航海収支の計算
船のスケジュールを考える(企画する)時、どのくらいの利益が出るのか、或いは、どのくらいの赤字となるのかを知ることは大切なことです。また、航海終了後、その収支結果を確認するのは当然のことです。航海収支の計算は、主に次のような場面で行わなければなりません。
● 航海を企画する時
● 当初企画した航海を変更(配船調整)を行なう時
● 追加寄港の検討をする時
● 航海が終了した時
それでは、実際に航海収支を計算してみましょう。計算自体は簡単です。単に総運賃から各種費用を差し引くだけです。
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E0n0p7ZEpxtI80C5ExXTTDlMrKCHfVpGbuq7c2pIfz4M33TR4MyrG1nw2OiNrwkM34nR8GWnNHRmJnDgYY2hReKfKau1ftVdtxNSC1JppL5k073PGgqEoEDOy8bmiITh/RHD0f3vyp88HidHiCMfTG9MAtqwd8jyEqp12XpWGwrnuqZYdrg8qwMfT3q/igi0tZALlzHcvx8niYQjUbJRkGnd9qfjgdFhPL+41Ksg/XieAQud4VDF0Nlk9jY86xD5Hdp0QzHCZcN/dl/beFz2mpCOXNVPM3z0u5Odati0uiaZnr3YVvRjkz+32CjHJAOiN/4geUnaS+rZIyfVicXGTsajVglvbnaGh6nfkxfSZkNxymoon8VI5/YuifqY8Ww1emQkp5O2Tnw4wXAmSQl3BseOz7iObweDoOQ7a1v9shCjC7rpBtG8brF3k67V+3p2Nno9PrsD+dm5GYXxKjNthG2V0w63yMcGgxQi8P04m911qb0St6NlCH75Z3Z1awv7Se1nUiiFIYpDeIpjVqEy2048hZ0XwItgXBF+HQ4bu+au5zcylS+Co+FbG8WfQa5sWvAa0QS2EoFpeEMyhXLYPbi4KWo5uAiPEdq3nLjKiUTS7G8/G8VFnepbIeQ4GsN8JN0JxDrYnlJkQfLq15ZMKMLqgIMk6IDg2vcIwsUwooM5CXRIvPGdFEJJ9ZybThlyFHl0mI9HQ1NnANL2HuvONTbzC+4N4rLtjHyLZXyl2j09FaYQ+pvykHz0rf2Z8BiVml9PfwXBJt567GNAtuqaxQzd3ottk+5NgRV1Ko5m606Bg2fIHrRBDlJVRfsXKnasbyY4cRiubrfD6HxYL/iEkUTX+pXfhVV8x9VtOkvNeLcZkw719zfvwT+OIbJ/QUnk9egBhHNbMMxR9sh4MZRWU/jl9RxmhEJu72sSvPx3B0X7aULAez8jNea0WVGZ0LG9G+3+DIYD32Hj4wkzSbWTXWZW89iQ9sobJZIaeJaN6bwvncpTf+jeWPNfxND9Es74xEiL9OG0uWzd9cquEnsPAuWF1NvpBtO5kxqcadpjlFvPEi3oJNUuNregKuoymOaVuZHR7eT20LFkZDs/JKjCwEby0KS9EMaY1rvtr/dpUIooeRTTejzEEsFMFAxnA+PGkwms9wAeoA5ETWBfb/M6J5vdxHzbRqFwXIfsiPJvO4d62ZPz5ktsyv4iEI3WHRUzTdfWlsxoO7g9Vy46C79jKTsUW00zP3GPvAj9OZPTDq3IiWl3N4LsUEzIrVGpPhh95Mj01KylTMDz4vqdZ/VMcM46y92Us0kRR3LIpW4PC4x4M7xDenTWKhIGu8e73chpfTXqJpXxyGzLYWJybzDS7dja8omlMGY5Z4ITLo0mtWQTzbpEt5L4N4lW/wezRSvrW/m/k6KOC8eJ/BI9VW06aiOZgd1181hK4SQbZhwjG6ljy97exzUqYomsYl0dyGmq5JKBrXyn0UyZ0lHAq75TMTiNPaAgxzKp+58rsb6DdhlaPTkpnrLF5/zsIvzIAbv0ziRyQ/s12Zc8Pq7xHe/nEwgkozP04SySSr+0w3wcxb9aVQjfCm6Xd6LO6WeLOXevdWNZF4ZmZppar5sqRA9jN5hINpaIGvDJDEV+/gZ40o9BNNKw4LZlsznrz/7MbuvuVqKlfKW8PdqRjN11ViZrgANZ14PN3kXxBNOCZrmHVUx2f8VhzvB3dZNRph7i1/32q09uIaEcQgZThTHASMB8P3zMOIJ+H/JdEsM9CorVIxrpX74EBwRxtsk9n89m4PCXVzquoWJlZ6vm2P/zWGwXQsMqVoJURy5LZlHGoDB9CBSTtEWy7pW05hoYR/HI95Hkweqm41ap/z8XKbFNsbNzNPWxp9OdFH2lSpDGtvtJaQ84TnOsh+aLZYfrVIJBUmsln2eEStEZx+omktryfcz6yg2CqbH7ejPM9/iuK9yqWzd9xjTpFp91m6ZraMXuT5Jv+AaJZu8pSGKqBlU6Nqm2BGWzlWNhXNIc6fGWdwjmtEEIWjqsPhX0jeWvmSUtGs0yqaHJncYkFfLfdZNnJZnz7OR3QnuE0/KRaNx5qQtgTlt3CLfFX293GmeKzl2OvTLEpolyaV+vPbxdj7XfETvjgvo2Q7H9zT6+SUojR5iDbwWS7UVlYjNGTsMvbkg1ufxiO6xy2EGy7FZH+LggmCiPQUzXKVUUTU2/0Gfh4uGtxs772BNHkuRxhjEurXRdOEf//E94KhRnxbN69Wp7VqJr1lp4+mZlI02blQgRLdKZqzS1nhaqKJpKk68gqKY310Np2TdY5lEiTZsI2vlekrRJCukqpFgIJg7282Xxav613lW/i0aOLCYzhOuV7uu0tNYSRvt/fM8v/1RiD/PLNDNTrI6+/yhdHVDrdEjqWwt0sre7FBKR/r17Dy234dL7+LrsUD7cDRU2kP8POsWLVk9jbWLeU8Ybiv9a7bm/LBn00siPENW2gSrxeyUw6iFoqjHVL9GsTot+XoinARYbb1w+F9SPKviybNSvoSaDe3CWIJKkEToPKNJeCLWoMe765DNG+3ZQPk4b5dc66gKYRvpRo/xeq9OTCA+TdWgE/udK+aHu1vrqQtPS7z/QjSwihTfcpaigXIKe2EL4lm12ioa+U+NMraqc+n211v6NnfYPJRNuXYWN+VKulze5rS9BhqpDPaVma55H1H3twftbsfzbx5NHlxB5UbmnU/VDv7tyLM4Ojkht38Cedti5DT8N5XwayazyftookM5YffF02ftgkx4ngkDCoI3sUviyZFxGdmeFp3jjQaDENUWkfk4Ys+onmL3lEa3yHBrfJ9LbNAAnLMtubf+gLeb1V5lFkdNxrnzM1xj5VQOSTV4R8TzW9FcOimRYExlm3li2YANk1Au8X+jZHFzg05ykSz2TS7bu47k9/DFZHf3T5PcIFIejdcv3ZdfvE+osnaPucwNPV6x2N4AxpEd7guWAGJu6r1pTG396jO7bp8qEMv0cwH6L7OmanQbRUbg1aHxBtdRTSDakUoSxtWVF8WTZqXwXL20bBdDaW4EH/7c/BFi2jWbAQYQ0homHJu/aHPLOnLqPAcc3j5oscw4MlftcZZRzQyhOfmUsDYc5eGyU2CMNmMUhU6mlnPV/NjP8W3I+j2sKV65lqPHNYsLeEisEQWwztCovBd2f9O0awcGkXhX1w39/UXTXs738sE/wjBqPKc4/iZbKfIBK8UY76LMC+WoumNv8iW0yIXg6XrMO8fyvPkMa4+gyEL+xdmmtaX1lc0LRvl9hPy1TZkmYx3hDtEEurNKJD4GCsMVS1dDr4PovmECh6/o8cSB6loXvJp1rMtx8nRlfxV0WQjqdQHr/naPUhx3f7PiWZur9CnA7cpV2RhgnGEWVvzq6xmd49ftzM8QqYeoTLnTlcNifbcXIWenttaZCr4Pr6S1jW+G8FQBi2gabbYr98xN74sVMl3nxPNFE+LK+e+kLsNWL4sGE69HWDBTcee/FLCNhZlKcrYNNo+3TDflO/XEmezfvNZhlAJvIpy4A5Fs5l2d4/2uJh9OughmnaHPNjIV5d+B0HcWhReTUstzK2iOUQUUVKDaNKeRcQY6/LAYO0ejpkwZbrYcRBNRrT0YtjVPuDNrvxStjVSQ9PgeIeqmVoRm+ag9Tn4oqYzTdF0LxwkErpE8ULzOVm3oYJ5wzk+f1E22eqGw2F52tBY4Ym6Ke1RqzqhWdHVhwtWdIvm+qlYhoJf4y5aawnfjCByKCmQLQ4oOEjUeqs6eW/fFc3r574AwlMb056y+N09QU5opx2YexJgPYBVqj9l0W+D+aa8YhiMcL5n+39/OryVt6JodryY74umPTLPtn1EE5bxg0UBobIbMPOmUALN1nlEhCyW3xdNQoM8rjMXhwnjTl/ItnQuJpaXr8nXFIypl5U9a8vW5+CLy6LpRd3qPg7DNYOd03BaHQKJpnxRNoc+5O1t6I3yp6FHN1kJhiDpspGn/Fn3ALRu0YwFoJXGNN5vRpDVHYJalMMqsR53vRel7tPEKjZ4mVzNxv7HTI47lZFqF01yndw3ZVUSqVmaoMz8xk0jZ/0