yHj77TmG9lcPgdxHZ4/mKCAwAGM6FTcBo5vUe41/C2yftf/ra/ilftDz7FoxXHpDbHc8r9+l2W9Wcsevt8iywfakAAQDD0QECAIYz0E3Qk0CxdJwbpTub/WzlHcrb3VjatFzHxjipRPcXkMAN4DF7ueT2kYUtFROBVXs3tJugAQB0gAAAHjJ0BEbrtoulYiYEiplPaOWMLPvmbtnj0T5SiUD6M04E1uIFVigWljYKbN9QLC35mqgAAQDD0QECAIZjIkT+n5i0xYSB4Y0w/1GBLRZI4qrV2bR1i1ZHBE9VBpz/cKICBADoAAEA9E4ElkHJMSCLJjBMe6Z0/TnXLoO/dhEzGG27rZF9tsz5CdJiFpa2qPsmXzHXqGqf8wUbUQECAHSAAAB6N+JEiJNcNduSzxSLmYUvzcjJV0MbofvN0v1sddtddjpbQYdWGU3Pf/jzzc1X31lEBQgAGI4OEAAwnKEjsEn2mm2g1pr2t0ZOfwqM+co+3KnXDVWSwGLwq6gDaS8xodguEdjKJ3/NqQABAMPRAQIAxusAPb28zNJQ0+28ufnw1Wv60ccXjxLa2W69Pr18vFE7f/35z+m1qJ1F26dAOyu3z7QRaluvSrZPyfV6fv/kW6/Orj8DtlPyvAgcNvZXpMPhkKWd4/GY8Fu/3d+fXtN3Xt3dZVke9wB985xJ+K3tHoVY8vGWtd0HU/IeoGo3QiUbqhLu6ujmmumwqVBt9wBlv/VnIgIDAIbjWWCb/A/kX42azesZTQ/+gh2vdbC1wGyH8x8tmhpRBQgAGI4OEAAwHM8C29aUha38WyPfBJ1rI+w7m1+Bg63F2TJzTUEpdG79UlnyZORBLT4UbG7RHdMqQADAcHSAAIDh9D8KbN/i7aK/XjLnilmMRalEYCqdXDFHYNqe2syL7fPvtBgrrNyVgR3Xx1RMrplNrNc8mB4wHUsLvDqjAgQA6AABAPSu2wisoSputYFOTN6xKNTodUOl1c9LDhDb5dhYueNyJafw3U+H+XcMGYt0fX391XdqGxcWoAIEAAxHBwgAGE63EyHWHyvUP5Rpkj3mWDm+bLu1WCR7kTztoG3oQCqw4yQXHV8z99XroZV9ONi+EZiJEAEAdIAAAL5wYROU0XROETNJ3aJZCpse4LNdJbyPyRK3O/xijpaRp7ZbxKG1fos5xr7U0OCviQoQADAcHSAAYDgisG31OkInbb3SYrKRxUyW2NAj0kqShZU58QOHX/czWDrGKvTzzc3pi5jhYCpAAMBwdIAAgPE6QE8vL7M0VFs7H1882rGdv/785/SavvPp5eMsy9NHOz/8eH56zbfzfNPlWp5FLec6fjIez29uPqyvtPd6HNa2v6pt5/n9k9Mr1/5KO2H3vT47fpY6HA7f+tHbz2LaOR6PWZYnVztmgt6EuzG+1e+pYdOtvDVh37w/cGCbErrC/dXZhXG7Cd+b1vQxtnIm6GpHv7sHCADgAW2PAqttLi+Fnya2T9PTMDLCP+UFNkvaxdMp082hlf0RYJXwLDAAAB0gAIAvNBmBSb7KMMNe+PArWQkf+d5ntrAyCxtn+xB2fX19+sKzwAAAdIAAAOrTUgRWSal2nMQhZk2bjskMB2NYkq8vdR94FRjzVTILWzTUK0AFCAAYjg4QADCcBiKw2kq1xkadPZQZ2SwdH/Nph0TAonSVLRgFdib5ijZPtabAq6RcyddEBQgAGI4OEAAwnOoisGrrsZKdjrdGJcPBuk++Vv4WW1gZAxlNVrNnV1enL3JlYYHka7vBX9mTr4kKEAAwHB0gAGA453+8f1/sj7VYLJV8DS4mrMk1lmTlCVLgWJ2P9as2zPIsp8IauryPfGxsNyNi9ghsu+RrogIEAAxHBwgAGE6JUWANlUYFXpSX6wTZbi7KwLyXtZF87b7ljQurUIFngeVSIPmaqAABAMPRAQIAxusAPb28zNLQvJ3n909Or0XtfHzxKMvyLGrnrz//Ob3mP/r08nGW5dHOmO0Ezq9FJ8ii4/mHH8+/egXWa/6emB/tcp7Ovbn5cHrlWp7trofa2ev4mQ6S6TXg/np2dXV6pbVzOByyLM/xePzWj367vz+9Ytp5dXeXZXk2HAbv1h86sN0w+JInSOAID9w5VP98zfP7TtwDtLvarvwOiS9VOwy+5K0/ExEYADCc/BWgXJO5lfzvUwWIb1l0HFZbCmq6AuQ/+EbtUgpytETKXgrKNRGiUWAAADpAAAD5JE6EmKu2GajMp8VSaUX7mCccicmGknYgVXsrbswRLvBio10Z83kx3+/z3wo06LAhgQoQAKADBADQu6hRYAUCr1zSyviLxr/IwjqWKwZaVJDfd0IgyRflmbepZisHiDU0HEwFCAAYjg4QADCc0CiwXFMalrRoHsW0OCAwcRx8de5UUuGv/1iViQCFqQABADpAAAC9eyACazH5qnYxaEv2R9EtmgJuu+FgDT3XHdjXs6ur0xdpw8Gur69PX+QaDrYdFSAAYDg6QADAcP4XgfWRfBUgXBtqL9cfHlUrkGoZ8+XYsBG6V38WpgIEAAxHBwgAGM75T7/+veb3e82D5sGH5GtwDWVhlTzwS8yxXuDOBJuXYlY+HWySloVt91AwFSAAYDg6QADAeB2gjy8eZWno08vHXbZj+2hn5fHz15//rM9PVx6Hp2X4689/CizPm5sPp1dMO08vL7Ns587aeX7/5PTKdf2xnbWzxuFweHZ1NU2QmOx4PF5fX0+jw5K9urvLsl7uAXqYe4D47iGx6AQpeRdOzLG63fK4N2W9RROIQzG73AzkHiAAgGwubILI/4an9ygF0dzx7KBtS+DxcAo/7GjlY8JqowIEAAxHBwgAGM75H+/ff+tni54O1mKNPdd9oPKFRsUcANvt3Epuiy6wGFIb6MyiCGzls8DcBA0AoAMEAJAq2yiwhgaeZK/5BxrMPiNL93HbogNp0dC8+Zv3fWbWLlMEAbTl55ub0xfZszAVIABgODpAAMBwQqPAJouGg81Vktp0FjR0loVlH5GXNsJrZZpZ7SG67yiwOePCoGklR4HN5crCVIAAgOHoAAEAw4mKwCYtZmHdD7HpIwvbdzcFgrOmk69Fa7oLWRg0LZCFZU++5lZmYSpAAMBwdIAAgOEsi8AmDWVhK0v9MSX6lVsjl4aysH0fg7Vo+sTOtka1ZGHQon0jsElaFqYCBAAMRwcIABjOhU3woEUF+fmbdwnFGnoc276bpZItJvkCyCLteWEqQADAcHSAAIDxOkBPLy+f3z9ZH9l8fPEo/s0//Hh+es1/9Onl4ywr9unl42/9icmbmw+nV+A9Ty8vE/76vOVF2yfXdg5vnzW/Pu3BaTvPX4v2e2fbJ3s7tW2f2tpJO0+1ox3tbNfO9czxeMyyPIF2fr65Ob1i2jn/6de/p8/s+D+f6x6X7W65iLnBYlrl+erkGpS77wj5fTfvokeNVsI9QHsxDB5atO9TUQNibgYSgQEAw0kcBRaonaT9E7zyP+9csx1mL9jsUlerRIsVjtrmSOyewg807dnV1emLSmZEXEQFCAAYjg4QADCcWiZCnEcP2wUogar7vgX5wF9PS8cEOusPyEnJbRg4C2IWo7bwUc4FFBYYCDbdH60CBAAMRwcIABhOYgS23Xglk6M8qJJhdyPvnZKh2MrdVCBHXnTQkixwvtu8VCVmOFglpnRMBQgAGI4OEAAwnP9FYFOtNftYpEqMXDGeRyGLQpb6k6/tprLczsqhXk40gDVUgAAAHSAAgN5FjQKTfHWsoXhr5ZuzH8a55pncLvDabjiY0yqj+ZFZ7WSt0BMVIABABwgAoHcPRGBNB16TtEJxzFC4Starj91k05VRydSILL0QrbygEWmau2+azW/RbwUsapDCVIAAAB0gAIDeXbS40NmrwS1mIt0HOtvV/OctjxOKzUecCcXKkFk3IS0Lo1EqQACADhAAQO8uPr549NOvf5+tjlSmdlb6+OLRH+/fr2/n6eXlt9oJrOA8HAm0k2t5VrYT2HGBHwW283woXGCLxez3XO2U3M65lufTy8f/+s9/+2un/vNi93ZyXQ+rOi96bedwOJzamSKwmBFeD7bz+vVr2/lbjsfj7e1tPe2cT2dXJfeUFBjtuagD1JBFHaCYGZNzHRJp7ZTcFytXsOlnl6bdA2RU9qZHlA2+l7R+T8CA9xLNt+Hbt2/rXFQRGAAwnIv5Pxa7lILmf7TkIKDu/9eMGfc0vWecQXa5FizXQ8HomClMa5a98DNv2bCyCqkAAQA6QAAAvQs9Cywmllr5zJrp15WFtxDYcdUW5N3suSnTHu5+GI88D+d2AhnWPHvaLvCKWcIBs7Dr6+vTF/veDT0txkQFCAAYjg4QADCcByKwQFwS82bKiJnNaGXCWKAy7/jZwnaj0uyvTc+ClXcUdC8tutol8GK9eWKVnQoQADAcHSAAYDgX+/55AyKWitk+1T5xIrCoDT34on5T8mXMF82RWLVuGuY235UFUq1FVIAAgOHoAAEAwznP8ox7ymsxx6lkSEv2TVftI8CyR2AGJZHXysArZmK92mKXkhMh7nKPQfa9vB0VIABgODpAAMBwLmyCtjSUfNUWl6RtumrjrX23oSyMBAUCr0W/VVs61qvAuLBd/uj0IxUgAGA4OkAAwHCMAmtVJVlY/VHIyMmXUWDUYFHwkZZz5VIgFCs5CqyPQ2K77awCBAAMRwcIABivA/T08jJLQ9rZtJ3n909Or1zL8/HFo4TfenPz4atXge0zrfuidhb91tynl4+zrFdt7aTt9+2OQ+2M2c7hcPjqO28/W9TO8XjMsjxTO2mLEVgv+/3Bdp5dXZ1eubbz1OCilt0D1Ib58ONd7gHa5RaQtKHXK7ePe4AqPBJoVMwNH/ve+jO33c1A7gFaemxst1VFYADAcFSAWrXvKLACBYD5Csb8UYWfL21XASp5JNDxf/m1FX7mcpWCFH7WHz/Zt6EKEAAwHB0gAGA4ngVGirR8alGD85