その壱。
波動砲口のライフリングの凸部のことをDO楽DOの道楽おやぢさんやブラスタルゴさんに倣ってとりあえずフィンと呼ぶことにする。
![波動砲口形状研究](data:image/webp;base64,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)
そしてフィンの前端をこれまで通り歯と呼ぶ。
フィンは大砲や銃の銃身のように、筒の内部を削った結果できたものだろうか。それなら歯の先端(下図の赤のライン)は砲口のフチと平行になっている方が自然だろう。
![波動砲口形状研究](data:image/webp;base64,UklGRoAuAABXRUJQVlA4WAoAAAAQAAAA2wAAzAAAQUxQSHgAAAABD9D/iAiwjWxbyUXyTymUQGXaGKmVoF1AxFzcHYKI/itw20YZHoz3i6gwWXlkSeYk6bGHJUmxDPzNBAADuqaqtoIOXUcCoKHDZSbbQbzMZC7u2CTazIQ8mlhqcnWBlrmdy+U9C3QuJv/dQPdsH/+J/T+HHX9i+xdWUDgg4i0AAPCOAJ0BKtwAzQA+USCMRKOiIRZrLkw4BQS0gGvo/N/dy3aCcjc4rbFeYD+Af4D1qvRD6AH7GdYd6AH65enH+uXwUftn+zPtAZsz5gfoH7n/zPDHzMfEvdv/C+3pj/60/9T0Y/nX3y/kf4D20fy3/e8D/mJqEe3v9hvT4Avz7+u/8X/C+qH89/zP736kfZP/r/434APzV9ef+Z4H35D/gf9j3Av5d/a/+P/lfzS+m7+t/93+d/0vpZ+n//X/qfgN/oX9y/8P+O9qH/4+3b9r//v7qH66f+1F1io4eeokgSplx+N7vfxCNsOApRSDeOB/4MZBWpLpknn6e1JIQVvNHlseXNzhdjwCbqHqfne+frKYW5qii+KmDcw50jO2DWvzEi2+Kw/9usfg+/p4G+rlrhkq024ISMBzx2ILw+D9YlMYHXgNjG01dLE/OIgcLfIdwmAD7vZoq3KNe8z6XiRXc6aTJvktVI0IBcE/ecu6lcz/1KMdqcgE50ZpumEHlId1KNmJR0mt5BnSFDF80uiNTkSbCnSgRpcKfqiH1RAXwQQKrpytDP3we8jUW/eGzQJPUkhZDTidY38owAkcgF05JpmIXeVoSry8emwDlaqtR/skewWe7rD5BF5GGKCepgG7WebAiYNhwmu3i00miL1kziyxNOI+q/LBCm2LLGw64Oex0vD8oEfREy3Yk1F6g/6OgwPYpcyECakY7gUjGG8MkEeP7IMp84sdtgKE5Msc3wJclNUUutMRAf1KIPjgk1VzOqHF1rFOH3osJW6h96zg6TN3+3TwLCBFrgsvjPYPcjSf21Wq4wFw/oVPv3R0RM9+SwYtvg2NW8hmxq8/vYNjhVqSdaxU4MPMIlZD8whVpOVA0tRsFSH2pjHmwbsetBBmD3vypk+Gx/UrlFPM6n+KL2xSB3Yz/DAVY77ZU0OsbUeSoVz7H6e9a9iLV5XuGShsYx1b7Ph7POScdICM9wHum4hRrPCpJkTI42TR7+zVaApsGX/TZAX25NFmHofYkudXDZNPHXSkR8wBw0W8k/skaWlAWhflrDvKqP90eeAGb1rj5ts4fJKT1278sSwYKuYwvMGKmxNPJc6HhO3Jer2IZFCC3mqhfivoYhpSRVYjfR1kPIyAYnksjdTElnd9lht3cFIh7wwGR+zpyL2ib+Ji68z/f1lt/9wVKCzWoaqNyHPWiPqEHCx5LFxzKrGNOLkA+NWhwZTNUq9e/661I33fMlBqFEuevJID7aHoSCk33riGzYaSquASwpIw8eJrbO6jAVqKvQDTBZUaqCgBR/l1C2CQrXpDKl7BfWCKVcMj9ax6Ior0bf+UuLKEM5MyxWE2lokSxYt4XXUlitlp6wS47fPBwBEaCSv0nSZrkAlRDjbnWGlAMII8gZ6/LGLhQriveGNPKk0jnxG/vl2+6Z/GFrHSh4UDpQ6wAMXiyG53D/3gUIXAs2eCKbCYXrOfZQwATvECS3U6BCplTUt8Lu+EbcZUo8sGgfIyJKHmdCQK3L5Ica8qNTt2hsW1uOXxoFtQAAD9prEzyjhk7I2yH3K9oeDBTH+UfSygx9Wwmyrmy8+6tsp+rd7cOFV6RTD4+Z+Gnp2yZzPiygcsVuBHR2yArtkzEbK2RcnBgV9LeE1nmOfxV6hVncSH04wqy8bQJ2jckO3ykz7lsQrw9lt/B2KnxWjJ9rE5aL7x6z4bnch99D31Kyq+0hFFLwVwlm4m96FCO2Cd4ZQnbj/YcqhcL7SIvbu4ZUlVqbLRFTc0yJvirjw5TWPwSap39DgoQkB/ntmGK2ZqWG/JGG1ULucuGE916P/rGaM3a4hw3h0mSf5QL2zw+fpepZhY3ioJp+ofdkMyUJCB2RTbjODSXuymzWbxBzumwT+/zUP+Go74fRE+J6ElrFUjJiCj+qiVkUBX14DDlUa5n16ET/1Jaxf4QG4/Qqx056VLecjfd1Dmep/eyH8y2m6/nHkgHqWtFUNOAyDiwDZvEcaLRQnj5TnlIXZ/+FXOIFMRttxp7cE+25Fbh/FH+PtUasHeEXMqt4ndC/ZnBT+CDNKvVVJA2A3nZeWpC5AIid+2Nw65mlTUi40/Vx5FQtp9K39YQdW4kYLIHTp6IS+g+gM5RdZkXogaw7th2EfoVLYaBx+DQL7B+lNceLvrH6K37TF8u8YCPR+WgPBpERUscFWrN2ABzmnbTmMErXYouTJJeUZTDnOaQoNIelhFJx6gJbkr8JTg9Za56dt9R4TJ+HRz6WhXGgxdeHNep2/g59UNYo0Kn+CE8Vt4dej2xKLnlP8KMSyoLw/qeg6p7Mmv0Fn96H4NCsJ/BfDgRajDXW2iW+2BQRXfKaPpN5ex2C+TU6L7uqbnYjMA/22k1FOtZG2fZqma2SoLmlyPgAUnuLyGkcEkDV1lEz7KCkD2in9URvFbok00TNaeQA++LP5oM9mk1rSGkcJ930d8nXOPPKf3qtDBc05a3Lo/weWWzkeMN13rY+iuZEvXQeEO1AdXIjDhYIilN3pShNTOc+g8nVj3N9EWmyEG8zbY5hriufSg1J8GBJ/QMCkmjH+/8aLclHOjuYZpCEo3HnVrC4GgT4vykeoRq9Uipoi8BD/V3SzXgIV+LfebGMC/qgaHXDU7GewUfm6XYk/njJW8M+flsnWnSMqbYQS0U5htQxtlRVunSoJhc2TmSPZDS5p7/xBoEy+SRVu9IypNSo9TojyBJXBADgOMwraX9zrGkorfql/6u0V1k7dokxfMPeOI2lLb8rFjeHxh/AYeViZ0BG5Y7+ktjZf+NvDR1r7ZMjGK3Cyezi4Unlj9OJQZxS4H0WAcpVkvwfveL3H2QcRmhZHfvhP1bXw+d/pdgQ8GcLCCbEGeA9kbaTDg1hexH9tJWCSIOdHD2J3+gNtJti0jsnOLJrObOZEfiLcx8mW9k/UQ51pthfVHGHUt1S9IYB62roaTQeMElQdNzDVQrl/Dz79Scr7yzmtjBmxwO3X83zPO7E0UNZ4T+prevdG1xCCj4xcBEAaXVLLUKM2+rP+IVrmZP/xDfn5iLzeZmWVpm3aRUMqKOszLnzgzAIr+zvhaG+eqpnrsw3JMvi6s+2/UyXcrpDl+pdGbezR2MdQiqZG97yEqmxIwT64tsSx0sW/krJahgEuSDQtCMd1hL9TaL/Xm8rVEomaHZvvMrewjdvWYvC3JBrKwOqVbxCb6/uQAkHmTllFCf/SRl7THaf0LyBcC2hQjjJ/+vr8Ody4kJI7d8xaMLj1+kecaWuo3DAmEpbYB7c8n6cKu62i5drOFk1u7GWzDhzZvemR6AOmweltkeTqYK5XoOB8Wc4vOxeINrATZT4Z1acTglolfplN2zkWDIQ3zileNPZ+Mg8LAeUw18ksJabPmLpfID1cyNtg15PtVeSwalcgdKKCd8XTT2lZfZVyTRbJ5iSM27t7xA/ZLIc3dO+qXAqRUIpRApj29AerIZ8Ph2rPzn4IHwr+RSxCHOtwDcYa7pIi0HQNtaSBMmzj6EQl69U0ROwuFijrqk8S8JXsoTiBM2gJrL0OQkZom2O4j0QJhfln0rKEEkqoNZTTPECE8yf7jFP/DTNEMLpk5nt2NjsR3WR8SvtEdPlCr29SFujnU4aqfvXcbAdaac2GDw7hRanRh7P9tc5PqR5DUWo0DZHKRWOEBhz/3V4jDvTbzcqrnu1ODP0VKCtJtGsSjD6gCAbU56VkHjasrFj6zNVoIOtjsxV8Z/FxUsHTBbowLPWzuDRTs58iutJNK4/481/S2FUwD16M5zr2B1qn5XYuf/svYZ7cYobjgJf9BNe01E99JteksvYzuI39uOlA1yxw6pTQrmEwcMNHg6VOiWEffxAePxeaUUK/4z/VR9b9MZjxCvLcvz8VZ0JhXOfsHNZsaitMmnAkSEnkDaCLd6LTUvBqy7LvLzSFTbqXJ7Dl2w5/mIBl/jL28x+E1UHShkPZ8r1tmAuML/znpor9VOftjJOQ7t95Mxa2j4YXUCfK5T9yY4biG2ykyGwYJTnTwYXUEAJo7bE4PP7hwLg1I7j5ljW1/GeNukav5DuXPo8OkEjjyXZ8W33ouL984E2+LlrvT5+dx2X7GqyL1uAnype3MQdsGtr0rf+uN6Iq1fLs6ZshpXAzY9c+zrkqTH3ychIuPvMU7bMLYOwlFtPhoqa9xSWcfmrShWXKKclvtObhd4I2xcAuQyYbUatmFV8SJk3m6EmcTkxz3waQ828vpMiJoKQMQRQqolh9J6fvsxxpfigYLz5+C2XhU6+tye0P2bzQHGv4BnuSP89LwBS6FM7hp2Z56eONlgRvhYqJmmXnDQBOGrboS3FbgCJ8kIWvALjSVxJOUI0KBemXL5mDX1+daoOuySjsDnpTCMBC+9cdXSUt5rt6hcATQVSvNtL26qWeNwaJVVZ9agI4s/4TbsJaW2YbNf24cu7f84LnVsDft7maxl7UrbdqZFfJoKLm3OzX1zgKhufiGhWVBWyM/P+IOPBGbXzWqpVjDrS34a3AvzPKtqslgDpGlJ33OEzGWd3PeXV4X3Spcoaivv1I9Jwl55q9CbKeP9joOUKydPjXsf04sEwMVnJ6rNxdO4C2pXiHvIerJEzUJbpkJhQxI+xLaSwNFviZSJz+9F0pRKZ8gYIQVxNzdNvwFJtKX7AHu1VXqtCeRPy67NwIMETXz7eQUeS7yyNoGkAnJ0sDcpsq4zHMxVC6FcqRRqn+Mk99uwAW1nckjvYqFSpJQEf+z4X0wMC7RtDk1i/NV6Fcvd1eLenemQkPafDeXYd9SXGyZ2J5JsIknK1Y8/t/NxNsELJlD/RlFOzTHqwL1eu9t94s2vzp3RafmMwreix4liuP/4WwqTxzL0gIdvj+FHOuJ6mth9w6L+gdjx4pzgy6smL8uVlS1IV1Y3dd4WDc0l1qVXstAzNtRMZjUcpzoJOUXiBudoAZU4FZCNfp9isx+Ja1lLpLXhRZjemPNMm/xVQppxDGgSP6Xr7YCst2PHio8UTt5unGccF2V4Mn5zejKREZlLBtOJ3aJE3LJW8F4OH88eKA2Gd9UIs8C3OX09CD9iko8e+zyn9lG/9ocREUmIIwf+Js0YMl7xo6sqwsFU3MPcJXGqg/d8GibC/YiIDxZzdbs7VenIgsOhhFAoRJntCy8YyDgVj5R83dcOX8GtvbMv9qfa1XAdeTO/8ndW4tX2hNcmJ7HVqU0Mi+e+K0StGY+Mgr4apkklZWamCOXuxFbXjrHTG1w4Sd50PYV+jz4WyKSZuZ0U+Cdiw1eUD32DBzhx26YAXwI9wwEeEps5/bnRtwsq1NHNABLsvmNQqk79Ou56hIQeieqeZtAy3Kjs//38/icPV9gZurv5sH28tFNI+uMK1XWSZqzwv5a5+4cu83ZWWPFdySwZkU4Y0qFSJhO4uBDALlmbzS4Vh2GUsPPrvIPbDk46xLK1RKscYYNrhGo6UZbN21EaK7kL6q8KGCMsy+336A5dTJs7OHzL4SfdRZta/Hv/aVTYpSOS/Aabs00YixWLeY84Wf8/2MIf5vkPyhMt+q/yBbV4UzpwIPuh93/IbUUe0SxPN1oMcPqqpEhJuG9rPtOituxtHAHw9Uk9gUyIBR65xshzxeV4pasYDddoJdGTLW48bqMfNwk3MMp1Jp6w8JTetIU+m5MqJBL46VZOgbBiOZVFY0dxs42bvWxzdHuDcSs4mFS4sAPblnJMdFHzqZVh4+NZTQhCf0eCKk5NB+Qf8juV2lYIOAJ67CvOLXD8V5D2LN8GMraKLOF+cqWDTr0vWnJf8N6+C0PyTrgWOPu1LCe5H+9C8rlezlBY6tZ9U5MAsKP2KKey9/xiuewgIz/TdZBHx4dHmAVOqK+UltSyp6kLwlUDEvKkjECWbBdXEPdYMLlsi3krix+3sYoS+xLbn0nCk6HFFYFH8Ua0H7qdXZwTcPq35ekTcFWB5fnV0g3KjxQe1rQMYqhJIYKAaTbljxv1JCGUV12Tj54soUwYzdyL8Lg5AtH+Dd0vMgtSQS+3DVb2ObH63/IGI8iXw0DoqlsdCQKILMBdfRHpfP93itiXdzaa5v4pJLt8tyhi1v3t4DoiStAqMGNdJWFE3zTHBUDVosC/ZdKb1pj5mHdNaas0HUIPUFxAsY28TSH9Jhv3xPtaXdUrTc9a+YazPF5z949kz4qS+8xXe/VIQVnRO4bbLV4g6ts36zYRER9KhIOivJiwZZX8v4j2VtglkmUVs4ydIeCt/VyZj144FayM77gGERHHuNKWY24/Z+AhSl7Ebcs4kkoLe+WFpVV6AhyOTurrOs+485H3cFcPypkbnzFFCVZIe89EuupF3v9onOspcKQRyUt97M0MrB3vsUnFr2mqvH4ubMjq3c4x5KPe+qmOL4rCGm3l+x7x40xXewIRm/4ho/gMlc4IqvyKcydHgHZslU5hvEY6gfjkVd5AMoCa2ZMITY7wrXEsZeg0nd/rKOIj4dNb9HXY/wtA7jDDtM2VZJkmkBG0VNFPi06FxUKMIMn5OpdpfQOGz7vO/pxNRvPwTZYxUd3eXmDEFu+m1tByz+/LUMsB4EdMbMGw29YYdGQGRlHUYEbVFpugVBHgvrejX6xksb92Sptd1keVYreVewKKnMPNXrcCIDh3IXfwemkRaJytQIb8ti+wl7U2Afd4scIWpGgTTtUVyAmB984qgKMu6wl0wIo8e0whPr66v99FbmRAQ/sFp6qXPr6WUjnhuPrCUMj+x2ZK0/ngmAzbv7Hc7pEry8w7gdGA15ncq3NHQyHGw2sBi/TPpeJ8e2SASBi6so3rFRncxttV4drWerp7aA2h12lN7h91vBH2cOHmqAi1KLclWh7+2PMGG9biHdx1L8gDYd2emXpM1vLmfHEb3wc3OUi159uTecRQaX9IRXRjhuy5iJQGU8Wo053mB5MD4DQFiSk3FPhgSy+mmRoAXAmkeMZt1leoDab7odn50b2xB87+5qXrQIMBxZEvHaaolJcAYYFRIxgPQzjNHfVUZp/c4QL/R6NhmEaTpHp8V21XtRXt0neWQqeMOhL9yKDILlG2pAcshQIjuMOImSw56VE5I37V2nK1NzfFTR6dprCkuYNIFqy6ekk7gP8v8NxBSaCfxVvKZXuHAguHTGJnQgZPk7spoCGYaSUzL8extzskR3J/TwUArZelUa30jvaisMpLmfv1ESPp66WCBssYSA6gpysAIt06TYrgNU2myKdxWcWd1G5TqYlLYlmQSFikIxqxYHA01z4ztGrBZKgrmLISIy2hQahJyn1ESHQwMldSehF/t5wCEBa5BfX89ypeJHjjtFxMxfIJ4GJbwLfgN0rFXyrq/JzGH83BKJFIaRZ5FxG9lkfsh5JHlx09W+CfSumzrTs5pVa7XewJK42pB8t7hbgfucpupqaukJZjpm3fwgaeBOVpky5hXqby5nOi7hIAYaPT7kO8QlSDgdEwzeXYoOGoIIwuj4ypfBNh6dSjJpEH21RSm4teIzuwYSasdH44iZ0JkAEc0GYwWGli2cs0gUp8filzuFVD34HFYLINBbMDeifo7J43lppMuzXN3SD9EUE8/Dv4c7PtOJCXW97z5DrM42sZUvsZkPNLPoAI6bIFiJd3H9ATt8MZuRtSwe/7pasiVymBIfQQqyzWfdXxHTn9f8LY4+35bGJmbYElf9XGM8Q7SWHJI2JhGNJe/DvXsODNdTigbVN3sEeclbIr8JkIviFdjgfWi0tXdMEATIPA3xZ18Gg06ZsoCwKFd2LsMW4kv1Zxh/cjRx9fycL1bu9exirMovtKntRvQuXAEGgNgWcTFbFWGIZMuqiNDm9iLpbiyM5oKjwlvKA4f8Qs9EvVv4Rsok5z6WVnM3hByPT7YV6POM0F7DAZXGlrQWwWGN0KQ2BqrcATHne/AD+dqEl3Y8i3uNdPvNXWPKywM0uOcbzZctR5V8QD+KEJN9/qb/D/KtHiioSv3BWzSY0gkBOz77+apiwHNuCgPi4vp1QRX8bghi5BT1rTfItYS7y/hE9ZRE4ZF30uq3WawJXhHI+Zzhy74OV4hVHMCsXuh93NERFF2DpgINONvY8Ed6rjtG3hAGT2SqLHvWdm5ZJLtbOu/ELRTl8PJxs9tmKFegJ5ZDMbL3ZHdmjSwE+FFsg+wJy6+5V6QdejKe15id2+QLIvMrhONofhqX2GfEm7eCgQ2svLCKNF33HO+IQkgfeASiQHoX9RLs9106+ry/1fyXDdXJURsXlapJFmgIz8DfPrVWKTH5F3EVGrOm8rXsZRm3DpIMC3lDpUTK9UCAMmXdRk44pC6XLoZybv9P51JTsw/HCRDmryHKbt3+r7I55dipztHVGGQsw5WHNl6AGZy0xf6Egl92R7VLnShV7LCvwzOr4nfis54ivVvUw3C3VHbKBUe3fka6x6azQ70JuTuR76UEwITJeWSSzj8M/SvGVT1vjKv4604f8wylRCSlXu9BjfCLnC4Lh4C5T7uJiGRNlVcGY9NvOWjSL+jAi5xqLGGWDf1wfsR+udViQ8Wz15xk/ySUbUEwfLrztE9Sq4lPZsxC1lGlIcbSD5uiPRN08P5Rt123nmRg51oyZoH3JO0n5Vud2keVp1LpmZlE8K45LbkyA+wALRdcrcIwfuHtjZkldGkURtS4U9DdOU0KaUDdoFgkTwXs4teKJsNtKEOoZ07e23DCWFli12YYYjzxlxbhR1xP5QVsH2rIeuO5AXHV8MvvaQRNA1MSjin6fSHM7C9RknKAPVqY9o0pnHTQWsSTfFa1DSohab9OQQkVBMegix5aieDpeHVRtr3rw2pO+A5sj9xLW489NErjysU8SRi+d3cK/vWDVNL7OTtZFE1UBJiJcmpvDJwG4JhgXCQ6P492vONI2NqRN72U6OsgiFRdGCShHAvcD5be64+H+zExUWnkhXQRnLsSFj5qbvKToMgsam4Y8S7a8jj+fEPWDnDCqvps4EpPX86zmFuq63c0vsg2DrJwXIWlMLpK+o6rGOw4bIjx49ednT56WU25DDG5k92cenqCLk9ghp9WomCiK06PVFmJIXE/DG4XG/C+TMi9hAd/5KXTKIX+/+1NBdkOynB81DwCjALeDg5eCX7PN1NSCNqh2Bx/bBZRwIZdAFkzhdFYQ2Tre67/N84D+Jv77V7aJhjuRtFyEFDZvusty1D4P+wrDT/Yud2LGk2/jNMb8aFtESWCzbW6a9GMbPBBhb1aJF5PjWuvaxjN3HjyPP4nwUxfPvUeoJfHwh9vePCWgUZVHd6DpiFDhMNQ5lx5+B7QEluqZ7jkptpHYz463gOTbKpHtPExRpPi0PA5n+R57k6xpOF+0PySUdG6Sf0OlRByRCs49J6MwWDhHr2mG5nCwfDU6I3axptT/uuQzDIEOAr5asPUAKYH7F7nryOrw1x8YZTl15GEksFFSLDtL7g66nDASj9IkEb+3uhjGfVU23FqfweCsmEaEsD59xI10on7tSgZDWSd8vLoOMe6TQIy+kwk3MfL4OASA+L2PYeH16BuYEY4cm/nCOXq2vgY8M/tQ85iZxj8PDwa7Gjt+YJ7Zs4fGj9rY1zWo+wb57lrV7yVvM9kB6ZbzkYKxLuGzZVC8Yapi8jwfv8jPCvsmEwMOpypZKoVas7kp5Nv2RSOVnSEshV9ItAWTxUK0FWTtDpSoio2R/cVnbEf3M6IxC+ogQcd7XAZer1VOEFqAAFPbVu1r+PUpVK7j7LZfiMXsGw4sY899f2lQS48VkzOyaLLbU/S9oc196d4n/SrqTe+3k3l80FBtq8SL/6IP8tjertjQUmztquwnZI8e4vpUOerzK+kaz7BmBj3fc2dIwspom3JB2BG0MxGMoe1auYyRnV3CMipyDgosHlHlRUPlMxBUci4OYRMQfR8a1aNoaWFLUEFJiInCSsm2xPkxm1a4bEeSZho+1TuThItqcdaqRczcnAzuEaiIkdNvCTWkJV8iFEVPMm3voiWWbUOkKu8ayKn3YIchdJ71qJm/ca84PnH9Owy2wzEOkM1IiWziDP+KgvY5qSn1ZVYz3YHp1CJ3/SyReMnFOrPBM1nLhR+N00QyBKf9wSu+jRi3FXpEmpumlZ5XNazI7M7Pc6wNRi2BsPUylYwha3Jg81r2ydRbwdi/eUqB1K32GZEUolFmxnANdbgsXBSOAQgjjh2hfsh3X1pUx615nw1xEtNGNpG5ADuxuho8hYSQL07rrB8XXgefgfxlLjhezN933pVqj7cGbKtsqMfY/tL5qSm+dYMZu/c+FHz3otjj/X+5df28L7JSHjl9dyhLLyb7CEHvpq2y8bcajPXyxJSv/Rto+qv4NfD2rpXdIBF/c1jTQMl0sj2X5HCNKtO2D1qXW2+tJA1iv/wK3pKfi6lAW23YLbmEbLRVWD6VRJo6pPxL0qIJBsefp4yTxada+sUcNIv0ORSJnIG8yv9/UkMVnnXfOhzvtO0P4nyQ4oWCq5j8PztVVLZTNLHa7OmSkDoLStvmt4bmUWMv8ZtFKwgNjkmk2HVMDen0jcAGSnnJJUIQbCiH86L7H0c/37hhr0iWXTOJi0OKXOPMFCDs64cZ0AQAJUQRxSXewh82a5GBCITC0mBB0uL9zfkmyOehHBID3rXjox5