tj ارسال شده در شهریور 30، 2014 اشتراک گذاری ارسال شده در شهریور 30، 2014 سازنده این خودرو گفت: "الف" درهم آمیزی کاملی بین نیروی انسان و ماشین است. به گزارش خبرنگار علمی باشگاه خبرنگاران ، نام این خودرو"الف" است و به گفته اختراع کنندگان آن، نمونه یک وسیله نقلیه پایدار برای آینده خواهد بود. نیمی از "الف" دوچرخه و نیم دیگر آن خودروی الکتریکی است. کارشناسان می گویند، چرخ دنده آن به گونهای طراحی شده که انرژی تولید شده توسط رکاب دوچرخه و موتور تولید انرژی خورشیدی را هماهنگ می کند و به حداکثر می رساند. مخترع این وسیله، "راب کوتر"در کارولینای شمالی آمریکاست، وی گفت: "الف" درهم آمیزی کاملی بین نیروی انسان و ماشین است. 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Dbyjb5ZUHcwyfQDmuhs7NPsxlTDStliCK5a1KtOyL0Ga3tOilLAIwGRlj/AHRTsFxYba6uJJPLXgfeIrQknngtFgC/w8n0qy95Db2rLAOcYJ9aoQXEty5XAB69O1GwXuV2uLxGhiGcDrz1H51oXUcSozIP3kqjHHSqkk05mCFQW6CiWV3nVXXDKeB9KBmPeW0ttcgsCfmzn2FTWzExSAAhxEAPXcxz/KtzU8fZrNQBvlmVD9D1qvYWyTNPchdxkmYL6BRxTSDmOcubILO0YJYg85+lPitFXHr+FX7uMbrmQAja/HHsKZEnlxmWQ4UdapEN3CJVhj3P0B+Xj/Cq/kS3zPPIdsCMVUZyCfzqs2ox3OoqcgQR849TWyBJJpqDptJLD3PNTIIqxhyHF/AeAFJP5V0VjM00DyFec8e1c7qMflmEA/Mcmur0wYs4xjqOBWaepqh+n7wzF+z/AKVuq4x+FZsCHzcj7vJzV5Vy4HatERIxPF1mJ9MScD5kO3Psf/r1W0i5Nzp0TMfnUbW+orX1yRP7LmhPUrkfWuY0OXZcz2+eD84pnBio3VzezilB702kyak4kSg4NW7e4z+7boao5pVODTuaRlYj8R6gbW1MaD7wAznGK46Z5MsB1UZNdzIiXcPky9CciuU1OJdNkkWQ53Kfx9u1TNXR6eHrrYybeYq/nHPA7etbV9dB9NYtI0bzoVVfm+biksY7RbWJ52G924X1J6flTpY47+OUIm5lUlSB9wCojE6nK5xLDnPr60wkA+tTSDIyOuaiABzWyMS9p7JJG+4gNnAyRz+ddzoEUcl0lw7+bJ9i2KvHA3Edq8+gdI5BvyFzk4NbmiSXNxfzLbNyYPLzu+6uSc9KYWPP71N1+8fRmkKjHbJxXqFxp8OgJbR2935cZiCsCvJYY55rznW9Nk0vWzBKeQVfOc9TmvY7zTYbrR7N0BLMqnJ442/40gbsb2jf8gDTP+vOH/0WtXcVS0b/AJAGl/8AXnD/AOi1q9VmQUUlFAC0lFFABRRRQAUUUUALRSUUAFLSUUAFFFHagBaSiigBcUlFFABRRUMs6IOSPzFAm0tx7uFHNZ09ykbErwf8+9QXmojBww/MViy3Eszd/wAs/wBKDnlUcnaJbnu3lfYgzn2FTWmmyStuYA+5yAP0qLTrcmdS+cegzXUKoVcAYFBcKVtWQW9okK9y3uTViiig2ClpKKAEb7prm9RUyOxA56DgV0MzbYmOe1ZCJv8AMc9gcZx/WgDIhOU+nFSjrUMIwzDsDUnOeKhnlYlWmdJp5Jtx/iat1kWV/bQQYmnjjOOjOB/M1Hd+K9KtQc3MTkf3ZFP9apPQ7qElyG3R2rhL34iwJkW8ZJ/D/wCvXPXfj/UZ8hCUHp8v/wATRc1ckj1ee4jt4y7sABWHdanZrdCcTKcrtOWHH615Xca/qN2T5k7EHsAP6CqpmuZM5Zz+FJyRlKvFdT1J/EWlxBjJICT0G5en51zV9rWnzXLyAgKTwAR/jXHNFKeu4/UGk+zv6H8qjnI+txR1snijT0QLGrAj2H/xVUn8T25Y4Rjn2/8Ar1zMoihYCaRUzwMkCrcVkkq7llRh/stmndsPrLa0RqDxHGm7bEwJ/wBn/wCvV6z8bPZoyxwMc/7A/wAa5uaNLcc4z9RVCTU1hPy8/iKaTCNacnsds3j18ENbtg9cL/8AXotfG9pFMGeNwR7D/wCKriYNatZZNky47ZJxVyfT4p08y1lRvVQ2TVODNlOSPS7bxfpV3LG/mbCB3Zf/AIqrWoX9teStJbToTsB6g/WvFfnSQrhgR17VZhurmI/JK61D0D2/c9g1HdFHBJEQ7RsXPoMLgfqau6PC8Hh+1bjLrub8Sa8mg8RX8MbIZdwPrt/wrqtP8aSRafHHKOFGOq/4U7lxqpnQXQEYZmKohH7zPFcjq2qNeyiOP5YEPXA5q9dX/wDbCFmcRQbsEkgZP14rOnsGT/VjcvqBmgu5FH820E55zXW2N0f7PMT/AHi+XPtXI2mY5lDK33hng10pOGaNeHueU+h4pNFpiXUBubSS/AxEJCkf0HU1u2M8cdhAy8uVwqj1qHVoFg8PeRAcojKoxzk81F4ZUSwGWRgTCMAZ6VKRdzftlY2656jjmrTsIhnjgZqt5nzbRwByao3978vysMEeoqyLFbVJi4d1G7GODWBaMbfVYW6bmKH86uS3exOTnHUcc1ns/mOso7ODRcxxMLwOpzk5NGaYjZUep5p1I8oXPpQD3pp6UDrSAmDU27t4761eGQfMR8pyRSCngkUGkZNPQ5me2e1voY5IspGu1AATz69K1IYkilvkjTBIG3gcjb71rFI5423AblXg1jtdOoaQKqgRkZbA56DIIrNtpnq0J80dTz+5+W4kXBBDEYqIEdqlnLNPKWYMxbJIqLgCtiizaiN3YSnGRwa3tDgmhcPbIXnlcREFSQEJ5PSuchXe6rk5PTFdt4RuooryWGZirMAEYg4/WgGcz8WLX7PqlrLGhw8IUnnkiqtj41uF0u2t0hJ8ldv3QBWn8TJWvotPkEbKqF1JJ6muU0bT5L2V4oCNyruOT70rlKNz3rRv+QBpf/XnD/6LWrv4VS0b/kAaX/15w/8Aotau1oYBRRRQAUUUUAFFFFABRRRQAUUUZoAKKKKACiiigAooooAKQkCms4UVQur5Y+h/nQROaiiea6VBgEZ+tYt1fO7FY8k+x/8ArVFJcSXD4Vjj1yavWWnbgGYcepAOaRilKoygllPOpc7s9Tnp/OmpCqHkDP0rpHRYrchAFGO3H8qwGOWP1qkbxgolqx/14/wrerBsAPNH/wBat4UMsKKTNLSEFGaQk9ajkmSPJY0AR3jhIGz396qIVSyYlgM++KhvtQWVCiH271lvNJt2iRsZ6ZNMCJP9fJ9afwetQxghi3X3p7yBRuJxWcjzMV8Rz/iOR0TMbMpxwVcj+lcuEZxukdmb/aOa6jW7mN4GDN2/2v8ACuLuNSEeQP60IqhCTRZKxb8M4AqS3azmYxueemR2rnp9Rd+jtj2Y1Y0uJ7u4AEmCR1yvH5kU7Haqemp0SWUQcgHjtxVpLeJPSuosPAsjwxtPcHBUHt/ia2YvBdig/eOzfgP8KhwbOGpgpTe558yxYPA/Kq7AZ+Vf0r09/Dmk2yMWhU7RnlV/wrktUgilhza2GxQ/LYUZHFLkCGX23Z5h4pkkRowCyhvfr