HINO NEWS-2023/03/09
Posted on
2023/03/09
Hino Trucks introduces all-electric Me Series, Le Series trucks in U.S.
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oKeqaJ0km/MZrsiQ6aUeMyCQiMIpx1qV/KsdLPykRRx/dH0pdUuVtYkYx+YzMFVfepbuSOO1d51ygGWU1PRFvdkGjxxRabEYozFGV3bT1qPRWt5YZ5raIoJJCST/EfWrttIs9qkgXarLnB7CotPngmiP2ZcRqxXgYFNt6gktCCylhm1S78uHEiAK0p/i9qJ52OsQQrADhSWkI6ewqWK5gF3NDGuGQbnYDjNMur/AMq8ggjjZ3lGd2OAPrR1E9t+omrtdAQLZrlmkG4+gqbUoZp7CWOBwkjLgE0zUZ7iG13wrukIACgZwT3/AAqwrOYVDEeaUz+NLomVa7aGWMJgso4XbcVXaT61TsTaWE72UIbfgysetS6XbTwWu2eTc7ksSeoJouvs1gZr0pmUhVYjqfSn1aFbRPaxHqsd3K8As/3a71Z37kVabypfMiwrkjDDt+NPt3aaJZPug/MB/jVG2t00yG5mLGQsxdjS6WC1nfoxs9pP/aVq0TeXaRr8yg8Z9MVJa3zXGpz2/lkRwjG7PU1ZsZ/tFrHMylSw6HtUyovJCgZOTjvQ30YKPWLK6XsM1xLCrfNDyx9Kqt9olfzVWIMCxQSfMCvTII6cc1BPHb2szxqk589syPHkkeg49atxQvZb/Ii3RkLgeZz1569hTslsK7e5KrQXLwNHKQQPMVVONwxjn25pLY+ZDPAZnkdGKs+MEZ54+maW4PkTiYrGIQhDvj5uvAHtUrxJJNGwchk+baDjORjmkURQebBvRlJgiQBW3ZZsDmo5vs8uku8kbpA43sgGG61ZiEwSXe6uxJKYHAHYGi3Ev2ZftG0y4+bHSgLEkeGjUrwCOAaKZaNM0Cm4UJIeoXtRSLT0LFFVXvE2y+Udzou7FQrqAW3geVSHl42gUWYudGhRUVxKIYWc8hRnFVre9DW8Uk42GRsAUWYOSTsXqKz7e6eXUp4h/q4xj8aTUZpRNBDAcNI2T9BRbWwudWuaNGain3eQ+z7+3j61S0eUmB0kYmRGwxJotpcfNrY0dw3Y79aR3VFyxAFZUjNb6vvlJKSKQvPQCpdQSO5ihkaXbCDuJ9afKTzvU0ScDJ6Co4ZkmXdGwZc4zVa6EskywoMQshDMOx7U/TI4o7ULCSVyckjGTnmlbQfM27GV4zljl8M63bBv3v2GZsf8ANeI/CGyt75YdQnVjdeWAWVyBhkOeB9K9z1+yRNH1iXkvJayj6fIa8O+Bckb6bCDjzBEm0/8BalK3QqN+p6ktlbBAohUquMAktjHTrUqwxKeI0B9lp9OFSUCjFPApAKeBTAMUuKdilAoAFHIqO0H+jx49KmUcimWY/0dfYsP/HjQBKBTgKAKcBQIralKLewmmboi7uBzUHhC/jeFoCw3r2qXWSF0q7Y54iJPGa8bPiaXR/G8UYYiOQIpGfWmgZ7ZqZxqtkQCecce9XgKzb5911pzgZyw6e9agpAgxRilooGJijFLRQAlGKWg0AZ2oaVYagMXtnBP6b0BNcVq3ww0ics+nTXNjJ2CNuUcfnXoeKiYUBoeRTeDPFOkyb9K1JbhR0AcxsadD4/8U+G9kOs6Y7QrgZePqPZh16e9equOKrzKHQo4DKRgqRkH8KdxWOM8OfFHRXMovPtEEsz7iQQwX+RrtdE1qz1u+nNnfxSxFAojWTDfXHUVy2seDtB1LcbjTog7fxR/If0rkb74ZrE3maNqk1uw5CTDcB9CORT5iORbHtJkhg1JIYohvkHzN7VYmure1jTcwALbFC+vpXgyX3j/AMNYZv8ATYI/4gRKP15/lWvpHxaS6uIodc0pg6NjdEcYPuDx+tF09w5Wr2PZnZCAzKSFbuOnvSSBbiFlKK6NjqeCK5ZvGWi6haSRi4licFcq0TE/htyD+BqT/hK7GK3EVrDfT7VwCluV7f7RFGlh63Om2kxsiFVHQYHSmw2sUMbRx5CN/CDXFx+J7mxs5H/s2TapLs9xOq4z2woauduvG+piaSaAW6sx+VNrPt/M/wBKGwS2dj1aNYUcvGozIeSO5HH9KdIVTEsigBQcseorwu3+JmtRXzSalHBc20TcbE2EH3IJFdjZ/EzQtWh8m+8+yLYycbl/Mc/pQLXU9DjKuiPv3Ajg9Ac1Bp92l15gjjISNtoPrVPS9c0a8iRbO+t5Bjhd+D+RrTURwxnYFSPqTRpsPXcqTRXMuoRMX226r8wHc1cmhjmTY6BlyMg044K5znI496q6e9xIJGnG0bsKMdBQKyTt3EuLnyruC3Cbi45x0Aq2yLIhVgGU+vejYnmbyAWHGfSqk00/9pRRxj91jLHFPfYNtx2oRSGyaO3wJCMDtxTUzaWKI7ZcADn1q3I6opckADkk+lZaq1zcRXYi3x/wg5DDt9Md/wAKFtqKWj03Fso/PjZbiYtIHY/KxXjd6fp+FWo41uLMAu7gnOehPNSBgLohlVSV+U9z60jRSIxML53OCd3QD2obBISOY7oop4/3jgk45AxSQGFrucoCJFwrHH5VKDL9oI2r5O3r3zRG7NcSJ5ZVVwd396kMZZiJBKkTFsOS2exNOs7fyFcGRpCzFst71IkaoWKKBk5OB1NOJyDtIJoGkO4oqG2WVYQJ2Bk74FFKw7lJrX7KhFscyuRnPpUs5T7Vbo0eTzg+lJkPcPOcjyQVx61FuKxPIScyt+79Rmr3MtFsOuZRLIGUkJA3zj1qCd97YIzuIaAenFSyR4mghOAXG6Q/3sU118jUd7JmJY/kx2IpoTu9RtmWbUn2HlQPNHvio7OT/iZSG4U+Z5jBD6Cn3EQEyywkqbggmpipTVMyDKlcqfSmKzFt5Wlup5hny1G3Ge4qPbHcQhE/dSSnefwNOSIiGWS2bAd93H61PInmeRNDgEHk9OKnS+hSWmo2L97LPDOAzKPl46AimLFjT0juUP3goA+vFW1VftLEJ8xXlqfFHsjCli2O5pXKURoiYTbw527du2pAAo4H5UrHAz2qg+p2oT95KqE8Yzk+naocktWaJdh2t/Not8ACcwOMf8BNfOvwJkAjgUHrEuB/wFq+hZbiJ7OSGISMWjKDKnnjFeI/DXwrqPhN4o9aNvE6rjYkm8/xY6D3FZ1asKavJ2LhCUnZI9QpwrO1TV9P0uXy729hR8ZxuH9SKo6t4x8PaVsE+rWrsy7sJKhx9eayeJpRvd7bmiozdtNzou1PFcr/AMLC8GRwo8/iGzjZlyU37ivtxWfffFzwHaQu0etJPIoJVFRzk/lWvNpzIztrY7wdaWvKrH45eFXuCLo3BiA4MNvIxJrXtfjN4KmmVXOpQqxxvmtHCj8aVKp7SPMk166DnHldmz0AVHZ/6j/gb/8AoRq9MbVbfzlwwKb1Ct98Y4xWH4Q1CPVtGN3cRTWDtcTDyLnCOi+YduRn05zWhBrU4VUn1HSoOH1ayB7gzKT/ADq1GBJCk0DrLC43K6nIIoArat/yC7snPETdBntXzT42cr4utpB6Ia+mL5S1jcAAkmNgAOvSvnH4j2ckWrW05UgAKCfeqiJn0NI+YtJcc52H+Vbi1y9rcCbR9ElQ5ysff3FdQKTGh1JS0lABRRRQAUGig0ANNZPiDV4NFsftNwryKzhFRBySRnvWsa8r+K13JFr1pGWYxJBvCAkAMWIz78UAaEnjyadh9g0aWVT/ABNKF/kDTP8AhIvENz/qNLtIfeR2b+WKzIdUmijEcFmFVBgdBgVZjutWm/1cGAehxmkBZZ/E9z1u7O2z18q3BP8A49