Zz3Qnu8V5QQNPJ16JF9UyxTW2XHqoAAQDD0QECAIZjFFjzKnko2CT7WK15g5KvpUwIRDF9JF9pAlmYUWAVUgECAHSAAAB6ZxRY87I/HGNl5BR4ckXaEprbcL1pIxSYGhGgCSpAAIAOEABA70RgbCXtKe65SL7Cm2VlFmbwF1/ZZfDXb/f3py9+vrmpYSNMazofDrbdA61IpgIEAOgAAQD0LhSBxYy+UQmvR65RV9nVNlUjkEsg+drOlHzNvyMLI54KEACgAwQA0LuLlfHE/NeFYvVIeyxXi4mVMV/JW8zUiMTbJfBqWiALY3cqQACADhAAQPcdoI8vHmVpKFc7Ty8va2vn93fv1hd+K1yv0xdvbj6cXvvu97R2/vrzn9Nr+s6nl4+zLI92vnv8PL9/sj4trfa80M6DDodD/Jvffjb/0fF4zLI8r+7uvvrOb/f3p9eidnItT652HIdl2jn/6de/83apOrsHaJwhi279GZMpoUm4HkZ2gDZajJj+TSXj4Sfze4AMg9+dCAwAGM5F4B84EyEOJW3I2L6m6oVSUD0HCZxMNY/tSkGwhgoQAKADBADQu/M/3r+3FUi2bygm+Uq26N5nyRffFbg/OlcEtmhsVyU3Qbv3uWYqQACADhAAQO8ubAJaIfBK5oFfbG1KdjwvjFaoAAEAOkAAAL0TgdEVUyM+uDWgmHkWZkZE6qQCBADoAAEA9E4ERjMEOjYU9atkFNg0a2Jtj4WnHipAAIAOEABA70RgbZg/cquSxzNNi7HvQ8Hm5jFQ9+PCsidfHgFGVaYwa9FDwXYxfwQYFVIBAgB0gAAAeicCq1ogV5p+tG9OUVvyFWCOxDCBV5nTwXZOlpZ87TIcbJryURZWMxUgAEAHCACg+w7Q08vLLA1p57vtPL9/sj4w+vji0VffOTW7tOVc6zVfnvrb+eHH89Mr8J5PLx9nWZ7a2sm1nZ3v4XMwsJ0XnbC9bufj8ZilnVd3d1Utz9TO9WfOr5rbOf/j/XvdwALSbtlZ1K3Z5d6Chu4BmuvsZqCVw+Ddm1L4LOh1gwdmgl75MNSVo99L3gMU6PpMD4tldyIwAGA4KkDN/4tpFFiyPipACj9DHfwN7a/spaD6K0AKP4UPpICYDa4CBAAMRwcIABiOiRDbUG3du9pngXUv+5O/aEIlM6A2ZLvkyySHW0gLvGLamYdiKkAAwHB0gACA4YjAWEXy1SgBSuuHcf1Z2JQ45Ao1Ygi8+Jb5cagCBAAMRwcIABiOCIxRdPbgixiBMXoGE50JcDtSbfJl/sPkLVYgOVUBAgCGowMEAAxHBEbnBnzk+zzVMuYrvKFkYU2Ycq6VDwUrQPKVbFHyNX+o3KLIUgUIABiODhAAMBwRGAvEJAW1xQrzzKj+UCztOV9yrk3NN6/gLNmUU8wjjBi1ZWECr2RpQ70Ch830o5gsTAUIABiODhAAMBwRGN83nzQvUPxflAsEUpvt8oUpYBpwakSH8VlwlNz8qJN88S2SrzLSctJ5FjZvRwUIABiODhAAMF4H6OnlZZaGtNNfO8/vn5xeb24+nF7z93x88ei77Uy/Pn8FlifwRwNilifGp5ePy7fzw4/np1faek37y/EcPg4Dmy6wnWM2b/bjMFc7te2vw+GQpZ1Xd3dZ2jkej1995/oznxd7tfP2s5j9ldbO+R/v3+sG8q0r/vTJ8a0fxVg5PHu7Wy5quwcobfR79g0+8qEe2JjV3vpT/+4ODHVOu71jMg2Dz/4w1Jiuj3uAaj42YojAAIDhGAVGyn+WBf7pLPAP93w42C6zJuYq/LDFoR54z741oT7qfCtnRKRmU3VnXipLm/8wOxUgAGA4OkAAwHBEYCCEIkVMCGXWxLMvEpBA8JGWhbn3uUK54q35vsiek6oAAQDD0QECAIYjAntYzLwgFN7yuyjw4LDAGLSV29CxurtdnnZXrWpHA7HpXl5puxGCKkAAwHB0gACA4YjAzs4W1qKlY2OShVGD7nelqREbFZj2sFoqQADAcHSAAIDhiMBykjiMoEAWNskVinV2ZMZk1vWv6aJ5FF1S6tFi1lNgawS+Uy0VIABgODpAAMBwzv94/37YlS8wEZnCdc17J7sCoViuAWItHplph4RzsEKLUpJdhoN5KNgWuzKNiRABAHSAAABS9T8KbMAH7vRhnlx0vyvn8dZ2mZrhRVTORIj2+7fkmi1TBQgAGI4OEAAwXgfo6eVlloYqbOf5/ZP1ocnHF4/W/PppGZ7fP+l4Oxdr583Nh9Nru/21sp0ffjw/vabvfHr5OMvy5Gpnvl7TITq9KtnvixYssL9qWy/tnJ2dHQ6HZ1dX60dRHY/HLMszb+ftZ/bXg+38/u7d6bV0vyf89euZtHbmuh0GX9v9Iu606HjnzqXduxNzD1CuYfD1H6vZ97JzsEKBT9BK7gEKjIcfeRj8dqPf5/s9sAvcAwQAsEzbFaCGhgX573PM/d6Zkodxrr3s1GtCtaUgFaDkHbdSgf2