XsGFE4Wos9W09nO7zNlLzRGOW3USSxXYMSkG5tH2XdI5UQmBTf3tpxdGlRz2WN901hL7q8fC0Tak4eFe1r8ULl9tj2NUaFPHT2qEQZwWmumXdeqfvgNirViL2HC381O2xpLHXQdJZ/eqbD+a6QLyPxxuShcOsR0i+5CC46cBQIYa2Ay00t/Bdybv/usmgPll2m/YE5sSZxRyal/Bd6TgMyVWIBU7SbrxCi0i/Xug5cr7Ls8nzsu2UkYbNMSqfRMmVeck9cv3OkZnPDUJG/Ph74ZnanNRMgdDpuTNhTAycxwPDruczyMiZMnWTgHJY4ExPLf5j9/DhOgjIwF/0eL6dfi6uTuAPRNA4XJtyovM/Son0IB35jGHAzMGuDgJhw5L8RZSrO3ZbVnO/2ssAEJOk3GLALkRxToP3GDicseR19SPns3voWmv0jyv5vsnjRN1xHRDtrLeHWH0taPdWnHIN+Fs3uWF6sbFu7+cY3DaBQ3clJX/OAtOtsjcpkAZFmcYHYlgOJcXbshY2HwfZ7A4AMl/rnl0pkD1oPnL7nZrvY6GBey+Qmn1ii1Xnxapze06/cEGs/Tg24Hpomv9cULYi/rPxDgBuuL3v3n0EY2dfP44gnLe4lb10LsXSu7R/7Lv0gn6fbVyUoolKreVqxMwyuJg46uPHz61SdxE0erA0RQPawtkW8SBviet3NyVFgNH5MWMsVtAi/sjkuuae8dvXIcBbRtJQj4tgQfYkHzJktlLBqB9HhCSWzqeItHuGqejB/t8L4dAR4/FdTq4ADeuqn6MqvewYx7ubb4mR9vUIRh9i++YbH6LXl6u10QDT6aurBI+x5TDfIYeu1d1BxH2gos/tejuqKByATZa5OEQDJvvvdakPllkCjgzujszOX3uUWKzkhnQt9eVXc6IJU6zYWeHldE+SzOSFyOvW+Ro7VQ7yZT3cNV96FnJJ4mhotBNXi8pDDkcwlwsAyfpBDYBFNrbwiGkz6Gu9HcYhvduSS1Y5a3t2Tt0UzcIvE2owCtTu3fNMHUITL5/TO1sqkR6dWgrPIuTpxDKHQ5pgb7JkxPBdpdgqUfWEZb5CCZTufmKb7986On2VQQOMFN4mzQAUbg3vERJdySaPBConuC+cFjVUHdMX1droCC0xvb9wjDshT2bVwSUjRMrktjR0OEmYidomWsqmaRKRDvfpQMIVHF9ozUGwG+9sp6xw5qzypxlGw8I0KU6+DVyfzSp/hOZm1DmEPk31/0ci4zjRrUB0pLpYy/oMureO9nT+BqNg9/EZfMO5cMMIkWn4qWhmMqpOntqfnPi01afJoZ7rKb71Uy694wK42NiPKlI4yAMft/Bpg88C/8K/nQTwdFxOZA8h1OZ56koh3/z9PUrVEPvSPxzFoPsbG3M0YHYjWZCnV3dYUJ432/Jxa3NvMTHmie/EqYUJLoRaJazgTinoJ/R2Z49r4LbFK1P2RTnR+TeAVRRe3YiPZIjfe8qUA0eyQzZX3h/6Lu6lQGw2Xu3PeSga5r1+ac6+C2X6a7Xg0rKw3aibiMArumW7fWYSmudXH+68/bK3z3YhzU3WYjSdGeWRxv2/zz+vMRVpROORRAkw7ncsObshKiJyn9tbD/O10140R/TQvqqqUfuTl1ICdma8UBV3U/RnSqkrgEUduby7S+DO3QxjAFmOvkixMWSnDYMHZ5IllXrdvF9fVgunZBbfrzOhub5uIvDzrS6pieVikuZKIN+L64QEBTIJLrN72GnK9mC5zvpIxR4wZAusDYzaBnXvpzqKBlBj30c3ZSVn+w57LMJRjDrviFjwcHtqz/9DqaD2i0l4R2lSl4eEyMWJlHFFIMnQp0DLtHd6WjdSKo+1pKANj5bWhWX9Pk4rdbgoZqYmWzHpQQ1SkwpLvrUM5IJ/JdFcqaY0rp3YlMJpHXhgd4TbRZRpQqmuUjrkJ+wjraG9XLgiJ1ej/QSuU+n9LJMAma/SCzNXZMamoriS32u5xNxsIfJsXK9Cdg5mGJxOliFVVZnkaWsJCE685x18f9zW56WriLj1+B1VP/E/AW4c4aHs1yWD7tFO1CJLz8btYtRR9rpFlmwPQeOtT3M2sKxDMfA0ns5Mf0wrlJZflm9o/FDntgv/D/j7Wto4DSPv67U1gGgvMTHA1Zd689vC35brhEwMTZUDKoStuleMtc8c6FuCbw/Nt5Slem0t99iewYngle97xBtDAYceim5PmXo8ST7SHO3kzOLxF1GKq0muGgFTrErCi3mPmzZVECgBjeNXstefzrapKykiAQrz5KcQ8ZStpqDa34dVc3LyIiHjJL/ybpoE9nXL6VN6uBf63cIL1T8OujvK2T9KaW5R70Xc6gTULlURe5ZieHU5Hqz1D8dx1El9/09dpAVfIkMna7ZJz7Q1AhQo5TPhRyYbc8FBYJaNkRIarv9eaCLYiIPz2ah6fNG01Rk9VjwlZV6sAJGtF7GB/o6XdQskK3dDLdRUTmXMfr1RBPYlxOW8S2kZv3C1DGyAeHQjHEM05zQjVXzQZR9Go2gXY7Atb65njT9f+3M0BtCi2yE15i9TUua2Af4rV8xKFwkgXNKs7aG+PD+miWLPQ7XT0EGs64eki6O2W0Ou2AZIqTy8mF6F+MkDlt/z8YyyWDgYlJrqG2cPuNaUgSYnwk3HSFxvyTeFWKuW9yNVXufaV0WAgGOTUOX2/zXL+zgBaRv91HFeHAiIrup5q1JjmFJjqmldxAxSwFR0Qz8DAH1+WaW90Bv83QI5Cb/Fges4dk/n5VqtlMmnOoTXKFnnmhMlCQlqzxhb2tRTYslgt1U3tojaEtUUlPUbVf3Ryv3s5emjZsDrCok8Zye17TxXOGn8J8T/Wjkxf1JfIuMgkbp1IyY2R3tEhjSN+hR/k2jKSWyGGGZVoqriSVzGP5ed1h7fSGuWkn7+3SalN0za0GkSSwdA6snyXQBnob7cfZMiE/4pSTlfqnCQzn8Kpdtse7K3CqJmCqaLNmjCwyfPc8VD2kgKE0cVZAoI5WzPj1zToMLsSlF/rCRLSMmFwZ9OWn7MoJTyAprP+k1NbZv96htCs7H2oGO26Pqave+A0ZD2KpKxzzC2ZrG7xQrOE1IBvL6nZr6tmURshQHM5Cl01GVRgjGEhu9nXttQtH/sTmYaNR2nBQCWTpJ6oOS76Jkco2oPHfRQTIOXC5nFtGAAbHilWAj20+aIQk4Inav4QmBct9m0QNohgBU9Mxs5kODuVUittktimRwtbwXscPUBe5JRR9cvUa4a/k7qkzJ1iPvU5QBH0RpnAYjOgMGvxkBf04hqvBKewvS/2Pfp81L7vpyEDSSwQ+0vrFHDe9L+vlT4Sku2IToF259dh1o0TNVE59/HaRuvhQDMcgAZVyOEgvOUhUnwpqfRjAgwyD4rFD1tTivEl3YhAJbOvyfwXN14Zvgwk9gB6EybwkcQ8LN/V7VksSPe+pIYVlIN1e2yftteeYbMLe4Wl5BOV/VqSDuBtjQgdxi9BOZzC7NkQaDIMKA75tQZ88AQMqwXLxqayXYRwvq46W/Q5SCkjG/w3uIkbHefTBPS9glSRZdjQFqZ9kztHczK0R2OeRasN3qDEggVt4iDQOMya3sBAzKSm+JMb/lgKzq/8TLm+QPuEpeSQnL3zSCv0gokNxIcaQ/KkbAihYXADHdjZM8gLmGZ9XSn2FuDFq/DV9fD3b+jXDkPe9Oo0e3/pypT/O9SSzwZuBjfqtDk1yPV8E1jQGeKjnV759uCnMtImjOgGV4VhGqHPvu0NxbQXwNLgluPbqasSGLkqR0zCWQqEipPEQ9mys9kewHdwiO27obFFRJlu6Hc2iq+yN1H5is9dH972qJQzsAkuE+o9QQCrqOOBwjx3DkCDq4bIBeDk158HP/4rGwJBrKD7ECYqXde21kIUzF5hNaFcL3RWM3/nHl2D2iBPX/8ej8BiwWqbHvIWna0cCwNBJ8hdE10X9xE4WQzbXN1eEAVbxSshGQwRUEvXWzLUm1dqakxOUcTXYyAi7Icuy0/Kr3tELWWNMdd3bPAo6mt4r6r01FjP1+9/J5DwlqDzkZ3e0LoP86QPgOHVNwtI2XN+Kb+OkV0iRLBDfJq493FJXBCcxePiohdNJL3bTJIBjGivpanuhQqEJRZ/QZXDxvXdl8OvLZfD/S3DGJNQtb+c2AtNsk7RdoDaRTw3QHmSsBJ6LOxJCi7AXA15rVV6UsfTiVqnMulB2G41iEGlqR6IpZbsxzxjbSBnEzE31PyVhYw/6bxWcT6Cw1g46fVbxgLwUbcAkDoXKXynZ1bTIU0nqcPzm5m7KrqANNOQz0qJl5i2ISGbDzyKb+hCedYDb+wFN5RZOraKPGv8BO2A+CW2SXoY6PTL+mVZHijPVUgnUQrf+KRRKrCt1z+pvcWhTucl/YWIGFByf7aXQQavJYLaekK+H+CGM/mE0De5obT2hU5zDSnPpbeyPG6yunozgH5oRaelZ/iKEiQDzzVySPU1JacceTdplY9woj+SvOqqEsooRyLT27XpaGk9LIMuSLMxstuT7okYemN5T21XX55q8T1645rdH6Mo+8iefa8OJR4dmxfBPjaWmEAsnYDY2HE81ax+5U3451m1MEogbPz+/nwFqBzp+ajAWrYqXS+FpvF6rNaM568w07zXBSJxbuLBU9DkH7tDgqPCXi8Z66lymW4/FKX5Si1QeuTrQYDEL5NyznYmsGLG2ilbWOPQj06gJ8m2mWnSgQwIo833CmiN9cVZF9H1yVUqAj3n1R60poIMNu0UDxPQ8FRIK+r88x4FFdObzNq50hvNuyCubCuq40QXcd2oJUlBWoHMB7UwrN13MyROK1MTlCH1B1igt9NgEdqwAGVssZH31sSiN3UKeS5T9abd/N8U5+qJoweGM5D78PE/ZExHtqux5H15LvL0ArM3bXY+0vLfgXr6WtO2DwofgtrRUwyFfXhEjhxdW3xmkiEMIFwn+8O/ub8q5xD5JxZO8ZBO2znlUQlmXxAYcfndt1hsi8JMi0iIQXKRQFiIQvRT5Xk/t5ABXjjObAS7RtwAAA=)
ただ、砲身を内側から数十センチ(劇中の人物との対比で見ると60センチくらい?)も削るというのはあまり合理的な加工方法に思えない。
![波動砲口形状研究](data:image/webp;base64,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)
ではフィンを後から取り付けているのだろうか。その場合はフィンの背中をわざわざよじる加工をして歯先を砲口のフチに合わせるとは考えにくい。従って歯の先端は、フィンのシャッター側と同様に同心円かそれに近い形状になるだろう。
![波動砲口形状研究](data:image/webp;base64,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)
どちらがもっともらしいだろうか。あるいは見た目がいいだろうか。
その弐。
歯の大きさ(フィンの太さ)は上端と下端で同じと考えていいだろうか。
![波動砲口形状研究](data:image/webp;base64,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)