mmHRNTuP8Aj8129YdxGwjH6AVJHb63KvzfJ2xtOasJo+pSN+8uHGfTA/rRcZWj8I6fuzcvPcN/02lZv5mr9vo+l2v+rggUj2FSRaDMVG+Yk57yEjH4CrkWgxKwLPkYwQQT/WlcCIfZIhwUA9qUXNuPunir8ek26LtIJ98AH+VWVsoAwbZyBjrQFji/G12BoJCBsGVQ3H41wZimn2TJLIiAHciyN8w7fSvadXt7VNNuXeCNsIzjcufm2nBqj4Zmil0mMlIwSP7op3Cx518M7Wz1HWNVtb+3iuIdgIjlXcOp5rq9U+Heg3ZLQxzWjk5JhfI/Js1X8HwCDxnq+1AoZQQVGO9dywoCx5VefDK6hfdpurAckgSIRj8s1Sey8e6En7hprmDGSIJPMHH+yef0r18qaTbRcLHl9l8X9Y07EOr6YjFMBiyGNv8AP4V1Gm/GXQ7gAXkFxbN3IAYf0ro7i2iuV23EMcq+kihv51zepeAvDt+D5umxxsQfmhOwjPfjincVjr9A8W6Rqy/6PqNqXJ+VC+1sfQ1v7lK7sgjuQa8E1H4Q2+4vpGqT27Z4WZN4A9MjH8qy/wDhGvH+hr/xL743EY/hhuOD+DYp3Js0fQkhM8xQyqIPLO8qcE5/piniMrbxeWzOFIIwcZFfP1v8TPF/hxVTWtI8yJV25lgK8dPvLius0H45aJMixanaXVpIOMrh1/oR+VO5PL3PWWkhljLE4GSm7pil8nHkgOwCds9a5vTfHXhbVo0EGqWuWPCSHYc/jXTKIpjHKrBgBlSpyDmgdhdshuN28eXjG33qSgVHEzs8m9dqg4U+tIewRTLLu2Z+U7TSW8K26ELnBJY5PrUgAHQD1qOBpHUmVQpycD2oAWGZJlLJnAOOlFRfaYlLKMjacHAop2J5vMhnUpbRIcZZgGPrS3qbGgZVzHGckCpJWjmiUEkEnA9jSR7hcJGx3AJzTuTZDZPLnm3gkPFzn1qNRJJp7c5JJP4VJAu24lWQf6znNLFHtim8lup4HpTC1yOREngtx9xv4fapslbkiXBVuE4pSBLGdn+sQYHsaeV+SNmXe60rjSGwxGNpE/5ZfwinRxh4FUgoAelSbB5m7vjFG8CQJ3xmkVZEN1e29pt+0zRxbum9sZqqNc04s2buJQBnLNgGvMvih4zj8M+Ir+/W0F5Lp9lFGscg+TzJZM+ufuqea9D8K6kut+GNJ1UWyRNeW8cxReQm4Z/SkUeIfHX4xaj4Y15dG8OfZnQRLNczzIX2sxO1AOOwzXBeG/H3iHxRLLNN4ohsruNgyQxWqcjHUZ9DVC4ii8dfFm+e6HmWlzqMsjA/xRRZCj6YH616kvgvw0kg2aHYoyfdZItpH4g5qZQjP4lcmE5K/K7HFahqviOT/j48a6w/tG4iH6Vy2pQNPMZLrVtUupO7y3BOfxr2DUPB2hXOn3DCOS0uUjZ0kjkO3IGRkHIrxr7U/wBnEW792W37ffGM0SipboOaS6nP3Fqj6gYt0z/Nty0jE4rSGm6enW2Rz1y2T/M0/wApPMMmPnJznNOPvRZCcmwjgsI+ljbn38sVbhmiQjy7aJfooFUwMtwCT7DNW7e2lZgFhlP0Q0ybmxY3JLD5APxq/rkjt4b1H5ekDHOTxx9aj0nSbyV122s2Pda7DXvD8lr8PdcuZ4iu21br+FAludH47+I8nw9+Hnhy7ithdXl9FFEodiMKsSknjnvXht38V7PU9JntNY028vJ5H3xXlxdNNJb8jHlhsqBx3Heuz/aWtJZ/C/gqKPYqw2zyOzuFCjZEK+bZJ0jbbw/uvShI2ufT2gfHnQRb2ljD4eK6g3lwi5wiszcDcdqr+ldK3x38KaDf31pqE+tyzGUEwi0UiH5RlQd/I7/jXyZ4cuEfX9NABB+0x/8AoQrr/idb2aX/AIidooDeDV0RZN+JAnl9MZ+7nvjrQNan2rpeorqWiQ3yIwWeHzlUjnBGRXk3xcRE8PfaNmJPNB56jIr0jwjiPwnp6j+GzjwM9fkFeb/GBt3hInBH7xevXpQgexr/AA515tS8K6XnlophF+TCvX+/vXz18HXP/CNQe15/Va+habEthaKD15pppDHUU38cUvPagBaDR9BSZ5+tACV5X8QFV/iVpEMgDxSWQLIRkH96R0r1TPavKPiNJ5PxM0Rx2ss/+RqAO3ijRFG1EXjsoFSCkX7opakpDx1zT1NMFOFAiVelPzUS9KkU0AOFOFNFOzTAzvEkoh0G+Y94XX8wa80sPEY06K2id8BuOteg+Njjwvfn/Y/SvnrxHcH7RabT0xQDPYvB9x5/iq9ZOQ8Gf1ruiK8u+GchbxDz3tD/ADWvU6BEZFGKfikIoGMIpjCpsUxhQBC3SomqdhxUbCgCBuQQeR3B5B/Cue1fwj4f1TJvdJtS5/jRNjfmMV0TDrUTjigDzTUfhNo8hLafd3dm3YbhIP1way4/CnjHwzN5+i635tuv31WVojgf7J4Nest0qlfZNpcAdfLb+RouKx0XwzvL7UfBunX2p3RuZ50LFyoB6kc469K6hWDZwc/SuQ+EbBvh1og9ISP/AB411sKoqny8Yzz9aokSFGRSGYsSSaSBnctvXbg4HuKSH5S6l9xzn6U2XMcu8ZbdhdvpTFcSYyK/7qJSDyTjvRTjcpk84wcdKKNRadyOZflhYLwDuOBRLiRUmQ7SSBT4wwWVeuOAKEUOkaOMOPmxTFYVyUm3MPkC9aAhSVdhAjPJpyqXQrLzz09qU/NGfMG0CkVYFXbIQFwCM59TSjbEoHQE8Urhin7sjPqadjPWkMaysXUhsKOo9aVjhcgZ9hSBsswwRg4+tCLsXAyec0DPnD48KzSeMJHTYywafIoz1Adhn+dd/wCDNbXS/wBnux1Ytg22js6n0ZVYD9cVg/tC2c7WN5JDatL/AGlYfZl8tlDK0TmTc24gBQO/WszxlDd+Fv2UodNvTF9qktorZvKfcuJJM8Hv8poEed/AewMuoXF3LnMFoq5/2pGyf0U17M6MMFPm5rzz4JW4XS9Vk5wZkiA9Aq//AGVekfdTgE46UEw2Of8AGkptPCes3GDmOymI/wC+TXyZoviGez2RXBMsGO/3l+n+FfVfxRlEPw/1x88/Zin4tgf1r5JkgXjco+7QV1PQLO7hu4RJbyB0Pp2pzTHsPzrzyzuJtOnElrIQ3dTyG+tdVpWsQX/yH93OOsZ7/SkTY7nw7qXkWbRIoVt5JbufSttbuSQqd3tXC2s7W7HAzntmuk0e5muZ41WEcnryaDOUT1LwbaSXckZb7veuJ+M/xGa8mfw3oE2NOj/dXcq/8t2zyoP90e3Wuj8ba/J4L+Gsk8IA1O/zbWwAPy5B3P8AgufxNfNGnXc896qSqhBOcj/A0wjF6WPbv2spHi0HwZCDhXgkDe+BHXzXivqP9rLT5brS/Bsdum+TzJ4gM4/hT/CvAYfBetzlvJtVk29cSrx+ZpLY3MrQnEWsWUjHCpMjE4zgBgTXtmveAfD3jLxRqF/pfjiz+2XEnmi3axlIxxj5h2964v4f+FdYsfHOiPPbtEGuVQOkiMQSDjgE/wCFelGz+LY1u5n0C7tZ4UmLIkbWm9kDcBgBkdOlAH0PpFu1npNpbuPnjtI1IAxnC47/AErzD4sAv4NLFSDvU4z04r03SpZZdJ06Scg3DWi+bg8BxncPwNebfFDc/gli2N2UJwc0LcHsZHwdOPDYx1F5/wDE19E186/B/wD5Fx/a7/8Aia+iab3BbDqSikpDDHr9aMZpaKAD0opKjknijlSOSVEkf7iswBb6UASc15D8Uv8Akomj4wP9AJ/8jCvWbi4it4meRgAOcDk15b8QLK81bxto91p9ndTQLYMrusZwh80HB9DikB3afcT6U8Ci1jleJQYZEwB94YqV4LlWUJAzg