uAgQADEcHCAAYTpMTIZZMQKa7UAvcfEo9+52lu6CSpEng1Z/t7oFdaUp/Rs7CpnUv8FCw7FSAAIDh6AABAMO5sAm+FJi+ZWUWNn/0Uv1pAlTOmTK4+TOh5nlZgZhMFtYoFSAAQAcIAKB3LU2EuN0goEUPLig5HEyFP/IAmG+oXYaMpeWbvY5uC2yNmANbRjymAoOJ0kKxwGC0gAFDsVx70ESIAAA6QAAAqw0dgaU9sjtgu3RMzb+ew2ae7OTaOyPP9BiTDDoLRhAYUVVJtpKWhU16DcUaSr4mKkAAwHB0gACA4QwUgWUPvAIKjCQaxhkAACAASURBVBQTB+x1RJXc8gVCsUqedud4Jq+YREYWVniDxxCBAQDoAAEA5NNtBFYy8JozWWKj6p98L1cotvIEMeCRyq1MZEqmY8aFZdzyi6gAAQDD0QECAMbrAD29vMzSUG3tfHr5eMd2/vrzn9Nr+s7HF4+yLM+8nef3T06vpvdXJe28uflweuXaX7Vtn4zH4XSQf/fleNZO+XaeXV2dXjHtHA6Hr75z/W2Bdo7H4+mLt5+NvL/mu2C+ndNM23kl9wBty81Ajap2GuJK7gEqcBY4nski+9NVF3VrYm4G6v6BqYt2gXuAAAA2dNHQss6fwRTzT+cupSCFn9Z1v1UDh2glUyNmf9QaFLNyjsQW7TvsLo0KEAAwHB0gAGA4Fy0udFoWNqnk/uiV686YFh38afZNviCvwC3GaanNFG/tktrUJvs95iWpAAEAw9EBAgCGc7GoftXHdAWdhWIAJJg+0WRhSzWdfE1UgACA4egAAQDDubAJmmDwF989JLYbFwYEjJOF9ZF8TVSAAIDh6AABAMM5f/36dcKvVTscbGUKsHI42HYzyInAKHYWpIVriw7RQIMOdapSMvSp9oO15EbwNHgAAB0gAIB8lo0C62MixIaIA6jhsNmuwSkLc6hTp5WTJfa6NeZa3D4qQADAcHSAAIDhnN/e3p6+mqZyitFQFrZoREwlo8DEAQB1KpD11PYJu0u8VWA4mAoQADAcHSAAYLwO0PF4TPi139+9O72m7zy9vMyyQNnbeXPz4avXonY+vXycZXk+vnhU5/bRjna0ox3txL/52dXV6TX/0eFwyLU8X33C7rJ9pg/6XOu1qJ3rz+Y/Suu3zCXeA/TlodBcpy9wV5B7gACI7B9s/Sf2/YStZGT7djcDicAAgOFcrPz9eQ+x/prQfBK2yVTCiSkFZX/yl8IPQCu6nyNx0Qq2uDVUgACA4egAAQDDuUi79zlgKn/1+uCwlcmXnAuAPsw/6LNnYSt7KYF7qFWAAIDh6AABAMO5sAketGg4WIzOkq9ctc1ec1JgHNmvY7UNpEpbwflv7bJeU4I2z8JUgACA4egAAQDDEYHFyj7tYYuyFzADDUrHAHoSuKoXSMfmWZgKEAAwHB0gAGA453+8f3/6KnsBqqEII/B8+JX6GPzVx5AEAHzKTFSAAIDh6AABAMP5XwQ2GXmOu1xZ2IDJ13RffWDWqbmVD3mRhQEMa2V3RQUIABiODhAAMJwHIrDJyuLSOBFYZ8/5WnQAxORcadLSsZinzwjOAEb7tJpTAQIAhqMDBACM1wF6enn5rZ89u7o6vWIaOhwOWRYosDy7tPPxxaNv/ejNzYfTq8X1enp5+fu7dw++Fh0Ax+Mxy/LM23n72cr1mr8n8KOa95d2tKMd7Wgnsp2Yz6/QPUBffmAkLGL39wA1fevPoqeQBt683T1Ak5VD5Ts7RAH47ofUdHkPfH6JwACA4Vws+ke5tmdCZTcVdbZ7Olht3eS093S/NRSHAJr7/Fr0ZhUgAGA4OkAAwHCiboKeW1SJ6uxu6F7vfV4p+93Q2937nIuYDKCVj635h5QKEAAwHB0gAGA4IrAhxOyvRdP/rLRdXja1HPhOAY55gI06Fbk+blSAAIDh6AABAMNJjMDmzClXs0UR2C4TIRZ4pMZknoUF/vrK4MzB3/FJlH3nuori/Cr5waECBAAMRwcIABhO/ghMqbZC1T7eq2TytVJaFuZ0GPNMidnvaX/LEcWwJ1r2zwsVIABgODpAAMBwLmyCEew7wqsPaRMqiobH5ESD+s8CFSAAYDg6QADAcLJFYCr8xGto8Fdg4Us+XIxNNZRYpT3XD3xezKkAAQDD0QECAMbrAD29vMzSkHbaaudwOFTVzvF4bK6dt5+Ft8+zq6v1kYTjeczzIq2d39+9O73sd+0Ua2c66uaHX9rxHLjA5rrOZ5sJmiZUcq9D0/cAzQVuBnI3hvNiRw4/2j2JCnxMiMAAgOGYCJFyOiv8LPqvyP/iI/zPut0JkjbkcL6CjkOYqAABADpAAAC9E4F1KFfs4gliYSZCJEFaEDz/rZWhmCyMDs6LlVSAAIDh6AABAMMxD1CH0hKrmJJ4riysj+FgaRmE6KH1M6W2I3xlFOuAZMezad/PAhUgAGA4OkAAwHCMAmteySFaI48LM+bLKfNdu9TzVw4QC2