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TTL Flaş Tetikleyici X1T-C (Canon TTL)
yukari
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
  • Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
asagi
Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
Godox TTL Flaş Tetikleyici X1T-C (Canon TTL)
389,00 TL
319.00 TL 319,00 TL
%18 İndirim
Geçerli bankalar Peşin fiyatına 53,17 TL x 6 Taksit
Hafta içi saat 15:00’a kadar vereceğiniz sipariş aynı gün, sonrası verilen siparişler
takip eden ilk iş gününde kargoya verilir.
29 Ekim Cumhuriyet Bayramı dolayısıyla 25 Ekim 2019 Cuma günü saat 14:00'dan
sonraki siparişleriniz 30 Ekim 2019 Çarşamba günü kargoya verilecektir.
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Açıklama
Fujifilm Eğitim Merkezleri'nin düzenlediği tüm seminer, atölye, gezi ve eğitim çalışmalarına
markası ne olursa olsun, sahip olduğunuz fotoğraf makinesi ile katılabilirsiniz.

Godox X1T-C TTL FLAŞ TETİKLEYİCİ (CANON TTL)

Godox markalı X1T-C TTL Wireless Flash Trigger Transmitter ile E-TTL / E-TTL II özellikli ve güvenilir kablosuz flaşın zevkine varın. 2.4 GHz X kablosuz sistem Canon fotoğraf makineleri ve otomatik pozlama ve ölçüm amacı ile E-TTL / E-TTL II özellikli flaşlar ile uyumlu olduğu için hızlı çalışmak isteyen fotoğrafçılara yönelik mükemmel bir seçimdir.

 

 

 

  • X kablosuz radyo sistemi ile çalışır 
  • Canon E-TTL / E-TTL II ile uyumlu
  • Frekans: 2.4 GHz
  • Mesafe: 328'
  • 32 kanal; 5 Grup
  • Arka aydınlatmalı LCD ekran; Senk. rötar ayarları
  • Pozlama dengelemesi & pozlama kilidi
  • Flaş mod oranı; çok hızlı senk.
  • Hot Shoe ve PC senk. Terminali
  • Ürün bilgisi güncellemeleri için Micro-USB Port

 

Ayrıca kullanıcılar flaşı, vericinin üstündeki ayağa kolayca takabilirler veya alıcıdaki PC senk. terminal veya vericideki PC senk. terminal vasıtaları ile bir stüdyo strob bağlayabilirler. Cihaz iki adet AA pil ile çalışır ve ürün bilgisi güncellemeleri için bir micro-USB girişe sahiptir. 328' gibi olağanüstü bir alan sunan cihaz sunduğu 32 kanal ile yakında bulunan başka sistemlerden kaynaklanan parazitlerin azaltılmasını sağlar. Diğer büyük faydaları ise beş grubu birden kontrol edebilmesi ve birinden diğerine göreceli olarak güç ayarı ile üç grup için flaş modu orantısını belirleme özelliğidir.
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T/8Aoqv0P/CDfEjn/wAs+n9UxH8n/k0P/khf2lg1/wAvX2/h1P8A5AP+G9v2Tv8Aoq3/AJY3xJ69QP8AkT+uATjvil9UxH/Pv/yeH/yQf2jg/wDn9/5Tq/8AyAx/2+v2SolZ5PiykaL95n8EfEdFHQclvCAA+8OpHUeopPCYlK7p27XlBf8At+t+lh/2jgr29tr29nVv93sxqft+fskyMyR/FyN3TG9U8E/EZimVDrvVfB5K5Qqy7sblZWGQc0LDV9uSN7J29pTTs9U7e0va3VXXXYHj8Ja/tpJX39lVt6XdIeP29/2TiMj4qk45/wCRG+JP9PB3rgfUgVX1TE3t7PX/ABQX5yF/aOC61no7fw6qu16Q/P7jofDf7aH7MPivUYdK0n4t6JHeTuscX9u6b4