9SCOKRSGYpasfZJj/AaxdW1aPRY5LjWQtjYocCeSQYY54AAO4k/SkI1BTgajchFU7kwwyPmA/nSrliQpViDg4YHFAEoNLmoskNtYEHOMEYzTwcmmBjeOD/xSepe0Jr5q1hyfspOSa+l/GYz4W1LH/PI18z60MLa00I9Z+FbbvEKev2Rv5rXreK8g+E5/wCJ9F/16v8AzWvYKGAmKQinYoxQAwimMKkNNYUARMKiYVM3SomoGQsKhkFTtUTUAVpBxVDUjtsLo4ziJj+laMnSszWuNJviDg+Q/PpxQBu/CFt3w30TH/PE/wDoRrq7cqC6hduD+dcd8G5l/wCFcaKpOMRED/vs118sfmM2xsNjH0q0ZsWRGWTfH0/iHrTfNcRKWTLk8CnKGMg2t8qjBpVLGckMCoGCKBDwqjsozzRTJAGbqB2ooK0Ex8peE53EZp7cfOoy3SljBQ7FHygdaIR8pGMDJpAkKw53ry2MClALR4cDJ60hxEnAOBSsu7HJGDn60DDdhguD9aQL8+7J57UrttGcE844oZcsDk8UAGfmxg9M5oA2biTwTnntRnrggkVXu7uC1g33sscadyxxQB5/8b7Z7vw4YI7Se4eaCeCMxRl8SOmFHHIzjGeled/Hx57H4KeD7G/QwXMktqk6OcFSkeSD9K9j1HX1vEaG0sDcRNwZJxtQ/QdT+lYNzo6Xo/0yysJ/m3KJLcSBT7BsgVPMPlufO3gX4kaP4Y0q5trhJ7uaa48wLBjAG0Dkn6V0f/C4bV0Is9AvpsesmP5Ka9sg0ONB+7ihi9o4VT+QFX4dIG0Es59g2MflRzEqHKrHy/428Zav4t0k6dFod3aWsjBpPLiklZwDkD7gGM1wp8LapOxK6NrDk5+5Zv8A4V9xppqL6/ixNTJpqf3B+Ip8wcvmfDKeBtalX5fDets/r5GB+Rqf/hWHiOTaYvDup5PQmPbj9a+5FsYl9/YCpUtVX7sYH4ZpXY+VHxzovgfxvbBUfwve3Mfq7IGH4k13Xh7wr4mtbqOW48M3oReSN8ef/Qq+kRBnqKcwihjZ5CiIoySSAAPxpByo+Xvip4S8d+MdTtWsfDF1BYWcXlxJJPFuJJ+ZiA3GeK4J/hZ4y0u4hv8AUtCuIrSBlMsgZH2rkAnCkmvqXxN8VPDeiKyxSvqMykrttV3KCATgv07VgfDX4vDxv4ol0waelqghkkUby7jaVxk9MEN29KdwSM/9oDT5rzTvD01naz3Xk3c64hTcRuTA/lXn0fgnxDcae8x057GxhRpGlvZBDuwMk4JzX07YKtvbtDCuyNHYKo4C85wPzryP9pzTby+8FWcliszNFeAOsIJJDKy8gdecdfWgdij4d+C01xDaX13r0GyRVmCQW5ccjI+YsK9e0Xw5puk6bHaxWlu20fM/kqC565NUvhvZ3On+BdDtb8MLmK1RXD9QcdD9K6XNAzl7rydP1KC3jBAuvNdVAG1SOT/P9K87+IwL+CZdwCt8uQDnFd34mbHiHQvczj/xwVw/j0FvBM+7G4Bc46daS3EznfhEceHrj2us/oK+igeB3r53+Ewx4cu/+vr+gr6HXlRyenpVPcEPPHbvQTiig5/WkMMgVi+JfFGk+G4DJqtz5ZC7/LRS7lfXaO3ueKzfiX4jbw34c8yB9l/dyi2tT6MQSW+gAJ/KvAb/AMQXPiESaTZwInmXJWWcszyXUg4DOzEnA5OOAPQU7CbN3Wf2jRPcyw6Dow2qcK95c+WSPXaoJ/DNHhv4keI/E63M7vpdl5LKimK2Mp55+85/pWrpXhHQtNtEhTSrGVhy8ssCyNI3cksCa6jQtD0qK0by9MskWRySEgVf5CiyFdnLXXiHxAsLONcmL44EUEa8/gpqhDrevyBzda5qB+bgJJsyPXpXT+MdNsbHT45bW3WKV5AMqT0xzx+FcXu/KlYV2WpdS1Bh+81TVGPvdv8A0NULi4uGPN9fk+91J/8AFUrNkVc8P6fFqerRW1wzrEwJYr14FAGM9zcq2V1DUV+l1J/8VTtP1KVNUa41jV9ROiaZH9vuQ85Ygr91VyfvMSoH1r0z/hCNDA3O10wHJzIB/SvNptP0+60W9+2xO9nqV4wSMOQTFD05HONzf+O0IEzlvE3x2vtYimtIdGtLWzZsr5czrLgdAXGPxrBX4jWZNljR57QW+CxsdQeMzYxy5YNk8da6zW/DPhXS9BvbyHQYpZIYiyh5ZGBOOP4q8SuVubu4LpaRWyn+CNdqj8yTTsCdz6G8E/GyNdWihuILk6cSFkafDPCCcZ3rgOPqufevd9J8U6Jq92INP1KCaYg4jGQT9M18XeAmGnTXBuY0m3DJB7Yr0b4Z6s958R9DRFVFM74AGMARsaTRSZ9MeI41k0C/VxlfJbj8K+XdeOGgHoa+ntfIbQb4N08o96+YfEi7ZYKEDPVPhT/yHbbJwPsz/j92vYu3HWvHvhSP+J5Z/wDXrJ/SvYeowaGAv1pOccjFAGOlAGBigBvUng+lJkE4FOxjOST6U057/lQBG2OR3HUVG1SNnnOPr3qMjDHj8fWgaImFRN0qUgbm61F1HUnk9eKAIJOlZeuj/iS3+Rn9w/8AI1qNzHwQTjOazddB/sa/x/zwf+RoBl74O7T8MtFZhwqNx/wNq7ZAqq0mCM8muI+D2R8NtC2jPyuD/wB9tXdt7DJIx7VZmMtwPK6Yyc4psfyXDgLheuTT7f7vzkFxSTRM64Dd85oDoSg9eO9FVjceWxVhkiiiwcyLCptZjzzQrB0O0n0pVBGcnOTx7Ubvmxg9M9KQwUYUAnJHekzvU9R2pVXDE5Jz29KAdynYfagYZCKAT7c1W1C9g062kur64htrSJS0ksrBVX6k1Z9M8mvF/wBoSSDVLzwr4dupG+x3txcXFyivtyIYsqD7ZYH8KANnUfi34cmlNtpWrQSSMcAwI0rt/ugAj86yn8ceHLdjNey3jy9S8sRyPzNec2WreCrGDyrLW9LtUAx+5CIfzC5rkNfXTbrxBYCz1yG/0u5mUSBJRuj55B9R7/nXTShQm7SuYVJVY/DY9f1b4x6TZ2qz6VpF7eo7+UksrCCNm9MnJP4VHpnxpjjuJLfxB4euLCRRuxDJvO3scMBx7g15T4xHg1dZaHU7vX1mhRUWGK3CRxrjgIGxhe/vUHihrFPC+hjS7m5+wiSUxNqGElRcKMA/88859s5xWsKVK6TjoxVJTUW09T3NPjP4db7tjqR/4Cn/AMVVq3+L2hSuALHUQD3wn+NeIaJeeBbO0RL7W/tl233ykUpUH0X5envWxo2p+CtW1aHTdKuZnvJSQgMDqMgZPJHoKiTwqdlFkRjiWrto9sX4l6CsfmTC4t0x96XYo/MtWv4b8ZaD4kL/ANkXsVyYztcKwbacZ5wfSvgvWxqOqa1eSJBdXCec4TCs+F3HAH4V7h+yrpV3b6rrd5dxSxqsMcSK3HLHOcfQVzT5PsnTDm+0fUf2iNen6CmfalPqKpxK8hwP8cVaW1B6sTWZoTKwYZDZ/GuG+LA1G80CGw0a0lunuZgs3lnGEHOCfeu4W3jXtn60/aBjYAtAHzPYfBfxXe3CXEt7Dp6lnYpI3m43Z/h6A4OK9H+GfwmtvBOovqT3zXd40ZiyIwirnGTx9K9R2+rflTlGAcHP1oApqu0tz1Oak25HNSTKnb71MXgYzSAXFef+JdA8Zajq11LaeJodN04vmFIbUNIicdW7nNegUuM96AOJ8SKya54cDOXYNMCx/i/d9a47xsHPgyfzNu7Azt6da7TWjHd69aIu8vYsxdsYXcy8L9cHP5VxvjIlvB91nGdoJx9aFuDOd+E//Iu3v/Xz/wCyivoaMZjX6Cvnb4UN/wASHUB6T5/SvoiD/URn/ZFVLcSH0Hn2oopFHi/7SU7QxeGcfd8+