wN6Rh9UwECAHSAAAB6JwJrTEz1fl64zv5IoJg/ETCV6D0djA70ehg7VunylPnt/v70hQoQADAcHSAAYDgisDasHLdSbQVbFrZ+72TPN8c5QVaOaqz2oJ0WLNfQRSPFwp7fP/nqO29uPtgslZgCrzkVIABgODpAAMBwRGDkUckciVO18+ebmzXtlJz2MC0LW7SdC+yUXaKQResVWMJFoxoHjGuzH719mCdfgR8Jxfb6LAhQAQIAhqMDBACM1wF6enmZpSHtZGzn93fvvno9u7o6vQ6Hw+mLmF9vaPscj8fr6+vk4Om3+/vT69Xd3ZrFuP7scDhkWa9F7QR23MrjJ215Fq1XzFGX6/jZbr2m5ZnOuOTjOdd5seYwLrDf0w6Apq/Pz++fnF7zH3188Sjht/rYPjGnTK7jMNf5df7H+/e6gbWJGdicNiX0Lgu/SNoNFvO4N+0eoEqeeBqz46p9Hm2Bo27loPeVf6v+e4D2PYy7vxkoshPzLd3fDBRzehY4idwDBADwAKPAKuoUL/r1kqOu5gM9tvujaVMjrhzzNf+/pJJSUPYDqeQSNl0JqH8778K0h+x4nV9k+lAwESIAgA4QADAwEdgmStbPA7HUoqdExSyzXGDTPTjfzi0mDlKS3c1jhUWRrj0YNt3FvPJuaM7KZmGTKRRTAQIAhqMDBAAMRwTWqrQ0SoZVD0HDptswECOOcxZIvrYg+Yo8kKo90aZQTAUIABiODhAAMBwRWE4DBkxpt+5XO83gfL1qW9T6y8slN8LK96QpMG6l5GEs+aIGu5xWKkAAwHB0gACA4YjAMhgnjKi/5r/dKpfMwjqbGnG7E23R1sh1njZ0FtSfNbfIRIjdfCCqAAEAw9EBAgCG00kEFqi5GeOwVIEKf7VjrLZb5rTjMPB8t5WPdcsu14m2KOxbGYrVdl60uL/6MIVZU7wV82a2ELjAZj8HVYAAgOHoAAEAw2kpAvMcqy3sW9hvMQuLsV2+kDYHYIFzZx5dxXzH+U5eMWFWIMOK+fW0UWAx4dqAHzeLrvzzN6/8/FIBAgCGowMEAAzn4unl5R/v369vqLZ2DofD69evz1bPIBezPDGPZ5qWJyCmPDi1Eyj9BR6qMv0oZnliHI/Hf//yy9nZ2c83Nyv31+3tbZblqaqdlcfzdGhlb2dlwDQ/fhaNSpu+k3Yczv/WfPukrWDa8jx4nlZ1HE7rtTKcbejzYlE+9fHFo59+/Tv8nkA6Nn2n18/TXO3Mj+e0uyCm43llKHaeZa3KWHnJLjDsc+USLspHV3aA0g6Xud/u709frOwANSTmRK1/jHH2O2xK3ni0yy1EMWdcrtNqu2O1+9Hvucaoz3s58w7QosHz4wiceotOouzn6ZwIDAAYjgrQ/gvW4gRrU+FnrtdS0KJ/UBr6PztXpWSXqswu493mZ25tFaDAsdprBWhe+Fk5peHKB36NXBPaZfxm2hmnAgQADEcHCAAYTksR2KSSLCxtMfp4olAgAps0lIXluv+u6Xwh8Fyt7M/a62OSw9rO5T5uzy9pu6d6icCaOBlVgACA4egAAQDDGWgU2FzJ6n3TyVdM4BVj31CswOPG+sgXVs4dusu5XIldTnPJ13rbzR40spWflYuu2CIwAAAdIACAh1zUtkCV1MZ7LdEvkiv5CjTY9KyJYgV2NOBsh9ltNwosbWLGzsQMIw1Iy8IWUQECAIajAwQADKdoBFZbrlRgeRoa/JU98KpE9vJp9/lC9hUcJ1AOHGwFLgWSrwdtl3OlLcY4WVj9J74KEAAwHB0gAGA4JSKwknWwAveNL1qMavUaeG1HvtCWmHOw5FVi+ltpFwdjvppQSdzWtLSzMub8mresAgQADEcHCAAYzkWvK1ZJFlaJagOvAlMjziuiiw4J+UKy+seA7HKVWJmFOTJpxfwQre2aoAIEAAxHBwgAGM7F08vLP96/X99QrnYOh8Pr168f/NGiivHxeLy9vT1bXeUOLM+iJZyWJ80UFb26u/v3L788+J55eBRIvgLtLJK9nWmZ07Kwlds5bb8XOC96bSfXdk5rZ35NKLk8MVckx2GZdj6+ePTTr3+XaSfmMWEdn+9ftZMWigXOi0UR83mWtQrLFfutjMwLxPzbjX6PuYlnUQeofts9J9U9QGXsm/fXNgw+O0dmpPqHpg/4nNQCV4mYuz9FYADAcFoaBRbz79rKIT/ViqnudDa34cosLPs/KNM/3PPv0JbtHg9XoOjlqOvPgI8J286iHEYFCAAYjg4QADCcEhFYTM02V+l4nGkPp2DIU73KmB+i8++IJx7cGrvcDV3gUlBydzu0llp07/Nff/5z+uKHH89tunGuEipAAMBwdIAAgOHUMgqs/oeGwHcJxcJndx8ndczFKtcqO37KqCT5ipkjsftr5iKLxnzN36wCBAAMRwcIABhOvRMhlhw7ttJ2T8Bgrx0XeKDMOCMNB7RL5CTn2sIUHtX/KAxnXOSnefaPWhUgAGA4OkAAwHAubAJGE1NHzVVr9eCwL1Wba2ffO4G1cCSUIfnqz/z2g5UXahUgAGA4OkAAwHDO/3j/vt2lL1Atj7lHfZdRYAM+Amx6/FltYsaFCT5qPrsLLLMDYL2RU63uZ0TMdeIv+jhWAQIAhqMDBAAMp+1RYB64M5Qp9as2CwswHGyvs9tpDuOc+ItGiqkAAQDD0QECAMbrAD29vMzSUG3tHA6H777n2dXV6RWzPDFvDjgej1nW63g8/nZ/v34I2Ku7uyzLs0s7py3w4EbIuJ3j3/z2s7TjsMXzq2Q7MafefDtPv7XozM1+/Vl53Rh5v0+e3z85veY/+vjiUZbl6bWdpvd74NxZdF29/mz+o7aHwU/SwsK0q9L8b5UcBj/g6PeA2m4GMh6+ntN8l+08X0K7ez1zOp+NNAw+1+f7g/+pfvUdERgAMJxOKkCLuoor/ydb1BstUBxSEzrbuxQUU/hREmjrNOfsodJLoA6x6M1pf71af/35z7d+9MOP53n/lhkRk6kAAQDoAAEA4+ktAisgrS4nCytjlyxsUQQ2kdFscTLaqhmtDKHSwpr6k69A4BWQPQtbuZ17/ahdRAUIABiODhAAMBwRWLrahoNNZGFnsjBYqED2tGgQ2b7Scq4YxoVt8QmbRgUIABiODhAAMJwLm2CptLrcFI6UzMJGNuWAtT0uA4qpLVfyUIuzL8K1XFnYtFVHflxGGhUgAEAHCACgd0aBZbDyZvXsoZhRYA8qmYWlDQebM0CMeAKmjLYbBTZnjsRNP2EDVIAAgOHoAAEAwxGBbWuXyRJFYGEFsrBcEViAdIyviMDWK5l8zcnC1n+MLqICBAAMRwcIABiOCKyQklmYCCxS9iysQPIVIBQbk+RrvX2Tr8l2EdikxSxMBAYAoAMEAJDcAXp6eZmlIe2EHQ6HZ1dXX77S2jkej1mW59XdnXYKbOfD4VCsnd/fvTu9nKc9tfP8/kn4FdPOxxeP1izGX3/+c3p9fPFo+vr0Smtw5fKsbOerVfjrz38+vXycZXlytbPv9mni8zRLO+4B2k3gg8o9QGV0dg/QxM1A3ajk/p5AR6fAbSslV2df7gFa+lm5kggMABjOhU1QT2c210SIU2FDKSi8fVaqpN5Dx+b/r+9SE5oqE1PtpMXCz3x1Jr3Of0iYChAAoAMEANA7N0GXNo/AciVfAbKws9Tkq+mcy93QHTP/YUa7RGAlky/3Pj9IBQgAGI4OEAAwHKPACilQzQsYeVzYgMkXI5hCDVnYeiXHhRnzFWlK8M0DBACgAwQAkEoEtol9A6+AcbKwapOv+cisSo6WwGLE1KKNONuLLOyshRkad1mwSgZ/rby2bEcFCAAYjg4QADAcEVgG1QZeA2pxzNe+ReCYxYhZsPl7hGKFDZiFzcdq9fG0skW726dnMhUgAGA4OkAAwHBEYDQsLfCaxCRfKwdtLYqBFr15ZSwlt+3YPBypLRRbmdbFzFK4MgsL/NYuDw4L7Nxq1X+RUQECAIajAwQADEcElq7pEKHpGRFXJl8xAmlUiymS5GtwlQwQS4tvVkZOgV+Pybk8uqtjKkAAgA4QAEDvLp5eXv7x/v36hrQTdjgcXr9+fXZ29vbt2zXtHI/H29vb9cuTq51Xd3f//uWXTdtZFHgF1mvRmK+Y/R4zaKuS43BKvqbjMNfxHPNHAxvKdaNwOysHiH188einX/9+8EeBeGv+J2LWKyb5+vTy8b/+89/kzTL9iU8vH3+1XoHka/rRfAnny5OWoM23c1p6WO3nYK52Vob751nWakxpW3xlByi7+u8BynXHT9qg984Ov12YErpmue4KiukALep+lRxtntZNiVnCXLcQtTjvc4Fr1MoOkAgMABhOt6PAYvqD/jGtWYFJDps+EgzsoioxlaRAKaghi0pTaaPJ+njOV8w1aopE0q7YK69+KkAAwHB0gACA4fR2E/R2z2la+Udru/d5rpK7oXd5vNeAB38BIuZGVfLgsAI3QS+KpVYuz4ARWLWXpokKEAAwHB0gAGA4ngWWblFZb4pmqs3C9n06mORrvX3HhQm8yKLk9D/U8xG5CxUgAGA4OkAAwHCajMBinjEUMP+tkpU6WdiDf2vlxozZy0C1tku+Vj6MQiTXMRUgAEAHCACgd7VEYIEQap5lrEw35n+rZChW/4yIk+2yMMlX4ZMIKjcFVdkjp0CDgXRM8tXxhWj6FFYBAgCGowMEAAwnKgJblE/F/Fb9ss8ptyj5ipnWL63lfaUlXyY5TD49d1kM4+8gTdOPAKvtEz/mk1EFCAAYjg4QADCci5Vlq5JVr5jRW4HxXGmpVtpvpcVSi5Kv+W/VP7Nirq0hZDmrOGKOOU+p0PP7JzUsxnxk1nYDsqaWV06WSD0WfQ6qAAEAw9EBAgCGc352dvb69ev1DR0Oh/LtBErrTy8v/3j/fv3yTO2sjMCOx+Pt7e2Db16UfMVsn5gaYGB5AuYzIr66u/v3L7+crZ7bcL48aRFY9v1ebTtpEdjhcIhfnsCfSDvf5ztunP1VbTuLkq+PLx799Ovf4ffE5Eox7QRannx6+fhf//nv+u0zbydtYsaY5QlslmkUWNPHYfbrRkw7aXeAnGdZmr2UvLdgu3uA0m79yfXXV3aAJis7QIs2i3tKkjtAizZd9tuM7LgKZb/1Z7sba0rOzrzdzNQxHaABL027fOqJwACA4WxYASo5EirmX8yV/zGn/XrMRshVAWpoRsS0jaB+sMWBXfL/NnuwZpWMApvb97FcuUpBMfWwFitALc5/OFEBAgCGowMEAAwnMQKbV5kKTMeX/WbhkgKbRQR25pbnFRp66J5dWSHJ16Z6Tb7qvxB5FhgAgA4QAMDZ2UXMm2JKSQXyl+lPNJSFlYyl6n8o2KIdJy7phl1JvD6SrxgNJV+BB/xVG8EHPm6mj0gVIABgODpAAMBwLmyCjPZ9Aka1xlnT7Ux15nmcVH8tOrDwcNJZ8pX9MSD7nrmLftTQR5IKEAAwHB0gAGA4oQis2sFEJR+wFfPXF/0tyVeYlMRmoXudTXK4aHUaGvxVbbyea8FUgACA4egAAQDDeSAC2zf5+u3+/vTFzzc3a9pZ+eytRRuhkqxw38UwySHfZThYPap9BFi1AgO7+hjzVa3A5WJlFqYCBAAMRwcIABhOLRMhTsnX/Dsrs7C5ake31b/wcq4KNTQjmUNicE0P/povvOSrdSpAAIAOEABA9x2gw+Hw9u3b9cHK8XjMskCv7u6ytJNrebK38/az+tfremb+nsPhcPri2dXVV69Fy/P08jLLemknbNpfJdsJHBL2V1vtfHzxKOG3/vrzn9Nr+s6nl4/XLMYPP56fXp9ePj59sXK9Fi3P9NdzbR/XjfDl4vd3706vwHqlfe6c397eTp920yd0+Y7Y/B6gSfZ7gCqRNlFyyb3jjp8m1H8PkGOjQiWHwWe/9Wfe+Sh5d9HK/lZDM0HvcpEJjGyPuZIsWlQRGAAwnP+NAqut8DN/T6+loEUCVZmVe3Cch5R1Zpfn9cT8UYWfwW1XldllNNmAhZ9dlJwuVQUIABiODhAAMJz/3QS9i5gIbG6cLGzljdLzX5/HZIE/IcJo1HZZmEOidfN7n6doZvrRPKxJu2O6tmkPpwwrsGDZ5zbsNfnaJXDPvqgqQADAcHSAAIDh7PMssLTkaxwrB2QFfj2mZTFH67KPC3NIjCAmC4tRbfIV+M52G5PdLzvzdqYLowoQADAcHSAAYDgXLS5091MjBoZxbUfMUaGYDCv7jnMkdCwmmplnYYQ3nQ3V1mVn+lsqQADAcHSAAIDh7DMR4najwOahWMzfqi1Kk3yR1y5RGjXbLrWpbRTYJNfgLyO8ki8pJZ/zFUMFCAAYjg4QADCci87WJy1c22VY2ZRzzZ/PtYjkAuC7pmwuLQuTfD34uRPIwuaBV22fVipAAMBwdIAAgOFc2ARfKpmF7TLbIWMKVJ5zPS8M6MP8mhC4gMyzsIbuylABAgCGowMEAIzXAToej1kaytXOq7u7qtrJuH2u/3/Tj95+FtPO4XDIsjxPLy+1o52zs7NnV1enl+2jne/6+OJRlnY+vXxcVTuB9Xpz8+H06n6///7u3en1YDtf/Wh6c+C36t8+vc0EnUv2e4DmN/rMezxpNwMZBg8sNeBM0JNFw+DHGf2+aHLnwJvdAwQAUC+jwP4/u0yEmEbhB0g2FTYWlYLSfqtp8zXttSYU85nS2aBRFSAAYDg6QADAcIaOwAoEXiY5ZCN93IRIzTrLetIeAUZY01cbFSAAYDg6QADAcHqLwEoO4wrYLvmSbhCvxafzQOXGGRfW/QeQChAAMBwdIABgOG1HYJUEXhPPsiCLlbONdTZZGZvKPiPiNNiqkmdiFBj8NW2EcbKwPqgAAQA6QAAAvSsagdX/EPg0McmXnIvv2i66qn842HzdnTKFZY9vKsnCpr9uIkS+ogIEAOgAAQD0rslRYA3NdqiMz3cteqpXWkxW23EYsxZmcWxCzCCy2saFbbfuhoO1RQUIANABAgDoXUsRWMnky5SG1CBXDBRoZ1EAt+hvZd8IzsGapU2o2LRx1rRXKkAAgA4QAED3HaDj8ZiloZXt/Hxzc3q9urubvv7qVWB5rj+bvnM4HL715mdXV1+9Ai0/vbzMsp21M3g7MQdbuJ3f37378hV4c+A9udYrcH6ltROzXo7DTdt5c/Ph9Jr/6Icfz0+vTy8fZ1memHamPxp4z8cXj7Isz9TO8/snp5fjp+Z2zm9vb4v1tgIzQTc0sv3LDpAeNOvFfFrnGg+fZtGhXsmjWJ2euwt8/JccD7/vBNDGw9dMBAYADKdoBag2hnpRg0pKJisP/rS1ePv27ZqT0Qlbs5gAaP6gruzFoUoeAaYUVCEVIABABwgAoHdREdj85uVK7llOs7LYrqLORhrKwhaZci6n8JhyTRiYlo6JwPgWFSAAQAcIAKB3oWeBBabtaZGyeUYxNW0l38FlT75yyfWENSLlekzYopFilSRf82