q6LFfuoV5mNaTdlo6Jaum7vDoVciYzdo6bLum6UOYi+3/MH0PF0WzdToDjdYeoml3D0cBF81xuE1OqBRhNR1gSSJUFuZ20RyffLcPi+V1RDM0+KMjDeMLLYK406eyrcP0STXLK8KaYgx9nM5pM6bmtT4HX/QQTT4RJ63wfVhZLy3OBkiC9as/2Dh+fkKmj4+ytoovsnXa31L6cz8MRg8biWZyVevmdKjlrvBwJqL5uM3aJ0zNLsp3G/lmBBHMB7yPJNVxyyxEDk7jf73Aglg48LJKgx8XNt4cuVLuQ4jOkj7dQtOjCP+rjE77RewOOC4GviklYXaZRK9zEsW78FLzPpOMRDRf7lGF4RXYS54sX5Nm20XRbP2OGbxHils9mwTDQG58as1lZS5Fw/IZr//BakYrek+hlJZ4wbsfMex2ewSGK92j5qd3FwfxuXDu9RHN6PmNUnfL+H1NNKmBuV3JxM9lDCtFg+eh/6D1Ofiij2jS6LP3On6Dr6Xb0GQSvA5G92V7MH9BfZhZCBimRVJIa7lhXOC7RDN9Ra2mI8je8JE3K0UTCyJkC8i0dshEWkXzOxHc2q9roglzsaWdiyfh/yXRLAPQLZpXyn3J+2gnffrvtjSpJCxVp30w0AM8aWlOKzQtcniNSFb3LrWS5BV8fAiiiaaUvRq8zCb5G/2+aFpeyCPkufGsaCKck+T1x8fYmVoBCRmSgWkQo49vL65yFGTG0riymBjxkG1bzIwz+L1ys9JNiUTHpuENcOuB74smnlltIkEJbQ+0a4oRJnW1TQO/yG1IJK5iRqpRciX3+3T1EUa3Oe6K/gS+rFI0mU/TQatRUVpp2K7fjeBy5ZVYkuqotctegAo8Cf+jlQNxX4fjmItwTflaOkXzWrkPTztLmhiW4C01wW+BLRmO+NnUWlTMP8g+mIaalDgOKMEX/Gnego6NmSTX4ePSb8YX9/EJ0eymh2hamcptCxSyosxlLA3hOHHpryyDVq//m6J5fq+jcBHLBdLUQpQteIk0e30/dAhQB6zJ6g5Mykt573EcsrKhSfV90RwsKj+1d5N1iAW+CklKU/dTMWsy8+LenAtUw9Ok6TDgef64FE3uzZoOOLp5fyq44lYbjVteI4KeTUsQtJZ1jfGkcEhqUkvsVHVNp2heM/c1aZYcYq3U1iz3K3AFnGOxpnp1XYqmvbjXJHuwVW6vsaqnz0HDbhpEk1NVJj8kmpaNcoMLWlF12TFg4TgBqVAuibbZFgUXt2+++iCakyC6CG41Ci5W7+cH6oeLWNVDwm/sfzlBdTh/jDVQs1nZDRWw0THpxkRUsqHPwTqEq64gmilU5I6SlmgKnKpfMjRTooPovNHiVzVjmIyMKkXT19SuzYrozzUiiKyUpDoHmOY+W+CiOS/LQYtoYhsXy7Wtpa0agH/N3NdCh2iaUqdOkN8FM9RhOODcHLyIGi2FKY5oYWFrS5AMZkef/m8vGb9d9hfNb3UEzep5H5Zx1WDvEM0MbiWMnzyYePqpSBBN4xZPQQFsrhF4xoFhhIuQNlsk5gR/rBF5s8hnkl4ypBLctG2WVffMlkVvarcv68Hriibfd0tzkiBW1Zsb17q8Pw1X5iV1GyvFr2pe4ZNvXN4r0QyrfOSOnd5cI4I10WTRaWYtPGm+tvI3c6MXWS2uExDkCJnB6oTW0lZVM9fLfcnWRRUm+cFBlRUge2rdSPs9UAHja07TKtAsTO4gs0zF1nm1tkWNuD8uXoWZpUE0UXjfysEJzLXociG5dULRbC3KzOA9RHNQn3sO73yVjfuIJmWj/eVG0cSKWhYYRKyZveD9fQ7R61ywA/XWLZJpxumHoVOuZN+58WoTn/7TMtXcTc1K7UYP1U3Pi2b0kwWQRZq90BVsnLf4GB182efN9aPSzHOq6Ve1CD39M0GNEtF0X0ZnFM5zjQjWRRNhq9YZiYSyuuNLqhFCgIhY/M6L5hVzXwhSF5l9tT+bi/5tfIZ9tNVbYt1MMuY1SwBvnXcTSi5qQKvugmii8qtSi6+z46VcQTTt0akQI66HtsnwgfJhWKw9gPPhEIQLQBTNMVpPRc2KjSALlmeRurH5w6zuR5gdvsfMUgvA9PhSM04fmp64bjjErn1YOU3NdmU5L5otnGtdoJroeqXX0ZQSLtB1+gizmrpa6K6ZvrJjBl0nsX8zFU23QL/WQL9GBOuiyaGibqbFxTQswB5rK0z+PyOEAFnUKnL8C/nXwYlY5K+Y+z4jmpbetZbbL4KqUFZjraK5zLXAbRZ7qSxr3UTfdehqD6IJ865an+qcaPIH3fTJmbUVOxDg9Zk3WwaEwWolXABwESWQLWKEtumtZ71S5nM8uUU0cSPfmsUCcMv8a+xWj3MkXRmox4+LLUZ3x9UXfHXstXXdgE9sfQu8XZMzoslC19U4P68pPSKYwayLGX+sKtpmPIGgrGW6l7hRHtMqFU037Trud4FrRLAhmjBTvGvvsIOHZfxYbr/zOu4WTeY+iwYyGE9E8IAYvevlvqQrIMUCcfSj1MXw1GI7/xpYzMrYUFDKFiQZmQ21Touhe8fMmGHrvJs49Rj3tOouiCYWXqs8wFSnjtx5BdEcbDMhgyfiwePYShkQBquVcAHARV4U2ZwzmlUnsmBlV+PJTdEMjqcyI88sxxZYz9CTIAYKBedi3TzDL5JxDimL+m7NJVcUTQrZtrs4nNGUXhGsCIthc2tUU81js6eEeE9cc1FYSw/k3zKtMtG0hMcY/a9wjQg2RJMOMfh+4GK3/wys4TOOWEzHfIv2qxt88gKGoV+QpnOiec3cF1nu035IS5FmfrEqvCOb/gI4pK7qH6Og1CtlNDGTaLN5u46t89aUpK4Gc4M9lPaAKJrW9KlWMP7TomnRq/r+OE7gpvJWIyNkzZYyWAXqRd9MzS5xNzZr0XSkXyWaLhWnY7NkomBXZle7aFqKYKRHkpFLkmzrwlyNhexitkr3kenHedFs8WnmRTCBEtW6MmegW1P6RjDg+/mdguN8+tGumWE9hTbNNObb6HcPBaFMg9Fj33DUuUYEkRUy0aRmwekCtTSx8REvtSVBgmgmIPvAlXtONK+b+8AEepEExFKkKZo1x9nvgt1A1aA+5sRa4rGaqya/ljLLTsb2yXK8a6htKKCW2tRAe1Dxtqx+c040WWXefrwt8L/k9n3jlnCb367JezIpGSFJX1/fjqAOuyoRTfRFG4eXWkZg5q5qXVzVIpp39CF0Zdvgqhu5XX9OkL4MX1HrwBJ8kRdEf2XhuA7ikFSJLSAJ2ofhfCqCcZeWCzVnmFyfzAzq4MZnF33OPdDKNSLYFE2WwY8RxRMvyl7CW72aaIhmaZ+2imZ0AV899/lA1yokliKNEjQ59jN6/kloBiaGMjNZzSXGyrrMB+wcDZ3S43k59SCHPuogIHhjaKFSNJnoVEMn7z038uw9Wu6tECY7VU6e7dbH1/6V1M2hfDv0xabetmuJ5sQbimT/tkzyHg2EqopA0sW4YJPB8PAh9+28kG39Zp1G07eg1rX2o+CLmmiiQmzbNMHeFuvKbHx0AyRB14Cl/hH06eadKxZGHqEaFzXTCzm4hpftGhFsiqabelvuHoscdPsS8lGyRgbqkWprEvuej4NtgZwaTjtpvrp+7vMELW0FK3aNErT66nKl/wJIztRQdsPzqZKxe2+OVa1wT7zz7g0WwpgD8XuociWanpXbiZpijO8ZGlD29IXPp/3LbXLlOcwwDsJOeyot0e2iuUIzvMIuCW7sSGyiu2hOH8MYjWSoxmG9fi4s03CV20Smo2jeLj2LZw9HotWroCzbDpZMuDMOw6/SLZqP1h7vmdBhY9JDezUaQXXapSl9IxingPp0pk7mrqzZtretjMKFZ/qv+nONCLaIZrUwdy5AISmaFG5oMiitF+Xv+6q5z/eCCRqMEU110bzLZ/f/LrypHXtsDJfEFmIcuQxXY5JeBP5KX7Cisk2Hyx1fRyWa/LoDL6HTRZGMFztWGyfceDOB7N+Lom6atvAUdxXGm8waTu2iiZPnCRciK869SrHALAYTxrDEcj1FP5HpKJo+QcV+5KcdZNu6cOXZNgyeudzY/CzdovkJ3O31caEw4JpOTekXwdAyv2BmjkONe2h1O+SEfpWrNBhxo29GkO+jPuAJu+qSPNpnRJPPYux7iub1ch+XSbILow2fKAywO/V4K/8qnppJV5eraJOy3vP6pqvjiz0KgSRZ6Cris3qJZh6Ij2poGmCfZ0WPjP4aVBNb4KeG5lVEM5TgFzZbJo/RZrEyba1yjGZPZTqKpvvxa5YNvCAXsq0byw0j5NtcQzRnfC+Nmbh1cFG3pvSK4PABtfIFM3Nw88S6+73V514Had/wEX4NPPSbEeT7aGTsidfPtU6EM6KJHRO9Wu4hmlfOfQ8cGVWW5Pw3ppkX/Cr/NNwPPluoN5ekSFK93MACLC2/Gj6Ek1T9koH+osm3FVg1s/JN2IUNtG/jXaNUzUM+B6FdNFuXCM0IF1I04eJNezFvls+eRSmWo/eszYMOeF7qEcwVpp5FQeMc8vb+6i0brGDSOR6pN7PN8fKglAdLgtZhpIFeERwV6x7DX0bPp309QbuYXc1TfI0ItoqmrxJeH1mVr/ubgII0DYsLIEfyINK0K/9Q7nMjIi+liyOX1vrFzDb5glmjp9ItHtlxjcSKxzM1adm8b9ZHlWiG19oKk9c3Ej4dVg8d6jx79lDuO76v8RBVM7+8XTR7g/bfbDB7acr6aH4bPYGZaVtyYypVd8oii9Yz06OVwOz2w/Vp2y/Ov5SrRnDy7Yrg+vSJIDStzb+6KB4+V2GGyrzIx8pZwlj+y6uJP5T7FquX4jEP8+J4uMIghb9Ms5IdBwEjLYl0ZhWCEXoOiofmilmmp/YK3M66zGRngtmuN5HhvHjvPSt21jIh5HcyqmX2/xyK4D/MNcI+/W/X+kIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCiG6wDnq1EPpD8YB9Qbv54lolt8VjeMq0KO56bo8mhBD/HlwZulxln6sR56vwZTwciy+tVoiFTH2FVW4y8It3jBdC/I/DlX/L9YaxKumZVelvjqfT3lctndoR1sp0jh27+ka4lQzXg+YawGdkWQgh/mmqpdUBRbNzt4Cxb1jC78O2VBWNhvt9EFTABfC3PMRRIre/fA18IcT/AGOssx6hDj6HDwX3k1iFDyDdlSVsFe17x18WTQrwRXrt2CSEEH+Rht6dI/zGCHv4uGZeTTSTTTGFEOKf5GuiOfQtK8N24uEm3sTmYcOnubBvXoLByu2o3Z7F0ZpHNFw7fQFCCPGP8CXRHLlmHuPGZ9zs/ODH/MYPO2BHkNuiOPI2+XkHqhBC/CN8RTRnvrd5tQEzRfPDj/mVH2bMaVACGqOyNIUQv5N5MoD9XO/5jV3oR5Q6o9oLnXudh63Q+RWPHrMBmC605+nv0+y7c+//BkoNIf4SFM1yH/f2FvPYu4BOx+Qb/o7D1RPRHJ8Oq/tyk+Qbnr9A797zl1KxZzXBeCyWjV6o6/LVJ57f8H28fn6oJmN9juXpORwJIX6OoZV86uEF0Rz5+MxDKh1HnAmKx29xwJHr5chLtuA5OJMPCYMzcbjzQ9BznOZwdXqP+oK7lW4C0x4EpdnKX9IF0MIXbLR+TzQW9oXVJKMQ1P1+dcaSZlJ0zyQYz+fdm/QP30/r72/hL4T4HPen1XxiTfCL5s4MKrGFcfUS9PUeBT6KLY9hVVEmS3VBl7lPmISWnMKQTxx+enDmaFtp5uDN7hD7owxO0Uw+ByhJbXxhZGiPJ46Lg+kjjOsnS53DC6bXD3Fd5zz7J3wbjfUWbu3bXWdgTTW3Uk0hfhgYUNum3LTweDqtUEStIL9BHYd0V4bOcxdN08oRLcp4Q9pjW2jynCOO7nnIXqhXPwxcbumOd4lm0hyuPrl8Vz1UkWuKZo8nmgQeJzS1zQTdml1t10/tU3D7Nolu4rfqxjn49ektfGgi1RTix2GpPMWhlO08hnK58mYkOrzRSqetVVpJ/HDyRvjpFEvyg3+8zC78oJt1qpmUsHBoRiz9BKZY9Xa+iWbzxhC1L4pmOOx6IqqR9yCaiDkkFYZ3OqUqhZpJt0catRTaqa1OAGe4OW26BFcI8Seg/be90F2TeQDdxlqFlqVZVg5nlke24SQFthcXRfP5tE+7VEzCjuFwcHOwG7zSLVDTFxPNQ1D+CvT5f000Lz4RaTOnaMLEfsEptOrbW+dDfHXajZYQ4E2HqY1Lzjlgb47qDRLiJ6Gj0cv5GdJSi0WOTqePMQwvo1QfKkAkKonbsX3YhF90cVsbmGSPjzrLLioz1Wi3lQvckSs3zy8/cbtbuqW5+DjtaAKavLZXCBNWKJiQSrP10G5P4hrT3OG8y1o1i7bhlRBC/CmGLLgr7/HuJhFN/8VxeuM25LZsG06SAZmlE47WKPybN2yExl5iPq7s/aDB1u23I+NDZb2SSsI45J7hoI5/VMNIKZr74DStuLOrviWaXU+c2r3D/Z/m88d79HzP7MPKn2sk/scljNUwiX/B49c27yS+eH6DGd/l9V2fPtRAF+Kn4MzG4/SSaJajkcJ4dmoOBCPthRjfv/sAoiLpVjKhQNt0SlUo+0Ny0aSyXlAxs6fKu454M2fiUdh5y53Hp22l8VcSzZ5PzDwUZB7SK1KG7MZt4G3wOHj6HIoqOSdhSBYvI/7bUUM7zZrvskKFEFeGo4g6fWIsqrUy6rMv3b58jYsdXWLsXUaJTxLaRUffbht0IbUPW9glpmiq8FPOhj/EcNwxQqd1FNhEc3I+J5o9n+gjWVPmPsKgJIjmyP3Bp92CKm6EDrP9QzQa2QOUwd9Ods1l87cd7X8hxLUZumnU1bjjl7ksjqkBx9Cx8dBLM6fPwU5LRrOXRE25sPfFbaqqqYQlJmBKtGlDX36Tr4vmmSdSokPXl182wzjLBBe+ZxfaYybpIaiHOAg2f85uxcmpI7yxXc2HadZu0hQQQvw5Qt9N+NSAX2a6OHGVRY/MOJhINR7LBiiZ3D43za82zoyqAatMVdEFDrV9KwrIz1vQKVI8QG2ipTlDmHJFGTKcveS+ov8T3c1peP8QzFJ8NbL/7o+Yxh6zzQ2duZHJIlYgO7p+n7xWwYm7MlHDzVdZFWOSzn56IcQfJo6sDh8b8MtUXaahWKMMuzOvhUT+nqIMXKKj57hknPhDHTtDqXjCb1OLrRiMX70pD6E7y+c8gT2eCIKsmbSiXweDEzhOCcMIXEbjBaaMcK6WTAajqLepvwSfw6ExfHQjNR/Rvj7tw5EQ4g9S2jn44F7HEkoUjxLR9D5eA6IZFbdJZWtOvYST16BUGVSJ9zOzqwPNvg4OFj2OB8MiOErtVqVn74bncMVZPucJ7PFEEzXECPXJvaXV4cGHqSIJ0Uz3KIxQkxyfK/9uwoyjZg/pd/Y5C+fElzTldNbI85l5mkKIa1G1DfEpGjmBNtHkGGxyXjQxdzAQ+jtAJaUJPp0yfDiDSU5tro+beolJlkqYwyvO8TnR7PHEwQLuixc8+Q59bG9uSsIbi46eEIXbLskEU7trVj/Y72pP8ckFaaqZSrcmrxDiiiTNa3ysieYK53hUimbyg/OimYwaHO5PH09TXvpAV2IN9hn3EE27LlcFuAgNTEcKRqvZdHHuT+gyWhatz4w8fq553uOJY3or33npcrA4bjlvyJvlGHkUfauL8WDkDsucwztM7kmctDq4eVmv8V7q0ozqLox4ckybL/g3hBDfJUggjUd8rokmhYxHpWgmKgkBG5nusKVYrbvhPRnlYBzA5dG69ZX0EM1G+5NmsgV+M2wxKJMbIpStZD0pfejxRHojzBRFX7uJ2DiuQIoN3tHuTp6ZdscnZFJ4G70hjclSy2rDEWIGe/fickKIq+DzG5fs2sbnxKLBuRbR5IjDHRup0erjTarWuAtx0+b5vmia5OR+T8r1zv4W50XTZ4m2kCp7L/o88e50vB8MZsuXooDGYxe6gzWmsQ6UJV46o6lDNNPEG0fNrPeBGXf5oCO7W9dYWyHEtYBKFj4cO348L5pwUO4mtEjLpjL7LWJ59UnpzRLuotndEdRDNE19MtMQcxMtNOhd4Vgeu5WFeodb2v/khp07IV3se6rR74n3aIFbYMNIyuHqtMTVC4YjjeeQ7fE0TeANzS55geIu0ZN0aVq+xhwJ8ROMj6aZnxLNGwx0yUWTpmZc54hGaBz3nkLRzH2Sgb4dQfbU7L4mJZAm+79CKHFvezr12v4nN8QD/Mmw7cKIdsTBj/rT+4mDkdUd+6jJJp729YouzTPLt4fRR1lKmIo+eLDjiqWd2GtQ81yIP84jmoJsAuJTD9EcLM3ay0XTP7px6Y3wtsL7fUvT7pCKrtl7Ozu1G9wep1HCTGPgO2wRTX8yZMv3v+QGmOH7vvR74grmI+5ezn2yNLafHcdI084ec4PrHPFuEUyjhOMSFugls3jRGFwghPhDWInsL5qgJppcmJ1X+wimatGjBIpmNz1E8z7z9sG7il2ALby3DCXCY+d4o6ZothK+70nPJ/qtU8y2hTWObvUWv0UJ1+vI0w7NenTK45vqi9nmsWXGpKW95lEK8TNYifycaFobNRXNoJVFmNxybC273xdNM/QSExYDlW5cwgzcwcxH+7eFGWmhr4nmFSzNnk+0MzXgEGCS1VvnM/yyBEnOeyYpa5q8YszjxvIA05KyLnZiQTlnxgohrgcKaymaCZ2iaWZVJpph6bOwBEWz5xxAXoJ01ejbPJ9kV20gJ6mE1aiJpof2Wz7Nnk+czee38GjOffm5F99ZHrqXDfkHXtk0CCEESNj9GunKQbMBGJ6Npvi6WlJeCPFnQUH9nmgOecZJinwKRTP9TQlbzz1E0x57qETHVGj6CdFs5XO95/2fCKlD1YH/Melg2dangV4WTfd8GFnfGoZ+1v3Go+OlJZyFENeCpRIHNdGkA45Hl0QTm0QGuoa9cDLltyxNaExiX+3M9nqJEsYb+XzNPY/jjCDQKZpVtIZ93IF9nzgxpcNFULxypBAuPdZUGqIZ9oCPIB3TamceBmpmGgnvaD3B7F6tVZIQ4vqwVOKgUzRrxbEpmnT4AVeUFmr3rtNHNIfHtJF6Z61eu2kyFIfGbEvffbWAHdrLyabBpd063nbvn1vR94lMno/lEIZmtC1948radpMQzVrEccfMvzG540OyagsjY+tdSm+1nUCEEH8OFMpSNIPqweLpL5q+kDnZ3berzxVE04ShZqvhpuHQDbwjWsG5UzWdRFkTzbhdzwSx3bYMLm3S44lBSU97+zZ2hsfNfnPV7COapuh2KquLrPJoiOb0WG/7CyH+GFYEG6IJKeCQQX55XjQnnBNUsk82uamA2dW2arsByeo1A9Dau3nrP5UwrvP5DB3Lb9bZOAceCV8y6JC06Du5/ESshL8PfWJxpfmomZamadr0E03MAk36zjHFyKi5QdaXlr0XQlwPlEEOA4Qi1Bp5vkvNOdG8wa9yDi+1H0Tu9ttMEYYPu125nk8P6sufJRLGdT73QxfAcnsgo4doxj1+egwO7/PE5XqOBj/wvSXvcfuDr9a+S7ynHaJZMxk5db5MthEnVda3UzITWiPbhfgxWAhrfT0RH3pZ6yapRHP6jMkqzmp8B9MrsE6HG5LxPRf82Zd7gg25ecTp+HrXVzeHm7CPeKCUsBv6Bw5QLm8dr0oR69E8H/h+vKfj5b3D+zzRmDKJjI+bwYzRtist9Max0kSIJkd5VuB3tfEHGOFuyfZi376UG1PmU9GHey3WIcQPwlLYEM1HNp3dBKuNmg6iOX9JRPIDgjPk5jklyRiY6YMbSCCqxiQqgEns010vl+J4n7VLXcKGd77jDhUsatjpgzu+cX+gkoZoGvxNsAzzxdbauPxEi9fS/RVMnTtfDp9XjnyMQWlcQjRbqA/ayr0fpLYD6BsWqxNC/BQshg3R9OHYpD5qmmK3SAvzkdskGr4Gb4DqeLMs3itz1OzKxAK9dRUJbNcdYzwT5lxiJIIQsDuGP4+yGzcnswYrRrNfIPzIBe1wSbovPnHwGo4PjxhS8OyfPlxdJ5TmsmXdUzSxulzOS26av+brlwoh/jAsh41Sx6UznfqoaYrm0je6AYeXxBSdvYahhaHrmF3TkYYHc8kma6RHV8wiVU0EZBgMvafK1hrRukMLtr9oDnyF9UuyffGJUQnfkCSLZ7+0vHJkv6+GTeHSC+M0HXdsBDaPNcP/9bTrZaYLIa4Ei2LTVPF2pZHt8QWCaIbBme/1LojYeA0S6KtQgnVbZ8Ws2t/Xd2q8wPxQqQoCMoGv8PCUh3FizWgYd0OuOeTuwgbcH7daVQim9Wulg+1cfCKHnm/vqy/Xp33iEh6+hasARLOlI6hVuGe3FuKH+bz6deT1tOnrExZCXAUrp22iGRY832AxuJwommaMftTNHmd0v676KmhsbZ5uO4v2zcMKRmu2Klo31saNFunShMRCN7lrat3k873Jjz2GOvZ44miZ2X0393m8ky+ndrNa39Nk/tnt2O/7jMsXQlwTK7pF29hKdKK0tvugHNzLYdL6dZ3hQ3F5O57J/KGvvTRszPm5Er/SMTg8u66xEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCPF3wXqT1VI5d80VG1sYr9/tV63Lwj2eXd0Mu2i8c2m3GZazfNayZkKI3wYXAY5LVN7Y8bpcQX0JYWvbbsx3+2rdzYvrue+7xPAJ33K14Smv40khhPhFcOOaaDRy6eFyMV7u3VBbXNzhNjmluKbwdrWdgCu42jt/R92t76QhhBD/PFyIPRxT1I7lcsAUzYfB7a7a2CasPU7z1I5mcYX0ck8H3i4T2mecucil7XmEEOLfANvS7sIxt1uszL851GyO3YKW4czg9p2GKEVzgub24dms1OH76SW0yHG7fLsfnrnIn1qPXQghrksqmkPsyYg+noLbxLpoYsuxY+jbgScSbW82wk0mIbLvvsvsxpv4lMjMbCy3aDtLKctCCPFPA5WLPkiqpLMzmXTRpDLGBjpMTGuKhzb9EL7N22BL+raLTdEczivYEXTHQxy98ogbe0s0hRC/A6jcejCgIzN1P25K0ZxCGsNQJOwt+VKKJvqNzEqdfODj6YiO9qZopnBrSrdaq+v4E4mmEOJ34KI525visXUe2Ye+dLMfTUuPoascY5IOpWii5Q3/5YifT0e7tk00ucU4oS90w0Mc7XjEUUoSTSHEPw+tSxdN+7v0vnN4NCGeZk+y99zswtEOvT3Oxk5No2hC7rzf3B2Xh2mbaA753QUubzoeGL323exXNBkr9YT4Bh+7F1e59dha4MchuncwYp1jKM20jKKZggb2QxDNmf35COfprbRPLaKJyy7S2aKvcbM7tQ23F/24Pe16zfkSQrRhjWXamKc1nJkv0MgjTEr0l5+eiwI9QPgP4kh2NNlXQTQhoOVQIdznuGgTzUecWqLLhyr8xt6fpCNogfv3LMrzgxry32LprmchxFcoRXNnhubHCI3tl+HDsHU4+jr8BlboIYgm+n/KdvvgncWxRTRhwPqgJspnGA/fvK4Hy+O/oplmPn+si184d16qKcTXMZV00QRzSuX09fQx4yjMGlE0TQI/7oNoLt7LoUjG8B2FsSmanGX+QXOVvewvPGQ/OhYLCazX62xIfCtmAv8zdia7r9yh+7uQagrxZazUv0bRfJljYNErm+g8UaMUzQUa0qEjaHDT6FZoima/we1GOS+pi8nhVK3H9Leh76Lm8P0dPJ0OnAsrhPgkYyv1UTR3N7CcdiM2oNt4Dz9yomgGXisjsSGa2Tims1wSzeG2ku6/D3u+fqVoDj9OH1qTT4gvgHZz4Sp3nGMo0Wk+GNy7nYnemjsefbCzZu6+y2VoTHO8pR9OB8M3M0SjydkQTd7lDVfyR95OLwo6A7bhg3c55brc5PV0/HbP7+J1verfwj93NeP1V5rnn4uDk/1memxf1k8IcR50kj+4yj0MYTixJM3orIM6sa877eoJC3XkLAecBhlHsjRE8369O20gqfRiluvJTfChXA3pHp9ewocOTOMvez0vARP5ohvg3oxjLlty7mq6amNsPkn5gC/RHSrUblnLuyMmxRWqHyH+B0FTfDkwM5Fzz++O2+GDidsQoslmML4x0vWH2kRzTJWNvQsN0QyM+EUlFfANuEzOrKTTzr0wvv01XdsY1m1JunLdBXqJJo1tGJHnruaQ/TJt2pu7MZSb9fplmahZ+YAv0R6q6bNPZj3t36zBEOiIyej4Dc0W4n8XlOgZixM1cjJ6hr1IryYtqOCMjMPXQaulGaee03jpEM0Hv9l7i7jQUAXnVcQKenLbYAUHwske9BJN3hPKc/ZqxDrK9eIjtcdL8lBy5SjCj5W0fZK2UIU6KbCOoeGnlpi8nY7yagrxaVDqx5wX6c1ktJEP9Gly1SMOcQdJGxRlr4Z9O6KhiEmU7aI5f3Fj9DypOLfwUC4aArytHwkne9BLNCnwMAzPXg0/rIcZvo11mwjlobTEDefLB3yJllBNarXZPiRVV0z+pbFbQvwasK7bwY1HF81pMC2DEYTRmkcoQ2PzCky6xJdl3zEX1LRSaSdqojmaF+99FNN/fI6PTCgyObqoghW9RHP+vl5T385ezSBAKh8YwbaulZpolpZp+YAv0QzVMGrmOg6x3blV2xWT4eFit5sQosF8h3Y5lDJ0sNyEskcNpaH5xu6OevmOM4Y24bMVQrc17xqi2Ta5qMl+/da+t2XFJOk2MihHXzCWeolmydmrORF0NriLgtXS3K5COQ/N56bj4vM0Q+U3f0cIhgt3ltQ0vP4ba5+XzgIhRF+G2LsXJSx2wYwpAAfo14iHc9qb+9wIDIamkViUuBwfa6JZ2kDGAzp363CrtVQOOzCJSjXyHxBNVjev5ewpOidqpKFc0I7n3P5v0ggV1uurEtHX6as9qP4bC9lfGS4lxO+HQ3+i+njHBT+xwW0Ncw5H3GQOO1/QCGABzcDk4FJZE003WLdxFGgTX7gjfDiDBS0d39MQTeyoHh6LnYfj8KXR48pke/MWN4Brk8Hhw6uF77h+ibMLF3YD9oufF00OLnX25W8zslBOWNfQAiwfYNRDaEn2jppm8xRl72IcaM5XZr9XamwedMbk/svDpYT4X4eiFUq8aybb6izukDmOQMoae37G+ajaeDM3V+uiOShel2O/3dZKcANaaj1Es2YaNUQTOhNUAQIR+oZmYRjO6bTykLbI4E1pLJ7eXKfKi1quTvA0Mqqd4mvkoaS21e/bCOGoDE7oGbscB8Q9TQyqOd2nnTFZNJ0uQohe0JJkVw/Ht4fC5vLJQ5eGZFg5G9QApbsxhshFczgv3tNhl6W+tNNDNF/yOYv9RDMd8rNjSBuCM7grnQ0GPRPdUpMSksuUtrudm4fSLcC8L7sZwsR+7biiHiqOGE2HEPGd7nHUGZNpXrMJIXrjk83N6ggGF1virgd7KsjQDZ1S12ho8hx3w6jrHUWT7rs4hhF8XzTf84FFvUSTKnV4nC95hiJeF4+BD80/vr96NNms75SahBvv+jq9nev0r4WSj8DH8r7NEHLF5tV8fvt6PLZf0QgVXZrpEAf23jEFykvrv6n1qwkheuNzVvbjoI3v1gIM81iiw/LGTbHotIOhuaU0ulGUGizzh9eq7Z4WY6rHt3yaFqa0a4M3XIWZ62i1tokm2sPeiQUPLecT1cXD28xs97pJh+6cTqmpCMOz1i29Pwk10WTA0Cou79sMIZKXRuJgzEZ/jzjQbZyOIOJsKxrmnTEx0fz+nFQh/idxrTw9oyfH1AuFkhPBk8JONYm6Rgm9ddF0i4ZqOpw/voVbRWgoBb4vmiYeqUDxhhF0dbSIJrXDnQS031AJ1MVjhOiEE7Sv4b3tlJoS18zDpb6UmmiW/t5435YQQiSTpnafODQHIODEedG0ZJdPU4ivwO2AwB2EIPToshRWZR2FPa4lxgGZey/+vlTmfv5Q+C6TdRLLMNO4Jj1E87Gl9zwCHWoRTboPXGnp9kPvc108eI2Lkjdz4VTolJoId1M6bVLTt5U20UQax/u2hJA11qacLdQnDnxKUzQRus6Y3FVNByHEZ2AZhbVljfF52aOxPB0TzRwMP46xFNMaC0sjmeRaY7xVDw/rp7t0muD3RdPM3dQ0ym7YYWkybmGLIxymNl6E10QTGOkAp0Kn1EToCG6bR1+Dj61SkgHDx3jflhB6b9Fps/S794kDv0g9yKwJaeh3xsTum74fIURfWI5ZMrMR7Ld5iZpEI4+NaWs9UjRHMFg2Pr85B0U7g+W6mx6iaU9O7+pC4WJSIOQtokl3ZUKb4PCaGHPc42D/O6UmwDZ9Pna1HYayEk3a46mt2BZC75mzgND+7RMHvr5qmGbaM9QZE7uvj18SQnwKDm3fe4/OerhsLUfzl31syXHvNRRciia05nHKOUPO/r1YcFB8Km+E6vEtn+bwkC3bXpOjVtFkIBPamrbs8/qsaCZt5vPkoWT7OnM1toVwcBdrIfTk94kDO4K888jhkCOanp0x2WU/EEL0hWbNC5byPh3nd6fjq0nBXfG2NkNzXLzvIVMobrEjnOIK9yalMWgNdQd6SRcfS/kfEE3cOIqb0Uc0vWMnWKNFQeWviweviW4JVAmw2DqlJgCf74U1mZw8lEzs7L5tIbSq6ZEmKZ24feLAmi8d+s/XxM7xrpiYLdp4R0KIHtBKNDGz0v1AJTyOaA9Z05C9QWZ6sqiH5jkbi9A+lMGoYXfr4rbqEmkXTW6u9q0ZQVDX0E8FGqKJEIX+egbO/rPZWjMIa+Lh19DAC5YgFuctL6pfHUAypM3hTrJQureSc6vifdtCSBZMFjMW+8TBHSTVuvc+4oivrCsmxVUmwQvxvwdHsRzMchxu372smRbgn5kp/M4EkmU9dDNgYHs5/Ds1/CraRbPeyqzRRzTNlkysu1bR9P76BcXJDmjEhp7xSF1w2NIOq5hzaBWC3iU1EShZr0V801COGUJPtHjfthA6XOjE4tsnDl6XlesA+Dp9fkFXTLZZx5EQoic+oJ2KNRq5SWnGHBqpdg7LbdK2Y2MvGDvPpz39nhSAHxZNM30rk6shmnQSQNBdMyGa7K/x8JbUBYdVgu/UMUZqcJhAl9REOD51k0V/OF+koQlUoZxgtx7D9TnetyWEk3BbpPq2XxzCKkdhv5Ewd92HGnTExJIyuAKEEJ+BZbp0NVJBzVaDjROdmbBHaIyFFTsmoaGO7z4jmrf0yH1wU8qETdibMnbOn2d72pbmXUM02Y49bYvYLYVztMD2dxan0eJ5zzkzDcFxK+1pMS/YyZW1nptXB1wAP9YvRfFEJwM/59IGGMqP4IMAocu9vG8zhKvTC6oGSj/qgD5xiFvLb4viJcwwCIZke0zG+37eBSFEDrp/yuLlqgOxxPB1NITRB8FylvSxDIKt173UW7togqkV3E1wH5I705LdfZ9mrjNLbtwQzWTtJR7VzhnsfG8ITtgWLuDT7dulJmHOlKtTcz0aXitVxI2Oy/s2Q0i7fuuqjATuE4e4PkAFt/802mPyfDq0VnhCiPO4/ROKundTxInR6FLhwBWICO2YXBHYvfsZ0az2SoztwnJbm9V93xL8WO082xDNMHXc2NA5y3PzVHE6rLR5DIcRZuK0S00KR/nUaaZHHHPp7MuOrOq+jRDSsnTcldknDoMR/ZglnA0LWmMy7Xh1QojzeIM2rpRJC4frQdA7aJYKe4LQcKZC5Dp4QTSrnlxjMi+SjdU+yl/dVycP6+Ju3kM6V+UCngx8arZaMN08expiZg+GWxrDp9ImXFFvEbnaaKFyjbdjFLXyoparAzcv/rSUPDggMWPXz8nXyX3rIRwx+Y1N9Fn0iYO151fxquNbVcG1xcRqq9aWgBDiAuwxiCNPaFZ67wFlDwM18R+j/TgrL3eCXRDNqmNnGVZQc44v6Uyj0VMuPK0bOmYM30/boJo386bKzh8Khmk8n4erjNmiKIplGdbZfN58zPS2KNLblRe1Xu0Ml0WxokPTeC4eqkmoPcjuWwvhCA7gRSV8Rp842A/n90Vxn7+VZkxMM3v1uwkhGmBsSjSu2LzzMew0vFD0YLqUTrR0+Y1PiOaQv3V2D5WUOcNUU3fZE9pJVFN8CdNMrQknxFcZbuLiRYMRHJeugqW7EJYoG9p2Zpe36Njs7COaYYM2u8Frexf55D6445L9hs4wfJFqfofJLluKRQjxOUaJcTf7CGO8p9YUfMQXtw+xRVdkjUWD7epu0Ux9mjMI5vKsw3L+uNrnvTpnuD+0Plf04lapJ8T/HDI0v4NSTwghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCiP84j/022hFCCGHMO3bm+UPcda/O28r4k9cLIcQf5uV0Wv3cEjbc8Sfb1eI83MEnbDKbMztg6XPtKCuE+GkeTj+3Pu8QGpiattNyd7Th7UvLEuxmCBvpZheRCb/RDgxCiB/n/guqmexGcYZGw5+brpXLvhtmSX68zAaD0dsxbqOYcYMf7MOHHHzjuxMJIcSPUnxeNb8omtxHKNVGb34P3W4MS8A7w/uViSvPYw/ZzWrJID6+RMnlKvDNnRyFEOKP83I6bT7X3/JF0YRL85jqMzcWWtkBtgRKN+VemCYuw9aW2KXNPh5NIaHvoUHfvUmbEEL8WYYmQJ/onTE+LZrjchNu5+DSyd26sTUa9whKdgTC3sAQS5y2/2ymL9xSDdvVSDSFEH8N9Ld8yj1I0fzg3t2E20zuwgfAxnMimt5vk+ACSdMTRu49ziWbpA1xA7sGp000H/1f2LmX10k0hRB/D2ugH3vsH15C0Uw0joZi2hrnBRdFc4QjGJSDKY7SvvBn+2y/DxfgdqbqQ1qm/mSJphDi74EGOlyLffm+aFKiOaLIr4JleUgcq1DRbRRNiit/AZPTsEd/UjSHbeOWhPiVjJSb/wEgX58w274mmuEB7DLnEfuB/CzvkI5VhyiOgmjiFzRIB4Nbd47efVI0R+v9Z4dViW8zf2tz+iyeHj+R1dqZzv8zsjGdJ778nrwdNPv5H+CjlKU+9BPNx/DBiKI5teNKNOGjpEvTShJOpu1z3PI2iObK/sbRRegiwrilT4nm5CML3X+f6d23denb3KD90gzGcGsv7oiM8A3gRD873my5W6+ZQV+P6/U3H1bx+LT8jBerF8jc6cCRlIe7eWvtMD2khUv8JdDu7V/j9RPN5AIXzfE7zpWiWQ4oMoawINP2Oa56ddHEd/vyK4TUcsxnRNPy2P+WZjKRtmcmmQ7rdve4KIo2k2dyOq6fPm8KWZNgd7y5tVfaEJkHvLjqdaZMLRCdJLmJ/pp9vPPi/QGqOHvZJ+YXKmG+8xc7wPgMPLWE9+KQjIqJz72oaMky73b6vTXovbgL3aQknGMAt+G4Dns+22T6fy9H/4tAwPpXXl8UTbMxrLSUosku8/gr9vEkA9/h1Hx20ZyYQD6H08Yzb/wJ0Zwf/+dyWGMaQY3JaX2f6Waj0orA2Xy2DTJ6qNlCi6fidgyHz25kVlTy4siEAytOT+FjBnNGF2kg0Nwocyt+9cYpusmz4G9i/oMLCNGyfxX8puZnn7iLvaIlz8DA3X1dNOmOioRzPJnN60iAFdo+IU6q+S9gMtdV3zWhJj7NS1ADn17DB4AmWFM0YWQ8V6LJejTqHpvdqQGyfrbCiJNWWm7f0+qWra3+ojne/7fz13TedNeiFmu35hzoA2YLVOCNtbUSkc5nk89e7e4xDQE9Lc8Y//A8PtZHZbBxDtoUvZdoji17Ib9Zy9VN49D0sBtveAHJRBP/7V9FKZpc9sVHyE14Ioybw1i4Zqxpin7Wm5i8nk7R7BoljdfYUWNNj+cqRfEjIMP2dq5TNC/SEM2h5cXjTRRNDjMKLk0rTRzrWc8HOJfkmmShuP6iuT69h6P/GPPb4pVDZOvWnEvgufkKNKoyVYBR01Y+kc7Ji2zCV5sajmz2vuKFHicP9TW02KDgq265aS/RZKsmwHMIuamniXTMTMM56+cHVN+4fL6cICft2MxH3qXwIeDhpjjnohnSBCFpiibsd1gW82XRY6mY5uuZMQCBcI6i2XyUc0Y0ra449vROiT8F2mdd767BF0WTDfJVFE3m/qq8s0VZb4vgXJVritOmtFt6i+bTt3sd/jWGLI7ezCWN0WJsbJ9bN4/vAK6+kq7yiXQ+m8zU31QBuZaVnbCX/Tqo1cO0tTYcb3tsmmwIVVQj5JjS8sUzYuAaomkJQSWzzyFGDFJGgZzkd0AQGKGaaPqJbtGczOdIi/d3WKEY2dHF5deTcUk0O2v8zUkjQv42liPaCk0rXxVNK8zHZRBNzqxMGm/sFgrZhwMza0yYvfaxpPcVTStATUPslzKc3xVva6RbTsOvAtUws+vm7rmjWKFJewzHDhK37f1fFE1UhNmCAuVPNq/1PgwK3m48GDIDNaSir2ju2YQ2Iw7n3PntFUUwrvuLZkLjRBk8mLINWiriC68n6wYywh0uiWanTXtz/O/k7N+K5eOPcHiRr4rm4NnKEUVzNGZWTJuQnjcpirXsSyY+2OgY7tpXNFdnfXt/i7vQRispBzROH16tQD0t8kAPi+d1mETaQt0YmaNH9kiLCMk5bI6TwYSrxANonBNNr6iGy3f7UWPkJVoI+Q87dZaaeYDxOWLg1jVJ7yuafo0d4Bwa4jRaLVOGV13rBjceviOaSKw6x8yE7vV68OCUkJG/LJpI+f9YG+rXYU2mQzi8CEXz8x1BfkzRPLEAZS+dPs7TDgWpVTSHocb32/YUTbNf/0F/eYsl7YXw1tt+xj4Pdnk+Qr+g1XNvxaIaEcThPBmQEzv7vsxFGC8s93lSNIfz+6d1tOUdpDPf0iwEoe4qxVvJLZ4O0bxxWXGvwYTh3+XPOiua8QuK5qM9MYgmnk/xReRLlwR+wTAgXvhv/1pE092cBULsJ9Z+AjctlSxP1c26eJzXxarP67m6aN78hxpRf5cvT5VAfdrRmGtA0Uw0kQqYvvn6BVE0p3eFr+5xYism9/awk+CA/NgqmuEx4b49RdNq476R+kFa4oeoDEMEnawk0eMb+FgV8xum8LbmF/T6KMXSyrvY9snb8EJOVZ4W91bH3Xr/iJPZkmP8+GCnOD6M1AQDt8rHmePVFGZ7fWQ9i/d842WX/dR15i01gnuLpqXGAgcYqhNcml7plhmqp2j6KWZXX9U1JDpCUqb/yIUU4X/tyEx9Xs/SW+UlQeC/LprwaoYj8S3wstL1hlrAFY0GG91cfQWXWeLTormNw00AFTIvf/Bybj1gD8ymvMZyIY5ZxD1vctOgfqJpghHKxT9Fi6WJpKDBXpIF3M1ws1weOYJgiujHMrkojdK8XbpZFbd2cSzQm8SsgwCw0EJcalTvcfEU3tjKzaQDha5WwnEr5htcsg0LXAUqMR173EqXtKWBNxyOT5UOQaq2fPOmuXZ8CMdFKh4QzZvjaYsaxs5hgFOwt5AmMUchXmXvOU7Yv4o20bzUe47y0TlGs9/raeUbomkmcGlai29AMblMU26QTy6KUOBTonnX6u0ZzQ6NbsXn2hLyoT2eBCuoplmd/UTTitQ/Od/MKwXGzxuECOUtPp6O6+K2eDHpydV+YxeWI67mtHrCB0uTOOJnCH+o69Zb2Wgf3rtRl7wxdrqxemJtluPv8fGN79CZomQflj7KMi/FGGDkbh2oSo0oF6MnBLisEgMUYovwS6yrkQU7SUUT02geXDSRhkE50IyOWSqrDHAiHDqlaCZMovJFciWblfVMRRKbXq9nABUPlL+9JJrv4QckN3TtNXYNixefIbXmztCUG2SzRAfPQhnsK5quBTWsSE93tYbeYFhkmaKc50Y/p0PjE/mxn2haOfqqu+IHoEiUyebN6IMXzOHjMa9ShkkJnUIVw+/Gg4UV0cy3xXEJWdrO+cKqzgvIQ3Bg44vIcf1aLMIP+UoDbzQi8Wv0MOWiCUvPm8dNyfvw9zMsgvX5VjPU5tEqfXejrL9oTk/HZTiIjzdpRrxDlviKaNas7kzJMMT49Dwv3p7vy0jMdpV/t9frSZ+4HLyxglsjI8emYb1ApC+B1DL8Tu3zqxCtsws05Qad0zUXWSdUrL6i6WOJIvtnXowvQu2ZkpWqqteyKqcYrMJP/UTTblErqIPRrRl2D9U86xufWILTWUU+nj8WxaImuSMLYzyVHM7s2I+mtCGDHYHJK+Vz7JrazWqiSSu6GlM6Ln9ZZ4y4h5/dH19ZLFOvIky++iikeyvIlbJC6ULn+T3CawmCp5c+RMPNriNe5BFS6VOuoZ65aMLX6ebONHR+kNfHeWyJe58PCNJQ8RG/8qD1F83BwxgH73cIX5lrkWHC2EUI4BaPQFrhBD7b6wij3XEGEuYdQU+4cDyY4t8Lz6AUZaLJ8QhukOz9NY6QYm3NmO7Xk4smc3BOPT+zqKTULrDYhyPxHVj0LtOUG+T+5tl2+L77imaZO1awOF69aOA8T+akQpFukVGp+Wjr1TtvejG8q/qIgGGZPnFmpj3lGF1u1Ypbo+hftMKUQEPXA8k+VZc4migWltFTFIHjM34G6yQOeKK9XVPNTDRpJ+UmYwfQhmCGTu1HrwhKMlKSFmvszXk9bV6YSqPXZO0MPDjXPp5KRRO179styzkCFpapaIpmi3Tg5advxuvxVWiNZxRT5pQQtDRYlLRwzATORXMwv4eEIapV/cAc421h/IJhwFPx3/65vwMn+A2e0OXwRkjS/Mw3FcEDx8+0ko959z/pfj2p+XAV0bTs2Fm1iv74aMZL5MPMCDJTvXnQBcv3inUyYRUcRmuQTFVf9q98+xPkk/6iGQsZHsY+9YwompO7uimZsq2NPY3jZsDBq38cskFFQpgXpXWU9l2EMLkgUQq8YPGsBT11jcCQ4yVBhym3qSVrMCVi2XQvRo8ykLW+YcYU9qCkswE5oNRQBK05/Ba2aKoJBsKSieb4EUoWjKO4tA8EIRdNvNnUzDXqooke+M0sF56ABWJul4fQ44o+orml/Qi2Fv2keWTxevWQXlc0Q9C3xcIz8uSVJcCou+Uvv56Sr4hmTaPtdbSotvgsw7f1K5qf52lqJhsgmVV1Bn+Dl4iiORy6LfY50aTBhAy4hhbt6mrCLPf6ZhclhabBIS8WqfFqN2d0cVRqZjAM/boPrtuQdZmye5oFhbsYhbsjgKZMuR/CpJUVmLddeXm9iDIlYtmEHtUGnLeDCyv/P7R2PkqLDkJTOtvwiGZnAW6RjSzyCzPRdFwu1jEJUIpztYVC1gpuXTQHiy1kdY7Wr4H3Gp14lNtFEDo+LIa8XTSrF0WOd7N96ogY7qK04hf13vMu0WSdV8LoISRVPL0+29PbjBZIWfN+vDTNjHOvp3RZ3FSOKDw9T9IKBD6vo3LMhj2X+8WfxkyhvoPbg/lxiaT9zrL3OdFE8/cd0rhmns371YdzFD3nXPf4MZ8tQ2Ha3d1M4eILBRQHxrrwBjm1BBUId71kWFMzAb9jMrEacIuOA4isVWj/P7jgGvuRTf+olL6KBJf+qemU3z0WGLZTm/rWBKKYFBWLU9amp66XZRmPaDb5URiTtwNwYVM0b1h7VGmPNMpLOLqYahVaQzRzmsIbQRjiN+2i6S19An+onRtnslUG1F9PACfs31dFE+ai5UW/d3Xx7qnF9Dj7evLmeeA7onnfsPLFj2K5v+9qQM1paq0kxZIOwGGLaJZD8byHtSp+XHfxlqLpzd7YQhzNi7ekkX1eaHZZ25SdGx/M/PA2uY8R/735D6mkkPI6l0qU0lRLkI0pSaHwoHhQ1CmxcUgKtAXSyjsyGdiRUDfkmRKxwFA009WCukDIk+I6fM/bfghxZdLiEc1ih1jUZA0XNkSTfcanffVWEMhcbfGGwmHky6KZeg3aRdNTff+CFoTdx87V3FGlTRc+E/uMVURaOoL6iKZrpifikEPcjcNrVwzPvJ7U2LiKaNpva1a++Emw3kGfXgjgzZWLJKULOePIElYTzaqcovQlogkLZsuTa1e4/QhLcpXerIp6R3HKOrOe2QkU8jDyI0OI/+4ypSGAtjctRddoBra0X0IZRR6nxnmSwX7NjXQ+yH7F2oVVEQzjRp3Em8cCw4jVbdEWEMp8rY0MmrSVpYNHNP1uQThSCxFxbqQkEymRYFZfuW2DYIfDSClL7eDrdpVALokNd7z/Yzimg4bicbN+sONXe2oUTaZhRXwuRDPtPU/1qk008d+wIwYNd41hZJXtNTMrceO925F+7vVc3dK07/t61MQfAEJYG7vbCd5zZsLh5WZvnpKSiCYuMH20PHdeNMNxeMQ9q23L2BChVWZelhzW54TmLRtyxM6Y8JnigiDjf8iYMG5RjGAW7mmWcF3GtH+Mfdx2DeoYCCFSAaUqN3cZekgSw2z5muqZpIeTiSYv7TESHwE/40dBYJLBexCPRPQCeB2LwTRVUwS5fmEQpOQ0XlKuh3aibqDi7mdajfi6XSXoPekiiodlraKfaPIY8bJ/3xBNDGv3Zg4bDkYzQSsuvJ4meHp7cnhSnRPN1bnqU/xx7P207XbQCj1LqUzg5WZvvi6asBssq/UWTYrMfshL7HfD3WnTNizg9TY1llqwYpg0lSAoMUOHpXIz0UQQUCCCFVmSygS+O3rP1iME1GffxbhOHr2jAyBotFlN1aH6+fppIBNNPrTswOmGDc9WbxpgKiXtdXgamr3nKKhLe41JbYAQ1sqnOzQzjUDcWkRzmIUbuaFRQTCdW0gvTDyWTWLg7CWloonkCOM48Hq7RDP3KDVF0+9QClgqmtY+36JkjPiGQqXZyfnX08J3RHPT8m7Fz+Fu9X5Q31JPWrtoJiYgbDi7fV/RHMUn4B+y6OI49dHWgf07XaB5+W3BnpU45fGbmMsodbg1/oeY46k4FWUvkmiLy+CcWZ1jDJceHwpiObiTQDTZINv4nZse40w0+dseXmWqfZchxyEH6Vp4iGbdEvQxuUtL0KTiQ1xyyaZDE/dLNMI+JS4UYCd2JtX+JqbF07uLV5o7HPy0hVQ08UC2qY325rlhL/HR0jMVzXAP5EK6+G6LW7QQqpXb76YwAH1ZLp7AVZloVjRFczDj2+ULeoX6JgnS4NzrSR9UvpRviKY1e/p2Q4g/APJC39a519qpBxovtyma1QnmJPto1XQv0WQ7+sPKPv/jzMQXBDf278XCGry8/KJoWrZKhAEKEB/IIEEl8L8mmvgfdo8BWbbl754RwQO7t94YeRajEcp2BcWFJW3CHzWNr0w0WaJSveuADoKmm9KhN4GCNYTzL8CvUuCLwXIo1RviCIDcOcCXiisrjeA7YLyG0f9tabUzEx7X3CSWYtM9Hr6ok6YKYhZ9dJnaQxnDW0AQMDB8g/A1RZOBY+7LKJAwnluQzp8UTYJTx0X1qw7OvZ5ri6a9nGblJH4My+/nOlQy/N2nxZvlK33zNdFkz5FVv/a3j2j6MEnkbPyPl+xMyKiX4VO45DyrahcidxJEJxCbUVAJ/K+JJkLfOakXF23h0lxRQA88Qblh988KlQlTiOXXO47wudk6z0WTadSnEFCH252fY9jSFN5sTuM6sbYJIv9uUaiMRj4964ll4J5zjcAnN6ofovltsd9ZLWpVE6cPlqzr78brH2sCQ8wxEeKZZ5KaGslZJnuXaKLBcWtP3X1ONOEu9ayDd9EUTRqhc9yM7wORr+k+ktYS6JJonns9XnCca4jma5q5xU/jWbEnNGEyib0kmvz+hgXn8axoBklEG5iZJb3kJlMdXn5ZNE20qrYSDdjwG2ZgRBn/a6LJ4HZlR/YGQGNM3/ADyg2dWIi0j07nzd0io0sAap13FZFMNH29jh4LMLhzt/VtMSzQ3bBRbslHbuZS/LLCDyOxehcGHZr7Ya4R/B0OFsc4Dt8yw9F+bKnKd75DVJ11h2cPqduqErAGSxsNj8pEM4QCngUM+KVo2rk20aRuZTxYyz94symROCijhjP4b9gRg4Y3k6sVFB0NkzxBWjjzevAg+gzs/zVEc997vIv4A3zG0GTJyf1fVJn07eaiCbus6lKkVEAd8b8mmsH0sR/sqZ/5JSk9RdNEq3L7UMtcvHy+UQxFTTR5XZfNx253eN/M1EK8cehBRCz97rQ5PS6xx7XNz5WJpn8qt46brjtnB7kuNUw5cHtwQxPVw+ZuPn9kPQG2mRnpmlo5nRmprARSeLw1WgWEzXPTQnaB+Q1doD68gb9FnMfMDcax3d7C160qgUxTftElmpaelpM6RbMS6kdfrH7Ooa+QvHADvNwviCbqI6TXaH/a5DVQne7XUz7a/l9BNK2S6aiXxA+AnJcVqnNQUmJGdVhMukWTlW/5NcUBpQv/w8geg4ZWEE27od8f574lmrBMyph5sx/BGjFnUyVwUBPNCUU+NBynRdoPFGoAfG/HtOwMlxt2nKCkwhqKcYndtm0NqVw03YI/7YvlfP5gWtQeb8MH5ptEPT80tjyfeHvXYsIe39ITbMTJioDex8ph4FZuFk+EzWqATLvcK/zhcwv8/v7q0RxFHnIV5s1Jq+7jF20qQbdq2VrvEE2E1O46m89wn6ZoljnC0n1/Z8nhEwbQdAnPRPalHZiJZgUva4omzrSFukn36+kUzS6DETHqFM1xc0Fa8XNY7dkzQxiuPLkGsOSkb5eaVN6SalAWh0w0a0TRnHo2Qr7+pmjaw9Gj5NACtKIS5IlZGkc10QzFaPNaPGNB31rShMYfMizLueHhoFW3eXxgjVHGhQrT2jqviybKf0KnaIY5Kk67PWpfeAqivtq7uZl2MnEMQFXkeEHed24PgbFfE82q4RunCbHrCXoLDw/vyGg8Mok/JZq4U6XjHaIJkzj8uBLNsFsVAhdzxA1s6bU7eU1TEZrwFd4tVfZzoomry706wE21jnCNztfTKZrJo3wZ6QDqKN96s6Ks2l5Ph1hcxM9jpsEmE8FzuB2R140sdP7mOTzDLbBYMmh4VYNAWcwuiGbgGqJ5c6zkwKcFBsI6cDisi2Z2Xb2Eux3pzXfXx1CDcHFvB2U1xIX61D4KpSaa6dpKRpvMBpKZ964ldUwkuGnZHBFZDRaIWepvYHd+fLLvWNfYyoFLhNZEsxz39RHLLhv2dL0g9h9hOfrjcAi/RLjoIZR3B2HPN2RhTKlvlY5nD4b0e0RRG4c2qWU6O1eraUKOmCDCmDLPJH7EK4t1BsLVFM0QEjtiqqDfKBdNH4d2WK+KAhcisrULKrpeT6rOXaLJfH2OmOfNlG51nIofwV5by55BHYRMmqsbtcPffNU2iy4z7s3lKjtD5uR3yME8yPkDoolyU15XLadZrqeJ47po2nWJANYcFwxUKLpeDKK8+d5hVj5niGSIS5tlHqiL5mBEk915yZt2OaPSVdpecn1uTdiD254weqv5rCE+oVW78BqiPS1rojl48FtWgeNIVLqNQ2VCUE3dHWLNmsSqFT6AF1UegvLBL5Zl3Gw08AxEZFpwsQLTWO93KfFY3OIHvsyIpcRhgY+oM9BhjwiUzXM+AS8R/w07Kt7XvrpVbhd47ZCRCWJGx+u5pmiOPjob9eLPY0WXe1H3w5t6lUVAEtFMMnEQGxpgYbGKmCXYSRyOU9pEM2bonP6iabZFshznrHgzwTi8lbW0mUGrcJ/l+zpsvGC2WLFCrDavy4Z43a3sJ644Iyz6Xe5xMxi/rk/71eMIOw8+R5mkqdlqNo7t1895lKePL1as12/3l2qx8ZOnZXtnS2oqu3gsc+lfrJ9CmrglXC2/nFMXzcHkvige0sBBfv3VP7ugGp49JjEF+ogmxzcmjdnywcFSd4lA7kNIPWPgHCueCrxJ39QzLs30vpvgVzQ03ZcQtLl8AraJxH/DtHgeq/16yqaVAjk3G6f19VxRNEfbTzQOxbWxGrS5xG83QxoxNbVKRNPXmQTlS8USv6FWjNmG1+KgoyMocB3RhPfnEzG8NizCyXDEqzG5szLekHRn7JWbwR7tc6Ar/KOr1myIZgN7pbvgexgXZqPt16/1xHa7txuqD7ZFT5S7fHBY5SL476LF7O0Ve/8QzWAyI6GZI3BQLWc3pnlM54Rb/cFE7IpakOHmzpPjx1zRui1N0nw9yP2tQ44S0fQt987AdIBmdrx58ee5O572n1MUa+zUhycxCwfPYTQrkgXF5uWqaMEn5tsb4KjKtcyQf0Y0c1vzh6EJ1Xta//WYFmjYFjXfQhvj12Qb3RpDs6rbjdnIsLND5JMMn9Nek6Fpi4edmestxGO48XduZt/uHVrdJpp2VGkmmH4ECYQVeXjyAHeJJnv39uGiGuP53CxtbBX/lVhDHxlAsyK6RLMXppn1TerEz2GZ7+OSKVJnEjJuO/T97NcPaa5dhmxtlsJ6/Va4YcLRMJX8cnO+Wk708TrhQw4N076iaVXD4W9VzGwS1nqmxScwoTojENi8rvlqb2unRiFjjRKtG5nZliyP8APMo6GYgpMdvpFOVr0WXhV/BmsorP6WmvRgjPZIu6GzxFf95X76s8Ujgd7F3uouxGWmpREi/gJvaeetuD4cbdDWChRCCNEELqt0kTwhhBBnQIdG/wFdQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQohfxv/9fxX/N5zTyYBOGjrp6KTxm07+n3B8ff5UiCM6aeiko5OGTjp//KREUycdnTR00tFJo/PknxNNIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCHEb2I4CQefZnQ7DUdCCPE/w83ptF+vZuGT83A6nT7WLZJ4MwoHYGpXbd8uCed0vV4/FfPw6RNMX17CUWT1svyywgshxHW4Nek7nW7DJ2fJc7mQgsVxvwiHhl91Hz51AWm9fFWD+w/71TJ8cCa40UcRPgkhxF+hgBS9hQ+BOc6dhuFTyfRgZ5/K02+4aBM+dDLGVacb/3DHDw2aduhwh/P7LAgM6Wk/Dh+FEOJvsIUS1Vq9FM1d+FAyppCdPsLF46N9OAY1PAN/FI7dOG3Q0nhf8Iun8AkM9zhz/EJDXwghrsYNlGgVPkTaRfMGLWbj4Lr1jOOaidoGfxOO3YRt0OapfMUXx8Ss5PNOj+GTEEL8NIu1QSH8wNG68ha2i+ZgSCEz4KGkoRl+2eDVf0BwWbwXb7wuEtDibxXNMQ3LSs4nfN42fBJCiB/HfYQV63C+UzRNZ6lxVDk3/DpIf5t+5o2zrhw2+dtEMwSv7I1a5R+FEOKnaYrmIph/tCgP4UNRPFb9MROK3HM0NLu4hmj6E+xRZIYPp9SCFUKIn6UpmrH5XSfpfIFqbkxEzxqa50XzdZ7ARniraOIRm3LQEfur9ukwUSGE+FkgmvugXe923Es0B6PtwTRuTjNwE1yYDdwivOGtcSEfMw6i2aQSzdtg3IKX0yoc4Rhk3lAJqBDiZ4FoRhMQctlPNAcjk7gJfZv1Tvc6a/64xKzGjnGalacynOhDPvJdCCH+NC6aw8etmYCfEE1jRE9kOh6olaZoXhynGU70QaIphPhZKJqjj9PpPYqmt6ebhB9Ehhuq1sWpkU3RnHrL+jbcd770z5X6hkv7INEUQvwsFM0heljug2ieZ7QKOsX5k6fO7vNyCY+maF4kXNoHiaYQ4mfx5jkW7Nhz2PoF0RyaBr6jy8anU+4f8beN0jClHUk3Jocv3QymwcBsEn6BnzyEU96x/hE+UIA34cMc/UXtXe5CCPGnCB1BkKP7HqLJDuwjpjGOzTo9zjpFszYAHadCf1PN9ExoUUC/f5TTGxq2+WJMQgjxkwTRhCnI4ewUzWUYNBSoVszwFTROp9XIjM53a9Hj563UBBCnviCarpLVaPYnfNQSR0KIv0cQzeFhf1v5NGtSWFmfI1wCPm7sg5l8HN7OxjLa0VsecQh6Tdhw6qJoNsWQnU2JSPpicT0WCBFCiD9DEM3BdBh7z+fLbtE0W5NOxtPp4D096A468Agn/UKqIo8qcCoVzWf4NxNwrv6bsMhR1tnjpq7WIBZC/C2iaIJgRm7qovkeviej0G3ua2hCAT9wMMRJb0f3Ec16SxznGqIZZgCFT44/XaophPhLQB/387vi2deHA2910aytkEHH4p0fo7lMTeU2FL6fzznRvJn0F00PxSFf4TgsgizVFEL8PHOTStegjMLlirrEo/qyQg/VukPoqOHX3AXIpQy39CZ7Bb7dDe7eT3MXzVbCtc7QVwMJboAKX2Lp9KpZ50KIn6Z1PuNxPbskmoPlW1gnjnv/8EKuwvHAk1C12OKP4Nsj3KGznqI58QlHLRtbBNVMd3cTQoifwPeIzKl6z8+IJnjAYCQq2w5H7DL3JdxhfR5xkOxKgW9JaJ63Eq4Ft77Q8bFNGYNqJru7CSHETzDMJkE+jfMhRxdEMw4+OoP/7ubuya1GMnbRvOPgpAp+x8vB2LuASs9pjaiaO02iFEL8KJvTAfqzHaIbZ1kbp3kd0fTh6ZGDNeAvdgQNH8N+GqcDLdcmZZ/VVrODhBA/yGTKrvA1+74/IZpoNPcUzVE4BrtH9N5cEs27YEf2Y63pQUKInwTa99oqmuzVaRXNCfbQfYTJV7ov1zAO/YjeTfo56dOMVmPZOXTJp8lH9ubSGshCCHFVsL9ju2jSYdgqmg92yjthIJr8xQAtZo5yT/vRATWS04h6imZYFKT7MmdHR+lBhqYQ4keBNj3XRZNNb3Zct4omfsPr2P3uI9px5DOHsMycKy55Ph1fpvw6jN28KJojk9jNDcdDwWClOLJfPp7hwXrwYEasuoKEED8LLMSiLprcXpyLu7WJ5gj2JRWQwkajEjcI1/Fk1UEzeYQxiHNBFCl5Z3vPl7u7cBv4VXlrimM8wwML6PjVrVwhhPgx4HJc1kWTxh37atpEkysK06rkpB1apFQ9Choa780NhXAuFc3L0yh7iKYQQvw0nNKzoDAVlWiy84bfR9G8S2YtsvHOvYEorpwbfo8jH1VJJT0jihJNIcTvhUut3dREk0rq3TZRNNf7l7hwBlvnvvYlO895kot4+GrtXIeoPjMc51LRbCWb4SPRFEL8g9BCHLJ1XYkmT3qvTima9i/sYMHm9wZH7AfycUbsHt/wkGbqeptv7otzF0UzMz8lmkKIfxCYhVt3SVaiSVmjOpWiif4iCpcfYqBm0LVuUg3kCT+UaAohfi1sar+YMBVFMY+iSZUKXTlRNDFLx12WvnY69S3OEO+gQzTDRPQtzVLHz+RteommEOLfI+m/MYJoUij37mBMRdNllMORXLEuzHfsEE0ye64UcvTcNoNcoimE+PfAlMdjKV9oq68HU3b0hGXdgmhyMwv6NNlJ5BpGlyY3M095x9k1jlLDEScr0Rw9JethTk17WxbekGgKIf45KEzs8ZmaWTiGt3Lt+0nEXhyK5sotUoogDc0jzVDuSd6Y+822djWL0rnBySias1fKMgxYY+Eftndl3/mEw93ZH/9qBxwW+oRT8QwPfOfL2vbqQgjxBxmzo5tGHMURbNzlGLezKM+HOUDUqyB3lMdqoeExRGzhfs50j4rn9cuTN+Ttw3BesCMJ7CjMlF6yeVpQl+El6A1+IIQQPwJHVLrzcuz2XqTcapxmnsP2MJcwCt7NabHaHSt5TG6R7RBU3uIwffGfk0MRTMtp6BkiMFElmkKIfxO2jENLmq7IyLFs9SY7YsCbOKVt6qsZNfCd0EC0U0m5Pvx6WMnjIfV43vOuYAchlWgKIf5RTDVDL7kPWT+dVnl/evBhgg2NzzHEte6xDLjj0vgo3ZMk3OJ4MxhzDLwZslkn0WAwKkJHPMX6wkimHP5eCCF+hsUx6uPkfb1+KW44CukpnAPD5Wq9P6xXpY4uDz7bvIXgrVxlg9TDuKbTO9r0M7M69y/11TzA9MUElV3joSOoH+oIEkL8KLlNSO7ZM9TNqHNfnhkGGt01JRXqFoR0UbQppjO/8GAhhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIX4Dg8H/B4ZdOI3/aDLRAAAAAElFTkSuQmCC)
総運賃から、まず、港湾経費を差し引きます。港湾経費には、岸壁使用料、パイロット、タグボート、代理店料などがあります。次に荷役費を差し引きます。荷役費には検量や検数料が含まれます。荷役費用は、RORO荷役とLOLO荷役では基本料金が違いますし、休日、半夜(はんや)や夜間に荷役などを行えば割増料金が発生し、長尺、重量物、バルキー貨物を取扱った場合も割増料金が発生しますので注意しましょう。
更に燃料費を差し引きます。燃料は補給する港ごとに価格が違うので注意が必要です。そして推進力を得るために消費する Fuel Oil 、発電で電気を得るために消費する Diesel Oil があるので、別々に費用を計算する必要があります。
最後に用船料を差し引きます。One way time charter でなければ、全用船期間の用船料を計算に含める必要があります。
本日のまとめ
航海収支を計算する場面は、航海を企画する時、配船調整をする時、追加寄港を検討する時、航海が終了した時です。企画した航海で、どのくらいの利益が見込めるのか知らなければ企画立案ができませんし、また、配船調整や追加寄港を検討する時も、収支の確認が必要です。
航海収支は、運賃から港湾経費、荷役費、燃料費、用船料を差し引くことで求められます。
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