A városi/elővárosi közlekedés legmodernebb célszerszáma - FQiX 300

Elektromos robogó, elektromos motorkerékpár, 2026. 08. 31.

Olyan tudással és funkciókkal vértezte fel a NIU az új városi-elővárosi e-robogóját, az FQiX-et, ami egyedülálló a kétkerekű közlekedés kategóriájában. Ráfutásgátló radar, onboard navigáció, műholdas nyomkövetés, ABS, Bluetooth-kapcsolat, hangszóró, NFC-indítás - felsoroni is nehéz a mindennapi közlekedést egyszerre megkönnyítő és élvezetessé, biztonságossá tevő kolpex csomagot. Mindez egy olyan elegáns, modern és fiatalos külsőbe csomagolva, ami egyedülálló a robogók között - és olyan áron, ami kedvezőbb, mint a kisebb tudású, hasonló kategóriájú benzines modellek ára. 

FQiX 300 – Elektromos moped, 80 km/h, A1 | NIU




Fuck it, let's ride.

★ F*** it, let's ride ★ Semmi benzin ★ FQiX it! ★ Semmi dugó ★ 100-110 km hatótáv ★ 4100 W ★ FQiX it! ★ 80 km/h végsebesség ★ Többre tervezve ★

Jelentkezek ingyenes tesztvezetésre

Jelentkezek ingyenes tesztvezetésre

125CM3-NEK MEGFELELŐ · A1 KATEGÓRIA · 2026 MODELL

Többre tervezve.

FQiX 300

Gyorsabban - Távolabbra - Azonnali elektromos lendület
Az FQiX 300 azoknak szól, akik már kinőtték a segédmotor kategóriát. A1-es jogosítvány, 80 km/h végsebesség, 100–110 km hatótávolság. Ez az igazi motorosok világa. Felejtsd el a benzint.

Ár: 1 199 999 Ft

80 km/h

végsebesség

110 km

hatótáv (2 akku)

4100 W

max teljesítmény

Válassz színt:

FQiX 300 in Hyper OrangeHyper OrangeFQiX 300 in Pixel GreyPixel GreyFQiX 300 in Stealth Black
Stealth Black


MINDENT BELE

Csak egy robogó?
A gázkar mást mond.


A TÉNYEK

A számok nem tévednek.

Olyan adatok, amikre büszke lehetsz. A teljesítmény, amit érezni is lehet. Az FQiX 300 nem akar kevesebbnek látszani – azt célozza, hogy az autód lassúnak tűnjön mellette.

Végsebesség
80 km/h

A1 kategória· valós városi sebesség

Hatótáv
110 km

100-110 km · két akkuval

Max teljesítmény
4100 W 

Előzés közben is magabiztos

A NIU-DIZÁJN ÚJ KORSZAKA

Erőteljes jelenlét.
Mindenki észreveszi

Éles vonalak, X alakú LED front, aerodinamikus karosszéria, amely még álló helyzetben is a sebességet sugallja. Az FQiX 300 nem akar beolvadni a tömegbe – miatta fognak felfigyelni rád.