k8K2rSOQqx/wBo+KNE0fT1d2IVUa6DMxUAZIrOeHxNP46VrdU7q23S/wB9yoY7CVJcsaur/mjUj66zilbTo7fLU+nUlSREkjZZEkVXR0ZWR0cZV1ZSVZGBBVlJDAgg4NZeuj/U7E01dO6eqa1TT2d/M/kG/wCD1b/lFl8A/wDs/wD+Fn/rOv7VVAH9Kn7ZPxf1P4LfAvxF4j8PztaeKNcvLLwf4ZvV27rHVNbjuZZtRhLHAutP0ew1W8sWYMq31vavLG8KuDvhqaq1Yxl8KvKX+FPT5PRP17nHjqzw+HnKLXO2owv/AHt/mldq3RfNfzWzTz3M0tzcTS3FxNLJPPcTSSSzTTSuZZJppHZnllkkJklkkLO7lncuxY17enRW2UUtEktlbrZadO58s5N3vrfdvf5EaqDyDg54Xp17dD+HTIo9dyQ2gnGCW6bQOcn64J+nr2HSgC9Fpt3KP9XsXu0h2fmMhievG1u/JoHZ9n9xdTRcD95cAE9VRSeMZyGJXPBz905/GgfLLt+RaXSbYABpJ247bUzj2UZOOvPODzyKLD5H5DhpVkBkq7euWx0/r65pXQcj8v6+Q7+y7Ej5UlXOORJg/wAuv49fai67hyPy/r5Ef9kWuciSVSec7uSfxU5PPp9KNfL8SbPs3bTQqvo2BmOc5JJIZMHj1cEAD/gOaY+WXb8ipJpt1HysZkT/AKZkPx7gqrfUYJ7ZyaBFEptYhwykE/KQVwQcHrg4z7ADnIzxSEMYYz1xu55BHp15/Xj9KYDSOTxxn/PPTp70AJSAMH0P+f8A9Y/OmAY/woAMH0NAEi4P3uo6egGO/b8+aBmB4t8SaL4I8JeKfG/iXULfT/D/AIQ0e41vV5pbm1S5NsgmS3gsrSaeKW8utQu4l06yWJfIN5NCl1cW0LNOnDVzPAUcXHATxdBY+eGljKeBVem8VUwlOrHD1cRHDqXtnQjiKkaUqqjyQnOUJSTVj2cNkGd4rLf7ap5Xj5ZIsxjlTzlYatHLIZl9WWMeXvGuCwzxkcJfEyoKr7WFHlnKHLNSfEa5+2D/AME+/Ddr52p/tX+EpnKxzW8Ftc2SnUYQqySNaMrzTpFMuUtp3tziT55I2Ysi5/2gklaHvdVN2TfVK97rXe3okP8Asm2squl3raLXzUuRa/4nbuz75/4JW/8ABUz9lXx9+0Po/wCyF8JvinrXjW/+J9r4q1bw7o17Yai2m6V4h8I+FdS8aaq2lamdHsdLMV54Y0LWm1UWl7eQX17p+nz2nlGO6N3y1q3tpKTjGHT3WtXotXZJq+iVk1toejhcO8NFxVR1IS97VbPtGzaSS2s2tku5/S2Og+g6dP6fyFYrY6xaACgAoAKACgD56/ai+Mj/AAL+DXibx1ZJDN4gJttC8Kw3KB7dvEOsO8NpcTRnAmh0y3S71ia2OPtcWnNahkaYOuuHpe1rRhsndydktF3l8PZJb3avuc2Lr+woSnezfux6e803pfrZO33n80Ws6t4k8ZazqviLW7zVvEOtapePeatq12Zr68u7ydixkuZiCSSF2onyxRpGI4AkUaRp7fuwSS5Yq1k09bWty2vpZaO66Hyz9pVk5WnKTd20pOTbdr9rXukl2a7mcLC/wuLS7yR2tZvrz+7z0IOTjgg07pdV63X57Ecsr25ZNvVe67vzsc3q3ifw94c1vwZ4c8RX0+n618QtWu9E8K2pjs41mubG2juLq+vTfXlk66bDNdWNnI9lFe3ZnvkZbVoIriRfMx2a0sBVw1P2NWt9ZlyVJ0mpQw9JSp0nVqNWbjz14e5GMpJRnK7VOVvseG+DcXxFgs7xkMfgsvWT4VVqdDF+1VfMMROnicRHC4b2dOfv+wwGJk51eSjCp7Ci6sZ4hRj0q2OoN0s7wkDDbbWVsYGSOI2wercdVG44616bav8A1/kvyXofHuElf3ZJX0bT/UhaC4HLRTKO+Y2Axjr9zAPI6454OM4oJs97O3ch3NnOcEYHOGGfQYHX6fhxS/rdh/XQfu75z152jH4nb09Dxn3piLcNlK9rLqV5dafo+i2rEXmu69e2mjaJZ4wzedqeoSQWwdI8yG3iaS5df9VBJkConUhBXnKK6pXV36Ldv0N6WHq1nanBy7ySbS9Wk7fPY8j8UftC/szeFY5oLj4/eCdW1iJlT7BoQuLi1Z9ziULql+NKh2x7VAPkKsgkBUjaQOZ42ktlJ/d92/39tjvjlFeUbucIu+1m7a73Wlvz6X0OSsP2o/gXerCZfG6WkczqraibRNT0O0DN8rahqvh681oWEQT969ze29vaxKmZp41yY6hi6c1r7vvPddL739Pl16k1MqxEFeDjUa6RuvxZ7rZXlnqen2OraXf2Oq6RqkIutL1bSby21LStRtjjbc2GoWbzWt1EQQGeORtrHa21uK6U09VZ31uedOnOnJwqRcZrdNO/r5rzWj3TsSb254H8/wBRx+XHpVEhvPt+v+NAg3n2/X/GgA3n2/X/ABoAN59B+v8AjR/w3zAN7en6H6fzpAG9vQfkf8aYBvb0H5H/ABpfrt/Xyf3DDefb9f8AGmITPqB+ueucden3sD7uTlgQaQWW9lc/XL/gm7+0Hr1xrd18BvFWpT6npT6Veaz4BmvZmnuNKl0wLLqnhy3d90jaZcWDzalYwZEenvp99HAvlXkaQ+fjaMf4sFZ6KfbWyv5Nv5Xt139vK8TPm9hN3i1+78mley8lFPTol0sfsfXnHueu4UAFABQAUAFAHz1+1D8ZH+Bfwb8T+ObJIZvEDG20LwrDcIHgbxFrDPDaXE0ZwJ4dMt47vWJbXIN3FpzWwZTMGXahT9rVhD7O8vReeyXTydu5y4qv9XoznfV+7BWt71ns+9k2vS+qP5m9f8Qa34p1rUvEPiTVLzWdc1e7kvtU1TUbh7m8vLuU5klnmc7ieAiIu1Io0SGJIolRE9tKKVoq0Voltotj5SUnNuctZO7vd3u/X8uhkbz7f5+hx+XFMkN59v1/xoAN59v1/wAaADefb9f8aADefb9f8aAHqYlEs91cxWVlaW815qF/dP5drp+n2sZub6+uZCP3VraW0c1xcONzLFGxX5vkGdatGhTlVnJrlcbPu2moxSlZc2lovVL5GtKm6k4wWnM/6/BH4X/tUfHvxJ+1f4muvDGlXKeHP2fvh3cST+GdFsbW9k1Dxjqkbx2o8S60E3XOq654jv4mbRbMrDp/h/RFiLAtZXd5P857R1bYmfx1L8kYpJxo83u8yd4xUfhk49U1JpnspRpr2MEoUow/fzurTtpzOS5bJu/2/idtbHy62iPqj2trp1raaZplu8kFnpNsTBArC0mvozMySypJdG0h2zXzMsl75sch+z+ckKatJRaVr0rvlulzX5uWHlZOK1+JpcuskjCN0+SKlyybThGCc5VE/ZycmrTfJUTupu9+rlodX4f8ASy3NxbywE3AFwu1IoiyGNIp4E3qRA6v80cF3F9p8+USL8zsrJtH4byu4PX2b0cnZN3um4JRaSvBvS3MncylFJtRlyTlKpGpUcJayU20vZwg5Ke6c5u7Tbbe59MeD/hBqH2rS7mxN1bzR3K7bi3Dx31jcrNiF90ZW5jjjU7knjcStGyKqoDuCV5NpuMZRtH+7rG6cpXdld8sm25RVnqmWm04Ta5Xu+Rwi+fmbk03K/vy0h3nfW6XJ7144/Z0+IPioL8aPhbqdx4I/al8F6dbnR/GWnwC00/4waZbGO3vPBnxNsL2I2msalqujfbRpHizU7XVL7UdS0zSrHxCLtr1Nd0zC9SEqdRT5Z+0XuqMp8r5eborxls+V+7F+UUqnVSq/WP3dTmcZJOPNGTmnFt8sVH3dUtHeF+SF23KNvp79m34+XXxc8K29n8QdDh8A/E3S9Y1bwnr2mXBbT9E1LxNoGpXOj6rptqdQkZ/DviKy1Kyv7DVfDWrXcrw31tLFp91NvS1i9ehinKEXXnfWEeey5W3FNuSi3GMm1eSu43vqjz6mGU5N0YyTV5OlNWlH7TTa92PKrXuo262S08b+L3/AAUu/ZQ+EE01jd+PJ/G2sW0vk3Ok+ANMn154JEdkngm1RhbaFBdW5R1e2udWikd12qVRZGDnjqEbK7nJyknZfLfrZpq+10yY4KtLSUVBvZPnm9m1pGDvor6N6X1e58f3H/Bcb4L6nMbDwJ8HPiV4i1pjci10jxHqnhfwg1wYolZPNvLG58ZLbK8r7Ha1s9VKoskhTMeGiWOV2oU9L6NyVrdOmqa8/vNfqLik5VYtaL3e7Xw9ZJrrBxVuy6eP6r/wV7+PniKYjwb8HPAPhi11a5EGkrrWqa54l1DTJl+Q2mo3Eb+GYtTu7iQBbd4dK0aBIZUQxzuXlt4liq1/hgle2mj9L3tdd/tbrcf1SkustoK+lnOcZyUbaJe7BXe135HO2n7cH7cXxAsh9i8c+F/Ds+r6sbrTI/DPgjSYZtMW2tI1fSYZ9cTWba50uR0u5Xi1g6jfTFJLmGfyfs8NuvaYiXxSavro483zS1v30TVncqeGowbUYuSbtFyhKKdtfdnH2jla8W7QSlfl5tUec+JNY/aD8VLfTfEb46eNJtJ1fUobuRNY8bXGmaZc3Vmk0K2ejWwvdO060SOS4eCPStBT7M141xGltLqNzLBFElKUVzVJPW1pO+mqvpr/AF3HDkU1ywpQpxi5c0VGUr8ierlKd9Otlvey0NT4c6HbeA9avdV8J/EXxlpursJU1JvDV74sn/tee/ihe6E0VkktpqM01usfm3N2spWTyhLJHcQp5UwpUqcpTWjfLacLq6vyuV1ftfpo9b6NdlTGYqrThh6k6VTDpc1JzjTn7Oyu4uU03TSTtH2acOXTljol9YeC9T+LviDxb4bnXxx8bJrRNTkkbWvF3ivxA1hofmwTPFNbadqGoXpe0uHCQtp8KR2ULT7hDEXYvspPm5lOTS3c5u/X4Yz5VKzVlo189DhqU1bmcZyVkowglCnru5X+GMb2i9n3P2A8Aaj4hvdJjXxBPZ6jc28FqBq1rFFaNdTEzrOk1jFJJFbyoscMgliMdvO10wSCNYyq9dGopTdOUnoubncVtrZPlu0+jjZPfsctehGlGDTV2pbOLdm7rrdq1nfa1nbv+1v/AATc/aD1641q6+A/inUZ9S0p9JvNZ8AS3srzXOky6YFm1Tw5btJvkOmz2DzalY2+QmnPp99HCpivI0h5cbSj/FgrPTm0dmnb3ttG3362T1PRyzETU3h6jbWqhfdOKu18knddLdLH5I/8Hq3/ACix+AX/AGf/APCz/wBZ1/aqrzj3PXc/dr/gqHIkXwC8INI6xqPjBoPzSOqqf+KL+IJA5IB6ZweyknpXXgWo1JOTSXJLVtdZxaWvl08vI8vNk5Yemopt+3i9E3p7Oqr6dE2vS67o/A+LXNCuLhreDW9IluI2KSQx6nYtLG4IyroJmZGG4E7whUEBgOh9L21P/n5T0/vx19NTwfYVv+fVT/wCX+Q8eJ/A0DQrqHjjwjC8jfu4n8R6PG7kHBTMl4Dkt/DGGJ9T1qJYqhF2daC+f5NJr8zeGCxc1eOGrvzUJap7W93rod5aSaa9rFd2M1pJaTLviu4J4pYJlORuiuY3aOUZUg+XIeQQdxBraM4yXNFqS7pprv0OadOcG1OEoNbqSaatunp06kcuq2kZITdMR/c4TrxhmAJz2whGD0qkx81ktb6dE3+uvyKD6zKcmKGFAc8sWkYYHJ6xjK8lvkYE5HQUm7b6Ety6316alZtUvm/5b7RnoiIuOe52g/nyQPxoJIzf3Z5N1KABnO90GASecMM8cUfL5lKzsrNvbR7vy0PIfG/7RfwZ+GN/a6d8SPjT8OvAV5eI8tpD408d+HvDHnxxrG7vHLrmoWcRVEmjZ/n4V0JwGUmHVpxdnOmmtH78Vrt3Nlh8Q05Ro1bLT3YSk/uSb/I7zwh8RfDnjvRrbxH4G8ZeG/Gvhu7aVbTXvC2taT4l0W6eCV4ZUttU0me8spjHPG8MixXDmOaNo3w6kClKMtYyUvRp/k2ZSp1IP95CUG9Uppxk7/3ZJP8AC510WszjAeOGQHguo2MfXBDMu3rjCgegHSq8hNtaaq3R3TXl0NCLVrZuJRJCSRyRvQZ9WU7hg9/Lx/tUBzeS+a1+ZblNpcQTTTPb/ZLaNprm5nlijt7WCPHmXNzcyyJDbQRjaZppnjWJfmdl5NS5Rim5NRS6uyX4jUJSaUU5N20im7X6WVzltKvPC3ieWSPwr4n0nXpYpmguF0M32vWlrKiklLvUtGstQ021KLnMtzdrDkDMyisHi6EXZz1f9WT0OpYDEtJxpSs0n7zS38m9PQ6m7+H3i22WNo9IOqpLG0yP4evbDxH5cYTzS11HoF1qMlgVQ5eO9jt5Y8FZY0ZWRdI16UnpUj9+v3O3/BM6mExFP46cl6Jvf0+7Trsc82jaiihprUwEvLEq3UkNm7PbkpKixXUkMrvEVPmKq7kP3sVUqlOL1mlfZy0/4H4kQoVpp8lKpK3SMJN/ck/68zX0vwV4p1lHm0/Qr+W3jkeF7yaNbSxWWJ9ksJvr17ezMsbZEiC4Z41XcVxzU+2pb+0h5XnH/NlRwmJk7ewqrzlSml/6SPvfDNhoqeZ4m8a+CPDgCsWW+8Q211NEygFlkt9MF84OMqdocZUhdwGayli6MftXfZK/47G8ctxcvsJesrfn3/I8r174y/s2+DYZJ/EXxcj1BraN2ubXw7pf7nKozbodU1K5iYxjYfml0lWxgKFK/vMZY6P2YN+bdvw9Dqp5RP8A5eVEttFrr1Xou/U/Ln48/wDBXL4e+D72XRvgz4aN3dyTmx0i78QSadq+u6vcmQxrPHp0qQ6PpmnqRumvbm2uVjUJcFEKlZMKmLq1LWlyK1tN1825bd7L0O2jluHpu8lKo/7709Ulsuyv63PCfEHxbuv2y/iv8Jv2W/iJ8ZI9A034hi0k8W3kUd3p1tNNcJdXEHgTwjYaMmtGyhuXvLzT4bqVmt3uLjVfELtapPBDb+S8HhXjpZg6FF5hUw8cJLHOmvrUsNTqurDD+1S5/ZRm+Z004xTtOKUk2fQf2zmjyfDcO/X8X/YWFzDE5ph8o9pL6jSzHF0qOGr42GGTVOGIqUKNGlOryKpKlSgpy1Tl9S+Mv+CWut/s1+I/Cev/AAFs/wBn7xr4Jtbm80bxj4L+NHhLUPiPqmpavf6c9umvaQbGHTbzS7Npof7PvrSS4uLa0jkF9DGW81G61Nxkpuz68skuTa9rWWiXTouh5lSn7SEoubhe+sG4P5tX36vT0R9R/wDBPL9rzxfpH/BX79if9kqT9nzSfhFfeLZfjlqPxE8T6Dc2PifwZr+heGv2VvjV4i8IaD4H8TWnhrw0ET+0tFs9V1ZbzS9O1fTksbPQ2tvs73c130VsT7SMYRpxj/PZRVn9rlVr2Tenlbvrx4bBqlUlUlWnVndpJyk1FX926drzt8V1e+p/c4OgrnPQCgAoAKACgAoA/OD/AIKgMR8AvCWCcn4v6AuM4B/4ovx+2DjqMgHngFQ3UA12YH+NL/r2/wD0qB5eb/7tD/r/AB/9N1T+Tz4m+KfhVp3x6+J9h8a734iR6XYL4MuvA8Ntc+MrHwdZeDR8PfDSapqsE1rc2egR2d54pm1qG6vfMIfV1v7OSQXcM8cfpUo0OaTqpznzTjrGUYRi7tXltezX5vQzhf6vS9m9FClKKSi3zq0p2la8mpvWO6ejVzntW179h3UdNnW4uPGFppV3D5WoPpfiLxebSXTrrdEyXi2+tXsBt5g7K2+IiQAqgwxDdChg1Fx5YSi+q5nb0aupLs1p+BfLV9q7Nyklfey5tfspaJO/ura2/Q/LX9vuy/Z++ENt8GfGH7Jvj/WNSeXxdqVn4ksbnWJ/EGj+HI2trVnFpYa5pu/TmulUrcTFpBLjAdTkL5+Lo4dKPsY8qk3zNTnZ6xd+VPdctknGyWlmtTpozrWftX73w68lknGS+F2vaTu3ZN2u2rJP2X9oDSfBHwC+HnwJ+N3wI1xdB+IXjzxJDZeIrzRtaspbeDT5fDU+sX99bWdtHElrKt+EjAmElqiyNG0LuVc+d8XO3HRPTlSioq9leNrvtdPXe+ps5yaSUndaO/Kk+7Wr/C6/XyHwj/wUm/a71m01G58M/tD/ABDsLezu002G31bULWa0CtnASzvNPuNNH2iJSEik8kpw/wAjHFJt9G/k2vTS+nppbYPZQesowbau3yUndvV68jvr1u7nrWhft+ftveH4o7nT/jb8KL5JkyD4x+EXwG8VyOjHDGWXxF8J9ellm3hlaVJC6sC6yk5YpVKiuvaV0knZKrJL0X7zRdtEkL6thnr7Ci7639lT18/h6ndaH/wUZ/a/iuDd6v4s/Zx8Rb33Nb3Pww+HmmQSscZCw+HvCfhhYFJHS3WPGcYAwKv6xWlH+JU1725vm9W363u97kPBYVu/sKavva619FZL5WsZXxq/a/8Aix+0VaWNh8UvA/wV1y006GG2sofDGseMPB0drBDjEVrbeGvE+n20UbcGRUiQSyZeTexLHO7d+aXM3u5Xv/W5vCEKaSpwjCySXLbWysru3VJX3+Z+cnxk+FPiJfD+oeMvCmiR6bDp80lzqGiaZ4kvtWit9MWIu91D/bM93fzvbudrKt9LL5BDrC7BjUqN1dWt/wAP+Jqnb9eyfU+QPD/xI8V+Hrhb/TNR1CzCPjMMsixnnO1udpB5zvVg2AhXGadml5hfdep+jP7JX7ffif4L+I4r6X7VrngDUbqI/Eb4fRzf6NfWsjAXHinwrbyv9m0jxnpyAXUc8CxQa/FEdN1YSRtb3Vt0Ua7pyu1J9020vu+W/wDkceLwkMRTatFTSvGStfo7X8/TQ/p30TWdE8T6Jonijw1qdvrfhnxNpGm+IfD2s2jhrXVdE1e1hvtNvoSMjE9tPH5kZO+CYvBKFlR1X1oS54xl3Sdr7XSdvxsfLVacqU5QlvFtPp87ee6Lx6n61ZmFABQByPxA8f8AhT4W+C/EPxB8catFonhTwtp41HWNSmSSRYYnuIbO1hhhhR5ri8v764tdPsLSBJLi9vbq2srdHmnVRNScKUOeeytZL45NR+CKV4807NwUrSsnOXuNSNqVGdaahBatXu9krXu30XW70Pzpt/8Agrd+zXdKzxeEfjSwVmH/ACLvgcdCATx8RSpH8J5XGM4HSuV4ymvs1emlo9vX+u7O/wDsnEdJ0bf456/dTa+5yXZslg/4K0fs3zTCFvCHxpt8naZJvDXgry8nkbjF8QpWUNn5RtGcjmksbSf2Kn/gMb+X2/TpuP8AsjEfz4f5yq3X/lI+hvgT+2z8EP2g/E0vg3wld+I9E8WG2nu9N0DxfpVrYXmvW1lbT3uptotzpGp67p00umWUEl7dWlze2d81lHcXtpbXdtY301tVLGUqs1Bc0ea9nLkiqjVrxh+8nK8Xo3Kmotzi4OTkoGGIy+vh6ftZck4r4vZybt/efMo2TfV2R9c/z79v07V169e9r+frrr8zhas2u1/w32uvu0CgR9i/sE/8nX/CnGeU8dA4PBx8OPF5x19T09ctwTkcuL/gVPSP/pyJ35c/9sorzqP/AMozP6Pq8c+oCgAoAKACgAoA/OD/AIKgHHwC8I/9lf0DPOAQPBnj9gOCM5Kgc9BknnBrswP8aX/XuX/pUDy83/3aH/X+P/puqfg4ep+p9u/p2r1T5wSmAUAFABQAYoA+XP2w/Gc+ifC7TvhfpKXS+JPjfd3+k3EwhZIbf4d+HXsJ/FLJchkBl1bUrvS9Fltwsvm2Ul608tqht4dV8nMKkXUpYezjKN8RzJPllOXu01zQfNGra8k4xk+XRq2p6uCgoUqtaXLeS9lSjzc1278zUH7qmnKMVJtQSklJqTPz3j+F14F0/wAFadbHTTapBqWt34hjcXmqa5C8ej2dw90LW0tTpuimWax829txJPqt3JInkQ3E0nn1NG0+ayiouWl48/Ndxc/dV21GcElbeyujqm2qLi4yU570uXmgqbb5It7Jte85c7pxastFY6b/AIVqumt9hisjDqQt4dSt5bpZLY6Zb2NgW1DTDI6wldSijjuJFQSW89xcboTOyxvExN2ndcjs7XSglvHpzx+G3u6KyTslojF05pylBSctITko04OEmrTs3CCqT5velyyukoe/FJo6fw/4d0yK5F/GtvtNnotzcQvcuWWLUI/tkP2+O7WyAvrV7Mx32lw388F1Z3NnGlv5l3MZL5nGN21LldpRTi1KLu4Tuno3q2pP3I/C2lc1oUpTUZwqPkk1JxdOSUXCLUIU5OUZtKOsopcri+RXaZ9j/C7QdIuVtCrJZXUMEcEfnLPNYzl5283bNHbQXVqksV411JI8V5HDCUsrq7gjIFonJxvZSala91t9lJuHvJuKS95OSXvOSTsDguSEpNL3ovkSn7Rwl78Vde095TalD3bqNnJPRx/Uj4Z/DbRNXg06RtLhlFu9ukc8brdrvaGSGMxkyqNv2G3jiiQlokgjuFljMNrEz5TqPkfLH3nV9o0vemvc5eb2bi2k7vXlpvXdc01LaMdEl7SN2nzSm7uWj958ijNdnoo9LrQ+ev2gP2btB+E3xKsfiBd6RHN8H/jZdWXg74swCRox4d+IfiHXvCPhz4eePBNDbtaac+sapqVz4Y8STyTpPd3974b1YXMclvqEVzvhalp8rbnBOVlJzfLJ6QSSjKSVaNpytJ2uvaKbvJqvRcoTqSbdWMJRnze9zc9Rt2qO92qej91tW2XX+YD/AIKz/sC3HwZ8R3HjPRrbWb3RdaktC/iexugscVp5t8xvta0xIJba9um3Qpdz201pMTbiXbK9wY32rUObl5VT53P3oJcqUJpx1cuWS2s+WNo6SejM6cowk480ZRm1Gl7T97G8Wpvnk+a14VlGPKlJNpOKvyn89OqaZqGjXRkhuJpFhcyWesWcjCJxmPZJHPE/mQuuSskMrK8UiyQ4Ei7RzpSsmlZKzSbasn0aaTSW0eZX073R1zSc5U3zxleLgk5RlZR1tGpFSmtNH7sWuiP2Z/YG+Inhbxj8LfGlz8SNP0vxH4k8MXd9Z21zdPbf27dWNxYJeWl5dwTWRF1byakiW13qD6gkpaLy7hJY9ld2Htyy+1NS2+0vW15W12atr2ODEX5oSp83LUi2pJRTdlNTXs4OVOM00ozfM7KTa0hJryP4M/FrSvFXjH4h+KfjF4k0fwV4Zh8Qa3o0Gm6p4kv9D8KaLfWWma3rdloljJZPf3k3irxDHYayfDlvPYppV/qGkX0d3fW32+JIJlN3l7mqk4p6wXPvFXjK1uXt11NqdGEpJR5Vyy5pck9bvecHePMueMVpOSV0rdD9X/Bvwa+CPi3wFY+JPhn48t/ihr2r6D4e8ZaXdeAfhncyiKW8SC9n0y2n1BdYuZ45bW9WDVJtXW61DStRttTtjbI9j9pnx9s5WcY8u735m7bt3bfrfZ7mqoYfDxlKrWsveSqVJxpxWiio3b3vo+Vt33s3Y9p+PvwK1H4ceC/Dnijw3B4ql1GdIL7SL29sLuGT7XZ22m67rmi21vHpkGkXcVrZslh/aDX91fS3FnfbLPTI/Klvm/bJc0lK0u6dmm9N1Zt/1oYqrl+I9rClVpVKlCL9pySdScXKfRQbUXJvlfLdp+69Ec34j8Z2GkJ4esvHvimz0vTjr9r4gi8RQWnhjxJe3K6zpd3c6FHq8Wl6jYzaJ5ep2+lQ6ZpGohdX00XKa9GpazjSTrcprn0vC7fvPmsns4re1tE1drZXWpyulGlUjGdPlq04qftEoU4qN/hk4RmpfFrJqVk/ss/QP4MeLrfVkt4kuBPFq1kLqxmjmE8M6eU1zGVkTcHQW26QPE5WUXDOuAFc9GH92LScbSaahZXXW+/u3Vm46W22OTESU+V8kqbcW5Pm5lK9V/uuZ3s6atJttPo9j9Sv2Cv+TsPhTjI3L46z0HA+HHi87eDjPPIHAOTxkEPGK1Gou3KvuqRNMuf+2UV51X/5SmfIH/B6t/yiy+Af/Z//AMLP/Wdf2qq8Y+oPqH/g6Z1LVLP9hD9n7TNOv72wt/FP7cfw08Oa21jNJDNPolx8Df2j9RvLffEwJBfTLaZQ2EWSFJeJEQqfeugmrq2j6q6uvL/h/mf5jb/azq+s3tnfalZXdvLfSRTxahJ5xZLgjL3KosxMgw334y2OHI4qlGK2+/q/V31I5raO9325fwvbS+19/M+qIvgta6r4N0TXLjxZr8F1LaaRc3dlK7X1s8l8R9pnSGe4UIkaSpsMjIshBBEZVgOpYanUjF8sYOy1abbbtrbTf57+QRrVabl7Ko4bpvncW35WlbXyXlbvyfhJfiB4D11dU8E+K/FvhPxBYzWuoaZeaLf2ttJeumyW0uIJfC+u6iglVAs5hvLeMqhUPuA2yR9Wirq12rcslGEYtp2WvNJt+TSlfVpO6JlVc9an7yUl73O3L3ut1KK1d3dXb6XPqvwz+3f+3voAis9F+P8Ar17JqcrrHaa9o3hHX7zfZtKhWP8A4S3wvf3Nv/rmMgt5I/O+TzPN8iBo9IwrxkuWpKL11SlZO7/mTjq9rL5dDnlQwlRWqUU+/wASiu9uWSsv00Pqrwd/wVn/AG0fCgsbTx18M/CfxDi06KJNQvU8N6v4cvdW2whftc99oJfRYbliGmY6dpEFkHdhHZxwhY109pjI2b9//FHXvd2SXrovQ55Zfg5fAqlPs4Sja3lzXdrbJu9j6W8F/wDBbvwoUmX4p/ALxj4bdZIkgn8H67YeIoTGVkM0t3Frlt4VltjHiERRwPd7lLy702iItYyotZ0tOZNtXXupWkrdHzPRdrdzJ5VTbtGu7vXVJv0fLZN231R+ef7T/wDwWD+NvxPvtZ0L4bXy/DbwXM9xbw22isDrF1YszIFv9akjS6eSSIjzBaiyhaXJjt4QwUclXE1ays2lB9IOydttb3lto1dPfszvoYHD0IpKClPTmnJby6tLom9bH5PeIvid4k8Tzzz61qtxqUlzLJPM10/mmaaZ3eSWTzB80kju7u/3izsW+YuW50rX1b9Xe3odnovwt/XmfQ/7H/7ZHxf/AGTviVpHivwZqOrav4LlvIl8b/DSe/n/ALA8WaIXc3kMVrL5lvYa5bQyTXek6tbRpPDexxrP51o01vLtSlUhZ07XWs468so7u/re77NnPXoRrxcWknbSdtb+lr+evp3a/uI+GXxC8M/Fj4feDfiX4PuzfeF/HHh7SvEmiTyBVmNlqdtHcLDcIrSKt1auzWlzEsjrHdQPGWKAE+1TmqkFUjGyaskr+61ZPzte6u9+7PlqsPZVJQd3ytq7erV/de3VWfnc7G9vLPTrO91LUryz07TdNtLrUdR1HUbiG00/TtOsIJbu+vr+9nZIbaxsrSGa6urmdlhtraKSaVo0jJNSajFuWijeXyf+a7779SIxcpKCV5OVur/Bf5H8w37S3/BSbXvjf4s1V9Hln0X4HaBrF5F8OvBcMtxbS+OLOyuZoLD4ifEdG8me91bXok/tPRvCMyf2J4I0Oaz02GHVvEd1r/ibVvFrV51XvaKbsvLp89j6jCYSnh4JpXqtLmm173RuPkk9O9j5I8RftmfFXxJCltJ4y1ax0yDCW2k6bfS2VjBBGAqxRW0EiRIAAFGQ25FAYFhmsP6/Q7EkkktEtvI9e+DP7W/jv4VaVffFS98aeIrrUbXUIPD/AMOfCEGvX1pF4w8cXcbSx/2rcxXAmt/C3ha226v4imi/eXJlsNNhVxezvAWv3+Ta/IGk99