dvxCKP61xnw408F5718Fkyg9mblv6Cut/aQ1WzEmgaZJs89HkvWZjjYgXaB+JP6VzvgaXTJEhOmT28jC33TtEQCzs2efXH9aroZ9TsgSCOa6TThstIV/2RXJ3N3bWsDzXE8UUSDczs4AA+tS6T41024s43ijuTGB8rMipvHZgGYEg+uKQx/xElxbWcfqzH8gP8a4UHNbfi3XLfVpITbCRY4kIJkG3JJ/+tWGqnb0oEKBzWl4fnSz1WKaQ7VGQT6cVSjiZugq9b2xDAMAc8YoA6XX/ENvB4fvZIpC0piZUABGSRgV5L438SWeka/b6G0j7tLsordwq5/eEeY5/wC+nI/Cuzv44rnX9H0kFf31zH5ig9gct+gr588S3k2reONa1CQEi4uJHLfVjj9MUJCsdnrnjCxvNFurSETtJMmwZXA/nXCKpxzT44ize3c1KqqSAisxPT3qhouaQrKs7AZXbjPvXd/A6JpfiXpxYf6mGaT8dhH9aqfDXwVqvifUzawK9rZowa4uHTIjGOnux44r27wr8OLXwbqv9oG+kvLqZTCp8oIqLwT0J5OKiTKR3OuOo0G934x5R6180eK8C5hA5FfSWtPjw/fHk/umHFfMniA8wZpLcGeufCr/AJDdj/16yf0r2GvHPhYca1p2c820g4HsK9jOB3pgLRTc55H60oII49cUAFNalBz0pCaAGNUZqQ1G3WgaImqJqmaonoAgkHGKy9cH/Envs/8APB/5GtV6zdYH/Eqvv+uD/wDoJpAWPg6m/wCGejHdgKHJ/wC+2rvIpVeMMOAfWuE+CRB+GulK3cyD/wAfau2mby9qIuR14rRGb0dxzRrGWk56UtvJvj6Eduak++nPIIqGZcACM4bHAoDbYlMak5Kgn6UUiZVFDHnHNFAxzLuxyRg5pSQCB60n3l+UkUtIYmDuPPHYUZ28AUvXORio5WEUbMc4QEn1oA57xR4ks9KvLSwkvI4Ly8DeUrtjIHXGeM5OOa+evjXfazc/EXw7ovh+WGOY2s0375QdxYFWySCfuriub8XeItQ13xJNqeqwqY5VLJE43o0fm7UGTjZtUk5AzVbxRdXw+Jvhyz0tIpLmOwaCJpTltpMg6kjkDgZqR7FOP4OXxQC5iukJ5PlyxsPwyorYs/g9AqxCS+1aEpkjFvC3f/fqlH8NPEyx5XXNViY8kLhgD16iYfyq9b/DjxRJEg/4SrUosdS8UnP/AHzKad7dQt0J774feILmW2D3iXEdocW7Txgsq9gchsj/AGSSBU3/AAqeXWHaXxHquotJ/CtrCG/MufyAAAqMfC3xM3Xxxcj2Mdx/8VS/8Kl1qT/X+Nrk/wDbCY/zetJVpyVmyFTincu23wY0CB1c3PiJipz0hT/2Wr9l8OPDOgySalAfEK3FvG8hkW+jjYDac9Ez0rEX4OsGBuvFt6+DkgWZ5/OWr2ifDey8M/br6DxDfzM1s8UoFjE2UPUcyHrisizy+++I1mjEaT4Y09Tn/X6pPLfSfXDsEz/wGvov4CTXV/4LGqX3km4vJS58mFIlVV4ACqAABXzvceJbC0uFTQfDxklzgSyyDII/2YkTHr1NfU3g9V0DwHZS6gxUx232ic5J+ZvnPXnv/KmxI7C71bTtHsln1K8t7SM/xTSBMn2z1rL/AOE3sZoml062v72IcebFblIv++32r+VeN+LvH1zokS3tppVhfa1O5BnvPn+z/wB2ONfbpn1B61k614n8TapZ6Te30uoZnjDz2dqRHt7DBxxnuDRYLnukXi2/uZCtppAO37xkuOn12qf51b1C/wBetrb7SbfTfLXBZA8jMcnGAeMGvGvhrB41uPDclxHIkcq6g6RS3hcMkYHYDBYEnAz6V3Gnwa+/jO3i1maO6QxLLIySEBdu0/6vJxlgB71lObi0kjaEFJNt2seoswTlutRmUsc9BmuH8d+PtO8Kx7bjdc37LuS3Q4+hZuijP1NeTSfG/XJb7a0VlZwjI2pEXYHsMsf6VZmfQel2IsI5ESe4mDuX/fPuK+w9BVwtXzXZ/FPxZIVW8ngSTdgpGqDjtzjrXveg63Z6h4dtdSjmJgdQGZ+WVuhB980klFWQ3Jyd2bW6nZx1rnJtVZnfy9QtY0x8uLd2I9M/MKimklvIwia1NCeAxgtgpJ9ic4zTEN8UzizmtniijJlLM7HgnG0D61wvi7c3hO8D4BC8hTkdap/GL4lweH9ftNPs4IbuaGHfOHkK+WzHIH1wM15hqfxbmvtOlsW0y2USZBYTk45z0xSSdw6HXfCl8aZqanP+sB/SvZ7XxaGv/wCz1sLsPHGD5rRMI24HRvx/nXyt4c+IE2hw3EcVlbyiYhjucjB/CumtPjlqVpGbeDSbAKzlzuklbk/U9PanO7ehUOVJ8x9BWvjL7V9rEem3afZ2IIkiZd4Gfu+vSof+E3c6Ub3+x7/htnk+U3mZz1x6V4S/x111myumacMeqyH+tVZvjn4i8wBbLTVLdP3Ln/2alaRfNC+x3/jr4e6p421w69aatHaGeBEFtcQEmNAPu5zwc81yH/CifEETbrbUdNU4PKtIuf0r3nTZXNrCz43MgJrRSQ4pqTRi4pu58q+JvhFrmjWwu7+a1khLBXaEs+M/7OMmr3h34KaprVlBqmj6/pkkEg/dzKJMjHBHQEEdK+nzskGHUEelS24jgjEcMaRoOiqMAfhVczFyo+f7f4Ba/M5Oo+Ira4HYbpRj9a1rH4F6taEGHxR5PsEeQfq1e4rJThKfWlcdkeLan8OvFFhGosdR+35B5REiII+uevSuv0T4aWMtlbzavd6ubh4w8sDXSqIzjlcooz3713XnN3ajexHzEk0BY59fC2haPEH0vTLeGfeoExBeTnj7zEmviaLSry71uWKxtpp7h5XQxRqWYncecCvu+95EWP8Anqn86qaXoumaTLcS6ZYW1rLcOZJXijCs7HqSetO9gsfKWp/Dq98O+Hv7V8VzJp0ch2w2oO6eZsZ2gfdU4B6n8K9I+Gvhay1Lw7a3eg6YNOhuNwk1S6lS4umAOGWIAbYycH5scdvWu2+NHhK58YeEPsenLG17DcpPGHbaDwVbn6Nn8K1fh/4eHhbwlp+kb1leFSZHUcF2Ysce2TSb0EkbGk2FtpllFaWMSwwR/dUfzJ7k9yeTUXiFisFu3QeZz+VYvj3xvpXgextrnVhcP9ocpFHAoZmwMk8kAAZH51Wh8T2vijwhY6xYxTwwTTlQkwAYbdwOcE+lLoUaOsTY8OX5HaE8Zr5w8RgBbc177rdyE8Kak56LCf6V8+a6+62tTRETPXPhac61pW3/AJ95Ov0r2U+34V4r8KTu1rSx/wBO8v8AKvaiaYBzj5utIpPfHWkzjjJP1pAcd+9ADweuenbmm56mkB6nJpM+/wCFACNwx4wMdajIG48fj60453Z3cY6YphOWznjtxQMZj5m6j3NRHp3HPepGPPt9KjY8H60AQsf3ffoevWs/VudLu+esLc/8BrQYkjnHfpVK/wAmyuBxkxsD+RoAk+CB/wCLd6b6B5cf99mu+bAGTXn/AMDwT8ObH1Ekv/oZrvowfLw/NUR5EYVhIuCdlTNtBBP4UjAHABwaJU3gdsUANkUFsk9qKcUBop6DsO7cUYG7NL0xSY5pAGc4xTZAMMTjGO9O6cVw3xwuJ7T4S+KZrSQxzLZMA4OCAcA4/A0AfPmr2emWPiG+0tfE+lW93bTtHJBdtJEME7sZO6NuDgHAPFMm0LU9Q8dQXtjf6eBbW6JDPEq3MZkYktg9cANjNeMeF9EvdfvBEuwjjczdf/r16Nb/AAd1dF83TdVMEhweQRg/UGlYdyxN8LLgzybPF9sjliSBcYIOeR97ihfhdrO0CLxZAwXp/pLD+Rqp/wAKR8QySebJqloznJOQ4J980xfgf4mCkf2lYtznq+f5UWAv/wDCsPEHfxNGf+3ySlX4Xau3E3iWPHf/AEt/8KpD4I+Jv+ghYfXc/wDhS/8ACkfEXVtRsR+L/wCFFgNKP4Vw9bvxJF7/AOmL/UV0vhnwdZaDb3r6RrU9wZQqzrFJBNxngcocda4gfBDW+smq2Y+iOf8ACrdn8GNVt8+Vr8kSsBuWGFuf/HxSsBv3umB76ytGinCXNykUkk1w6hVJ5O1SidPUV6X4/wBRsrvSre1s9f0SzWO4SSVLi7VQyKCQoxnuF4x2rxW8+Eotj59y95qMo6+bcCMH8gT+tZUvh2a0Yi28M6MD/enkmmP6yAfpTsI9EuPFGg2iBLnxT4YJU/L5No9yw59QB+dZ2ofEjw/JKd/im/bgALY6TsUYGOA7GuFfTNf58mDSLUdlgsIwfzIJrOutK8UqhJ1CZf8Armdn6CnYD0qH4jaZKFSG88d3qgYCwrHAv/ji5rYh+LS+HbUfYfBerRJO3z3V/I+6VscbnZSW+mcD2zXzbqrazbSMt1eXbfWVj/WjSWuPs7zM7sZHEagsTnHJ/mtKwXO3168l1/XLzV9Zux9pupTIyhzhB2UDPAA4otdMtr99sF/tlPTJqbwn8NfEviqD7Rp+nSzQc/vXYJH+Z6/hUniH4VeKNC0/+0ZNNaSyA3G4s5BMoHrleg/CgYscj2N+sF8jxOVxvzuDnHXJ9a9k+F+vyP4Z8U2OlyhLyC1a9tzKoYBwvJxjnJVfzr51g1yeazbT78+aPvQTHkqfTNenfATUjL45tbdyQLyCa0kHqShI/VaQDbX4ueOLi3Dpc6Ym4ZVltwAf071LF8W/GKyYuNR02QAZAKlRnH+yB0rxXUNOvNOvru2uklhVJWQK3+ySKrGL6mnYLnW+ItVv9R1G71G+uLK7upWMkkjOAWIHpj0HSsC1vr261C3EFmplc+WiDI3E9uT1qlG81rIk8DmOaNlZH6bTkYNezTah4ZuFj82YyiNIy4QHCzyDhk45+Yd+MHigTZ51qcWu2McrTW3ltDgyxyQlWRTxu68jPGahhvoLjTpJJp54NSjGYgI1aN8nBBPUH869U1jxRpviPWJbfSopbyCx0y6lnIjxkhDgHI5GceleUeINTfV76a8vBYW0jxpGYbRdqjAxnHOPerSTFdlmO0vrm2jkW9ZS6hsCNT/Sq1xpmoIoka+kcqwwoXnk4rS8L38U9v8AZGIWeHIK5+8PUVu7o7eaGaZWaKOaNnVTgldwzg1Iz6k07WNLOlQ3B1GyWEgbZDOoB/HPrVyHW9KYZXVLAj2uUP8AWvJ9StbGWJ3soYXuIAjzwrggqcHaeOW6dc1iaz4h8F6ddJb3Hh6a4kORI0dsP3Z984z9RkURUXuDbPb9V8TaZpti1wbqC4YEKkMEyM8jHoBzXG6B8W7W+1WW2vrNLe3jkEbTpNvEeTgM3A+XPGRXk994v8EoFm0rSr+z1GFw8TfZ8IxB6Ehuh9ccVQg8VWk91LHrd1ezaTI4MkfEkioCDtXpySAM56V0wp03FsylOVz6rGt6WOf7TsP/AAIT/Gl/tvS/+glZf9/0/wAa+a08UfDmR2Fvod+Bno1sP5l63ND1vwHe2/mfZZrWXzDGtu1szSN05AXIx9TWHLDpc0vI96h1bTrhysV/avtGTiZf8ar3nifR7XO6/jlYfw24MxP/AHwDXkcel2dzqQmO2ysIiqwqyBmJJznb03Hr7cVc1W9sNakubOa7m+zpFmWFnG9h2OFAxkA/TOe4qGl0Hfud1H40tLzWrDTYrS6RrmTKSTBU+6Mn5c7v0rrT1rxPSP7P0/x94ds7MXHnGaVX3yFwvycLk8nGMV7UKRSBjTPYZP1NKxx1rN1fWLLSbN7nULmG2gXrJK20f/rpMCDxB4Z0bxGsC65pttfiAkxCZSdhOM4wfYflWR4psrPRvDdlZ6ZbRWtqlwAkUQwBwxP61FpXxH8L6teJa2GtW0k7naikld59ASACa5T43eNYNO0uCy0y5tn1aO5DNC+W2KFOd3oeRxR5Boa3iCbHgnVCRkeTg/mK8I1Vt1la1sWvj3XdVszp15FYtbXGVlCKVYrx0OevFYN8c2NsT61SVhXPZfhKP+JtpzelvIP0r2Ut0/KvDPBV8NLs7a8JVfLhYZc4HOBj8eldbF4t1uW0lkewEEqfdiZkJfjjkcCockmaRpykuZHojPTC/NebL4q8QNYNILONLkcLAzqc8j+LFQXHibxKLON4be3a6Y/PEzgBf+BY5o5h+yex6f5lNMmB6V5hceI/EiywCBIHVwPNLMAU6dOOaYdf8R/byu+IWm3/AFnG/PpjGKOYOR7nqBf5s57YxnimmTmvJv7e8UGO4aWe3SUcQ4PB/wB75eO3SoJvEHiRYYD/AGhZpPn99l8KB/s8fzouHs/M9daT3qN3615C3iXVxeSmTW7Vbbb8v71Q+737YrPk8U6oLNRL4msI7nf8ziVdpX0AJ60XFyeZ7Q71Uu2zbTc9UP8AKvG5fF8guZGPim0EBTCp565Deuc8j2qjJ402R2wl8VW8jB8TbJAd6k9AM8UXBRT6nvnwVTb4AtV9JZR/48a71a4X4QgSeA7SWBt0MkkkkbgYDoW4YexruU+6K0Wxl1GCMiQtmnq3y5NOzSMuVxQIFYMMiimqm0YophqPHFJ1HNLRSGFcJ8cbRr/4VeIbZM7pIVHA7eYpNd3XO/EG7trHwVrdze7fs8VpI7bjgcDgficUAfKPgnwlcafcB0iJB9qp/HG98QaTdaP9hvb21tWicgW7snz5GckdeMV2egfGrw0I0W6065iOOShV/wCZBrpLz4ifDvxDp5tdXE0luxBMc1q+Af8AgOaAOT+CdzreseGLltRubqa5t7kpuuCxYLtUgEnmuG+JvinxNZ+NtSsY9QvLa3tI4wBbOyBU4O84I5O7knrxXufh/wAbfDXQ7eSHSbuKzjlbzHHkTEs2MZJIJ6AVznjZPhN4xvGvNQ1p7W9cbXntxIjOMAANlCCBigGeFHxP4ikJK+JNZ2knH+lOMjtxmq1j4x8S+e//ABPtUd0YBENw53EHuM16n/wgnwn4C+ONSQdMbhj/ANF1Jb+AfhMkiO/jW8faQSDIBnHv5dAHrFnpVzLFBJKzEMFZs9PU18s+KfEuu3niTW5BqepmNbqVUWCd0RAHIAAHAGBX1mPiB4HMHk/2/YGPZsKktyMYx09K5B7f4NNNJIZtM/ekF0SSVVbHT5RxQAeA9Gvr7wPo0t3LPJLLbq7NMxZjnkZJ56YrYXwYXbLZ5rTi+I3gSzt0hg1q0SKNQqpHG5CgDAAwtVLj4x+CYM41GWT/AK5278/mKBj4fBMQ+8CasSeBrOSEqU5NYU/x38IRE+WuoS4/uwgfzas+b9oPQ1z9m0fU5fwUf1NGoHPeP/hZI0bNbRl19hXkUun2+gahDDqMReOzi8+WEHaXZm4TPbPyj6Zr2y8/aEt3Rlh8MXD8YHmz4B+uFrwXxfqt5ruoX1/LHItzeXQZhCpO0KvCj2+b9KYj2b4V/FX+xNF1jWPFVxBLZXYW2sdKt0IkUoPuoMbViAP3s9fel8MfGDT9I8K3+gaJp76F5rSS2FzdTG5ijdm3bWBUEIenfGa8FtbeaN3SZLiKRVLhSrbh36Y56d66PWNJl0eytpJb957W9LIyP96F8ZU5z1z3wMj8KLIVzT+K2kW8D2fiHS4VgsNSL+ZCn3be5X76D2P3h7Gpvgdd7fiD4cfoWvFU/qP61BfTSN8JbwXLSP5tzbTQqw4RkDocfVev0qn8ImMPjLw/LCNypqluP++mxUMpF7xpYvd+Ir/fl2N1Mcnrw5FYy6A7HhDXev4B+IOoeKdWmsdGuhBJPIY5LhQibTITkbiK6C0+CvxAugPtF3Z2YPX94P6A1QjxrWtF+y6dJLKuEGM56dan8LpHJFcZeOW8n8v7NEGORsPBY9gOOOte8xfs66xfQmPWvEqNGwwyIhP+Fel+Cfg/4e8NeGn0ua3jv3eQytcSJhwe205yMfWqjJxd0TKKkrM+VfD7a54J0e/m8zSY0Z8SNPEXcqxxhSOoOBwa80mt2juY2S4tW85if3bjC/XPStjx8mr6Z4k1PRtYurmR7K5eLZLIWHB4P0Iwa5fHNSUdTe6S1nY2mqaWx3RqDJg5/wCBfT1Fd54Dsm8dLJa2TxRXSx7nWQ4AII9B355ryaxvrqzP+jzMo7r1U/UV6h+znJKnjicw+WpeH51/2N4zikxnryWPi7TI2W48NC9RoFiaWxmjJbaODgnJNZOteJTZ6ekcPg/Urm+wuWntJEVefmVuOvfIyK9A+JGs63oXhn+0/D628jW8g+0RzRGT92eMjBHSvJovj3r6ZEljpkgDYBKumf8Ax6hAyn/wmbfaQlx4HKn1Adf5pSDx1aKw83wM2O/zH/43XvmlapfeIPCWn6hp8tva3V1FHKS8ZlRc43DGR7961WF7/aqOJ7f+z/Kw0RjPmGTP3g2eBjtii4rHzk3jy0DN5PgY+oIZj/KOu68L+I9B1COJLfQNUtr3yg0h+xPtVv4lTapLHqAcAVpfE/4nXXgvXLTT4NIivFnh83zGlKkc46AVw837Q+pxzCKPQLUyMQAvnPyT0FMDtrFtRl2z/wDCH65Ld7t+XgiRVPOB87ZwOOmOlTQeG9ej/e2XhK1guJFCyzXd9CHkG7JLbAxz/wDW9K9J0q4nn021kvUWO6kiVpY0JKqxHIGax/GOtaxo8di2laZ/aCzziKTBPyLgnPH0x6c1NxnGjwh4ih8Tab4g1ebS4UtbxXNvbO8jYlbZjcQBxvr08w3PP+lYGQfkiA49Oag1wNLpPKkHzYWx3yJUNaT5Gcgj6jFDYIwNcljsrV76+vriO2tAZ3wQi4UHrgcj2+lfG/xK8c6n411p7qTzI7GEkW1uPuxr6+7Hua+kv2gtVXTPBa27ozPf3Cw7OmVHzN+HAFeIWMGpXdmJNN8Ps9t08wRsQfoeB+Waa8xM8sWZvM+VmU43Lg9D1/pW0mp3E2nSzPJ5kyOFkaT5i2TkMc9T1qfXLNpbrMsAhdG+bCnch9x/TrVfwxo9zqOrS6MNpmuYwI/mwvByDn0xmqFYjh8R6haMGheFGXowjQ4/So38UajJGsck8ZVTwNi/4VveKPhvfeHtNkvr+WIQx7S/lvuYBjjpgZ61u6P8Kdv2ie/ud1otsZ1kKgYON3zL1wVI6HINLQDlY/iBr6WwhTUI1jUYCCFT/MVct/HnjG8iaSDUr2RAdpKbV59Kp61ZRaEt3Y2t1b3Udym6SFotzQAhWQ78cNgjlT9az/C161nnzx/oc0mwyH+F8d/wocbajTexqyeLfGZJDXuq59nP9Kzp/FvidmIfUtTBB5zOwrs0iUsvHfiuU+zI17f/AGlV/jKFiR83OMY6npSAzJNf1+T7+oX7fW5b/Go11TUyS093eMOp/wBIY/1qRLCZl+6c1avrJxpSYjw0QYsdgHU+tMCi+pvMjAzXROMcuTVdrW+8szFWK9Sd2TV3SbMNcoGGQvO0Dqa9ag8BltPnheVk1FIfN8pkG1+M8Hqfr6020Janh6lmXAxz60+4LC1QMRw3H61Zv4Ps19Ig6ZyKjLxCL9/EJAT2faRTEUCc88UqlsjkVZaOxcfJNNEfRwGH5g/0qS20t7i4SO0mt5nc4Chwpz/wLFIZ+gnwMO74Q+Fv+vJR+RNd1j5cCvNf2eL9bz4TaNCqOktkrWsgbH3lY56dua9JTge9IYgU7s9hSk/MKdRQAh60UtFABRiiigArJ8U6BY+J9DutJ1aMy2VyoWRAxUnByOfqK1qKAPjf9oH4ZaP4AGl3OiQSvbXTOknnSE7HGCAPqM/lXjL6vNbStHHDCFwCBivvb4weDB448E3umRlVvV/fWrt0Eq9AfY9K+BNYspraV47iJ4rm3YxyxuMFSDgg+4NAE9vrc0yyKYoxKBuVefm9R9cfyqL+3Zw2DBGD3GSKyDkEMp5HIIq5a6g0N4LohWnxgmSNZFbIxyrUAXP7ekB+a3GP9/FWV1SV1BEC4IyP3lYWYAxdi7sTnG3Apk0zzOCSFAGFVeAooCx0D6oYg3mRjIUFdrbgSe2e3FQrrmf+WSj6v/8AWr2z9lb4a/27qT+KNdt1m0q23RW0M6BlnkIwWIPUKD+dfUX/AAhnhg9fDujn/tyj/wAKAPzx/tv5huhjYf7+f6VaTxEi9LWL8h/hX39J4D8Iy8SeGNDb62MX/wATVd/hv4Kf7/hPQz/24x/4UAfB7eJJ49u22TJUMMFTwaG8V3br0ZfbIH9K+5Ln4UeAZhiTwpowH+xbhP5Yr5x/aZ+Gum+E5tO1jwzZx2ulT/6PPDESRHL1U8k43DI+ooA8kfWJpTl1Zv8Agf8A9avT/gtZT+J7fXvD9lrDaJf3BiuobqJdzBUyHXqDyCDwe1eQW/Mf6VveFdbu/DevWmrWD7J7dsjPRh3U+xFAHsv7QHgK+hu7HWtLmm1KW1s0tdQkXDTqVGBKyjnDDg/rXklnZXmtqLa1+2aldICsYdNkVop6nk4XsOcACvpP4Y6p4YvLnW/Een3vl6/rA3z299chVRgDhIycfLn3JxUPiTUtMh+HM1h8QdSsn1S7Jaa30d1DMN25YwF68AAk9aVwseKfFLT/APhHfDNnpZujIbho3SPsiqv3uecMctz2YUfAfS21Hxd4egVeH1AXDYH8ESlif0rlvHmvz+MfFEty0exGxHFEDny0HAGe/bmuv+H91qWiX323REJaCJrZZQM8tgvj9BQB9vMyIBllA96ikvLaLl54lHu1fMX9veLb9h5txKoPoKtRadrl5gzXU5B96YH0NN4h0qH/AFt7CCP9qse8+IGg2pO68DeyivHYvCd1J/rZJGz6mr8Pg3C5MZJ+lAHnH7RlrovjDVI9a8PB49TCiO4Qp8s6jowI/iHT3/CvCm0PUw3/AB4z5/3a+yIfCHH/AB7E/wDAavW/g1mPNp/47QB8WLoWqk8WFx/3xXafCt9T8KeLYNTudMu5LUI0cqoo3bW9M19YQeBi/wDy7qP+A1di8BZ6pGPwoA4FPinpqSBDpetbGGC32UEfiN1WR4+8LTSpFPYT7m/v6WT+uDXfx+Ao8/MU/KrB8BWYiYEgnB4AxS5UO553F8WfBkCLDHfxwIgwEFs6hfwC1aj+KfhKTpq9v+Mbj/2WvkzxDbyWupXNvKCHikeNgR0IbFRXsq+Rbug2B4lyQoOWHBo5RczPq7UvF/gDV2hl1OTSrxlX9208BchSexK9M5pLXV/hzHIs9tBoaSKcq62wDA+o+Wvlm+vbbFl9ie6CxQ7BvVcjknseeSaE1V1kVRdSPkDPydKOUOY+wh8QPDYlSNtXtlaT5l3krn8SKml+IPhy2XMmtWUYPH+tFfKd6bbVNMe7j1SyK2SIggnkMNy3+0iHh/fBqHTNJn1u6ET3+lw2sTKHnuL2OIlTz8vmMN2M9ulCiHMfRnxA+IHh7UPA+uWmna5atfTWzJCsUvzlz0xXy7cWuuOxM+pXJ/7bO39a6Hxb4JWGSS70W80kWCrkiTWLZ2HHJyH5z2AFcz9qvDGFF1KBtGPmqkhXNnw2v2LULabUHhuANzRLeSlYmdccMc5A5/HFfRmh+IrfU/CN0dak0prZ41C2VnDtYxlsKwYsCGOM43DAFeOeDPA+leLvDlvcaprEtlO2ofZAEiD7mK7kBOeOhr1weEtY03To7DSkSC10iBbe1lRVH2/cB88h56MWwDxnr1qSjzfxx4SngludUiuUutPuI1e1kUg9BhkbBPzDHcnP4VzPwyjX/hYmkusckrkSBUiXczYVm6fQGvYY9MRdH1ayu9KmtI40a4mud+IxOPvKsZA25znI4PNcT+zvoV1qfxM0+8t1RrbTS89wWOMI0boMe+WH5GmhMqfFb4h+Hdb8O3ml2Etw91IUGWhKgbWBPPXt6Vx+lWc+t6XH9ldbqVXHnrNMwQRFgcE9cnHOKo/GLwlc+DvH+radNGy27TNPbPjiSJzlSD3x0PuK4tXZQdhIB4ODjNNPlIavudH441iXU/El3JHBBbIpEbQ2zs0W5AFyM4z90c1D4dnkktrrTl0y4vxITK4gBZlGMZwAenrWOGRwGcnOORzg+9fTn7HfhgQDV/FN+UijlUWdqGbBIBDSN9OFH50i0eKeFNUMc/8AZt+JIpFbEPnDaSvYHPevVbX4fvO29o/vfN09ea+m9Xj8MXa/8TS3025A/wCe0Svj8xVdfEfhmxAWJ7aMLwNiAYoA+f5PAVrptmbrUmitbYEAyzEIuT2ya5fxrJ4Ut/DN/DZatZz38ke2KOIlixyO4GPWvZP2gNZ0nxF8LdUtbKbfcRNHcRqADnYwJ/TNfG0/CxN2VgaAOl8JpnxBYAAHM6cHvzXqya1c2OqaHfSQ6ndxSh2mjt0WVnwhDgKDxjaDjrXjul3DW19BMmNyMHHPcdP5V7Ppfi+HSGtPEULLfTRmZnSWXyjCXwDgDgkcLtAGQM0pAjxDxjJHJr91JBG8cTyOUSRdrKNxwCOxr3f9jeztL258VLe2tvcBUtioljV8cyZxkVx2n/CbWvG1qNdi1TSbb7Wzv5V1Iyvncck4B4r2f9nTwBf/AA+vtbfWtR0maO9jhWP7NcbjlS5OQQP7wqhW1PYX8L6BLzJomlv/AL1pGf6VBJ4L8LyNmTw5ozY6ZsYv/ia21nicfJLG30YGpAc9xSGV9OsLTTbVbfT7WC1gXkRwxhFH4CrIGOlGaKACkApaBQAUUUUAFFFFABRRTHiDj7zr/utigB9eI/G74MWvi7zdX0F4bPXMZkVztjufr6N7/nXrlxpXnD/j7uk/3ZKwr7wPb3gIk1HUOf8AppQB8D+K/CGteGLtodX0+a2PYkbkP0YZBrnipHUV936n8END1BiZ7q4Ynu4DViS/s4eHWJK3BH1iFAHxUF545+ldh4D0TRbnUo7jxbeNBpsZ3NBDzLN/s/7I9+tfTx/Zy0lf9TfBf+2IqNv2eLcf6vUo/wAYqAI7X47eG9E02DT9C0xorS3QRxRouAqis28/aHnf/j1sSB7ir8n7Pkg/1eo25+qEVWk+AF+B+7vLY/mKAMG4+O2uzf6pNg9hWfN8YPEkx/1rj6Culf4Da0n3J7Y/Rqif4IeIU+60J/4HQByj/EvxFNndNKc+9Zmt+JdT13TJ7HUUkmt5hhgTnnsfqK7xfgt4lB+9GvvuzVmP4JeJW63sC/WgD5pubO40ucLcxsI2PysRww/xqYLkZA3Ie1fS0nwF1m7hMV5qds0Z6qVzVOP9mSdGJi19Yh/c8rcooA+eIWurU5sbl4wf4Scj8ulPzqV18tzcLs7hVxn619Iwfs0ZObjxEP8AgFt/9etSz/Zt0hSPteuX0o9ERV/xoA+bNH0qe5mCWcbMBw8oHT8fWvZvDL3tlYQ2tppqJDGMKMZz7n3r17R/g74e0y3SGOS8dV/vSf4V0dn4I0e0x5cUhx6vQB5hp8mrHB/s6Jv+A102nNqJxv0yIV6Fb6VaQAbI+nqatLDGv3UA/CgDmLGK8fG6zhX8K17e3uMfNHCP+A1pgAdKWgCGOMgfMsf4CpcY6ClooAMUgAFLRQAmPSkIpTUU3n4/dbM9s0AfKn7S/wANLjT9SuPE+kRGTTbo77lEGTBJ3Y/7LfofrXgFvcGAmOWJZoicmN+x9Qexr9Er8azJG8f2a0mjYFSrHhgexBrxLxd8C7fWL57q00pNOdySy2cgVM/7pyB+FO4rHy4JbNG3LDIx9GPT9a1/A/hnVvGfiOHTdFhKyO255APlgXuzHsP617F/wzzcRPl0vJR6eYo/kK6zQPBOveGLM2uj2U9tETlhHgFj6k9T+NFwsdtZfBLwDDptvb3OkQzSRoFeZpGDyMOrHB6k81Dc/BD4cuMf2a0Y7lLyQf8As1ctcaf4tH3lvz+JqjJaeJgf3ltft+JpDsbGq/s7eA754/sV7qFiFPKx3CuG/wC+wT+VeHfGrwGvgPxSlvp7PLo91GHtZHbcQQAGUn1B5+hFerxxa8jZNjqH/j1UvEmgXniLTTa6hpF/Lg7kcZ3Rt6jPFMVjy74YeKIPDOrFdTRZdJuXRpAy7hFIhykgHqPzr2zXr3Q/EepadNBJeKCCy6hashigOScHLevfaeteLXfw48UWzOo0W+nhzw6xZJHuOxptr4H8VABYNE1Qdvmts/qRSaGmdl8S/Eem2mk2+iaFe3d0+GR3kmZ85+8xJ+mB2GT7Vf8AgvqV/wCEtMubi3sWle+KkybeqrnH4ZJNVPA/wg1m61BLjXdMuVgzlkc4L/U9h7CvoLS/A+nRxIrW00G0YADjA/KjYDyvx1fWnjm1jg8RaC05jB8uVQVePPXDV54fhX4bkJKw6xED235/pX1fF4V0+MYxIfq2asp4fsE6RZ+tAHyZb/CHw5vBafVSP7rY/oK7/SfCUNrax2+n395BCg2qoBwPpXvaaRZL0gT8qnSytk+7BGPwoA8NXwNfz/6rUZW9Ny0jfDrXTzHIkg9xXvCxovRFH0FPoA8Bk+HviJomja3gdGGCG7ivNNZ/Z48VS3MjaYtoIH5EcshGz2B9K+yaKAPi2L9nzx7Gg/dac5H/AE8FcfpW7pHwC8VS3kJ1OLToIgR5kizl2x7DHWvrWincDh9E8DR2NjFbuYtkahVUL0ArVXwlp/8AHGD9BXR0UgMWHw5YxY2Iw/Gr0WnwRfd3fnVyigCNYlXpn86koooAKSlooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqnq109nYSTxIHcFQqk4ySwH9aord6uD89pbfhIf8KANqiueudXvrOaA3ltAttJII8o5LZPTjFdCKACiquqXf2KxluNoYoBgE4zkgf1qhJearj91aW5P+05/wAKANmiucOq6ra3Ft/aFraLbSyiItE7FgTnHBGO1b9xJ5VvJJjOxS2PoKAJKM1ziazqLKCbKHBGRiQ02LX7uO+tYr61ijjuJPKVkckhsEj+VAHS0VR1u8OnaPfXqoHNvA8wXON21ScfpWLaa7qc9rFMbCH94gcYc9xn0oA6iiucTWdT3jfp8ZTvtkIP8q1rPUre5YJlo5iP9XINrf8A1/woAu5opCe9c1FrepMufsETKeVIc8igDpqK5aTxDf2zwtdWEawNIsbMrkkA9+ldRu+XNAC0VmXWpkSNHaxiQqcM7NhQfQetMXUrj+KBPwegDWorM/tKT/ngP++xTW1KY/dgX8XoA1MZowPQVkrqssbZubcCLu0bZK/hWrFIssavGwZGGQR3oAXaPQVFczQ20LS3DLHGvVj0FTVkeKSn9kv5pATegYn03CgC3Z6hZ3chS1uIpXUZIVs8VcrgtAEA8T2f2WUOphk3Y/4DXe0AJS5qtqF7Dp9o9xcuEiQZJNebX3xZgiuGW2slmjB4YygZrSnSnU+FGdSrCn8TPUs0V5SPi6nfS/yuFoPxdT/oFH/wIWtfqdb+Uy+t0f5j1bNFeTf8LdG4Z0wBc8/vwa73wx4lsPENqJbJ/nA+aMnlaipQqU1eSNKdenUdos3KKKKxNQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMrxMSNEuSvUFWH4MK5X+1Lv/ACa6bxhKIPDV/Kf4Ez+oryH/AISQ/wB5aaEdfe3M92sQdseVIsq55BI7H2rYk8VXi/ds7dv