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6588FdtZl42JS1jiHOY0MaxrZnaNn0/o7fahfdcA4XWek4lD2Oxga2ubJbJImf5cuRfq3V6dmTY0yQ1jfkSXf98U+rZuNkNr9MFjg0h7SQQDu01ao9CtpbfbW94abNmwH87aXbg3/OSjqCfFJ3a3X+oC+12MPo0vIAaIG4aPsefz3O9zGt/wbFkNiYUrbfUufYebHOd95lRhJBTWewBvhp8/zkJInxMlJJD/AP/V4DJy90sr0ZwT4qlZtH0ufBE7/wCv/RVaz6Xf5olDJuRcxwLHEbdROv8A1SK6/J0tcNvqElri2AfHao4ceqJ9OZEepMf2Y9m7+utDqcfZh/XH0pnj8xOHF0tB4etIKOqZlDga3MkeLAVp0fXLq1UtLKbGxGrXN/6l6wUzeERx+Kw+31psdRzPttpvdWK3O5DTI/FCxK22WB924Y9ZBuc3kNJj/Och6Trx/KmP+iitj7C7x3iJmI0/m/zfV/0n/Bppu9V8arRV+bddLZ2U7i9lDfoNJ2gljf3nenX6j/8AC7P0iE13+vIUFZO7aZ9Pdsdzt2xp/Mx+j9Tb/wBc/nP8IgliHVx7mj5BPLBDhAnhC7jj58J7Pp9/9fBJSzY3jSRuBjidVovzqy02OY+ywu9wseSY/kv/ADlmt+mOee3KmZ/lfOEkhuWZZsFgcBsJArbtA9o/ehDqyG0XVWtaT6Tt8O40+j/mP96rtmf74Su+iEtVInEucXHlxJMacqdLLbXCmtu573ANaOSSo/mrU+rm37cP5rdBjfu3xBn0f8H/AMZ+f6SCmGf0TMw2m3S6gCTazt/XZ9Jqzzou6vn03RH0Xcxt4/wm7/B/6RcM+N7oiNxjbO3n8zd7tv7u5JWj/9k4QklNBCEAAAAAAFcAAAABAQAAAA8AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAAAAUAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwACAAMgAwADIANgAAAAEAOEJJTQQGAAAAAAAHAAgAAAABAQD/4RrGRXhpZgAASUkqAAgAAAAPAAABAwABAAAAGxUAAAEBAwABAAAAEg4AAAIBAwADAAAAwgAAAAYBAwABAAAAAgAAAA4BAgACAAAAIAAAAA8BAgAFAAAAyAAAABABAgAJAAAAzgAAABIBAwABAAAAAQAAABUBAwABAAAAAwAAABoBBQABAAAA2AAAABsBBQABAAAA4AAAACgBAwABAAAAAgAAADEBAgA8AAAA6AAAADIBAgAUAAAAJAEAAGmHBAABAAAAOAEAAAIEAAAIAAgACABTT05ZAABJTENFLTdNNAAASAAAAAEAAABIAAAAAQAAAEFkb2JlIFBob3Rvc2hvcCAyNy45ICgyMDI2MDcwOC5tLjM1OTggN2JkZGQ4NikgIChNYWNpbnRvc2gpADIwMjY6MDc6MTAgMDg6MzQ6MjMAKgCaggUAAQAAADYDAACdggUAAQAAAD4DAAAiiAMAAQAAAAEAAAAniAMAAQAAAIgTAAAwiAMAAQAAAAIAAAAyiAQAAQAAAIgTAAAAkAcABAAAADAyMzIDkAIAFAAAAEYDAAAEkAIAFAAAAFoDAAAQkAIABwAAAG4DAAARkAIABwAAAHYDAAASkAIABwAAAH4DAAABkgoAAQAAAIYDAAACkgUAAQAAAI4DAAADkgoAAQAAAJYDAAAEkgoAAQAAAJ4DAAAFkgUAAQAAAKYDAAAHkgMAAQAAAAUAAAAIkgMAAQAAAAAAAAAJkgMAAQAAABAAAAAKkgUAAQAAAK4DAACRkgIABAAAADA2NwCSkgIABAAAADA2NwABoAMAAQAAAAEAAAACoAQAAQAAABsVAAADoAQAAQAAABIOAAAOogUAAQAAALYDAAAPogUAAQAAAL4DAAAQogMAAQAAAAMAAAAAowcAAQAAAAMAAAABowcAAQAAAAEAAAABpAMAAQAAAAAAAAACpAMAAQAAAAEAAAADpAMAAQAAAAAAAAAEpAUAAQAAAMYDAAAFpAMAAQAAACMAAAAGpAMAAQAAAAAAAAAIpAMAAQAAAAAAAAAJpAMAAQAAAAAAAAAKpAMAAQAAAAAAAAAypAUABAAAAM4DAAA0pAIAEwAAAO4DAAAAAAAAAQAAAGQAAAAgAAAACgAAADIwMjY6MDY6MjkgMDI6NTE6NTUAMjAyNjowNjoyOSAwMjo1MTo1NQArMDI6MDAAACswMTowMAAAKzAxOjAwAACQYGUAQEIPAPA1MwBAQg8AIPj//wAKAAAAAAAACgAAAPgCAAAAAQAAXgEAAAoAAAA7a9cDAIAAADtr1wMAgAAAEAAAABAAAACgAAAACgAAAF4BAAAKAAAAHAAAAAoAAAAcAAAACgAAAEZFIDE2LTM1bW0gRjIuOCBHTQAABgADAQMAAQAAAAYAAAAaAQUAAQAAAFAEAAAbAQUAAQAAAFgEAAAoAQMAAQAAAAIAAAABAgQAAQAAAGAEAAACAgQAAQAAAF4WAAAAAAAASAAAAAEAAABIAAAAAQAAAP/Y/+0ADEFkb2JlX0NNAAH/7gAOQWRvYmUAZIAAAAAB/9sAhAAMCAgICQgMCQkMEQsKCxEVDwwMDxUYExMVExMYEQwMDAwMDBEMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMAQ0LCw0ODRAODhAUDg4OFBQODg4OFBEMDAwMDBERDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCABrAKADASIAAhEBAxEB/90ABAAK/8QBPwAAAQUBAQEBAQEAAAAAAAAAAwABAgQFBgcICQoLAQABBQEBAQEBAQAAAAAAAAABAAIDBAUGBwgJCgsQAAEEAQMCBAIFBwYIBQMMMwEAAhEDBCESMQVBUWETInGBMgYUkaGxQiMkFVLBYjM0coLRQwclklPw4fFjczUWorKDJkSTVGRFwqN0NhfSVeJl8rOEw9N14/NGJ5SkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2N0dXZ3eHl6e3x9fn9xEAAgIBAgQEAwQFBgcHBgU1AQACEQMhMRIEQVFhcSITBTKBkRShsUIjwVLR8DMkYuFygpJDUxVjczTxJQYWorKDByY1wtJEk1SjF2RFVTZ0ZeLys4TD03Xj80aUpIW0lcTU5PSltcXV5fVWZnaGlqa2xtbm9ic3R1dnd4eXp7fH/9oADAMBAAIRAxEAPwDKo6XkdS+smNQ959S7Gbcyx7zE/wCEdvf7nv8A5DV0+Z0F2PjMZlV+oIgZLJPH71g/9G1rNu6L1HFobjdQwXW002usw82o7xUCd/pb2/To/rfQV8dQbXg2MtvsZQGFzqaiXF38kMJ9jll5ySQNb2jXh/VdDGCNQRw/pf8AozzvV7czCfVmUOGZhY5a6xrwC8AfR22Bu9tf9VPb1n6t9dw8qu1g6V1HKaG+uADVZt91Xraj+rvWt0yLuo1Nl9eLYQ2yu5gIDSPouub+8ujzfqr9W6abeoYvT8Vl9FT7A/aCz2tcdzm+5u5XsmOMDpGpRjxb6/y9LTx5DPUysGRjto8N9S7xgY17H0vfe98l1Z+g0A+7d/o1v3fWCq8tp6p0+jqO4AeqG+jcCfCxn/mCzelvyKfq87OynH1s4gF0AEg+0aD6Kqtwf2hnU11XPrcAXerUdWgfnQVX4yZyIPCLo/pRsNrgjwRBHF2/Rk2/rS7BrxqMbBZZVWTLqrXB0bfzWPHucz+uuLz22vNhraXChgfYRENDiK2l39py6H6x3FueKXPNnoMa1zzyXHVzj/KcufxqPt/V6KORbaJH8hvvd/1Knx6R4j24mGesuEdSIi3qcDpdmNiYuK9ha/aCdNCXe53u+imza2WXvJbIadrSPBui38HGY115BsZDYoZPtLv5WjmLOeyt1fqWVAskj1K/0ZLvzvb