私はなんとなくそんな風に理解していて、上掲のようなフィンの並びを作成していた。
しかしフィンだけ取り出して
![波動砲口形状研究](data:image/webp;base64,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)
横から見ていただければよくわかると思うが、砲口が前傾していることから、上端と下端のフィンは長さがぜんぜん違う。
![波動砲口形状研究](data:image/webp;base64,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)
前端で上でも下でも同じ太さになるように徐々にフィンを太らせると、下端のフィンの方が早く太くなる。
従ってあるところで波動砲を垂直に切断して
![波動砲口形状研究](data:image/webp;base64,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)
![波動砲口形状研究](data:image/webp;base64,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)
正面から見ると、下のフィンほど先端に近いところで切ることになるので太くなり、逆に上のフィンほど細くなる。
![波動砲口形状研究](data:image/webp;base64,UklGRlAcAABXRUJQVlA4WAoAAAAQAAAA2wAAuwAAQUxQSJoAAAABD9D/iAi4bW3tTT7nbH5vgJgkVqbNMILFFnkUWCG2aQJYgor675Cecyoi+q/AbRslw2N8xfN34t/B6HAc7pnX6vZXO+a9P/NFECwdjDvEC4JkRuTHzXHYNX0EHaGtg9WRdCFGFNNCKnbhN9ilYkFO5rDse+NIqv/IrlwqxPOt8lkhnl1SAIKkvjQsPf9UOTgseXeefRT2d3QAVlA4IJAbAAAQXQCdASrcALwAPlEijUUjoiEU3QVkOAUEtLduj2mehbbAcy76gOgA/wHsNegB+qvWd/6bJufGX897P/7X+R3m7+PfNv4H+3ftT/e/a4xV9Sn9p/cvUv+N/Zj8R/af21/t37k/Fn+t8BfhR/g+oF+R/y//F/2z9tv8F+7fuR7CvZf836AvsB9K/yX+N/wH/g/x/o4f0Hob+d/5P/g+4B/OP6z/rf7z+53wj/t/9J4ov3H/a/8b3AP5p/Yf9l/f/3K/wf0jfxn/R/yX+v/cD2X/m/+B/53+T/1H7ZfYH/Kv6r/uv73/mf2b/////+5//ye2j9pP/D7mX6xf9r8/zmgX2CTA4CQp5MoXlGXs8BWVRN2JADe3d2KR2ZSlTkTWbZdgBjgyRCzEAS2oOH1JjVU0IQcmwH86YoYfAguGv+/2h1fMsxntzztx3qIqw+zlkvZX+by7k2c8bf5LBdJiFQpBQ6xRByGPLpVedUgxQYiIOw5MhgP2tTQx0n65yRl8BqT0EdmzpNpI/N/0IypqUO/A6HgZYkGluV/9E+zP1Fo4uvTPtLx6sgzDdj7kexIWq+gqU8OswrUaeLlnJ9uOW4QAdo/lMcJKjXO2h3MCfl50VqvX4hM1IOqmnqE4vVaKHr+52S9sqsdT/SqEcda3t7KpK8j0RpSTkErlfdJf6h1+kl/D+WAFV9UBiGh6EOPcMQD/vHfI3el3MbtkQghLGiBO/ltCdf7JZqOrx/VDShXIhFUKO8kIw6h9O2ipMHH0taYSuQ4GYKwr/2fvd87F3c7Y2zVsG03Z/itFZ//VMxfSWaX8aJtdw2DJvbcLwmkiXPTKuxkXvHylolg+nRdll2uwuMQNzRH3FQwQf0lUcDaKKHOKRDFxS7MoeZT4MQemHa2nBZg5SH9I1HtENDK94GTDdm60CxMg4o5+9wB5KXJ/hVkF5xLaRJNukAx/ahp3J1VCfLP3vpt2LS+pGnNvYqmbeZ3z/5SY6MFvaxpZwja6EAAA/v4PwP+51FTH3Zi8cQAw+I5S2aexoH3M3Usi1lDsteW3vfN6TY8Hbq+b6MWHF0SOoaJHVwNmyXInwpauaWYV3uAMBBQc0vZCQj/1w27wmaN4ZY1mb7t0tTjuxu2LdJ8hHsMfPcrukdmnqg/3uccQkuPwyrp4GOU2Ynl46JY8hiYNalDrRqd4RSwvtuupnAd+eaZL6Z4FQGeXUDlxtJtQAgWeOcKvcy0VWb0OLlxUt/RDz6S8tVYCuN/GSXABsrs4k31Lzb+d8w188ACkfVaF1ifRtNdnmn60zUg2S/+sZ9Hpxa/T/hhZ1z0ho95jNQi9wFHm8QfG0/cfuxvRPtFb5sd6XY8FxhwuhC+dGR49y3ZHsaU+/eCvl0V/33aX2Tuf4ws09iLsPctvPDIo3lKwVwgGu2/BC2/poz81FQR/RdNTOIfy/MUpHXesUvMz188dmmDPbXr/GzljfmJ3nopkkOKqFau7gRCl/DrtaubNO8seVMa8jy1/sduEpt+ue05WH+Ld3pwQUvdlKiu2FoLA+O71cm3BD4TY8Clotz7f98rOlbSeV3bpw1+dAs555xLPz9O0NzhFzHN9TDlCLbfCibdZzmJeRO4dYf5CQSzSwHBDaKecd7vayLhmWkjlw5oItOvYcZ7/RataiiJNl+/yo34rHy5Y7B0fV+35aUHdSUpCYtJwGeb0dVVl3TC1uSIYGMrCbrPErDbQGJ/37VHcOsY2VDgMQiJPS1jCkKOtJWPWtBfyQA1R8kz2bcinWZYdHzeLskMn9S8IHnzJKugkqjvxDvTiCeaKye5O65XrZ9PmQwUUN1fB/HIulbosJdXiHrMIaH7I+p7V86k9xHKk1u3BSFTzN1S/7FcyE3mEAgVhqTFwfoZMI6YE+zHpdam1gC7Hd9NaPmh+NJudB7TuQtn0rAaCLKw6KbgtnKRZiAGnNgg1THnHbm1KonpyoRojUzWNDYzzUt2svM6EzWUDeZxTA8L2ikLhgP29Z9Hopyp6hF//nSh+fpYp482omhf9ORzxonsT91CHgAsyqyilznG2n+m14aNoJbJfdMm0694snx8erRM7dzYU1wtmCXC868Xgs4Zsub4n90O4wRatKYaEkvX9ElAiztCwK7SJFOy9wI7MAg6+///ho6hi4oUX5BoYSBlKHH1fVTEYHdVX8HyWiyvcRW2LdLkGlvCMCGMfJ0dQpaZ+Tm8ToZ7uwlZUsRzsFQYlbiDyb0BOQ1CT1qS5c8CS1FPC2Q6HkG/zBb9YmXmRZEgwomZTkhd3gTt3wihuazIUqhxNuBwZxi/Au1OHEJYPSnv8b2wsBYcXh0+N9Xib6Dcv2c7Xk/qd/h1Su2zjO3rPLWjxfXjhTREKfkZaSfohpXOJWvWdQqCXQ2uLupMTbBYZhwAgQii8P0pWTWNyc7U/X/0511oSjBXKFwpDefcOH1feX/tQGjlfNh2iM6PoIMixOJiiu83Jq5JvhAlXg7m7wQgY/sQJuy3fJhhsaowOkHk+EjRXp5S0OZlgj8NqjckgPiTGlX3I+gFKi7WmOohp23/rq+Jcl/cXVxzPivJXLuqkvHRUFe8y5riZASS+QIs8gFgPZlyWKwEN+e3+Y11Q98jJ5U05BVSLVCNVKn5cN7b8/9GfOl+uRUiO9WM/QmPheheXcKZWMmuzV0A7Gdpwgf8JhjAkk+64TCqIDsyj18IYDCOm9GFN1S0o6PWHSMNkOsGayqAq95/wcXVE1ZTOwnRtrgA2Mkt6qcgKIw9cyWSDV+B82Q/gZIYARk5dABWqqnF1JH8QXvHBBOPyvrVGoXnqg2W/kV+/wKeqzfD2s6D7cndPpllfgOC0hfjj9ABbhMJVkW6wWbQCqPL5uh5iQQQqVjyCc299qas8Sw6ooqEj1WgVSWQ9JJ2Tbig9MhhxeMZEL9iIceEzd5eCaNMBSvAHutrCUGWJ8fhzNJLlR2Nqb8/fHe7QGmyymT2aEpFGmBRmIJcUDXEEnFi42hhMf7WX2+VjRibRegLH8ds0gHAub+u8Of+3d3Y7y177rAm1Pzw2w/mtXcfcDGOfU8GcW0VwKWvLdsOPm3bt/MYoyUAR2gV/SgjAYh+KinUD6+ARJSkVXKA690K2hSDMEksjJfph9r0dlMcDzjbeEnrbza2UR2cj0COWRx59EGx7FGDKXmS/VxbqcH4ZPNEUHDixFauDROoOcgorFyQN8huW76MWWamsnjpL7FI08zF6tr5NgMPT7VssQZJ5uIScOnfMvEuzjouzCzrW5qgi/DBbcyuZzUcBAZYFV3pGUn3gHxP5RCJBcBLCNddjpuRzryzT0//o7LLbWMvRcdo8VqZQJuRVw7/NdQ0DmVtsayFNqbjpLqEBvxnIeUGE/6e+EU6WM1ku6hr88sd7JLcg2D1wr8VQgfyq2p/DTVaV19AtDqrr6pF/+WtTlZCUki/j7Lc0qW5sQwLTj2yxqKzq8IscWeQQynvk6GNnG0E1neLK2KdDNHenY4rvggk3UBM6mE6tOGLRX5g3vZijHrjMiw7jolR/eEg+CbHhknw0JMUVEIUpokvOZTwSDSWPLyAqNUXWovK9c6TuEc4Kg7tbl8zZbWE/QDS/3OOYE/7s4qoFdeLX5V6CK3pwFFRE6CTZiGgv8dtRrz7SLnsVtCkz9Hml6KrQ1b9+pGRSdW4NMNWqh733qVv77aNAO6cPeYCrp83zgrhRsOXzyQpydNOYTk/P9jXEJKAjF/HETuhScMSCVp2KbGlVLyGNBBhOyY0r9ArcqARKfSA6soGf6ie+iWHk+UPGTRKeL2fkf8/4sU/vn0uFOIZWD6RrHdqgsyV4pVf4aq8pbIHXLpQ9RZzY39iqODjTyZ1oITQDL8gViU00BRN+FHAcHQvAxoV+5pYkuwbAiDFQ4pb28vqkqhI0het+HNEt8rcUoAA0Mc7ftZUTacwW238oAJR64NsRrDBoY2G/w9y8p3dodVGQx+wB3kWt6tRgm93OwzURmPvh2OgRxgRP2Xfp8FIn8HQSmAZL1LL2uHoBjjedt9WmHLRLumbiD6P5XMtj57no+5cgenSoN/KiotMlWL9ZpuUaBQ/NpPFn9P/HcDz7IyTrvc0TXN6j646CwurOkWCn5q5hj+U5fiS1LoC80ONqFo8iCT0qxBuVCQxiiuI7hvgxSAWA+XHN5itYhjNxEy/+fiPC4ZJUKxHR15S0NvTtyGVXBCXZDTxNHrUxxTXAAgNNhJs8JwEKHiZGg4ijwTGVmKbY3PUpZw6hdTROorgZAAArjiljWCShhQX5TbnXMwM9ufPNwmPmXfulSAIeSZVHi/1zJfX4YizxfD1r4jNJ9m1UdxvXZnvMABNbUMQQKmP1PTMi4CiXOHli3rodle4+5yFmAvwkFEB6raaSfra2iClQZ/tNTJ7TkFcKX7Vj8m5DTO/hKmvZN3yjK849+1reuDId95WcbSG2MeyPfWRH9XeffSlXQWCN8x53XzvzK/HAXef6NH8fz/SPFsiV2p2GppRcLkKpjnQoE+eKlxebZ4CRCbZzPkHVSa6uFsf8euiVP+HAnPWXCBUP1P8Rqofh9zhtA2GpWKq3PyRv30dta1O3hsQE1700qQ61uyRtDCW9t5j7Em9HsEJwJ/+GytVK9nWZWVMbUFYp+1aCaElD3QnwCvqxLSmhYgem/