+lY9lqV9bybYpHb2yTXrF/4MHiQC08tLaWJC4Oc4J6A1xh8IT6LqPk3g3AE/NhcHj6mrSsd1LDqCsQtd3l3EFZWz35qBtLu5DlVOeuDW7DaFX3IAVHQECteJR5Yyoz9BTczthRRyDacksYSSMw3A/2Tg1HDLc6dOI33juCa66+hWVPmgV8dOmaoXVla3+lyRqCtxGpZAepx2zQqlyZ0CtIkd3ClwgAYHD+/vUfkD0HHtUnhCyOp3z2TOwypI5GM+la2oaDe6aTvQmMdOQf61M9djza9CV9Dn5IsEkGhZykew9Kklwc4z1xVZ1wufeoMqalB6lx725aIwo7LGTkAVbtNbvLYgS5lTpyf/rGqiAbR9KUhfyphKvJM6i0vLLUFxuSKRh0Pr+ldHp1qbvV4HJ/dwW4XPqa8y2lHDxsVYH+E4ro/DviyXT7xEu2JiJxuJJ/xqkzeniL7neXYB1WzsM7liSS4cep6CsLSr97OS5tcZZ36A8D9DWgt6t5rP2q2myjIxdsEcHAArMylv4hkCAEcgbu5NB2Rlc3Jprl41GSplyRz2rJvmuJIwo3KcY/LpWvDazy3qSSEiOPAxnjH51DPGv2maQ8noB2pGiZhIs/ls0oJAU5J7mo7VSYHVsjDZwRWzLAXTc65iVwxQdKqvbhHccZJJIAxj0pEVtYM2YD+5TPXaKmzVW2bMCfSrCt70zxGP9aQUUtA0L0pQeaTHrRQMkRyrZHTvWRrtldujNaSBIfLYuoHf8/6VqBuakSQKfmG5e4NFjanNxd0eWXKlJmQg8evWoDW/wCJLJk1mcRqNpOR0ArBYFWII5qkenBuUbjVcqwIyCOhFdb4cS3kZbyXaTGCQMY5+uT/ACrk+M+9XLFXEiMJGjTcAxX070DJ/FQa78NwXpnRwkxwg6gHpmuc0LUfsF7LLz88eODjuK1tRvXbw82niIEhskg/dRehx071yTOUbcOc1JpE+k9G/wCQBpf/AF5w/wDotau1n6NIn9haWu4Z+xwcf9s1rQHtWpzBRS0lABRRRQAUZFFFABn0pM0vWjHtQAUUUUAGKKKKADmjFH4UhOKAFPFQyShVNRTXAUGsi7vRg859eKDGpVS0LF5fbd38sGs1Ve8kx6n1x/WiCF7qVc455xXQ2toIFyc7vrQRCDk7yK9npqRqGfqe3H+FaOABjpS9BSE+1B0LTREV1kW7Vzvcmt+8P7hu/wCFc/n+dMZesP8AWAe/qK3B0rD07mYCtpmCjJOKBsdTJJFjGW4x7VQu9USIFVBJ+lY893JMxLHiixDkkad1qwGRH1/Gsma7kkJ3k8/WoMk1HMdq0yOcduJFPCk81XhyWzTb2/FshIBJHoP/AK9Q2c9bE8uiLoXYGPYVh6xqItoGdshR32tXLap4z2MyoOe4ZR/8VWXbalLrUwjmCbC3Tp/Q0jKMJVPeZT1XXXup2wfl7D5v8ax3uGfkmvZNL8AaLf2y+ehYkfeVuR+lRXnwgtCS1ndsvoGb/wCxNNHZSatoeOrlzjOBXZeEtMluLlFUjc7BVAePP1wQa62w+F0sEgMkq8fxeYf/AIiu90jRINJiwju74xuZs4+lNmyNKNAkaqP4QBTqPWmSyiJQSaAKF7bzSMzlwqY656CsbU7izTTHtSw3P3+nNbt9LG9lIHYoCvJ6VwI1CzhvZBM28r8sYqWykWtJ1mZJLy7uSmwgE+WCSOO+Kz9V1eDULSd5QgMbDYxOT/Pjis4StqWrXdlYbhG7ZOBnGO/sK6n/AIReFdHMRjzx5jk9WfFIpPU462uIZEO3HBxwKsgjkjpVSS1lTGI1jRT07/yqAzMCR2rOR2xeho7w1Zkw+zTeaDxuyB6U+Ji2AafcWPmQk7uetSVbQ09B0ZrHxDBdwD/RZl3qwxjPcdK7dVE6zGZg67cEN0rmvDExGh3EMhyIsFT6VKZpIpF3SEiY7VA7mrUjknHUwde0BYle7gH7snJHHFcw8YJ29s16zFah7GVpMGNozkegAJNea6vaC11KJU5jmCsh9QaDlrU1uVBGcDbUTEqea0o4vm+lVriHmg82ekiqHzxTJAGPNOCEHNMcc9aZUUXdK1WfTJ1ZGJT+JSTj+ddfDeQ6k8d3H/rFOSMVwsakDmpba7ksbhZIzwOo9adjspz5T2SDUFuYFGNpb5mwD0FYmpXwW6yn3S2TWTp9+l/aedG2GCkFcUF1dME8+tZybR202pF621Mq4ik6s2e/r9afFJ9onuHznLVjvbtJJvDcLzmtbTRticueSaiMm2GIaVNmjFJsQKakE1U2bmpIXBODWjZ81Ob5i2lxk4NThwe9Zsg2nIzT4pTux7UrsFUZobqUMOtQyq8cas3G7pUXmHNUje7W5c3YpQxzVTfjvTxINw4plKRW1hYorRrqRQSvUmuDu2SSd5I+FZiR9K9IkiW6t5IWzh1Irzu9tTZ3TwEfdJ/z0oPTwldKLgynwvX86vaferayDc+0HJB9Djiquzdx3qOZVUDcDwe1UdBq3dxbrZamokUtLBGd/ueo/wD15rzuXdvbk8HFb5mjDbZDuBBJHuOlYLnMrkAgZ6VFzSx9B6UJI9J00li+bOE4HYeWtbltcCVcc5HrWdohWLQtOZh8zWcABHOR5a1cjjkW4Bzw2SRiteph0L3c0Ug5o5pkC0UUUAFFFFABRRRQAUUUfjQAUUdKY8gHcZ+tACs4UHmqU9wAOD/KmXFyB/EPzrKnudx4OfxobOatWUR1zc7sjI/SoYIDO44zz6f4VWdvU1raGUeQgjkAkcHpUrU56H7yV2adpai3jHr35NWxSAcUtUejYSmk8U6lNAFS+I8hs/0/rXOseM1u6pIEg68/WudL8fjVCuadldxW+S556ioLrUnmYheB9BVB2yKidwo60mzGpVUSbcSck0rOijJI/Osy4vdgPP61mSXk8zbIg7Z9BmpbOSVZydkbkl9CnVlyPcVmXOrKxwozz2Aq5ZeFrm6USXcohUjPzcVm6vpcVjNm3uBKucYDA4/Ki5tGMkrs0be5zFzxn1rL1BxJuU4I/CpAzeQMHpWVPdhJGWU4OeDWMnqeXWfNUaOa1PSYZpWJXYfUVNo1t9llABOAfVq0rjY/cNn0NQoAjjGKaeh0wqtR5T0zwpclgFyev+16V2Nee+DZS06rg9RztP8AjXoXetInbhneIUUUVR1BVLUbd7iEqDgdevpV2kYBhg8igDjdRjuJbYLPN8pHAUc1y82jTLeQbysabhl2J4HevTL+xW5jXaFUpz9K4/Vra61DFjZxnYuTJcNkZ9qllJlPwjqGmWWu6iIsCORgiMSMsB35Ofyrs9bn8rTHnUYwuRnGcV5lo9ibbxSsEA+0TxAkAdAema9EurEvZE385kfZgjoB+WKQzye91R5pm54z3AqutypNdnd+FYJtRgt/li3xs/ccduprkLjTns71o5Vxg8DrUNHRCZYhYMRXRadAlyhHGVx3rDtbaSVgEU49cVvW0aWa5LDPfnFRYuVZJWNue2ij0C6htlJmlTA5J5rK020uJtq3ETK0CEDIxjuang1JiwC9M1t2lws8TK2MnjPeg5XUuw0+DySkZddroQRnrkV5xqYL2mhyuclJpLcnP91zj9DXf3sEtu7TRucIp/CvPJWV/DyHdgw6gHOTjAYE1SYS1RZjiCk+uagngzUVprFvcXTw7wGycZNaboMGqZ4+ITjK5hPDgkYqB4sHpWtNDzxVWWOkTGZnM2DUDtVqeIgbsVTOSfTmnc3jO5Y0+/ksLjzF5TuK9Gs4rXU7Rbi3IbKjIz0P4GvMYAskmzIz6ZroPDusNo9+scjZtnOGGcYotc6qcmjtprLyISxBUDIrjdU8SNblooBnbweBxXd6lfedbhVAKld6kEHNeb67pu26jeNfllG4n3zSSsTiKnNoaegeImu5Dbz8N1BwK6fzBniuF0rTvLvVY5DA579K7AMR1pM8qrFFwyk96fA6iRSx+XPNUt9KH4GKkwR0l/dJcRosfRR61ng1VhnwCuetShvSrOj2jkicUu6oQ9P3HimUWIpDXOeLLfFzFcL0cYJrcic7qq67B5+kOwGWj+YUzooyszisndntimT9B+fanZxx6U125yRnjFM9VPQzJAi/eP4ZrLmUBjtHBNaVwm6fkYAqpcRLgYOee1ZNGvMe9aRcRtoWklWwrWcA46j5FrcTsM5xXK6NaGTSNMlUtt+ywkA9v3Yro7YMFUsOcc81smzJ2sWqKSlqjMKKKMigAooyKTIoAWijNHpQAUfWj2qGWYIOv86BCyyhR1qhPdD14+tRy3G4bieM+9Zs9yWOM9/ek2ctasooJ7ksTzx9aqluPfNIz5ppNQ2eXObkxWGRjPNV47ubT7kSxnpxz3qfODSEKw+ZQR6UJjp1XB6GzbeJ7aRQJl2N39Kt/wBv2XaQfr/hXKtZxdRlc0LaR4557VXMehDGxe51B8Q2Y43D8z/hVeXxPAn3VB/E/wCFc79kiyRikaKNe36Uc6B46C6Fm/8AERn+VVOPTJx/Ksp9XbtH+v8A9apHWMHhR+VQuqdQope0MnmEexVn1mcDCxH8/wD61VG1W+YfcbHTrV1gvTaPypp2d1WlzmLxyf2TOe9uZOsZ/On211cwyhxFk+h//VVsywqeQoP0phvLderL+VLnBYt9Ilh9c1d127mUdvm7VEz3NwV+0yMwHIB5/rULapbj/loPyNRnVbY/8tf0NJyYp4mtJWsaGQq4ziqd1bR3CneuajF/C3SQfrTxOrDhh+FQ7nI4zbu0ZsmlFD8kpA9KaLVkPJzWm0gI61A+DTNIyaN7wkQl+ABnofug/wBa9N615V4ccJqC8A59dv8AWvVB0rWB6mEegtFFFWdoUUUUAZ2s3bWlmWjTe7cAViwW13fW6JK5i3j5gvFb+psEtC5KqF5LEdBXNQajPdyM0QKxcheeW/KkykQaDpsWn65eMrcqigkcZ5571uXUqTkAMNuCRXOWYnXWbhHJ3svOOp/rVyQyxTBQWZwcdf055qblJEV6kk2vW5hkwVj+d/b0qprGkR3FykjkM23k9alFwIdaYspI2kAnuePxp11O24sSMn3zUtg3YzHWGyjCooHqelZk12ZJCik9Oxp2pXTGUgngdetLptn5sfnEZz64NSZt3LVshABNbtgxxhBkjn61RihCgDFW4kKOrp19qkRs3AWS2LFQ0bAh1PcHr+XFeSeLM6K93YoWMVwUlgOeMDIr1yBhKhU9xyK8+8baYNQ0yTA/0iwcup9Yz1FNblHA6PaG4vkzk5OckV3+MDFc34ZtRsM+B/sniukINU2edipEMiVVkTBOavMKrOMkikcMWUJowQRgetZ/kgygY6nFa0i8HPes6eZIJA7D7uTj3xxTR0Q1ZmWsDRXjzM3yYOBU7urucdKZKjhAOelRJbysxxVI9BNWPRNIlmn0G3EhLOoK5J7CoLuzkuIVRx93px0q34aw+jwgqAUGD09at3MoMmBgY9KGcVZ2Ziw2rreB8YC4Ga0D1J96QtzSZrM422x4NGaZu5oz70iCVX2mrSOWFUQ3XmpY5CD1pplRdi8DmndqiRuMVIThferRtFjkPzVM6ie2liPO5CMfhVVG5qzE3IoNYvU89cFJCOhBwacyK5Hzce1TanGIdUuo8YxIcVWRiuSBk96o9ak7xRSvf9bhQRVB/mGT61dvJPMcHHas4t2zxWbNT6C0O3YeHtMTdlfscOP+/a1pquwVU0bjQNM/68of/Ra1czXSYN3F5ozg4xScUo+lBIZ5zQKD9KSgY40Dik+tIT6UAOz+dKarzyGNCQecf571gTaxJ9oaINyOMEf/AK6iclHctRbVzopZdo46/Q1kXMruSONvc81VaaRuWI/AVXmmznpS5rnBVxFtEOmmONoqsSc00tnk0mRUtnnTm5MX0pD3oyM0lSQLmlPAFJRzimAZ4/CkzSMahlkwOtINEPeTGaqSS8Go5J/cY+lUprtUBIPT/PrUmTu9i2z45PSqs92kYxzk+1V1827bC9D7f/rrTs9DJO6TGPQEj+gppFwp9zJM80zYi2/5/Gpo9JvrocsAD6NXUxWkNsPTHqxpJNTtYBtaTB+tVym0YrojAXwszj945/76H+FSr4PtyMOxP4r/APE1dl8RWsRIAZvpt/8Aiqqy+KCMmK1lcD0Qf/FVSRqoyeyE/wCEPsiMHJ/75/wqN/BNk443D6bf/iarS+OHijL/AGSUqDgnyxx/49UC/EVWxi3ZgfRB/wDFUWH7OoTv4EtQDseQHtgr/wDE1n3HhC4twWhupAQP4j/9ar8XxHsC+2e3mTn+6P8A4qte08XaHfjH2gJntJgf1pD5KiOOay1a0P3UnQHseaje+CDEymNx1DV6Klvb3A320iSA/wB1s1WudKim+SaJWz2alZGTbv7yOS0vVVtbiOYZZe+30/I16/puo2+pWiz28gdSOQDyK8xuPBsDOTZztbTdlb7pNUU/tvwzciVwyAf8tY8sjfWmtDroTjHY9oHSiuR0Dxvaaiqw3m2GYnAf+FjXWg5AIOQehHetEd8ZJ7C0U1pFUHJqA3kecA0m7FpN7E0iLIu11DKeoNVQsKLuEYUKcDika85OBx71FLeKV2noepqXJFqEjCklQeLpVVh0GRn29Mf1qxeEW9vJcZIMZJPHfFUXtPN1OS6kkJBHABqW7Uy2rRIR7VLmivZyMGS4Z4ROnBxnnPf6Vzt3cXKyEpcjrkDmugvtHupLZlUr046nP6VxsluqTNFcIUlB5B4zUXTJlTkaC3QuAVlOHI610dpcRWdigYHgema4h1t1GMsCOh4qe51RJtOFszHcowCQD/Wq5SLWOnm8RWbSeW7EZ74PFXba5lAE1pL58XUrg5/pXjF2sqOSCOPaiz1O4tJQ0UjRtnIOBRyBY+jLCdLlFkj6dx6GuO8TanFZ3t7G5x58BUZU9ScVleEvHYlu/s9+SjtwHwMMffJ4rM8eW8txrnkRgKzKu0gY55P0/Wlyga9tAtrYW0ad4wT71YBzWRompHUtJtzJxLCDFIPcVqpz259aGjy8SnceelQOvWrBXAqI5xzSORRdypImR+FYOpoSU9N4/nXSFcisu9s5blCkSEng+tNG8EyFolkIHTtViy02ee7EUChmPuOK29I8LTXIR58KByeSP6V3dvbwadYlYlPA7nNUdkKct2YNrbfYLHYw+bHzfWs+Rstmrt9MCMevXis1mzSbOPES96yHZ5ozTNwxzTh0qDmF/Gk+tGcUhNMVh27HalD4PNRlqTdQFjQhkJxVjfkdO1ZSSbcEVZSYY96aZcXYuK1SBtpzVJXz9KmRsg1RstTm9fXbrc3+0Fb9Kz0wDlvyrQ8RNnW5O5CJ+HFZ6qMZ3Zpo9fD/AAIzr0fOSP8APNU/Kz0Oa07lMoTiqSuAcEVDOi1z6A0f/kAaZ/15Q/8Aotau44qno3/IA0z/AK84f/Ra1c7V0nKJml7UUoFADaWloouMOtJTsZpD05pAUtSBFqzr1Xtx/WuIhWV9VlZwRhs9D/Tiut1C/C5CnIHo3U/lWHK4LmQgb25JrOpHmInXUItD5JQOhqvvJFMZyxpN3NSeNOV2PJ4oye9RbjShs0EEmcUbqjyaA3FAEu7imlh60wn1qCebap55+tAm7CyzhT15qhNdAA5I/Sopp8nlutVljkuJMDd19M1Jmk5CPM8uNoY59Bn+VXbLSmnw0ikDr0Zf8KvWWlrH88uPxH/16vMSsZEY2oB1H/6qpI6YwstBqRW1mmMjI9W/xNUrnXIYztR