9B/8AmqOEiTf8tWzkA2Gw0+xyGYO+xoY7zId4DVQGNaXSZG5xJI4DRyVtWYT8eg3AOLXgBoe2CA74bmuUG47mYrcpwaK7HljRyRHO9v5u78xP42MQcsMexgaYIs93HuA/N9yv4RtpvYceyyt4ALnMcWmfLarf2Cu4Mea+RMtMENCyczr/AEfpdzwy37bcSIqpghp/cfkfzX/bXqqKZlPSAJl4NjHwYxxZCAPHw3b3QPrB9YR9crMPPJsvzGPrsDnbq2Ma05OO+ljf5v8ARs/Rsd/OMt9S33rC+sF1Of1TKufrUx5qqdMQyr9Fp/WdvV76t9Q6XZ1PqvWK8SyjqLabcjEqDg5vvayi/e7R/rvyLN7Pb6f6Zc3nWMbW7Gc6HV7N7mvY4uLtXbYd+b/hPepIic85lIGPt44wF/vz9eWUf/G2keCOMiJBE5E6fux2BZ14bnQ2qlz3va4FwjTWQ5h/e2hGxc3rWGWh7bLaSS1otG/Xw/fZ/nKbMnpVlnT8dzX9MaGzk5dW611gs99M1hwb6jG/mo22xlwr9dzWw20vreSCHbvTa9lo/Q3bGsucz/hFLOJHYhZEg7WKS19XxbHgODsW4nbvbIaT/L3Af+CI11lse8B/8pmh/wAz/wAgszNybaoo9YZF9jx+jLR/hP5rdZ7WN3NUcbpPUKy57rhi1+FcuJMF21os2/mtSgLOyZSp/9DDwOo9T6aZwMy7HkQWNduZ/wBt2b2LRH1q6rY30+o0YvU6dNwtr9OwxxF9O3/qVdu+qPT36419+Me4Jbc3/wAE9Oz/AMEVS36qdUrH6C2nKH7pmp33P3s/6ag4sUuw8xwtnhmP7NW30/r/ANW2ZTb8jp+RivE6tcMisTpw7bct9/U+h5/TsnF6XmU78pvpupsf6Li06PGy/Z+auHswOo4xJysO2to/PDd7f8+regluNdIJa7yMFGeMTPFxEnbivi/FbGoDhAERvw/KP8V6TrGFk4mNiYzaLBj1gkua0uYD9Fv6RnqV/wDSQvqpXTbmZeSIisNqBH+c5YmPZl4ZnCybcae1TyG/5n0Ffq+svW6g5jzTkh4gufWGP10nfVG7+01RHBICgbZfdBNnRw+tWetl5N8/TscRPhMNUvqZjsf1mzItIDMaohpPG9+nP9VPl1uvrI2+mfP3D72+7/oLd+pfT6WdCN9jQX5djn7v5LT6bNf7Kfk9OOu9RVhhxZb6RBm6mRkOqx3WNHutBrZrIGnusQCasf0KXyQ1hGkH3PE7nf1Wo+X043+n6VmwVD2tcJEkyq5xL22tORUX1AOE0ETJ/Pdyo4xoMsjr5OliuqsrdBa+sN7S0Gfoyx35yyut34mEQ61zaaWNBL3SRuP5jWt/nLNv+Db70DM6/T0+o49Fbr8t79zKAWgkMH+E3fzTP+nb/glwXVM/qGdmOszd3rSdtMFornXZXU7+bT8eMyl2/wCkxZMogNBf/R+1v9d+suT1Vgw6AaMMHSsfTsP5rsgg7f5XoM9n+k9RV8r9nMZQcCu2i11UZXqPba3dwPs1rWVv2O/wzPzLP0P+DVNrG1tJcRJ0c7j5NVnJz7+o21uscLHMYyiplbYAZWNtdddbArsMUYcOwqzv/LiaM8ssnFvImgKF/wDorUyCQxrREudwfL/eo+m9rPeA3zJ1+AYr+V0XLZiHMyyMRjRFVd0iyx3gyoS5v9axZMgjzTZTjKR4TxVppsu9qeOMROJgZDio/N9iV1Ja1rgQXP1awfSjX36f1Vv4vXuq9JtfRRlV9Rx2gOc17fWrcdjfY3cG3s/Mp9li5owj0ZGRQ5tgJhpBaSJEt9zdCmyAkKIBHYqBI1BNu1g5dL+sXXZlgrua5zq2vgN9d5i1wd/N/oWfo6K1rXXtJZWIkuAiZJ77/wCV/XXIAOqql4LmWSdx9zCf5LtW7/3tyvdMZn5Dm42I8ah3u/NYyRve786tHQR7UEUSe9v/0b9XWGO0sr+Y0VunPwbDt9R1bh2cJC4+rKuA0cdw5BjVWm5n0XuaIH5zTBCgOANkZXsq3AwarWP+B2lCysLFvB+1YbbZ5cWNf/02e9c6zOr3AODgezhwf80q1V1Q1gGu8tHgf/Mk32SNiv8AcB3Xv+rPRbj+hfbjO/dY8x/mXByo3fVTPr1x767m9vUBYfvb6jVtM6pbYNSy4eYBUhkY7zBqdS7xrcR/5iiPcHW/xRWM9KeQz+k9aoxrAMR1ji0gOqIs5/ks9/8A0V0fTDTjdNxcTWo01NaQ9pGse5XC90jZeZ7C1gI/z2bUsq+mug3ZcMDdC9pJk9msYfc938lCZkQLAHDqyYaiSBcuOgK1P2LsO4S0hzeSQR2VDO63Xjk147Rbc0gO3ghgEbtCPpuWXk59l7nitgqocC304BJB/OsP739X6Cr11OedrGyfwCgnmO0ftdDDyQ+bL/i/9852f0s9UsfkZJLMl5l1hIcX/mgv2hqrUfVLOLybchlbXc2AGywj+q7a1v8AnrpqqG16/Sd4/wDkUVOjmyx/SrsN+H6y4k5OT5aZFw4iN5fJx/3o4/bh/wA1ysT6t9IxiHPrOVYPz7zuH/bQ/Rq9l5+N0rDde8CutujGVgCXHhjWt2qwdgaXPIDW6knsuT6z19mZkDFxWF9TJbW5v5zyNu+Pztidij706lI9zL5lnMZY8rhMscIiW0ID08R/9Bc3Oz8rqeSb8jQN0Yz81gP5v/GKlcaCdGgR+cNJVi/1WUivdFbNIB5J+CGM3JbWKgWmocMLQR/5L/pK+IxjERAoBwZTnkmZzJMi6H1a6Ges3W00tPrUj1N5c0N2O/RAem8e57bHb/Zv/R/4NX7Pq/gYWJfd1Z+TTbj3mrJqoaxxazX0bWtvdVZsuf8ARe5iw29R2130mmsC9zXFzJaW7d21tepbt97nLoLs7o/VMjp2HjZNleC0G3Mry3Na42Vt9tfqu/nvtGxvpt9ez/rar5DkEtD6fAdIs+OOIwkJXxmNR1qpy/71Kzo/QRVY2mp2QL62mrJLrKLKnH3e7H3202Pr+hYyz9G9ZAxsvotpydtd1JHpuc07SJI2PczT87+utwn0WF7wQfpPAGsu1hVLMrHzCKnVuYzcG3TtL4Ic76Hua3cz/q0YRnLezA91sjGOx9Yf/9KtVg9LuM4ucx5P5pe3/qbQxym7oWbSHPri6s67QPyOZ6i51uQTo9gePMSj42WzHsD6d1Lh+4S0fc1R/rR2PmP+9X8Uf5F2asTKFerDs7AnUf521R2WiS5rmuHII9rh5qpR1/qfql32t7Bxte0OH/TV5nX8k/z1dF4/e2mt3+cwlLjkPmh9h/8AQU+noWDC3RzdI5IPub/5ijDIyGGC/cD2OoP9RGb1nAs/nsR3mWPa78LA1EbZ0F7dpc+oHWCxwj51OThOJ3BHmP8AveJWvQg/y/rLU57tnu9w8QdP+khdRxM611OTc0jGtB+ymPbEw5v/ABvt/wBa1UHU6/259i6QCLqyWDKthzXvgbW49Lgz9Lq707L3f+CL0rAqof0WrFzGeyulrcmu4DXaJda7+vt9Vj//AEYllwicOo10/wB5k5bnPYzXQloQfD+7L9583pxH2nTRg5d/crjaAxu1jYC3Pq7j9J6pgNyXXFkvscKJfDKtzjSxz2ubuf6Pp/pXu96229F6D6YcWBwPDjZZr8t6rx5OcTqRfhf/AHrel8XxT+WMq/wf++eGNbvBRI2gucdrRqSV3Tuk/Vtjd76qg3Ulzi48eO9y4f8Axg1dJGOP2SNz3urpdXToNx3WbS32uc+xn7/5if8AdZHY0xn4rjj+iT9YvIdf68/MccPE/o8wSObD4f1P9fofzmU1/wBmY5rNpteIfZzA/wBFX/J/fStb6BdWf57h58B+4z/ySrlWIY4441H7XPzZ5558cz5DpEdgyFzwZJ3A8g8JrAw/pAdHakeCijYeFbn5dGFUQ1+U8VscZgE937fd6f77kSeq0C9GlMmUkfOwMzp+Q7GzKnU2t12u4I/frcPbYz+WxV0AbURW7cxOo34xjcXVkQWO1ELf6Zm4GZY2uSw7dxaCJ3Ax7d38ly5RO0ahIEjZBFv/0+Sa8+RRW2OIghCbtPKI0gd/vT1JGlndslSa1hOks+BUA8nQ8eR/vUpB4g/lSUlax0z6p+Oh/KiA5APtsDviIQqyGn6IeO4Mg/gQi7m/mnb5EpUOynJzxZRlvNo2m6bK3iYdJlzD/wAJW7+bf/rX0VnUfrtldHpyMjMvPS7JpZYHNBfEtey17Gtvtd9Jn6d36RUMvHbmY5p+jYDuqe46B48/3X/Qcuj+ofWm/Y7ul5zRd09sjKpf9Kgk/wA+WfT9D1PZe9n8xb+m/rvj9v8AL9Fiybjp0v8A75z/AKtdWtwsh+NVj/bbL2hjKbfVsHt9znMpxqrXbl1b87r0M3dKwK2PBO+3c0Nj9+vJbRdW7/rK5369fV3H6bXW/Gdux8kue3WTAA9riPps93seuBcykGCxs/AJE9d1o7HTyp9Msz8wWO+3ZHRsetrXQxtmKJcfo+4l91bW/wBt64/rvW2PvezCe20ugWZTA4MO0bNmOLBW/bt9nrurWA47dWgD4aITrXSZKBkkRT77bCA2ve6YaA0uMnsB/ZQXVP3Hd7TydxA5+Ki0uLAdx1HYxqhlpHMR3TLZErq2NGtrCYmGkn8g2rT+p74+sFbhB2127S4THsd7gsNzuw+a3fqVdXR1h9tobtbQ/VwJA3OY3smy2Olr4GpA9i7P1ksZmdTFVjW2MppbWGnUBxm5239136Vcdk47GBj2GG2AmDrBB+iF1HWciuvOy8uwgVPs31bNQ4fRrbX/AGR/YXKWWOsdJ0aJ2t7AEzCERQpUzZJYBnY/f2TtEHX71JjTE9uAmdynLX//1ORa4jj8qmHDuSEIDXlVrMtpcWTugkNDOTH5zv8AzFOKm99oYDB/BAt6sKrCwY5cR3cds/yhtb9FU222utaB7QSBt/8AJKOQXuyHAx7TDe8D81OEe60z7N8dZscBtxam+Jl7if8APftTO6/6RHqYjLB3hzmfcW7kHEx32OAEEzxBW+3oN12M79Bj2aTqXNcncGnVjOQ3rTi0/WRu79LjQyea3+4D+rYNr1br+sWFiXUdT6eyxvVS8OuscYrYxgNXoNrZ/SPtdTv1hz/obK1zmVS6jIsqe3YWOII5hQmBpqB3TLo+TIdR5vof1w+sFPUfq/0rJxKwylz76rWjiuyKrW1D91j2+o+tcI98lGx6Oofsu/MBjp7bGV2Me6A953OHpVn+cfT9J2z9JV/24q1prhpZw7VEytaI0tvI07JOKGSkXptrqWaTpJgBb3SuiV2NZl5sOY4B1VHIII9tlu3/AKFf+eufPBXbWZeNiUtY4hzmNDGsa2Z2jZ9P6O32oX3XAOF1npOJQ9jsYGtrmyWySJn+XLkX6t1enZk2NMkNY35El3/fFPq2bjZDa/TBY4NIe0kEA7tNWqPQraW321veGmzZsB/O2l24N/zko6gnxSd2t1/qAvtdjD6NLyAGiBuGj7Hn89zvcxrf8GxZDYmFK231Ln2HmxznfeZUYSQU1nsAb4afP85CSJ8TJSSQ/wD/1eAycvdLK9GcE+KpWbR9LnwRO/8Ar/0VWs+l3+aJQybkXMcCxxG3UTr/ANUiuvydLXDb6hJa4tgHx2qOHHqifTmRHqTH9mPZu/rrQ6nH2Yf1x9KZ4/MThxdLQeHrSCjqmZQ4GtzJHiwFadH1y6tVLSymxsRq1zf+pesFM3hEcfisPt9abHUcz7bab3VitzuQ0yPxQsSttlgfduGPWQbnN5DSY/znIek68fypj/oorY+wu8d4iZiNP5v831f9J/waabvVfGq0Vfm3XS2dlO4vZQ36DSdoJY3953p1+o//AAuz9IhNd/ryFBWTu2mfT3bHc7dsafzMfo/U2/8AXP5z/CIJYh1ce5o+QTywQ4QJ4Qu44+fCez6ff/XwSUs2N40kbgY4nVaL86stNjmPssLvcLHkmP5L/wA5Zrfpjnntypmf5XzhJIblmWbBYHAbCQK27QPaP3oQ6shtF1VrWk+k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