umC2M9VIAAAB0gAIDeXXS/httNsDagXKM55u0oC2+hwDSDgT9a/3rJwgoLnOa5ri0NXUVd9HanAgQA6AABAPRuWQRW2/yH4q1NrSxKL/r1ccrCBWY73GX4VW1/dNHFQRa2u1wjxVq8wMrC9qICBADoAAEA9O5imu1wHm9V+8CvAsnXOJXwcQrO+9ou+dp3vsFqZzvMlY7RlsBkibVNjTi/CMvCClMBAgB0gAAAetfARIhp9ep5hrUog5i/uelQTM5VWPbAax7o7Jvj5Eq+AhF8JVcSCosZDhbIuQKPCQv8qJJ0LLDK0rEtqAABADpAAADdd4Be3d2dvvrt/v70SmvoeDxmWaCpnevPFv36s6ur0+vp5eW3frSowcPhkGW95suTvZ3n90++9Zq/+eOLR1mWJ3s7gWWuZDsH/P7u3emV6/h5+1ng/Lr+tlzH89uZXOf7dP3Jdd1YtBa1HT/aWerTy8d1XscqacfxE3b+719++epblYx+z3Xrz4OfUhu1vK/ObvRpMfMucOvPohMk10NDtxvrXvIeoJhtaCboti5ogdt6Fql2hHzT18P6icAAgOHUOwos1z+vc4F/8loc/GWEVz2moyVXKWg6+Lc7HXYxj9r3LQU1fQUYWf2Vm+zXeaWgjFSAAAAdIACA3v3vJuimn/zVfZm6tpyrwHN2eq30bvdQsO1kvwk6ZrRpbVMjysJcBouJmQ0ycIWc/5bg7EEqQACADhAAQO/Ob29vK1/EXsvUDZVz0ybbyBWKjVO8rTYd6zUC6/4i07352KiY6+r8klLb1Xi7JZSFfUkFCADQAQIA6F11Edh2T8CoRPfJ15wsbKnasrBdIrCJ4WAMcsWOucSVzMK6H02mAgQADEcHCAAYTnXPAuvsmUctypV8zRsc58E9K81Dll1Cse0eAt/iZUfyNaZeB2SlDaDr7JFkKkAAwHB0gACA4Vy0uNAt1qKzDyWICapiIqfsgVfM35KFrT/mW3ym2CK7PJ1QBM931T+PYoHPpj6yMBUgAGA4OkAAwHAubIJN5SqNpgVVJeOtXCsYSMe6n5VrkeyhWCVjvnZJvmAj3V+jms7CVIAAgOHoAAEA43WAjsdjloZqa+fp5WVV7Xx88Sjht/7685/Ta/rOp5ePsyzPvu1M6zW90tp5fv/k9Kp2v5ds59nV1ekVeM/hcPjqO28/2+U8fXV35/qjndbbeXPz4fT6+OLR9PXp1eLnTlo709V4flmudr9X9zDUSR9Tsq68B6ihm3hySRshP/LNQHOLbgba5dafwMNQK7kHaH79H2ihEgAAAVhJREFUMRM0HXymlFT/ZVkEBgAMp95RYCPPSDZg4YeMplpFbZMlBgo/QGdiilX7VolUgACA4egAAQDDMRHiJpp+NMy+0p4X1seDaajZlCe6GxqfKSXXa7urugoQADAcHSAAYDj1RmCBwV+11aIFXltIy8Jgo8sO9H2lndR2yd0uJlMBAgCGowMEAAzHRIgVMf9heLOkjQuLYexYGdNjLmqbEXHRRWY+vaRxYWxku/srAh832T+JCmRq8w0Vc1VXAQIAhqMDBAAMp+2JEE1NxlfSKsa9zqNY7UPB5ip5CLwLEc1dvuq3y5DemFBMBQgAGI4OEAAwHM8C240xX9RgGgA1jbssIHvgtctaTCRfrFEy+dr3c6e28WUqQADAcHSAAIDhNBCBDTgjIg8q8MyaQC266QFiDQ0HW2lRFpbrkmIUGM1dPDtbr5jPgvloXxUgAGA4OkAAwHD+L6CD3yevBa8XAAAAAElFTkSuQmCC)
XYZ Coordinates (Tab-separated)
[ Download TSV File ]
Horizontal Line
![Click to Download This Image](data:image/png;base64,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)
Index | Value (Description) |
---|
V1 | 8299/33980 | 0.244231901 |
V2 | 17204/65536 | 0.262512207 |
V3 | 60.734130634775/230 | 0.264061438 |
V4 | 490610/15073280 | 0.032548324 |
V5 | 289/1020 | 0.283333333 |
V6 | 281/1020 | 0.275490196 |
V7 | 113.21343873518,91.698674726808 | 0.213776984 |
V8 | 127.90161649944,158.64639074693 | 0.172750235 |
V9 | | 0.190059366 |
Type D |
---|
V8が0.39より小さい |
V5が0.43より小さい |
V9が0.19以上 |
Features
このツールで生成される画像とテキストはご自由にお使いください。
neorail.jp is private maintained, nonprofit and not sponsered.