1z7MprD1XVJ1maCMSEj27flVC3haSdXmfPPQ5/wAaqx00sLKb1OjMr30TSKG4OMmPj/0Gok0u4ciSVQIj/dUjj9K3LBLVLLc+E49MZ/WorzXrLS9PEXnozNnOGHQ+3NNHbHDxgR2em2sIDsDg8/Mzf1Na+nT2qK6MgJ9SOP1rjn8XRSTeWqIoHdmAAH5VWvfG0cKhLXaxx8zqQef++atGiij0aziska5cQRmNx8wOCp/pXkmu2Vv/AMJDIbHbEC27apBUn04pY/GmoRI6K5Id8k5HTpjpWK99LJcvOSdzNnBI4ouOxuT+TMFjntBFOq+pww9RWVLpkLyrtwodvf8ApUh1iaWERSqGx91sjK/pTHkWdVblXAyQPWlYdrnaaf8ADu+bT4rzT9SMUrDhCTj9arS694i8NT/Z9Zs2niHSVF6j8BS6VreoWlmkdpqMboOqOQCPzrYa+1bVSsMlvE0TjDMzKwH5UrGcqUZF3RvEmka3EFhmVXPWKU4bNa5t2UMihXjIwY3GQa5q5+Gljd2he1vmtr3O5ZEztz+dZkWt6/4Ou/sXiCA3VkSNlzGMkD/IqbHJPD21Re1jwvA7NcaaPJlP34D0qHR/FV/pbfYrssUU7Sjjlfoe4rr7S7sdYtFntpVkVujL95frWHrehC6B3r+8H3ZB1zSvYz5pRZHLr0jaiITJiJxuR9oweO/FNuNbNu+4SKWHoVrnFE2nzfZbvOw5w39RWVeJf2twWdZJbdhlHUZGPek9T0cPiU9GenWet299b8SKH9Miq1zqACn51z6ZFeZx3l/FmW2imbYPmCg8fpT7TxDd3d5saGYEDkFScfoKjlZ2+0R01x4sW1k8uYfqKYPF0Eh4YD8RVibSbO6tkkuh8zLznIP865fUdCiRybOQ498/40uQXtTo18TKQdrj81rmvEGopd4lAAdecjFZstvdWi7nbis64v1KkbufrTjEbqIbNqG4cn+VVTeZ71mvcfORng00zZ71skc7epoPMHJJNVXwX/GofO70GUMPwqhXLsLlwGBKvnr716KbmHWNAsrpj5lxFKiSkduMc15dC5DdeBXR6Br40mXY8ZkgdvnXPf8AI80rAb2gwi3v9TjXPlecdua6JB+NP8I6fYapZyyxkrIWLMGBziuqj0i3jwdoNS4s5qlLmOaEEsg+WNj77TU8OiXU3VSoPqD/AIV1MSW0QORGmO7ECopdZ0+2B3XMZwOgYUuVEwwiW5kLoCxYMhBPpmrcEEFspYKBjuT/AI1mX/ipJDstIS59ck/0rHkl1a967okPUYo0R0xoxjsjrE1e3STy0ZWkxwoINRXGoTOxVxsXHfHNc3p1rLa3RldyXIwCa0rm4LL8zZY+9JsyxFVQViGaXc5PaoGfign1pnfiobPHlq7j1fmnhqhxRnFILMlL0heoieKTdQKxIWNJuNRF+KTfQOxNuNEch8wCoS3HFWbdU35LDNMaRpw7SgqUDnpVTzFjxgj86ljnHUkcc00bxRzuuMJNan9iF/SqKHb747U+5kM1zPNuB3Occ1GrbQOKtHrUF7osyCWI449c1kvAdx9PpWsZBtwRUQi39BUs6Yux7ho//IA0z/rzh/8ARa1d6VU0YZ0DTPezh/8ARa1dxW9zlsN9aDTsUYouFhooIp2KTAoCwmarXs/lRYU4Y/Wi6nSOM7nK8ehrjp9YuftQheXerjPcYH40rkTdkW7mfzJCSThenJNUJJSxPp9aWSTjjp+NVt3bNQ2eXVm5MlL03d71GWzS5zU3Odj80qtgGoGYCkEv50XJLIajd71AJOKa0vuaVxXJpZgo61mT3Ryef1p08p554qgzFj7n3x/OgaVyaIPNJgdK27OyjhUO4XP+6Kh0+0VEEjDP5H+VGp332ePJOPwYVSRqlY0t24AjnPAAP/6q2NP0gzbZrtBt/hjZQfz5NeZQ6xqS3qz2kiEoej8j9a2n+IWtW8ZWW2hYgdQDTR10HC+pc8bw28V5HKiojD5Tgf8A1q4ifUI4CcH6Zz/hUeu+KrzVpQ0wCkdgW/xrDWK4vZBg5Ge7f4mqPSizYk8VTLA8Cs5U9AGI5rMM2o6hgF5nx03Mf610Ok+EDJtecYHblT/jXX2eh2doABGrEdyq/wCFMZ57B4fv7k5YNz9P8a1IPBk7j5yR+X+Nd+sSIMIoH0FOKZNArHEJ4HGAGmI79P8A69S/8IREelw2fYf/AF67Hy/al8selAHFP4IcAmK4z7Ef/XqnceF9StwdqiQY7Y/xr0HYRSbWyeTQB5Pcxz2oImgdMe1NtfEGoWDg217Mn+yZGxXqs1vDOCs0McinruUVzep+CdOvldrVzbynkdMfypiItJ+JjoFi1BH/AOuiyMf6GuwXxBpeqWpWS5iliYYKOW/qteMavoOpaG/+kRFou0qkEVmK7quYnZSfRjSsFj1G7019GnOo+HbtCmcy2vqPbIFddoHiG18QWmRhZgMSRN1BrwFdRu4GyLmYY6Yc1o6Trc9hfpcwyMHVgT/tfnUtGFSkpI9p1rRY7m0cMvzY/duP4TXJabfvpV4bW+jSWEnlJFBB9xmux8P6/ba9Yqdy+YBh1yOtZvifQ1liM6IdyjIIBNZvQ49Ys1I4NByLmOzgQsvQRjBH/fNYOqy+H3vDKttaxyrwNsY/+JrmPPuZbOS0S4lik/gwxGK4We8uYbl45nk85T82Sc1a1OunWvoz1J9QguflEyr7DNZlwfKY/P17jNeerqMqtkSsD9TWhba23yrNIxHuTQ4nRc6GSW3clZZCV9OawdQ0eKaTfbsVHcVom53qGjWOUdTxz+tQtcW8q8FkbuKVrDuc9Nocignfz+H+NUJLCaPORwK6WQE5CyE1Ukhkc4p3A58wyAfdNN8uROSOK6BbQAEv+dZt7Iq4RQKaYXHaTaG6vPL52nrVwSW9lczQMquFPGR3/KotEFzHepPbAFsgEEjBz+NRa6jQeIJy67GOCV98U7gdZo3jkaGqmG0VuMMBxkflXQ2fjO+1q1aWIeVztIDGvJ5Gzk966rwVNmO7gzyrBqGZzulc7Bri/vZYkku5FB4OHP8AjWgvh3DbnLyd/mrMD7WDDqORXc27+bbxP6qKzbZnh6l3ZnO/YXhkAjhUZ9hVhopVHzcVsSBRIDisu+uBllXp9KzOupVjTV2VGYICxqo8u4k/1qOafc3XjNQ+ZmmeHWrOpK5OXpC+KhL0zeSTmkZJFjzKQyVCD70E0FIkMmaaX4zmoS3NKG96AHsxIoDGmbuKaT70AS76eJCOc/rVcHFLmgZcFwe5/WnS3Jjsp3z/AA7Rz3NUg3NQX05MIjU8ZyapGlPV2KinAwakUbsVCDnoacGx1PFUj2oRsiZ489Biqss7h9gIGKt+fgdao3C73yBzQaHvWjkf2BpfIH+hw/8AosVcLqOrr+deF2uoXh060H2uXAt48Dd0+QUrXU7Z33Mh+rGtOYz5D3IzRL1kT86ja9tVPzXEY/4FXiHmu3/LVyP9400fN03t+JpXDlPbG1XT1JBvIgfrUT65pag5vYvzrxkQsT/q2P4Gl+yyt0t5D/wA0XDlOr8T65bGVvLulKl8DAPT8/6VmaeI3cSRTiTtgNXPvpQnnG5DGd2RvQrn9K6vT7T7LaAHqR/eJ/nRc5q+iLLuR2qPeTTGlG4mmGdRkVLPKZLvJFHmc1Va5HYVEbgnpU3Rky475HXFM3YxzVXzjS+bk1NySzv70x371D5vFRSz7VJ70EqLY2eTrnp3q1plv50m/PA7Bv8A61Z0YMsgQevUZ/oK6SBRbW/zZ6ev+NUjojFJElxL5UeADtA9P/r1x19cvdXOwAAA9uP8auazeEL5aMAT1wq/0rnN17EC29MdwTVMpK5pSTC2h2nO76Vg3uovK