+2zD/ANlrzO48VLbqrOWO5giqilmZj2AHWpxrl+fu6VqxH/XqB/7NQB2era/qOpWb2Zs4II5CN0glLEAEHgYHPFO/tW79a4mTX7uFN9zZXsEWcF5YdqgngZOT60f8JGf7woQHYTX09xc2CS/d+1Rn+degXgzZzj/pm38q8a0XWPtus6fCWB/0hSK9ku222c7HoEJP5Uhnm3nSdPMb86jhkdte0VXckfac8n/ZNc23iJAxwwIzVvw/qy33ijSIwQcTE/pTEeseKkMnhjVkXktaSjH/AAA15pZavdRWcEefuxqv0wBXqGvN5eh6i56LbyN+SmvEG1WEkn3zxQhnS/23df3qjuNUlnj2TAMvbk8e4I5BrmoI11/W9L03zZI7eaQ+cY2KkgDgZFdVrPgPU9G/f6Dcyaja/wAdncN+8X3Rz/I0CLGmeMNU05fKmjGowAHaWfbKv1PRh+R+tUrXWbxLeNJCNwHzAHOK5w6oiyNHLHJDMhw8cq7WU+4pf7UhoA6b+057mWCKU5Uyp/OvWP4PwrwrTL+OfUrVFPPmr/OvdG/1Z+lIZ5Xe6ncJdyqjfLu4qiusapc6rDp2nQ+fcOu8ln2qi/1rKudUh+0SZPOa1PBut6fY6813dSBQYfL/AFpgbn9l+Lv+fez/AO/5/wAKz9Rm1/SZoF1S1RIbhiiTRSblDgZ2sOoyAcV2f/Cc6H/z8/y/xrmPHXirS9RsLaG1k8xkmEufTCsP60AZ/wDa10Oj16D4NmaXSm3HIWVgPYZrxz+1IPX9a9X+HMwn8P8Amjo0rH9aGI6msDxzx4dn/wB+P/0MVv1z3j1gnhmdm6B4/wD0MUhnLeCR/wAT+3P+y4/QV6VXmPgSZJdeh2HOFf8AkK9OpsDzL9oC4mh8DMkLlDJKqnB5xkV8y28U8txHGZmQM4XdngZNfSv7QLqnha2D9Gm/wr56jlt1kUsMgHJHr7V7uWy5aLt3PBzKHNWVz0jTPCPhVrRftesW6SYwfNun3H3wpxVr/hDvBv8A0HLP8LmT/GsvTn8AS2kb3dxLBOR88Yt9wB+uas4+HH/P/N/4Cn/GuRzqX3l9x1qnTttH7zzrxRpq6ZrU9tYXxurZSCkqvkEH3Fd58Abi4h8USxNKxRwpIJ+tWM/DkdL+4/8AAX/69dR8OR4Qk8SRDQb6ZrkDcVaDYGHpnNbYjFOdBwcX6mOHwihXU1Jeh7SOlFA6UV4x7IUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHNfEjf8A8INrPkq7yCDIVFJJ5HYV8vrd3zvtW2uCT/0yI/pX2GT2qFrW27wRf98igD5h8L2WoP4o0n7dayRxpMJBuGQeo7fWvqRVG0YA6elRC1twQVhjBHQ7BxU2aAOR+LKt/wAK81nyY2eQRKQqLknDr2r5xhGrTxlorK4ZVGT8uP519dsAwORnIxg1B9ktf+eEX/fAouB8zfD+S9bxlpQnt5kTzhklTgcGvpfVAx0u8CAljC+AByTg1IttbqwKwxBh0IUcVMeKAPjIjW0txK+nXQTpkrzn6da6j4TTXs3j3TRcW06IrElmQgdK+nja2zMS0ERPUkqKVLaBWDJDGCOhCigDP8XBz4V1kQqzymzm2qoyWOw4AFfLMMOsyr8thcHC5IIxivrs1CbW2PJgiPvsFAHzr8LJbj/hMLWK8t5kkLAqWU49/wClfSVQLbW6MGWGNSOhCjipgaAOV8b+ELDxBZySunlX8aExzpwenQ+or5vji1aWWRILOdypIztxnH1r66J5qA2ls3LQxknnJUUXA+ZfBaaiPEdoLq1mjj3DkjjORX1B1T6ioVtrZSCsMQI6HYKnBoA+ZPiJ4c1rw3rNwy200+myuXguI0LAAnO1sdCK4/7fef8APGb/AL9t/hX2U6K4w6hh6EVF9kt/+eEX/fAoA+PobnUJm2x28zE/7BFWLtdXtMfaLOZMjI4z/Kvrc2lrjmCL/vgUfZLbtbx/98Ci4j5L0i31nV7pILGznZmOCxjIVfxr6h8F6S2ieHbWzkOZFXLfXvWvHBDEcpEin1C4p+4UDHVyHxYm+z+BNRl7rsP/AI+K64HNY/i7RY/EWgXWlzyPGk4ALqORg5/pQB5F8EtR+3+JpFz9yIn8692rznwD8Ol8J6zJex3ZlWSPYUI/WvRs0Acb8VvDEnivwnNZ2pAu4z5sOehYdvxr5H1TSNa0y8kt7yxuY5UJBUxn/CvujI6d6jkt4ZjmSJHPqVzXVh8XPDppbHNXwsK+rPhAW2pHpaz/APfs1ct9D165jaSHT7h1UZJxjH5mvt/7Fa/8+8X/AHwKPsVp/wA+0P8A3wK6v7Uqfyo5v7Mp92fC5sNV37PsVxvzjGw17x8BPBd/Y3Z1XUonjJHyhhjFe4fY7Uf8u8Q/4AKsLtUYUAD2FYYjHTrR5WrI2oYKFGXMtWOFFAoriOwKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDl/ibcTWfgPXLi0mkhnjtmZJI2Ksp9Qa+dZvFur2NpZ+ZqWuXMs0AmeQajIgGSeAMdsV9CfFc/8W68QZ/59Hr5oe+kuNNsVtPEENokVuIpIHmdNrAnPAGOc17OXRjKm7rr+h4uYykqmj6fqVX8aeJixK6/qyqTkD7W5x+tXrbxT4jk0O+u28Q6v5sM0Ma/6W+MOHznn/ZFcjJhXI3q3PUdD781r6O1tNpGo2U15BaySywyRtNna2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On March 8, Hino Trucks announced it will now offer electric versions of their M- and L- Series medium duty trucks, branded Me Series and Le Series, available in 2024.
The Hino Class 5 M5e cab over and Class 6 L6e conventional models made their debut during the NTEA Work Truck Show, and come equipped with battery capacities of 138 kWh and 220 kWh respectively.
Hino Trucks will begin production of these new vehicles integrating SEA Electric's SEA-Drive power system.
"This strategic collaboration with SEA Electric is part of our plan to provide powertrain options to meet the needs for our customers and markets throughout the United States," said Glenn Ellis, President of Hino Trucks.
Hino Trucks is building infrastructure to support these trucks with Hino INCLUSEV, a premier portfolio of end-to-end electric vehicle enablement - exclusively available through Hino's nationwide dealer network.
A Toyota Group Company, Hino Trucks manufactures, sells, and services a lineup of Class 4-8 commercial trucks in the U.S. (Hino Trucks press release on March 8, 2023)
(PUBLISHED BY MARKLINES)