QGnGGyofzrqV2Ppy1dnIw/R3V2j9ejeY0JnnMdj2pq+lcqf3JTp53A3fCTtrdqCrN8ay//G+1AdyQ65gpvHUZSmkFXhjX78ImecNtWkoxCKxBXnlfYRwls/czCiXbQ+n9pnqcyGi9g2BJao1vDQU6WFwzpg1L65svsJykLy52YHJJ6/bqNznu3GSKAoh43BTeR2NIV0hdUf1ZADhQ86+trEU3EFgkteS8wBpHGJ7ounnw685DgS6j9SuNFKOXKxlqnIPK7xnNBN5VxCPki55Rb8v7LdaV/49gK/t4eCkkXyWjwQbnpalSwNqQPrer2K7ixdr36miorQn9UvUM4m+C80A3kV8YCqsM8pmMxWSTKDIem670X3II/w0E/Rsv8PFZeJeFXQ9EQ9SVIqsjt0xyrSsVg2YkJ79Uj8ucAz3RbXugrXsouSAIKUmjsCgXR/dm15iDoRBftPjJ6wT1/TnZihgk5I68CTkqT2Ssxk9jwXeaT7nvoCcOljF+AdOF6wT4eHp11QzUPPkq7vunfjcsgimGiXadaREQDzi2cYbHy0TMzFHJU05p/a8SIq9/X5SF8v9T+AjLVOPqs+GeXU5HMJmOLoSNqKXFYVgLQ8tIHR9yGKjtqkskYRLE03X0U5NgOBMMTWIf8s8ooY7GkwYJdT3mgSilwBHpj/rd64IDaZ9vJD1Ur74OY347vgiCtS3wQeIBToxNC1WAJtfGZhkQPrgm1q5qg+Mhdv6vtq241Br1vdftWmww/gcH6gJr8w2RltGfhI2O5d+GyaNsOZT/S8uJM88ZWT4fJrqspMTBvhRQE14II38Pz8EPfA2kz9C/iHS0YoRC//yZThCAwvcVgsl1x/XfXJ0u671dLfJIbJ0TvM3ay//WqffMunlAEAuiXu/N+QL4q8ahBKIr1Y2/7MDY5wcJJp9YtYpJ0zJOTy/0/Wu4642njHjMtkzfpU9AAQe7SBNnDAE7LW/M6zjT9kmoI2GyoPYdTPp7g/+sMRD/E0mLAG+kp7qObCRB8Y3Gem48w2tFiUdFj+CAWmoRaLQsCbVTFsTxRBeX1Y+5nFT3oRil2Nz59QTJ262qrg0bpayjfbC5G8r+cOxZcrobCbp5rCap2bhWeSgQEvwS1DyqKT3dN8zYZf4kZOAdZjEgup7V46FQyJDL+Te3/WMDqYKPDnc+Y/mXG6MufW1G9xKQntdWCLmkMBf6+zV3B5j/PL5OGTEUAm7J7kybR0XSTN1nT1N7/J6ToiedstrCwE/JDRbEqpq/1BhQvrEzd9pxrXOBwSc1wFOaNUsC47fd41z3OTwKnE44943gTrSeQclwIAHKFoBAyOjjjMCJnIU6j6i7URspkkbr3Rf2Kh/ccf5rTonjdfw51GlZCO60svqe49PvccVhIbdNElYXaUO6K3s5NfAcsaadDUN8Y2fp/Q+RaOMLeMi4DEqJHAmxNz+o2wT8zkPlEJ/Aval0eVajkFff+ThnX4OSkqacBW3jbAPwWQ73YOfCrlKIePzHbvQs1b+g9ydjOFm6l4IMd3sj6D/zjxsOA9qs3HHCyWW9tnKc/2VMzCAqR11Pd2rRjmJr9VAc3tZKBUnnfFEZlHaVESRlmbkOEhHmTtkYQxdTHm/4mMNq2KJPL3kTxBj18+5YkKZHiczKpCP0u/5NP8FMMvqPHEpqOTt8QsY6O1J862tdF2XzbUGIlB2zBLuDSeRyhQjyMjcd4hXhBdzjnMYUhTJfLPOAZueCRgISwVOi2T9w2q612I/JyShtmETI2mnT0wmVqsFauni+DZXZWlexmlrqs/FU04ib92oo1XQ+2D58G1Q/K5h8aeYf2nYRL0+wH4YVLMHlVHODvv1fZ3G4gm7s/CcfgtV9Rsea1u8/Bo/SKWrR8iDMZ2/9pkTWUkaefOgH4F4kL3+IlEeA8P60b8QJ+uX78LHR7rzh5oDS4jgcJn+ykkJURre3SMQXwVD1do/dmeI2jxTArKRy2FAZWjHGvAidpVBp+0VN1S60Oem1HDufLy7Y2Mbt1y8weTupxB6PWU0f2+i+w5NY1wpevUTNYBq36S7RHHwYWIL/O8YAaIuWFYs5eSswYnke9i8hM5YeqHYgU6mDVWLpcXcJeRUGv6dqXBB+Ph+xixKo/qyOqrg8vJ7T11VwuYIGVPnSJJ56Eg64MfnJHR4tmuICKTxI2OO2LLZg2ShqdE5eYx3oPVbjBvSLQQek7kybWzECct5vAZbG20JVRvgFO/wNXLf3yXOSMM8kvxiwaB+syKWU4yxc+axFkLP2PXpUyTXNK8aC7obWGBgKi8A7YJoPCtimqv0Clh773TV6OmfzR52O/ly3IygKJD4xBNevmR68XeasMcdDUqI0wMye9JDcWOWdiN6yIlhYgEv1AKM/+GHLx52HKN0yTFrJyhpRq7grsZjJvunH/1u0Bv+/7FvK68v9KqKrR/F3DoSnw/dKHbH5T2wkKdzFWne+8dX8qwxYUNTEF0MffkZgycGJR2orXOxwYdmsq0WSpbXPM2OS4RfAp42c681kqjRU3hRpeiMurvV0rJQhxFPdYNsLsYelSb6v0ht4KJBJ733SrZo3O42+ikKm4dlD8qlP1iag4zm2uIDWFzfw7Db60DFHKklzy6GoTUSHAwQIPu+YqLXLexQhNH/PM0tXc1zWaTInzBVZaPQjzLMOtqjNKmR8OfzQDx3wRudqros+3+yLs4steNAyV3KUi6PDN2NUi/uak+lWCYTvt1YgndG3uKRR2Hw9rkyHONJvMb5PzMSQX9oSWm6mH/zlqquqwM2zh9rnaEvUWcN7f5aSFPOEu2F3T3/Jd+og8ackH6U/TI2lzzseF9mpdRDuhS8xYZZjA+Nn8dIgj1lOSeKEK3ffLg2eOjBGo0xTDM2RapmnJxkcMCJOrBwr0dIclcDnUfhc9Jbv8Mp9g1eny5+iL9CR44vkpcVcRdLaV0K220Sy0EbD8gTRvdSag0H2apVTHmycnZAWTgKj7JKf/Nbq8/z4UiwTbOvoMzr75JpfrdJVenxlVyw7kKvXfYRTxJVjQpum0ymQdRnhz2v8gFNl6unAEgYEZFj8U2UwyRDWEiTh0RjjX6LZb+03I0HW9HuKUdoyWSJ485FUqHfmFUASPvLMN/rqrs2o3gCdRFWAUuevZUkUSlVki0pX9c9Z4DBYQqI70LlshbaO3cmLyze+e5tBW+V6iqEuKWBDrlu0QuG3ASSit/5kdgY+ibt0soFYKSc+cm4Tg8FTnFpf0olXRNy59U9IfPUuSCocW4Xwl+LvrapCb2cjq8I26vYvcQMAfHiDMSBdvcRRaan/XZdKhSZWB/bgvUScX4qDsQCDAUVWdDSwWLJOjy8sBX9fKUsxdd3GdqXS+CXysTv27hwYN9uVgYfVPrvcgfWIxLh+MHZ+hlYR2XDT0upOJhM1iCtKJQMsHT3SiQQuF8So/UQ7lcn0TikFPONT7bZwOzHohkoIf0hoYUAD9Kr+qV2XHSLPCqf4nbRbK3AJ34TVfTLRVfnL624ccQcsboevn9HMRN13k806eF9/BA+6MaqMs+KEuLW16MOOmpYiiTFUPJPV2WXNHz/9QnO2iYFCzkM0M+ewczcWLj057zAswDNphZ1x+nJ8/yDQCaQA7yzssaNasdPJLOpD5zExLeb+ETMRmip0gdONeRkF6ldu69uSldzl1HwjuX4UVGnXIsGAkyyDLMIjyb1qNNWdTns2G6pjHtGkp+5oF6XQv89VS6ADfbHgeLWgylX5U3WJB3MyOqeM7px0lh3Qdt9IAYWxvdptAtxno6qTV3h3anEhXiYg8Jj+zgeja43WcCx2JXrctwwGIJptZquQQLUPdPdqhyJItOcKhHz9yJUTxYV1QfR0Ib/G+VEOW0xn4x5wmtqZqKq99X+JPnDXi1GBkDrj7lNCGzx+prNmlCsuDf/Q25gBb1rjBoEADJZ+p193Pxi0bTwLz+u4V8PEI9wQAO+xHv3T1rxkvR/wcrbQu3gybgZwei7orKTk6bK/xuIPEcb2vlOMhdeN0isB7Pyz3RxLOhAi+hAmAO4wXhIDo1tTtu63Dmcl86Y25BJE6mN3JJks6vcOrBzc3QzR5T2LHlBx8iekM1k4/8NEEfysdoFU5oz57DsaK1y5omFsLvq6FGZunds3Ns9T7im7Ci4ZUYXBspVwNjW8NvT+icRjAZ7bN4CXV4393m4kwrSm6WQ57wXXpEhh1/McvtPubh2nmJtnybGwjmZp10rm0si2LDEfhkz8WRRowYupSRpM7ys5Q8kPwGLh9fYws6cj+Z6x2GuDa+34ecE72i3EClsxPLd8GWA3/mRA3qdojaBfve4rA1YW4pxC5RE/ah9opKZs5II2P7blKHjwbHJmIL/Adgrugk6/voulUT+D5m7x2qCP2wdO0OeyKZ9PgJLvYFUjXgjnrSU12aj5CXKzcmAiml/LNlGNX7nLeqQ2CCVh780RHiJtQxjWADM7uHxIHro9RC0l2QMhcxtLs0k6nyQMapE6bGENr+Lrv5/910BaFh1zY5a3m3GK8EPi+k/3PG4VooOiDDaP86uTccJXixcQ+JWmeHLZjvOSkmHSP5rUJ2vc/CqDlKpnyzydVGxdHOeFnnfURlrEw1aF+becyT7QhPbg9JzaSP5y/02tL/ndQbIj0/6TuhDuiKVe3QX82HVJcZBCWvyikPcC+3aYaGCx9kljMGBlSNa2uUC6KTurKoK2samCY5QhvT/yd6bWVphbF+wAA=)
フィンが何の役割をはたすのかよくわからないが、シャッター部から放出されたエネルギーが到達する瞬間が同じである砲身内のある同心円上で、上のフィンが細く、下のフィンが太くあるべき理屈は思い当たらない。
肝心なのは歯ではなく溝の方かも知れない。だた見方が変わっても成立する形状は同じなので、同心円上の上のほうが溝と溝の間隔が狭く、下は広いということになる。そしてそうあるべき理屈はよくわからない。
となるとどのフィンも等間隔でかつ同じ比率で太くなっているのだろうか。途中で切ってもフィンが同じくらいの太さでかつ等間隔に並ぶようにフィンの位置と太さを調整してみると、
![波動砲口形状研究](data:image/webp;base64,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)
砲口のヘリに位置する歯は、上では大きく、下では小さくなる。
私の造形は結構適当なので厳密にそうできていないが、この場合歯だけでなく、歯と歯の間の間隔も上では広く、下では狭くなる。