5VCPrj/AOvUN1ezSMY2CemRirej6U91KuFyT/vD+Qqkjto0FuxmmaY15MoJDFj03Dn9DXoOkaFFZqrPkv6ZGB+gq1pWmJZRAclsf3if51qKO9M7UrAsYFPCdzSqpxUlMBgFOCinfjTtufSgYzaKXbT8YpQKAGbaNop+KMUgIzCDxioJLfHIzVvH0oxzjigDMkjDxtFNGskTcFHGQa4TxB4EIV7vRgTjl7Ynn8K9JkjBqq0bI3HBHQigDwV1ILJIpVlOCCOQahdWhOVNereKfCserxtd2irHfpyRjAk/+vXmjxFGeGVSrqfmB6g0EtGv4W8RS6Xdqd52ZGRux3+le6WlzDq+nq6FWSRfrXzSytbygjgc9K9R+H3iJhi0lkJU8DJP+FRJHLWp6XRJ4i0xtOvTIqnbz2rivE9j5gi1CNeSMSbRXtHiHTkv7BnCgsBkcCvNZLcMk1nMBtION3NSmckXZ3POSTk4AOOKbuOas3ls1pcyRMMYNViK1R6MJXRJFcywPviYqw962bW9hvkIlAWTvjvXPnpSK5jOVPOc02Wa8u+2l4JK9qsQXiSDaxIJqnaXSzttk6+9Tz2yHO1cHHFRYZbkik8sspDLXPXCk3GTwM5NPkllhzGGI/CpLCJpbpA3JzQB0uiRo0amMkDrn6fhWT4xQjWoZD/y0i6/StuzUWWoeWCdkicD371n+Lrd54redFzsyDgetMpHMFiRn1ro/A0qrrTpI2FaPJrm0VnYKAQfeuh0jR3wJ2bZJggZ6g/lTIb7nd3ZQN8hJQ8g11WjXW7S4ieq8VwNnJJJEluw5X0ro7ORrOzMbN3yPpWbOOU1CV0bF7fDcSOn0rnbm8804XpUV1eGX5V6d+lVAfmFSzlr1nUZPu9aQvz1pRgrnNRScHINI50OMvHWlWWqxY55pu7J60GiLu/NHmDjrVVWI70ZyT70ASu/pTBIR3pCSc0AetADvOOcUGbPNNwAKaRiiwx/mn1pRMQRUVNIOOaAsWTOMelULufAQE8vnFOYlnEaDLscAfWr+v8Ahue1tIJ0O4LH84y3B+gBppHZhqd3czY23Jx9KeM5qlZzZUKe55q+pq2j1ENwc8Uw5zn+lWNy+lMbae1Syj1rSPC+ivomnSNYqXe0hJ+Y90WtFPDujoPlsIs+/NTaQf8AiQ6Zx/y5Q/8AotauE81tZGN2U10fTVHy2UI/4DUg0+xU8WkA/wCACrGaOc0WQXZGLW2HC28Q+iin+XGBxGg+iihnA5LKPxqtcala2kZeWeMe24UWQtTmvFd1BGNhVCwGBjbkE/rXPRXoaML6DFL4tvo7i4iaOUMmM8Pn+lY9tLkZqGzkxDaLssm5utQknrnJpCcmmk//AFqhs81scTnvQPrTc0E56VJLQ7t1oJwMA00ketRs49RRYFEeZD0qnPNltv6cUsk2ATVaLNxOoAJH0z/hTSNIxN/R7YtiRlOfcMKvapcrFFt3KPqy/wBafYRLBbZIAOM9Mf1rE1u9JYhW9uHz/SrHIxbiUzTlv4R0/wAisu+ucKyg8/UGrc0ojU8gE++KxWL3N1sGSCfrTSN6NO7LGm2Ul5MDsYqD1CMf5V6VoulJZwKxX5+Opb+prG8NaQqBXeMf8Cjx/WuwRQAAKs9KKsrD1HTIzUgpg4p1BRICRTxUOeaeGoAkHanZ6f41GD2pwOTQIdntmlGaaDzSgnpQMeDx1paZnrSjpSAdjnpQQKM8UZpAMYVG4qUmmN1oQFR0IOVwD1rjPGXhxbq3OpWiAXCf6xRgbx6/Wu4kGRxUDcqQejDGKYjwsqJIyCOe+e1S6PfPp+oRFSevbP8ASt3xdo40vUjLEMQzHPXofyrmJU+YMAOKTJkro+hdGv01PSUzySOcg/1rh/ENp9mviy4Az6j+lN+Hmqs0YgJ6f7H/ANet/wAVQ+bAX9R6/wD1qzejPMqrllY8p8S2/wAyXCDO4c9K5tuR6V3V9D5+myJ3Xpz/APWrh3KrkcZFXFnTh59CI4xzRgUu6MnnNLhCPlarOkarFGyOtbltdpNbruPzDg81i7R6ipYN4fahJJ7Ckyh10PMnJHP0rY0SzYOsrKwAPcEVWtbImdVm4LdMiukhjSJdqjAqWzOcyhqcvk3Fk4PzbzmrjA3cewjKH3pl3brNLG7DO0/KKfbQXCLmMFhnkY6UrkxqJR1KUmiosilF574zW7p+kyTRq0gKn6EZq/aQwiISXG0HGeeKS71uCFfKtwD9D/8AWoOadZ7IsCK3sl3NtLAf3v8A69UJrp5344UVRe6luHyzk+2anQ1DOV3Y8D2pOhpd1IxFInlDecHmkLZHJ/GoSxz1pQ3GTQPlHNwMim557UhIAqMtyeaAsTq3NSiqytzVgHgGgB4FLx9aZupC3y5p2Cw5iRTSeOaQuMVGX70DsPJ68VDPcCOMnNNkmCKST7VSt4p9Vv0t4gTuOOO1CNYU7s6Twhp7Xl6b2cHyofu57mu1nVJ42jkAZWGDUFhZx6bYRW0YHyj5iO5qZm4q0j1KUOVHmHiDTH0fUmZFYwOcqQGIHtnmi2k80cH9a7PxJpyahpjjaC6DKnGT/SvO9PnaO5ML/KRwcnFOxqjbEYJpDGc8U9VJAIPWneWT3qHoaR1NGz8ba8ml2ccdyqqtvGoGOgCD3p7eMvELjBviPpn/ABra0nwLpc+j2U73lx81tExx05Qe1a8XgDRMD95O/HXd/wDWq9TO8ThpPE+uP97UZfwYj+tQPrurOPm1K459JCK9HXwFoQ/5ZTMPdh/hUq+C9Ai/5cy3f5mFGoro8vOrai3DahcEf9dTVeSeeXmSaV/95ia9J1LRdFt43SLT4EOPvZ5rn306xSMkohHTGR/hUu5Ssca0jeYoZmI9zn+daNu5XB6UmoQwKS0YC46VAGwo57VNzjxUTZjcMuc0vFZkNzx1p7XDdiaDynoX8j1pMgVn+a396kM7epoZJckk2jrVR5896iaRm6moyevSgpIWSQ4PNWtJjEs6kgH6hT/Os+Q/L9a2NACs6nIz9V/wppGsUdHcOILTjg47ZH8q4/UZzLJgljz3JP8AOum1aUrAQAfT7p/pXF3EpLMRz+dWJQbZn3055XJ59zT9Es/tNwGIBye+0/zNZ905eTH+Ndf4VtlAVuOPdT/TNNI9GjCyOwsLdILdQqqOOygfyq6KhThBipc1R0DwRmlzUe7GKA3vQBNn2pQ1Q54604NxQBLuGc04GoQacG96BEytzTwahU1IKQyQGjOKZnigkigCXPBpvtmmZozSAkNNNJmkJoEI4yDVdgfWp3z2qI0DMbxDYLqOlSRH7wXcDz1H0ryKaJo5HiYHK8V7hIoIwRxXlfimwaz1RmCkLI3oR/OmDK3hW8NnqqDjGe4X+tet3xF1pu4Ht6/4V4pbN5N4kgOMHrx/UV69pV0LnSlw275exz/Ks5o8/Ex6nGOu25kjOec+v/664DVoPIv5V7E+/wDWvQ9TIgvwXG0E98j+dcr4psHjdLlVzG38Q/rSiyKDs7nMgdfSlpyxs/3ec+9aunaFPdsD2z03CtLnc5xW7M+3t5J2woP51v2GlpBh5AC3uAa27XQjFGFRMP0J4q4ukCMZldvf/OKlsxniIoxriMlFaNfmTBAFX7eKS4RWCkZ9TVtmsrfjqff/APVVWXVgo2wqAB3IpHM6jlsXBZomDK3Tnpmo5L+3tQRCFLewx/Ssia7mmPzMcegqFeBz60idWXJ9QnuTguQvpuNMRAAM/rUAYDrT1lOKLisWlIU5qVJseuKpeafWjzPegnlL/ncjml82qKyZ78VIGyM0WCxOWGetG7ioi1N3c8UWESs1MLDvTDIBTDKKBpE4bFWEc4qh5g7GpVloFYteZ05pN1VjLTDNjvSGolsuKhmnWNcsaozXoUcE5+lZ7zyXD4zzmmkawptsuS3ElzKIoskk4AFeh+FtEj0yAzyqDcMM5IHy1zPh3SltYP7RuF34XKg4rrtDv5dSjeXyWRCBtJPX9aqx30qSRrsxqMt+NO8qRzgDk042kqJuYcCmblaQb1KHkEV5RrEP9n+IJNoKqTuGMD+VeqyHGa858bxbNRRweT7j/wDXQM0rZmljVgOtT+S/NVdDk3WK5HPTvWoD71jN2ZpCRi2esXyaTbW6zAR+TH25+6Knt9d1S24hu3A9DzTYNJVNNtZPMLZgjP8A46KYtgzH5c/kaOfUOTTUsN4i1dzzfSD6VBJq2oy533szD60x7KRASFPHtUccJLEHrnmnzC5RrTzPktNIc+rU0s3UsT+NWvs6YwRk+tIYk9MUuYrlKMo3LnJz1qSOXdDyeRwanMaHjg5rPkP2eUq33TQmYVqd0TJOA+M1bEm5QRWLI5V8irFvdA/Kas8qdLU0S+BnPOabu96g8wZ60b+/SlYx5SfdkUuarh8GnGTNMaQSuuQGrpND2LGCjk47bs/0rk5fmcY9a29PuxDCMsR65J/rVI0Wxa164GDx/wCOj/GuNmkkHPX8K3L2cTucY59AP6Vj3qhVOMfpTZUL3KEQ824XPHP0r0rw/HttA27PH97P9BXndgv+mIff3/pXqGlLttUGT07k/wBapHox2NMdOtKD1FNHApM0yiTcOlBIqPNANAEgbilDcVFmjPHWgCbd0pwb0qvu6c04SUAW1b1qVSDwCK57VNQ+yREhuSPVf61ycs19eyH7NcBH67ioGPyFAHqBVl7Y9eKZn1rlfDWtamrGx1RlmA+7MOorp2kB6HipAfmk3c1EWFJvoAmz7Uu6oQxNKG4oAezcUz6fjQT2pAaAIpBXF+NrQPCJwnKnqF/rmu3bB9K5vxTAH09mOPyX+tAHmIGSp6Eelek+FbvfppVjuIHc5/pXnSDB/Gut8L3ZXzIjnHoSf/1VMtjmxEbwJPEO1ZAy4ZSehGCv45qpbX7xxFGVZYm6o/NP13HmE8cn0FZUcoAHFZo4abbjZmsLizTJS125/wA+tKdXZBiKMAf596yWkz3ppYnmncbRel1a6kzyo/Cqck0kpO5sn6UzNHHWlcVkhpzTTnNP459aaaZQ0+9OApvTrQCKYxSeaUHmm++aKSRNh2c9qO9NJFJuHXNMaRKDil3kdKh3g0hlxxQPlLXmcdaaZPTpVbzaQy+9MOQnZs03PNReZzTTMozyKBqJaU0u/HeqDXqqOKryXbMOtFivZtmnJOFHJqjNeZ+6cVSMjP75qeG1llOSML7imkaxpDY99zMI0BZmOABXpHhjwMBF9q1AYJGVQdv0rD0TUrPRU3pZtLc/3yeB+taU/jfVrg/IiRj6D/CmdMIWO6+wRWemGCEfIgyM96zhPdyxboyRGqjIAxiuLOqapdtma5OG6gAYrRsJb3yjE90SjOGYYHQdBTNUjtdNd7RJlu3G5COPTIqa41GBoWRCcnpXNQlg80jyF3kYMST19KsLJSGWHYdulcL47+9bEnqemf6V2ucjrXE+O23TWic85Pf/APVQBH4fkVYCG4H0rcDRn7r1W8E29nJbTPcrkgjAyK63GmL0Qf8AfX/16xqLUqCPPbbVbv7BaqGUL5EY6f7Ip32+6zkSYP0rTsPD0Z020Zrg828Z4H+wKn/sCAHmdz+FRKpBMpN21MJrq4b70pNJ5j564rpF0Ox6ksamXSdPA/1efxqfawQHKF37uaASf4ia64adpwH/AB6A/U1ItpYJjFsq/jS9tEDjuRjrTZrZ7iPaI2LHpgV23l2QH+qi/IUFrNOVWJT64FL28QPOJInTdHIrKw9Riqm5kavRNRjtb2FgxXf2YcVxl9ZeSSMg+4rWnVUjlrU9NCKG4B6k1Nu9KzeUap45wMAmttzz5Q1Lm4jNBkqMSKw4NGQKCLMdvxjPbmo5NQ8pSPbsRUc24r8vWsuRpw4BBK00aRRr2lwZZCecduKZqDc4z+op+nRDYGKgHr0pmojr/jTKStIi0zLXScZ59D/SvUNNGLZAQRx6EfzryvTmxeJx+ma9T0pg1shx29AP61Z3xWhoZ5oNJQTxSGITimbxmkY1GTj1oAk30b+Kh3Um+gCYye9NMvvUJbAqJn4oAqa3C91ZuIzlhyBkf4V5/Bq95p900UluzAt6HNeiOcjg81QuLO3uGzJCjH1KjNFwKejXktzIHMTqSc/Mp4/lXaRz/uwM9q521gigOI41QeyitSN/lH0pXA0xIT3pweqKyGplegC0Gpwbiq6vinBuKAJg2e9GfSow34UbqAH5rF8REf2c4JA+rAfzFa+6sbxDIFsH+bGf9oj+lAjzA8TMvuakttRk0+9VzzGTz7VGTm4c/wC1xUFwd7daGiZpNHTX99BexK0cin2yM1mr0rGRzGQQan+2sMc1HKcfsktjT3AdTQXHr+tZD3r9v51EbuQj7x/OlYFSube8EdR+dHmAfxD86wDdyf3j+dIbuTHDH86LD9idB5qD+IfnUbToM/MPzrCN1IQfnP50wzuerH86fKNUTba5T+8PzpouYx/EPzrDMzN/EaQSEDrT5SvZI3xcx5PzD86PtMfHzj86wPNb1NJ5rD+I/nRYXsjfa6jx94VC92g/i/WsfzDnG79aXcexP50WGqRqG7XsaabsY4rODEil3nAFOyKUEXjd8cfzpn2w496pnd3U0wk5wASfanYrkLTXbY61GbksfvGmxWt1cHCQuR9K29P8K3c43SrsU46j/wCvSukXGlcxjLkjmp7WJ7yURR9e9QaxazafftA4PXK8dRS6beG2lEicEE55oTTL9nY6O30dYiGbk96uraAdBirVrKl3brKhHK8j3qfyuOlA0igLb261IlsAelW/L9qUJg9KCgiixitCDhhj1qsgxVqPg5/rQMuxt71OrD1/WqiMQOv61Krd/wCtAFsPxXAeL7kXGteWp4hUD8etdtNdJbW0s8h+RFJPNeYNI95dyzMPmlfIoA6XQrgW9mPm+8a0zfqe+alsNIto7KISygtjOKtiw08cc/lWNRXZcHYq2Lzf2bZ4bj7PH3/2BU5ab+8fzqGykA0yz4H/AB7x/wDoAqcXAHJjHHvXLKN2UkMPnMp+fFMEUneYhvrUxvUXjyV/E0hvEPWBfzqeQBnkSN/y3el+ynPM7/nTxdp18pPzp/26PGNi/nRyILEH2JO8zn6mlNlH/fPPvUpv0/55ik+2rniP9KfKFhi2EWfvGmzaVbSqQc5PQ1P9pLdI/wAhTgty+NkbH8KpaCepx+qaHLbksgLJ24Nc++5Dggj8K9QazvpFIMBYH1FZF/4Lv7kF4bcKewreE31OapQvqjhPOYdDT1unXqc1Nf6TeadMUuoJIm/2l61R2nt+Nbp3OeVO25c+2nFRvdBuvWqjbhioy2PvU7CUDa0++QPsOPyFWNQG6Mleh+tc8kuxgc4reVhc2eBzx9f5UJBya3M2Bwsyk9jXpegTh7NRx+G3+leY4KTFTXbeGL4bRGX56YLD/CrOmOx2oPFIScVEr8DtTt3T0qShG61Cx96kY8VE3SgBjNTS/FNc96jJ460APZuKjLZ6UhYU0tzigAY0wKKC2RR1IoAcvFTI3TmoMj8aerc0AXFkHY1KHqircVKr89aQF5Xp4eqavz1qVZKYFoNShsd6rh+e1ODUDJs+tc74nuStqVywz6bv6Vus4AzXC+KrsvIVxgf7pH9aBHMKeWYdzmqsr5Yir0UXmDbjv64rSh8Pib5gvPfn/wCtSbSE4t7HOZJ6c1NFaSTDCFdw7Eiuk/4RlUwxP5U6TRwFPlDJ9+9TzIn2LOOmjkiYh1I5x0qIsTXZxafeKvzRIw/ut0qvNZRxtia3Ee7+JSKfMivZHMfY7iRcpEWFILO55JjOB15HFdWlmVjxA5cN6Ux7Kdvkjjbcad0P2Zx7q0bbWGG9KYHOcmusl8J6tOQWtCRjqDUa+Bdbb7lqAv8Atf8A66Li5GcuTg9c0ZY9ASPWuyh8AasWzIiL+NaNv4GvUA3SwKB2LY/pRzIORnCWtlc3j7YE3eoyB/WtD/hGdQ8pnZdpxnqP8a66TwLeRlri0vlSfrtD8N/47UFtot7Ojx6i06S5+UocilzDUDjtNsRdtIkkgQx1txaRZNHsjLSSY7cc/iK6Tw94Us7RJG1BC7E8HIPf6V0iJptuMRwY/Ck5FqCPOoPCNwcOWIHodv8AjWgfCIaZGAWNABnpzXb/AGy0QcRLn6Uv9pwqOEX8qnmY1BHJf8IpFJwWGD6AVYtvB9tE2Sgk+qqf6V0Tawo6KB+BqJtaOODj86V2PlRHb6EkY/d28a/RVFWhpsmAMgCqT605BGf51Xk1Zj/H/Ok03uVcreLPCaajp7TwsDcwjcOBkj0rypd0EhVsgg8ivV21ZgfvVxviXTI55DeW/BPLDI5/SqjoQ1cj0fU2tJBli0R6jJ4rsoZYrmESRNkH2rzC3nMUm1h06itvT9QltG3QnKE8rWpGx2wXrjNGOap2OsW12oUsEkPUYrR4PIHFIYxanjPSowo3VMgwRigCePJP/wCup1yO1VneOCPfKwRfU1z+q+IzIjW1jwDw0vf8KYxninVRKf7Ptn3Ip/esO59KxrCLddKT0U5NVgGeTy48vI3H4+tdZYaRHaQgOd0hGWpMWo06g+QFzx70v2+X0P51eFpHkED+VSC1XGQhP5VDLRs6doVg+l2LNO/NrETz/sCrX9j6UvBYkf71c3ZyuNNswHbH2eIdf9gVMGPdv1rnclctLQ3hpujp15/4FT/s2jj+Bfzrn93ufzpM4PNLmQWOj/4k6D/VRmgXWlIeIYz6Vze7nFGQOQOaObyCx0v9paev3Ix+Ao/tq3XO2MfgB/jXNbx3GKXzFA5o5x2Oj/t1B0j/AM/nSHX/AEVvyrnxOgHJppuowetLmCyN467L2WkGt3H93Fc+b2Md6X7fHjG6jmY9DUv7hNShaK7hSRSO45H41w2r+GHgDS2bFozztPaujF/F3aj7fAQQT+fenGUkxOMWecvZXe07Yi2OuByKoPv3EFWBHqMV6VP9jkYvGPLc9SvQ1m3cEMp+aNXA44GK3jUuc8qSWxwyhm7VagupoeCcr6Guvg0rSzFueLD+zEf1p66NpkqkIj5x0yf8a1UiOQ49pgzbgMHrxW3od81vcrh8A9RuNVdT0l7Qkqh8vtVK3kaMg4Pv1qk7jSseuQTCSNWByCPWpd3Nc54e1ETW/lMeV781vBuBmgZKTmo2PpSb6aXPekAxvWoW5qZulQsM0AMY9qYWoJ5pjH9aAHA9s0ZpmcdaCelAx+7PenBjjrUW6lDUAThvenh/Q1WDcinhsGkBYViD1qUPz1qoGp4egC4H71KHqkr8VJ5uOfSmAX90IbckjI+g/wAa851Cb7VenAH5Afyro9e1EFTGGHHXBU1yo2qWfOPQcUxGppUCS3CqWI5wcEj+QNdvFY2qxLmRuPeuB066WJw3Tn/PtWydbG3Gf5VlNXLTsdOYtPUdXNN3acpz5Zb6muTfWc/5FQtqzkcA1HKXzHYG8sY+BCv40w6rbAcQoPw/+vXGtqDv2P5VG15IcYB/KnYVztW1uPqqqMegpja+2OCPyrjPOmYdG/KnL57diPwosK52Da+cEb/5VA+ut13/AJYrmRb3B7mlFlMwwScU7Ab7a0TnLGoW1nH8XNZaadIepNSjTSetINS02sE9zxTTq7dATUaaYOM9KnXTl9KNB2ZE2qM3Qmo2vZHHA/SrosQOdop4tAP4aAszOFxMR/8AWpd1w3AH6VqC0P8Ac/SpVtJCcCJvyoHZmP5c7Uot52HJrdWwlP8ACfyNSjTZG4+UH3OKLj5Tn1spD1NSCwyBlq3/AOzgo+aeEfVxTfsVqv372Ef8DH+NFxWMQWCDqeakFpGvuPrWqV0xOWu0I9m/+vUbXukp/wAtCx9j/wDXouKyOT1nwut5ma1ISXrgk8/pXHSw3WmzbJUII7kV602uaah+RC31P/16oahqum30Jjks1IP8W7B/SrTYM88ivkfiQ4PqK1LfUpYgPKn/AAOMVDf6Jbuxa2k25OdpP/16ypLK7gbavzehAqyGjql1y+VePKPuTTm1nUpB96OMexrllt9QI2hG/L/61TpY6jJjJI/D/wCtTEjTuJ9+XuZ97emeKrRyy3Uqw2iFmPGT0FLDos7YMpzW3aQfZY9scar6nHNIDX0bTNO0pBJcy+dct94jt9Oa1W1S0ThI3P8An61zys+ORz9KeGb0pFG6daCn5I+Pf/8AXUbazMeigVkgn0p2DSsh3J7O6jGnWi8/8e8Y/wDHBU/2pf7pIq/Yw6aum2ZMSk/Z4jyP9gVZElin3bdPyFc7pu5XMZH2knojfl/9amtNLniF/wAv/rVs/bbZRxDGP+Aij+1I16Io/Cl7MdzHBuWPFvJ+VPEF8/S3fmtJ9Y7DH5VG2sSev60/ZhcpjTtQYj91j8akGjXzdSq/jT21h/7x/OmHV5D0kJ/GjkC4p0G5J5uEFKPDjHG68X8v/r1EdVf+9+tRtqjf3/1p8gXLo8PRDh7wfl/9enf2DYDrcn8v/r1mnVTn7361E2q8fe/WnyCNkaPpqnmQn3zTxp+lKPubvq1c+2q8cMajOqZGdxp8gHTC30pekKn/AIFSb9OTpax8e9cudTPqTTG1Enqxp8ojfvYbC4XakaxN2KmsqC2kguNyyriqR1Bs96b9uY9M/nTSFY2r+QS2uxmVjjvj/CuAu08m6cAgg10b3chXHzfnWFqMTthzn8yauOgmiXTb57O5RweR1GOtehWl0t3brKh6j8q8qjbOAetb2j6s9lMqscxk88dK0Isd9upN2c1DDPHcRCRGzkU89OKQATxTGNOLDFRk8UhjGFRHgc1I5qJun40AJmgjpSGkz+FIBc4pQabnjmj6UAPDe3enbqiHApwoAkDe36U9STUQ7f4U8fSgCUHjnpVW9vlghIDDJ45OKWe4WCPLEVzN/fvcykKxx9TTAr3M5uZiWbj3qm4eaQIgP4c/0qw+FG1ep9CRWppGh3MpEzR5ye+D/WhuwbspwaY+0cc/Spxph75z9K6dNJn7qBz7VOmjuRlmUVk5O5pyo5ZdMH+RU39nIOoH5V0w0mIfelSj7BZIPnmUe9K7HZHNixiHGKlWyi/ug1uMukxfemU/5+lRPqGjwnAKn8D/AIUXYaGatkvaP9KmWzGOIz+VTN4h0yP7kSn8/wDCq8niuAZ2QLjt/nFFmO8SZbOQjIjb8qlFhM3SPH4VmP4tlz8sSr+P/wBaqknim8Yna+B9TT5WDkjol06XHO0fU1ILFRy80Y/EVx8niG8b/lu4+jGqj6xcvnM8h/4GaOVk86O8MFqgG+8jHtkf401rrS4gd1wD9D/9evPzqEpPMjn6saZ9sbux/OnyB7Q7x9a0qM8KX/4FULeJrFfu22cerf8A1q4Y3bEfeNMN0Sev60+RC5ztX8W4z5VtGPckH+lV5fFt4fuiNfTAH+Fcj9oJI5pRKx6GnyoXMdFJ4jvpOtwR9MCoX1i5Y83En/fVYoDmpVjY8E5+tOwczL51CZ87pXOfVjTBcOert+dRLAcdKlFu2OKLILiGVj1NLliME1Kts3pUi2zelFgKpDH1oWNj1zV9bXtj9KkW29v0oAoC1B6g0/7KOu2tJbf2/SnCDnpxQBQWHHGP0qVYj7flV0QjNPEWO1AiosZ9KcIjVvy6cE9qAKoip6xVaWPvTgh9KAK4i4p3lVYCc0uwntQBjW1+wsbYZ6Qx/wDoIp5v255NQ2lnmxtTnrBH/wCgipvsfPPpUMpDHvZPWozeS44NWTaij7IpFAyobmVvWmGWY/xGtAWyCnCBB2poDMLzHuenrSHzexNaoiXrinCNRSAygkx7t+dO8mUnqfzrVCD0o2+1GwGULWT3/OnCzc8VqBCe1P8AKbHAoAyfsLf5NOGnkg1qeTJ1CmnfZZj/AA0DMwaf8tO/s8ceorUWyuOy08abcHqMUXFYyxZJ/wDXpy2SA9K110qU9elSro7d8ii4WMUW0WOV4qOWzhlQjFdF/ZCjqaP7NiU5Zvz/AP1UXYHmmp6cbaQugOM+hqnDICf5jIr0280uxmiZXdQfeuC1rRvsEjSW77kznAq4yJaLWm6vNYsAGLxdx6V2NnqEN7EGibnuK8yiuhjDEgn/AD6VoW9zLCwkgl2uOmDwashHopHWmkdgKwNP8Sh9sd4uxum8dK3UnimTdG4YHpikMY44qJqtEZFMaEYP+FICseKbnntU7QnHHNRmE5oAjzmlzmn+Vxzml8s0AMxTx/npShDnNMkmSIEsaAJBxUFxeJbIdx5+lZd7rSoSEbB7ZH/16yC9xdkuyHZnrihAWry/kuGKqTj8ef1qnK6WqFn+8fY1FcXsNsNq/M/uP/r1leY1y+5jjsKYi7DdlrnzDzjoDz/PNdND4puYIVSNEAHTArlkXaKdzSY0zpX8U37Z/eBfpmqr6/fSdblvzP8AjWLn64oycUrIfMzSbVbhvvXEh/4Eaga/mPBlY/VjVTFLtOOg+tFhXZKbpz3P50zz2/GmbDS7CaLBcDK2etN8xs9TS+Sx4p4tmNMCEyknrTfMNWxaeoqRbMelAGeZCRSZbHStUWQp4tAO1AGPtkPRacIJCOlbS2oGOKlFqPSgRhi1dutSLYnPNbi2vtUy2ZPQUDMRbEZ6VOlmMdK2lsj6VMtljrQFjFW0wc4qwlrg9K1xaqvOKkWEAAjrSGZ8VrnqO1TLagcYq+q0u2gCmLcDtTxAPSrO3rilCUDKoi9qd5ffFWAueO1OCCgCts7U4R1Y8sdqXys9qAK/l5pRGeKsCOl8selFwIBHinBBmpxHS7cdqAIQnpTwnFSbcUuOKAGBRTttOApcUAZVlZznT7TEZ/1Efb/YFWV064b+CpbPxIq6baKtqMi3jGc/7Ipx8STH7sCD8c1FmO5GNKuWxwKkXRpyckgVE3iG9P3Qg/AVE2tXzH/WgfRRRysLl0aG+clqkGhDu4rJbVL5+DcsPoBULXl0w5uHP40+UOY3xosa/ecfnS/YLNPvSpn/AHq5syyvy0r5+tMLZ6k/nRyhzHTlNNj+9Mn5003Olp/y0H+fxrl+B0/Wkz2xT5Rcx051TTU4GT9Mf40xtbsFHyxufy/xrms+lJn2o5Q5jpD4gt+ghb/P41E/iIA/Jb5+v/665/dgnpTWlwetPlQXN1vEc5+7Eo/CoX8Q3bdAB+FYTznPWoXn56inYXMbj67eHP7wD6AVXbV7wnmfP4CsZpz61G059aLBdms+o3BP+tb9Krveynq7HNZxnbNMMpPNFkK5de5J/iqrOUlUhlB/CoS5yaYzE0AZ9zb7SWTpUUdzJE33j9M1otzwarS2iycjg/SmImS+SQYk4PrV+3lmiO60uNv+z2rAkgePg8imRzvHwGI/GgDtovEd9BxPCsoHHy9auxeKbNgPMjkjPuB/jXExapOuVJDD3JqwNWU48yBT+Jpgd2mvae/Pmgfl/jTv7Ysc4Ey/mP8AGuE/tG1I/wBTg04Xlif+WRH40gO1fWLNeQ4P4j/Gq03iG3XlFLfQj/GuVF3Y45Q5+tOGp2cR4jyPrTA159anl4iVj/wGqri5uOZdqD1OKzX198YjjVB+H+FZ8+oTTsd0hI9KBmxJLZ2mct5j/QH+tZ9zqcs3yooVegG0VSVGk9QD1OKuQ2oXBPNAEEcDMckVcSLFWFiJ6A1Klu/p+lSIgVR3HFSAL6VZFo2Oh/KpVsyO1IdikFGMBacIt3atFbT2qVbXHagDLEBJ6U9bY56VqC29v0qVbX/ZphYyhan0qRbUenNay2h9KlFpSHYyVtR6VILb24rWW0xjpUgtlHUUBYyBb1ItseoWtUQqO1PEYHagLGWtozdqkFkeMitLaBShaYFEWXTpUwtlFWgo7ml2j0FICuIEA4FPEYHap9gxxShOcUAQhB0o2Z7VYCDFJgCgZD5dOCAGpaMUAR7KCnSpQKXHvQBCFpwXsafjmjHpzSuAwCjFPx7UuPWi4DfwFAAxTsUooATHtSYp34UUgE60uKUYx0pQM96YDcUuD6UvSjtSAMDApcewo7dKdVActaD/AEC1/wCuEf8A6CKmAGKKKZIoAo2g0UUAIVAFLtGaKKBCbRTSBRRQMaQM000UUANxzTWHWiimBGe1RPRRQBXY5qNhmiikIjI4qM9aKKYxdo3Gm4xmiikICoIqI9aKKYxvejHaiigBNoLYIyKVrG3cZKdqKKBGXPAkZbbkc+tVWJDEA0UUwFDGnq5xRRQIeDwelMYndRRQAwctzV+C3ibAK/rRRQM1re0h/u/rWhFaQ4+5RRSYIsLBGB90VKIU9KKKRRIsSelSrCh4xRRSAmW3j9KlW3j44oopgPWJASAoqXy1B6UUUDHbAKCoFFFIB+0UoUUUUAKVHNBUCiigAwBShQTRRQAoUZNG0ccUUUDF2gdqP4iPSiigQ4KCRS7RRRQCDaKNooooANozS7R6UUUmMQAHtS4FFFAAoB7UY5oooEGATQFFFFABgUmBnpRRQA4AZ6UoHNFFAC7RRtHvRRQAlFFFMD//2Q== راب کوتر گفت: با استفاده از الف در جاده ها، می توان تولید گاز کربنیک را تا حدود ۶ تن در سال کاهش داد و انرژی صد در صد خورشیدی داشت و این هزینه ها را به شدت پائین می آورد. الف با سرعت ۴۸ کیلومتر در ساعت و ۱۶۰ کیلوگرم ظرفیت ترابری، دارای کارآیی یک خودرو معمولی است. هنگامی که راننده احساس خستگی کند، موتور آن در طول روز می تواند به تنهایی ۲۷ کیلومتر را طی کند که بیش از میانگین رفت و آمد روزانه در آمریکاست. اما این همه ویژگی های الف نیست و راب کوتر می گوید: در آینده می توانیم الف خودکار داشته باشیم. تصور کنید که شما سر قراری باید بروید. با تنظیم قبلی الف نزد شما می آید و شما سوار می شوید و الف حرکت می کند. الف همچنین می تواند به عنوان یک هواپیمای بدون سرنشین کوچک، بسته هایی را حمل کند. راب کوتر و همکارانش اکنون در حال طراحی برادر بزرگ "الف" هستند که اوکس نام دارد و می تواند تا ۴۰۰ کیلوگرم را حمل کند. کارشناسان معتقداند، طی دو سال گذشته بیش از ۴۰۰ دستگاه الف در ۷ کشور جهان فروخته شده و راب کوتر می گوید فروش آن رو به افزایش است. لینک به دیدگاه به اشتراک گذاری در سایت های دیگر More sharing 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