![波動砲口形状研究](data:image/webp;base64,UklGRjwwAABXRUJQVlA4WAoAAAAQAAAA2wAA5gAAQUxQSI4AAAABD9D/iAiwqa2tDSMHBVjACuM/xkIkYCMGqoycqOhVQkbG9N7LENF/hW3bNkm6d60rKGDdU9RMyFyUjgTOmK0B7+aRcJdWLDK0XbaZVVXlLmicTve5LLtnG12Ajn0v9qfVC8HGlM/812V/vkrjZmW/Qzb2yc1eeFvk19d9Lhrfa6aercb3mqlnq/EnxhQBVlA4IIgvAACQlQCdASrcAOcAPlEijUUjoiEUux24OAUEtIBsZiS3mf+e/wP/M8M/LP8t/e/3O9e7Gn6p/Mf+v0a/mH3v/hf4D2tfzn7FeMPy+/1fUC9w/7jufO7Ft5/3PUF9ufr//N/w/jL/6X+I9RvsJ/xv7Z8AH6zf8/15/6Pg0fg/+F/0vcC/lX9S/5v+F/LT6cf63/4f53/efvL7ZfqH/1/6T/WfId/Qv7t/4PW2/7nt6/br/6+6T+x3/xWzv16uLEM7OTKuR6ZtaNmVBo4t/NFxEECh6WGebTzAu/Z3FMjyV+BkJtwmrNjDrDECIllPn95TWYzMefRKbKXampoNNY5tHwAN6KmOUchgAAzl0fMZM9IJalKL/H33rmR7xWuyAtOt8xI9zHzMxIdgS10a913RjqbmO9w91big7aU8OV/ehgry6YxFgMoCONWEO8sYp0vA0x6T61e8aIbivcB4g/oavgij58qaxODNKqjMfGfZ1jaOd9qoyMabMrDNrp5eSG00C3aCzCn80VbYJfcM1uFno/SiUJZI03hMybfQNI95u2ifx19sdh9meZvWiwyPIF4gjJX7+bvIk1OrXS/0Q5g0Tlkxw8jTv8mjQ3VJjryLm8A8SkfUZ5TFxIrIQLCvuQ9f+sATgnc0D9iGQZyAMS7UHavDwfDFWXqdfOXDLu3tBqv74dyjgWalWtrO4O6A8FoRoiSK8MFhYco+4rM47kLeM8Woss3m35oFxpinIqZVx0d0eyj+XQrJ4Ozh8iGXxPfbOopQQ9GnP1slGGGtej+7wtI6v/zID3L6CNXac3lQWRoXsvCHSMlBZePVwRoOrgDUz8yIeefoShycPGU0oG11wLAQzaCZu2iK4xb/vbxSmq6U4Uc4Cl10hy38zCUu+vHU4bJo8U4ylxUmd3V4vSWNOpVmAmZnFnDQuJ4qHSPmYFzID7GN+rnEEQS5pKBldmY/WAx6orbn5aGN67299MIuEPKAA6fg4OBPARP2HDl3fokhyn/ntfkghrSjx5FYXVh56PLP4M+KDtZ0LcQscuQVTEklkaxzTEOK9MwF6XeVEAcRUOTgWJjIDg40llIj0SyJMIUNPeVlKawm/zT2h58eezKz2coTDDqQruhV//BQHM0NXFKAaiM6z006FxvSq4qSALeV0qJnXPxDfyIi0ELhbqltkou+Py6u9sHlQwVcjtEAIu0j5CA0WKGyt/GiiX0fSsHfZeKdiS/uMXLGOQrk6Efn7pxBZdaQH7JIuqSJrgK6rWwvE+cqUXLyzQkKxWGbkmlb457TbIpmVKXPe1l57cW6AlsVQH/Wt3oRk+jj8967Et+pivvdj9ezUw4Bnr3N2Jbm+GVl1SrGxXOXWLpSSjrSP3G1FdENRcmCMjvry5Gb5iaCp36NQld5YEdPHZHA7SvdKFC9QbSIAR2oJVJv/yd9kIWIQPZwZTph7WVDouFWsU3XckRi+RI+JQa8ihw/rK2QOcs+u2+8DoO295m8N95GZXGGXPq87UX37rn96oU6zIAJQAuGCkg498fi//+my/8UFQf/BMib9gi75KqS1UI7jMZZJgSWZRmN5KKOzZ/kMJ/Z9mITyb3jYrE9Qv7lGujIq6aigAD+zvIZhoFntrQopT2r4WNTLiJ30JbVDL5wCDVWg1JGP4Wwk5aBzxRG12jt72MSUaXLVfmhyvGfExQ4ccikLKibyMolswy8qbsITMCVLNtjxnoUdlM901hHLG3Jt22DEeUu7ERWNMwDddwUoqbXjT5c7IdbNv0m/UDhP1nDg7tPvahTVdNjtGo3yQK2YMgUfQ0jsljvol3+ah9c7uxLb3nZ6i9JumXu7Bf03iUuGd+g+izQlgUaN+A4LzoTm/Wwjw+9a0iw2FE0SJBOHXlqZOEputncMZStFThnerE2JxKBD++11yU0RuSmDTWQ0qF1vjeFtifjKHHagXpHcgzesnwYU3xth4laiSqrkOATQySb9b6eJD+KmNdZC1Nc4e2JdSX4GgNEfKS7KPYN/XJT9wljQeFz3fL/cWtxNIp3IPXAsXbC3uQzENkyc+BCv02EXi3IYUcUeA/j2teNf9j+HAHPW24jHC/wynWtt9PJdqxoFxapBA5rEm2734OLlPWSPVFdqSVzGm7r8PUrMT20rak/FttJSlg8jzvdnXpyZwd9WvEtzEnzwpuRxiROY9neAP6zwJVhTl189oRonvwjwbu4gsZRnV/ZqcDW8TNe80sGjn3QiP7CXLGRABcH1op1sijLEh0G3h8ItM1m+F/QTv6HERwLBSC3jbUWnMCRJdQFPX3nzxcFmGcuR4MrpD5/z5U+1E5wX2Ixqi/Uak8K/4LOeMceodyCg3iOq7bAzF7dVAQYWlX2TRVAUw7SA7oLFjvAvyfEgPddosct9aH+yaDkjtNCqP2It0kOgWQ3cvlfoJXxlQAxBJguNK1VPId9LQHxlWyP3eFo8C4oDx7mIExq0AYUOL9V9u80qX41uhQs06951IYYCOdKJhLPKBU5RT8M6I6FqghJhx4mft6DmHm6WycOcxfj6npfVmV0PM5hEKxljrnRGjlV1GWTMcKv6lYQOS2X9o8LtDqEfYsA2hWDWIpKWLpAvDHChz6zG2VzwtnQTmLUEQtulqB74A2Zt8f8siOgQa0DtWtQxLOfruqSlzJSkfD+OlKF+JCnADkPHkQUSgmKNtOYvg3VVOZbOom74QmRuCaG8jWXFvHfU16b3oJkZGdaHXvLCSuJ0AOSjrq0qaDNlNl8mVBFFhmU6vWDF5QFK89dRph91Tzh3EFEJf7LEHPOzChXVs2PaNKi2Y51u6C2wL7xXmiKsuCNZrxwpnZWSl+7ExvCc4uhm+8Srhq3psX/iuZ/MPhyEErq40A+9TCXRvxOYZPeKKoLp9sb9Fnn5JHTR0/jT6CiWLIr6KTIKD/HONjgD+EM5Z6V3QDkbuyLhMmpbzxF9To+VRsqL9XSUFP+JOXKIi6BgkwxAkURKw0fFttS9Ncj+X19QQlClxv4R0QP6W7B2+mZq9aa+9USrf3OAEBMOjhhv0GiXMNgmxWNRGBEXEWExM01eAbZuqz2kSl5Yf81ZFFvq3OxxHPDgaNsnAVyb5jHvrAX8+Jjs72A6B8kJ54w4SRAD3dMs8JoMZC27ATHeYkMswIYR9VCko6zoh+aHjz0fDIdO1sFwoIqZ2wWV5jdAMq0tyooMGd5atB7pEQod8MRzbcWwU3P1r/MwCXgbJsYDsZvEXfeUuA1jO48RH9g50hhYq3QsNvx8Bi27x5baN+1btn9F2mLB/spceGvP4MALScFK/GwAluG7XhH1LHePm4gb/1U7mV/KEQTCK0+yh8Qm+25QaDwzjgAgljaVKJRh6e/i3ZoJUkBuiInnFWmkW/QFX0i+rnRoez+2BvPAL29JeRrd3zvYO18afgisfF/PAW1U5Esy3r1tqT+VSWxakjwTdPKdtVMu7rts+VOjWRT+f9S8hpbqwV/MrlnxEs21CR3BoENMjVkJGvyGItlK2A1B33JgYOTssQqUmffU3QtFZfPq4AmiHFJfk85SjrZJG2NS45abXe3sRj5EPBswqcmLpb+EdJnsyK8myQRMmdVJ5qTwePE8Ic98GTGNnPokZzhxvbvunPVXba3pX7azCr81lHl0zH1s4lzlQJ2T6vrUchIto0slMcEuYx+uk/0tZ4wf7t8pmgxSINfYY+ZN8zmS5VuIR1mhe56Lwds8ITaQjGsYTGZF4iATUA33DnA6YR5/GpdofT7gbw5IhfgseZ2nYoPvRwGbD5e5Qto1Z4CRDSK6OQuPi/QqVUDTqY1j3stGfO17vYgDd3RBUPDgN7FTSKgrk8R0fbLToOIPEW+N+8Kq2keGyWPggJfnKw6x0UgVTEDRwa52aGZurBMX4iA5igngkkP7o2vr+RpR3KbD74LjGkeYPNSrDspGdr5iXiWqDXkaFdjEEh4gaEDV3F3Oj1ZIOa3bUtRR18RBortgDITLoLQe7ph32EzlfK0sSUs7m15CGMSOcwSyzQ2LITwtjf3IBUVpTx77fc4dQDSRcNhyjgVOuO0NSxiYrMeUiw7AVIkJl3Z4v+sdHQg6Gf9NqjL9v0zMwp2CN7glrHhGT2MN2g9DpUM2jAiPnuuxdn74eMGU3NYzc8IndWkINPN4aUmh+WDbO1SKlWee3U3cAs41QeZqaLMNa6cOFcxbMByEbZuBTbjmzB4CfIz0VRuSA/9PLSj+P/fzptvWtF/W7DwrAEDJqP/z+oW2RpHCQfQDhir4HoPoH8URgpYGg6c1PaFMUvNl9uPdDV7/Dlw4P7dDZRKBQY0dDlgBbW/Bn0YzJxQH+ChfZCRuipj8b4mLSm0sWN53qDQeu3rFaLC8g5i6sOry3yVnWM6qalyqfJj2AiP4S7JH3ZxOvkJu5gEdncy+7dUmwI9L4/5OAfumIaqlwvfpJiyUDRzN5dSCAD31pumHcCR5U9hSwmw2HPTz2fgGSjnPogWAjzIc83ar+PO09kUvGc4fn1CpVrw+SlQ+L7vWBBZPCSSjWIRN7LJ9ZRbwslHwH8/P2oQ6RSOi40LJZXrkkpgs3HsBDGo6/bsPKJGW3RSdLRW42q42mwxgeFHn1oYiF/mbQlN5p3/k9su2dw7jCX8F4RBpL7pARb3j8D16XiO9fTd2hINUiHrS9AdlXYwo6IIjO+0ernQhqoR0Gu096oObLhENswAkCz4DisTbTYp7YFRBYf2n9300XqErEF3CitqifL/eJEpqhrnP0QZdqO/GYuqoTFZPZ1EP+IeeIeMQUx+t8uOD6FkMyFbNnlw9l3nP/p3NWL8Pl75l8EDeQ5JoP9WcwgtD7fpuYOS4aCoI6iF1ayJVAjPmr/eygPXuDRcrFMwSP29AYsfL5/WPXEolwV54s9UX1luP+ywYkge9krH7XPA7eD1kTuaLYk48yb9nmsbgi79z2sHBnpI7sBz6GLPxTFv6xT5gi2GlzaRHrKJ4Gh9Jt56uED2kSyFZYd76HIyEkoPpN/k8JIshv9agFTLKxyc9xOUnK/8JO/J8izyQ0NvK2u+1UvJR80oeXcC7rWJEesKwfql3aswF+0QjsrhNcYgnYNdg8Zhx3IYsXoBl7UGYePNnIL7WzHCcXQ9a5D0ne3d1asVBoUYjNwxPRE9Ncweo22LSga5ME2L6k6CbaobdrOBzMz1a0pLgkIulTia3SIGEN9XKWO3juA+nmVpQ0LpplEUMDVNzBMTlba93pxnlbYsP+kV9zoVn4PQ92J2IRLKvUx70J42jL77a27Wu3/bSzOGxgLMSHhNFnX2paYOjEyHNqN8XG1Ykp55Rw5ZgZ+6LCzdNmO+L8u6hBfCZUzzQZV8KAoE94Vg5E2z/JYOsxu0GcmkyJE8ExsYoSKlxMP4V5boNPn4Zd2T8JV4O3Lx5IDDbYCNYUh2ErhXnbYjqPh8H717bwk+4l7B0USgdck9kw+HszW+M0DH+MMAvD2S+pOGd+dNlYO6uBqGWMpl015+PTCAER3lOZ9plnqCd8wPgdtKQEpCKSqPNfymvbMMMjwDq8rRob7oRDzYb9luNx9Tkfnu9l07e7pmYoQZVHFJ1tTjkjX0Zqg0VzyCi9QmjLMP2QD2t5a8TGj/M/zItJuz5a8LaLj/VvQzTImgWK0bW0kCrUub96MFdZMddOH1FGj4ERkOplb93oYPMBME555FDg9XsvxxmLpUu8uuvp75I0Ba6h+Z+24VbBkbLOnSGiUiBll2bLQJXkfkwVrkru+H5eV3cZtCdAMBmlJlhRsv3NVkOUGbGUmrKjIDhAg30o4rxXAnU6qVZBAGfvR3gPbyNvSEwCfGENwn6jIKkQvhVcIzn52WCQrr9Wu7tlBlVLYd257YP/h5Ivo7HNa2CXq4FkPdY9JFPkgaMQvSoG4aquD1DluI28L3eyHprvA2Ohz7WyhcSihDgrwTYmTwaZ4XF/azlrHHZj/x1EBRsuVeXFU6bZto1gvfsxh5zRAYhcxXMybS9nWiJoUleOStmc/bu1t6LPSHvcjrFAo6lgQpK7qPHapxysp/5vbhl56X/MevHyDHZbz3wu/4eKGFSXpG6io48Z8LqYM+obmk2eJ+ikYLyxAyX9+8vbwN5sNPjDEt7Q1m10pLU7iPXsGqRhAPcm+FG1UclF5ZdiJth01TD+LF7nLAsCq7TfsSN6VYAmf1vimO4vdgu64zDvVVJ+n6S9Ffkg1hHaU48QQB1UXMJOk9Ir3d47terOEnkUykne/4zyZ2oOn82v8fZTGlH0F3LO8cnZeRlmuyGsUrcoS8k7VFtlDgrXRQYyEgeYmOIu3g+pxZQpc+lMMmdzHcm7+kptwJzn8SZ6gPB6HRJf0FjABQahokz6+S0+/pizP44lUjnlCLAD7t1LihAgmIl3eTkgA9qWwL5JlWBtHeWtrzJn82euHPXSJeIVU2qnWt2MnUj+W0LhsPVIfjfJB70/eI8IWB81vIlBAPDK7KXAP+mlHyKSHS6rmnYFV0GG2nq9t0X+XUc3jUTkwGOtzJyQFe8LKFGUWMKw3zNXu7YatdPTtfVEPFP6RI0KcMSKRCzwMOLxSFFlwGs55e0x9w0oLMsII6lhqLmG6CcNzkmHuMiYBrYudASRK34x+Gfkv2tvjl2fW0WFfdCYlQLbUuaZDpAkW66ARIu00Ws9Md2WjYIztKUlQjaD+DJF21nCi9Yu8qTe2mV3BSZIdKVVAbnyzEnqBoy+aixH0k/nRuyVRYllYQH2pop5MLPqsDQIOofi7Xqy8nPW8aej1Mb8y4K+Bxzn4K3tNCWihhmQHGrA84k5kr8VHYTHfM7BGU4kLlchMK0mlToGg9UvzoXwngeM9t8DK9xqigYBw6J2Cbu4vECRVBtkq4kdOAela9diQzrQgy2KR0rINbSHbFenIyHDVbhIldWCx5R0Su4uwf8mai541sz81yyAr3wat/6t4tUilS06qd1WBY7fMw/I295+ATOmHnNDL17+mySRw3INcXaCKmqogj83IAp3a+8uw+KMbxJXKPmjOWuJdn/3+vvrprchawaQcV6za1hzSacUpKHaeL/VLl/MGlFjq6gr2+pM4oeUi/Bh0bnaKZS8wP6LafMMuarXEl2IXQqo6MMDYXme7JVntIRknp6HK6UhZXIjT0SPWyUbSWf/ToHI5j2NGUYDhi69lFbczIalo+Cc8O+GJqhTonwxWaOE69I+uKY9WNwuQN6+CwexBGxbbaZXPTH6x412oP3pAXa/MN9wrUKSAEondGhoc0gqx9nRc5FJx3kFjtSiM8P3HfOhVfv+4Nqgof0weXmgUVdkw42RE1cpxy19F0F9dg14WhKZkKgEfNSHa6oDn1K7p3/av2iNR5w+7OBmM3h9rx2NmaRtuHCq6GnpNnV/KrodSnnFRCS6PhcJErNHchhspo3Rzvyit/9YKTCgh9p1VsqsgqdqLvLggEtxQQ8EQuxgB/dnQOP8YZdikx8VkyEnh/E6nzEVXmu0XKiLKXcC1607j2xpt+PfQ74viuEnwjYDm+4puSu3+G39QGqSX/VipLdN/XhTP+wzUZltCOMjQXiKHO0aTuK3jSvcftvNILsQkTns5i2hetMXn0gdXTGKu8pQ41+smtepO8ra1m5hYlxSe9+XEB2W6TcE1pjFVw5uwAy4uOORyrS7SDqP1SGYjcFU6BGH2Hx7PXz3auyDAdSFwpwoX0hR02bc8Nzq8H5ESdscFI/4jnQHtZz0fJjezpdh9Cz3ItAcXBxohSpHM0CTve2g6MYn8/L+G2Mm6ODovMCh5A19RyYeQCmnDm/uVdupUPLl4N138TdGjEjngX1zowvC3UVo95b8fEZaTkmDjYvAzzKbwgVO/Q9oKoljYiohhpSpUBk+YJOVl1gzvs0LB/7X4WCfij1T4WAtEhXbyFPpHpCgjump2COmx5NTjORAeXnk90CvvqH99xNthcQUloxgmgCuSTzag11i653wJ31uU8nDLscUHxLByeTqvlwXg+F8RfcBW2wDq/CgzL2FL/ki8HM5DdK1M4psNg0ZFWUJariGcPzySQmrnEQFmwLT9sTBKcEi4S05WfIPM7kfneTuOLmk/BoMwGhJ9oB0+2MSBjA6AR9CJgRDdjfYppPI7pY//4LbY0C8rl+jCem7SLSr6MtZHYc9Kj4dBIu2/i35iWLTakziLpTAwl/GC0H4enQCJaUdXrDATxM1xBkLg+hH2sBEptVhsDhgXHiakJGobFB7X0GJRBsK2L+6PyaBF6LX9DupicsjQKyKgjAW3u39PEJcD0Nzr9wphBgPca446trKXgQTrbx9TtGbRe0m/QjhMMizaHlqQ2bgxNkeEsDVxe0spHItWMc022I1LMvAy/5UGv6d/2GfK8MjD0KacuUl5EeZq+RjBiN0ieONoO1BaDaqYq/vV20upkF/QxZMcOCMiQ/1C5Ufc6Boi0LReOOHKYZnLIfMMm81cF8QqtA5L4jJsjD+O0jc/x0YDShRvlIn1Ncezq3cmhSDz97foDo+sn58Y4zSOg4W2wJws2GetBhDs0bLl8BEi8GaFDgmwjC0dJfdrZS9boZ9DKu0guEUI920oDW5io7CuUmzYsR8tIsxUH65a8DqfhmtndzpeXBIayLxWe56inSf355YdBuTo2q/vTc+lnRFA/blIGKQVnllc42+Gr9aVlPI7gR8jI/MzI9dAiehfKcB86j33ErHC+6qebmRNtju49c5fURrY0pwzy2wxPabNquc0qAAsi60TXsJ4iJNHx8YSnWPXvIdX5pV+dqnVmjafAHPeqVEeVk+yfAL96R2nvGyU4Z9rXzh22G/Oox+hBxdLvAIqABGaxJ8ZMnnFFrdH3EXVuw3kRDqKXjFOfNTRuW2JeCabACyHrCQADi567kyIGqA2JGzLTkqtxHpSJvtZrrljR3a3S3vhETBVwrBehFqIZ5s3gu92BTnEJ/lQpas3jVcwo5ufrJKVFhXqyxitTsT/j7U6nvh7RZ4PQVrOPjRm4UQdVYrUuFmORfX7sW5OuIrcZ2rG+mGEU4ZaZ8Pxh4Ze0Za+o1A1vg2MpwNSnH4+MSTgs90drSKzRq9J1vy7yJS+Ba/yNOiJFcEgV5djbqsg8NnPm0HKds3fzcKipdPYgeViLEcpR2UWl2zZNf3ExuJD3mimE2lm4QVXzzLyacMoRWgLtJudZd+2pq2BILz+zzBnrImjiGVLxALXz98/1ddGOcQ5w/ZXLwpC5lMqcZuzx8uP/W75hraaabc63JfXZ8+rsATM5AAxar+50ZZGxBeH8FYidqVPers7uKMoZn6pNAB91WL7D5uUV5N22gr64qJCp+aJb+cpPOqZxm2G5DJ7BRpauh66JZBL1QRmXR2CTkg5h6n2Mo7T53MsQNYD6TgPUYQA7ZELjPRO5GBi+REKX4SdMLLxlNsvoajSoG+6PKsZ9yZCsZUXsszm0HujvyWi4cByEOu0rdFMbKaQc3YzbpoQYRBrp9aE3t+u/SK34dkLAPE3vsbMzSUEur7+KGlCqLtxttP0PYNjxgDG2nLHc8u2kQrjFd1Jli6ZGuFTBqIvlN8icn0P9oYCbPA9YwMUAf7ZZO4Um5S4DiutRIEKm8WDDESB1EXjXXEUuwmRBaERHD8JBs44zP7Z21QjFz2PhqlGTAhZIbgqhCU0BHCP+u0rgterkVP8IJf+T3F9w3ultrms3QrHNNWf63u+7PcaaFRnv/LOlpOLSnXqvkBmOtAeWd19BWKEroHbpNSL16LvjdrjuuZ5daeLAzNw58OiEsD5lwkzkaLmQ9Enx0+zz6M34djjQUzqI6oXHEMrIKGKreSMUNRqh6V8ylMd99D+zrYilXmJ6VDla5kOy7ztWJ/Rzxlw+TCXRz9hny/iESqhbUifSzvRtpSD3M3izIDqZew8q3OOyFwX9Gaff7mjaYoIH8rtgylH3cDW8wegD4mfZYmvHQWDdNwzo00ktyVTcDxn6j1GNppZeRMyfKhvdjB5AGj71kKAz63/EBbaGOqWtQxaHF3V49rOXugttSMlPBBzsxTl7Lr+c+OEuaTrsO+uKRH4vYQRYLVqg2vX4kuMl1yPPXv+Nu4lWadg15vQLWf++8fT3Pyr2tPXHl9bnQPU7R/ZN2F2zREwCftHqSV2AbAkmHP/ltOuBgyI1liZlE1BLdhtmjif0moeaI1t+arHlmETstK7mZW7oPw+B/g82QKLACYB1ax9t4IbLkvjVv4wgysfFi9OHPkBkxnk6AQeZoWJC4IR1iiKuQE4HIAPdnzEsoRn5IH+Cb7pkPDI0DLWCPmNFVG8y1Zgm25an/BL/WoG0HxeRkzHxE0R1WQEwNg7s0v/9K4zHLcWbDkqH8ktZ+Fa/Ioj5HgQeAMi+MLiR3TmZ/omaBnLDNzxBtWLbUVvDyf+PUTaPwVtr4JWTmLOERwH6pvo0t/uWO+9aY6OTrWj4UM24nK5YAYTng+7kJe1yUZabE1cKiLRVtg9nE1iwHIONrOtSuXl09yEspB50WFlHJjOj0VDonX0qfUmBZk4KefxM4a/q7DYStWIPPxJG5XXlvlwYM+lKiundROUilC0QCi9dGGkzmn+rQ4XqSVbeycTSbJyIsIyKIkZPqVcnQd1Ew909bClfESCHu6bk9oI22oPjMxOqvvgNeV7eaAS8rqGPll5Ig11tPHVSt3+Z/6GPSmblKjq3JvODp8g5gqQ6UYQkpI2aGFYXHH0c0rQHqrEMDIfk6G2UNIn49zXoGhGNCOUSHBGipWufOKajOAIneNVUoY2pzbOUCxKhFZMrLBFtH/YnPk8e1rVQL1JmR1zuI12x1jxdfZ0HgQjGxhOIB11J1Rz2qfF39ZftqNARwP/TQmJDRl9Wut13YANpfScoqt0YrEsOT9+aDtp9jGD8KwziwtVBiX0p1T4FBZdqIadsXHzlcQL0rVE9hS94Tck8IrBoZr903+v1TP9wMteicQoBAOgwo/NuFD+3v5e9ARxpV6SAyjc4cdzNWh4fh0JuFI8Qwrr6sFK7oYsGmgzG/U7FpuyNPf+WyqTSy8MBw7E0j7kocKdeUXAAZjVcgAx6Wmlbfk8XiXmB0UZeLcpbmIP3MWzqgTCHpn8EeaMtW2Mbdzg7qr6AJi7wzaYYNBPMP2evt1bYf6khXz646EVtZnjpAWbxA3Gi3Kln0pAr+T4tQZiQXMaXgH/Yo/WpwAE7KlT5Hh+rO4u786plrTa7P3yTlMKl32RSNR+sKUDy8fJaowZRt0kT6dalTboI1ktRCB2KAcUdsVLwoSOEICbItpVXw+Ku3uRg+9ylv4pZHAYdOYws7FrdvMTVvj9gxhD+mutADrCjdTuwqUTh5HZHce59pUV9gl2UgZkrDjvjRUmgwXg7sVly5E580PtUVPVku1y93s88lZtCvBm9VZ7Rv5JuuTs3/W9Dzg9KGKeJ/jx62a9JgU9qQ7yHbZ8BXSDtJI9L6o/+g/Aryq1nh8R6cUlEo1dSUTJiJILTx71wCYLOvkI25gfB34UzGMOjOP1qCkBejPlTRHSILtXNcsVDoZNd6oDsi7Yr3k+19alBAcUlA25oDEMAQ+++YTIe6iDXMEt3eP46MUvSYcOyb5b6A/kzcBKNULMrZPAezge5v6KehGD68cBJLiSozmcKm8g+plimAVaf4ROQ5xrVQD970L2NHBfEUe3q1CNqto1+q43GU7BZxy57ndlMPSWTPNVGOQWpWVS/LqLoAI1B8J3IjNy0qJtHO5k6GBvY9mfI7bkuKVa9Bc1Atl/nSRuFNRxZR8lDzybraGfArzzDbz/t8y/4Np2zS1ECudvSPMu51dnDMBS6cqm6RN9gfswX4ZyhNCw1PlpAW2I+G33/OcnyooRXSHqk8Eh858N38EWvW1NMmcc7QLngp7ESFYv9P2oj8l0piKuCreivLlDPxOutZrhx9DDEdAwk51JFwMbzG1VYF5yWIrgu7NF5/X12GYLyBrNIV6tKUKu4s/UZCkLrA3gvneOH+0TXNX/yOqge/NW03k3B2GzJDa4J3itqquxmnvCrlNqc5KOVxlCUWa7L4dGDIQ0XknEoHEiuYxiH5lxw3+QQ+M22RulnPy713EEQlfgOuz9kj2iZsFk7MU8NJtE00+XCN4lMt3zXgLeh7gMKd1Ecieme2ZFNAOpJBwyl93FJZ5LQUcjX6RTgtwi2jyeNmioqId+vZZpg4JPV6rCrZMuUKkV/KLyVMcUaL8N8PoXniegCfPuwHbiLUmyCiq3Qx/i8doL/EAyuXKX3Bn8uEJ2HrMTQUgBLDm9uX9s9+MgwLQ/TlLYWwgvla1EBKjK+PCTAGqZvJMIpOkVX034qFnpi+k59GG/Peop4ww/ZYtUniYyXwuNuDjOhi2QeCAsIOu7FRffOhSFa5g8vHIjzuuQuoIZmsrUx5wHZbfXGDUeZQaB4mBWNXxRdBM1GEO7gX4A9EorlNN/muRQ86JjsPPxLw7BsW0M21cz0d/zNQ7xZHCCdPmz/VQ8MMh58pdmMbzI7CR9iZGfCsezPLHAK+4MDjLioQ/+1emlj+QN8iNkZlyAaILmN3fqmMdHt3ETjeTugHBYQv0tU9KCaEfo1Rw7ShyCfnJcx0YJ7FSGKsmXh43ymsA2wTD1+Naw1GI3DG6ZGlkB1i6IjAHPO0VqeSNEQaz3Hw3uXhHzBCKgTz9ykHaRsJv2XGYhoG+dqmetzSNGh9AmSdPcjINu3revKLkryOrY7IXoDy/zntvGhJKJnqnWLCnyjAI+Sf2EHZVDWPmU1rlgg9dTBNZXh2yVE50nHSZWxh5Z/6CN9dlKpo3jrrmlUPdrCwIxUrUqX6/gyY7Rsj1O2BP3sGVutoNfTPiYDq4R1a0eNk9P9YiFwkUc9KC+kLXQKJbrqmOpYe4gH2cPVEnq9lPWgC7uSHc1EmrlIipQEqTIkog8emVZVIgcUDjR+zAYO9YXOnO4zBVN3yc92a7ILdD1uAU8zU1C6Ge2hja97jpan3WL7+IqvZUVkMPIChA+SVCLMNQkF14yH5ii9w66XJcItsoZ7qcDpLVRB5A4HD7bSxO3FwOCbv2WSkc9B12jORMAjAbkOwxyQJK1LpFr3dj+hipZeQiFXQ5Ieqqb0jJxFlshs9Hgo1vkwvLYHf3wLT2OUkYfBoyBS85rxcgr/72CadHJV+3wqcoo83rlDYuk+472NkI99h+H/qBHM8xjM+OTKK+eL3JqBgPBaZDj0mPRLcHDLOLrRRwumsB3M4zlmIUnwPvm5vGuiQeNTdKe+lx2/dlbapYSRPOXOXrK2Q0Z9zUapH1LmzpGJDvYxhR/sHsEY9E0Nw5sArDMsvEXw/qQ1jYAJTXytGFnDqMa1u/SwUAtvVjzcUqwLgjbxfI0qwq1HfNK0cv7uJFnBaAIoUomCXhDoShrufgK5tIlGn1Bc2LfsBIT7Havs3AGQuoJh1V4vXCq9w1lbkcoLydHkY4jtaPm4kkDJ0FKIcyct82bR+SYTxyGv9kbg4wongpBZd1NFpWfeA1HmepeU9eX15wYKEhO2EFfoL9iVI/Rex2Rpmvx7TVjnmWV3tTg6OtTwPwgaQB6mx5q5KSYnrPAtAQB3wlJ1Ipesh8km+zUxlW58z9bsFBJ1hKlRKe4c9nNS671sanOsFOOxsSFL96wMXZLRhlzjJFhTCzJCHViNOY+Afo+NzkSPHbjgjBtAtml+wBdMm92gurmxItJ8LU7D5QuHcRjQAgTEijkCqzZ6IzRTW9eau1WtCm8Gp2AZDj064Sknqz5C00XzKMrrdTJ7eElfNpVUEdAjjJHK2ZliNFPLp5Ed8o8rYCy76p/augF5cOOYv8MvJXbBhkgkXziUu4/KqYaZPeQKsAHS5LQtUJFeogdjKfyA0EJwcfxOE1GDtgUBMSXsNJCcP7uczaAYI+4QW6+Wk7UTjWfEF8qTqgH4VIY5Ble/wUQocqjiVTFuUDX0ykdhdDYF9YvYRNMWfpLYP1e3l/FA0XvBc+mAi8plEf2zKRgA3KfQ+QG8nDVkBnjibevxZJhQPJgBEwTUuxjQTLvo5lSteyYQ5gaiej5Aevvrig6gUGMmnXss6VaGgG8buD2JRFOadNzNTN6d1plDS+naQs6XH0wsxxIiBNeZ6/VfDnv25cvthSWZHPV22CXy0j8VJ0tnVwIOAv3VGJaG+h3VUR3KRrKGvSUdSvJn0vzU4W6Y7zFJEi/mi9TUR3ov5EN+MsIG7Bveq1xEv8AEoldc+Y2NFqRZw9XgRJ2QYCy3QgRDtGeOuX02WFiu8ljI1a3Dj9lI4mKxq9EjJ8TXGiWEX9Uf/9ZAuZhAbc0xwnStgo9MhaPQdrFK0zzqjYt1RDWqZcR3/e5mkSDBNM/bGpIm00L7BNUYXwRlnPOzIgvhyfdLzqwECRVOidcDObBCYyCXuDQ3f/WJGYtoHaaxn0SHA7yG1nxpleHLGXJjlDMAxcZvyW5cq4nDLrgqPUN2OxaBpV1dfr8jmIL8m1ijXdMGOaNeZTbD+39b6njNr81V4AxqaFUAWsm/xU/aJiYShErHrqJK2xmuDK+QoLuB0yHaN2X2zcT1+OlJlDX+i/bLV5h9DeZPxzwtWRWTMA/4VXLE4MVG3m1kJ0D7se+HmXJd/NcCFN9U092KmI0DlHhXdP9hyAyxpXFugJ/NZdHFNMygAIHTdD1ANBbPl1YPgEEFntmGbHd53qBHrDsQZGsRdgbh15Vu+R9McCggYtpPKgWw1XLxhuBDlPEC+65RbMCOMSZ+6DFQOX4J7saZ1EqcuYR+55LHiG3fu/71iCT5VNW9DyTSBQpV62t6BJNyqnUDdx5V1wBL2eSjjXmAc2PFJ4ufl4h64OU9Eg09BEAU0WApx+9vaMY+jeKXwcIy5bQfSrNdtLlHIVs7SHLPuf4HKh0Pqna81GHxxSvShuPz8OmwztEShQANnuZ3/MAZDVNu1nHxj0z8BCJJ0GAHYEs2OQgsS8x0L05z+nJMdJZjzwgsIUnRhFMEg37wRauLbk2/qSs5+w6cEylTRbEPDEIfCCeblpUVkzXiAi/G80joZ/d7+OeTCwJquDdv/1lxYVKvv9lza+7Ar+2RLDw+gGdQHoHaBC2k/+gXEA/FbmZL7J4Pu3EIGz5sJRuKLgjPhQcIWMaRFV3JxBEDe5+rDRRiU6hYDj8G7TkxrhfUUZEMFzMXxW8h6+wJEpdiKLqdKRRVbJi3dfAG4SxmHKxBq5T5eHyafh1s9gxrdCDF5L6UZ6Ldg7/tlqJpIbSxwEU1ow3J7AOihSh+ZqI6tA1reLuc3DwzbgDzd4r4hDfGgz8moqDAe69/8OZRh/8FriSHWwBGL/3WA81xAMP58V7I2GjzsXwOdhA8eHycIqjckinkGdNhLKPCese+kFdxanhb7CkHwCQJV84Ghp6zQmKvHvfjPeYrwdYZcNuSge+Jrgu+KB6kdZ/bYZtE/XR4xVvYnuzhXxpP0o8gOeAp9irAi7x6edAn05kwjJd9YxBNPGPZ9eMT+6LX23mRqWnP8+EXbZ/YRmoW5/kMIQeKM9xDxHvoWBHVV09sNLl6syY2vN5GYTnKaZXg+D4I76gN0VjgVWiMBQl73ViKGaIfGuFi4G5KrGA//2SLWvTC1s3QWghARCqRKndORDSMeqdO9/aPyMZHpLE7lGJkXgPKHHF181OIvolvtH35ZzX+uaX5JjDNZIpjGWzk1yQmLC70/UIDciMShFxnNOMGA7QD8hJYGGR9YK9ZoH1cyEAooI7kkpfWqZN7XPlVRZOLSBdazy96sZkGmnTWz28+/HnXoAYxythYAHAlf23ybyC2+470uceGMuJpGdU+JGWg6GW5tCf28JSkKEFPH+dddvCTtQLwbaWKu5iALYPO3NtGESKDw36fvwfNWCkyF65RCdY8Tk5a/5PAgzpbREH1HoUydpjboCD8ud5PohBps45v5xAJ7ZsKMHVhRRg5PhbF4E+zUpFLb+T3g4ZEaYCsqwLI0cAOCGnpyySXLfSQcpx160/1mNa/ebZLQXo/IY0bdr8+VNahEZ5t42vuTfa7xLqhuSXR80kiLDCuHkC3+a9SEA/QWi9GHQciw04FBFug39aXQXCzhOx7EdLNDPO4PUYEMM7XuR7IkXreEQFMu9XdE2b/3J9XsEZZG2i55nRqGb/nAS7zNHSRRam78j1A3mgvp2DoQL+EYKbZfLHRGhWTGEKpXQ15EHHx6ojgAM3aU1+baZwcxVzC3cveI0aRRghFGDoj3yah0rX0B+bEWLOredXC4AAAAAA=)
比較のために歯が全周にわたって同じくらいのものを再掲する。
![波動砲口形状研究](data:image/webp;base64,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)
砲口の構造としては上のほうがもっともらしいように思われる。
もともと真正面から見た歯がどこでも同じ大きさになる下のモデルでも、喫水線の高さから砲口を見ると上の歯の方がずっと大きく見える。これは内側に強く折れ込んでいる上の歯を下から見上げているからだ。
上の歯が大きいモデルはもともと大きい上にさらに大きく見える角度から見てしまう格好になるので、やや歯がうるさく見える気がする。
![波動砲口形状研究](data:image/webp;base64,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)
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)
とはいえ非常に微妙な差で、引きで見ればほとんど違いは分からないだろう。
そういう話をどこまでも引っ張るのもどうかと思うのだが、フィンの話はもう少しだけ続いてしまう。