fU+7PBH/BUPxP8PrObxTrniS58ffF3WWW51rx/r/l3d5p1wd6f2d4QgnEkHhjSbOOWS3todMWC5lgKi6nuGANHk9Vtq76ExhGN+WKV7t2Xfc8f+I//AAVj+MHix7g3PizUm84uWLX1xtLMACDmU7ueFPz9unFHkUfFfi/9uX4i61K73GvX0xd2JLXMvybmOQGZuAMLnLAkEkcUAeKD41+PPHs99Zrd6ndCSDymdXZtjTzw43koxMTRLcKSkic7VL+X5gYA8p+E2l+M/F3jHxX4isYrzURd63N4a0yGO2gmaWDSrhrSM2r3Sr5M1xMw2sjwF5HUPLHhnQA/er4QfsZ6n+zhd+If2jfFHjq9t/i18PfAviseINBVk0yxfXfDb6zruuWHgLUJr2bVdW03Qvh5P4fkv7260nRriwiFxLc6Qup6pBpsXflGWYjOs1yzJ8HaWLzTMcFl2Gi07Ovj8VTwlJO80tKtWDjzNKSa96mnFywrVlRpVa0kpKhTq1ORX5pOEfaxinL3U5RSSS62tpt7Z8Ovj14/+Ndve2GlyNPfSmygk0fX9Tv9U1DRjf2VudKu5bW98vTmWYHXNJ1O6hu9PNreWFzFPObj7THX+juM/Zu8T8NUsPiuNvEjJMpwOKw08RDHZRk+KzdKWHSWIw8cPLFYL6zXw8p4WrCFDEf7ThcXh69BVPaJS+Yp8U0al5exhQpxcHerWi5ShOaj7ipQqXsnF8vu6ON5a3PtX/glz8TfAUv/AAVh/ZF+HPifUNHuvHM9z8Y9T+H0elaHd6SYL2L9mz9oRdeso3XVb+2uNOs/CNlcSS3JttNSe/u7dv7Ms2a2Ufzh9JnwDyvwGzHhHLcBnGa5vPiLLcZmtStmEcLQksPRxEcLQcMHhKEPq0pylL2lJ4jGJSSkqqe/r5Zj3jpV+WrQq0qaozi6d3O1ZVbKq3Jxa5YLkSV7JNuS0P7tR0H0/wA+tfzF/X9WPWWy9P66v836i0DCgAoAKACgD84P+CoHHwD8In/qr+gHrj7vgr4gsPzIwfau3A/xZf8AXt/+lQPLzf8A3aH/AF/j/wCm6p+Jn7OH7O3wr/aW/bGvPhx8YdGl8R+FIf2aLC+u9Js7vU7S733HxE8TXcDNc2EsLwqbcxsAN4kVikyPE+G3xFWcHKUHeSajy291JU0tWlv1+8zy6knShe60nJO995J7dNWvy9Psn4//APBMD9mP4XtobeB/hhcaL4QnlgOp31/4t1m71C91W5v4/s9la2zJNbQ28UcTSu14zM42pD5ZY5zoYmcqijO1+aKXu6Wcbtv5/JandKkoxc0veb95t7+b69n3R+fH7Rf7C3wL8IeCLvX7XSPt8OoeLLDTYItbstH1cfY5JB9rjnSaBdskIDRx3EYDMmVGGXJ75Sta9tb9NNf6/pGEW22nK1tLtdnbt/XS5+EH7THww+DPgr4q/Dawh+G/gfUvAninX5vClnptnda7pfi3RdbgsX1Y6tZyQeI003UtFkWCWO+UaPYmJWW1SSYrvHG1GNSnNRi1UerfuqLWlktNU396WhrdWlo3anO0ls5xenL0u1ZpbvtufnbrGlJa+P8A4oW3h6P7BpY+IhisrS1l8u2S1/s+NzE6IQZY13HBkLZkO5tznNc2I/iSsrLmd/vd195003eEf8Kv62Vz6s+Ovxl8D+PPgr+z58N/Dnga00Pxb8JNE8QaT428brHYw3fiyfUtUN3ZW/m2Je8uoLSDG46uvmQXR8i1CWpZW5VFqcne999reVvd2t1uy/PY+PpBJ1Vs9MkEgIegHByu7+8cDqDyKq/kr+X/AAwGjbXEu1SJH37vmw7DPYYAOcDuQPqQaHq9l5iv9/8Aw3+a+8+gvgD8W/D/AMJvHb+J/GXg2H4i6FceFvFnh1/Dt/dLDbre+JNCvdH03Vke4huoRJpF7dw6iimFi/kMFkR2wJmnKzi+Vxey2f4/PcpP8dT6G0b9j3wR8Tv2d7fVvCmiLDqd3pL61a3KRxm6luAXaWAsobZsdWGB90AjJxSdRRlytq/Xsr7X7X6ITT1tvrb1PxC1TT77wD42u9Jn3RSWN/LZyghlX5JSjKeR/EMnk4IIIAIrpjHmlHzT0/wp2++36kq9lfeyv69T+oj/AIJQfEW88W/s1a74H1O78+6+EnxEvdJ0OJ5BLPD4K8b6Xa+MNEtnd280xWmuz+LbSyVgIobNI7aEbLfYe7CSbjJN3tyteV1t8rHgZrTUakKiVudPXXVrf/Pfqfpgep6dT06de3Tj8K7DyRKACgD+dr/grl8bvEWu/FLRPgnbtfWHgvwDY6Vrt7CtzKLLxH4x17T1u21WWOG4W2nTw/4f1S30fS0urZb7TdQvPFbRXT2erhE83ETcqyUW+Wm0o9UpuzlKC1fMm2paOyl7qvVnGX0WW0IxoqrZxlUbcpP+SPwxV9Hd+/ezik+SScleP5K6dcNZTKf+WEp5JzhGKgHcfmCnpwx7xse5PNKN0ns3e7urK3W/K1Z9NX800enFu7u76R2Wm26fVP8AA7YIHTzEyQfmBPQry3BPGAB8wyD7AcVzRUeVa/E/iTVndNWTWjak79FqpW9yalWib03er2v+BueF/FGveDfEWheLPDWo3GjeIPDerafruiapa+X9o07VtJu4r7T72HzBLGZLa5iimTzFKEqodZF8wVTbbi9Eru923ZRuoXUrLZrtZxS6JkuEZcyktJK01teFmopW1Te6k9eunT+rz9mT4/aJ+0f8JtB+IOmraWGtoBo3jjw/bfaETQfF+n29vJqdtaR3RnnOj6ilxb6zoEn2rUimk6hbafd6hca3Y6xFbe3hq3tqd7/vVaM07WTaT5uy66+tj5bGYZ4etOKT5fji1eV4SesU2veknp3srs+gT1+v6/z/AK1scjPsT9gn/k6/4T/9z7/6rfxdXPi/4E/SP/pcDty3/faP/cT/ANNVD+j+vGPqQoAKACgAoAKAPzf/AOCoX/JAvCH/AGV/Qf8A1CviDXbgf4sv+vb/APSoHl5v/u0P+v8AH/03VPwef77f7zfzNeqfODaACgAoAKAJFCnnPTGcjocdQD3IIC4zk8nmkB8+/GLw6vjv48+GdAit4VTwP8NPCPh45SZkXVfFV3f+MNSlYgSFWaDWtPEzlASIf3Sy2bWBHzWMn7TGVOZO1OTjZSkvggrSbu4Wk9OXlk29JJ/AvdoRth6MVzqUouWsuajDmcX7Wa54qN/cVre0TXuvkVjC8NfCux1X/hL/ABJHaahu8Q+L/EFpotpOvh6eAaRaXN/HZPHLph1bw5qs8UWmPqWmto02iwC3Gp2w0y4mlgt9GzkldKEly8qlGKitbKSlJpWjFpyjaGlO0GnaU4o2hySlyuk+WMpRdnaMEn7kbRvCSiouKvo7+Z5H4y0bQolTw7pst79ra1tLWeOJrgwQWr3upvolwtqs9ncW1/p40rUbfT3jsZfOiuopp7jUYUsIVtu6cqUfegrxhJ2uprXo03ba7TvvZhFwfNrOD5XNtRXLVlGyveLl7RNe9ad4wv8Au7KxBpGlGTxXeaTdwadDHb6hb6at7DaDXVv7uK9eJ1EVrMl/P/pk0r3f2rw54c+3QXFvbJPqMoit9BVNS5lC2jhKTUtOVuEdZy97lbTfLFNu0G38UVUmEoTs6kopaR9rzVFNQc3FJTeqWik6cbtKXPFu7R+hHwI+Cd34qOoXGg6VeS2Pn3GngX/hzTLPSpIbW1s4tRu7K71TUb/Ub28gaFpLo3tvHp2iqLdtMbWJry4FrTUo7uTcrRd3OKd9VK3M4p8rT0i1fbyapqo5SpQcHr7zUU9W7yd2rW239ok9YRtZfsN4E+DsfhKzt7rWdW0+00e2hL3V4fPnls7u137FxcvaWc9y0Qu5Tbq7ra3V1JhSiLby41eWDd/h5ny2autXbmdlpa1lon2Wx0qF1GErJ3vJqKWuy5XzqbSaXM3FP4uZJ6HmHxG/Zk1b4z2OrLrvxd1278F6zaJb6X8PZ9H0y18NR2gla4/tW5FrNBd6prq3a2mp6HqV5Or6RqUFrNHHcQwi2fy6td06sZwrzkudR5eWjFWunNQcaSnuvim5Nx+027m6ouonGd9px7xcZKkm5X5k/ebUFblsryTkrn5jap4D0/8AaY/Z81z4S/EjT49Q8aeErrxt8KPEUmpQeVcy+K/htrOteCrjV/K2Bok8RjR4vEWnvs8mW31Syu7ZVtjG4+ppVY1KUKq5XGbUnJat2m4yik1e179NtHfSK8upHlU6VRxfJ7SHLODdk1KTaml7RTipcmkVD3dHaNl/N98L/wBiP4XfDL9oeH4f/tO6JpUPwM+MnjaX4Fa5ruuSPY618P8AxDr2k2Uvgb4veD70CzN1bDV59S0bWtA017/7Mmly3+v20cJ0zVbLGcVTqzhGSnKSSjHRJLe6vfW1+ZuU32jHYulVjUak048k4Rcr0lKF1aHucsm+bS8pRVST+JuT0+GfCPwf8e/sXftw/Ff9lPxtZ6hZXck+qaBFaXKeXJq9hZX8l1o195LQXDSRSWdvd3VvM5hjKWzSu9urmJtKUlCo1tzUZcji/ivztOMvicVFy5lZpvlcXZirqc4yinCU6bVpKentZXfOounGKn79NO1S157XaPL9EvdB+GX7UnjDwv490jRLn4f3niPwr408VaXrGm22paVDFpBZrzUn02804Q3Uhg1jXo4TPps1pDZ61dxyWNysokRxUY4lycYKEpwmr33lG1+ytfporb7HFmNLEVsrxFDBVKkMVGjJUqdNypznOLlKKlOLcotcjT1jLZ813r/Wz8CP2gPAnwH034d/CU2FtFpOo+G9c8Z+HrT4S+GNLi8N3OiaHYT3LzQaX4f0jwz4fa41e0k8m3sdP0a0hudSa2XTxbSND5/t08JS9z2Sp+2jTk5cqm7qKT5lpZyfwWXxO6V7M/HYZljK08RUxE5xwftqeGqTx9abnhq1WSgouVb2klCDu6rb5Ywjdy91tfQH7d2kX1/8FL7xR4aka+vvCN/a+KbKee9jA06GC6+zm3i0vBnuo7uPWGn1CR5okNtp3lMjHyYzOPoS+r30iqcnO7X2OZ6tvsmt++qW59HwlmFOjnFKi24/WYzoKKkqkKqnGVdSlJXjGTnSiqSveXPaN73P5/vAHiOPxZ4c+F3ivT7PxGuv+GZrLwprNj4dFmbqBNDim028eztXhs5NfvP+EZ1/xG2p2l/qgj114Tpq3dg/lX0Pl86cFOnzX92Urq15Qu5WfeMXzb2jCybjsfonwz5Z2XK5RipaNU1GzajHnnNTlu7x958yTbcI/oN+yss/hDR/BMI0L/hF9FN7dx6TpeqRwrFofhXU9Y1LQrRjaLKZbO60rSbyWW4sDczf2bqsUsMVxNBsatItqpGbSU/ehaEklyRgld62SS3WjXVLYmpJKnOmvaKE5XUanLKMW5ydScZJuPLz3lbncpSas9Nf3W/YJz/w1f8ACfP/AFPp/wDMb+Lue3HvitsX/Aqf9u7f9fId9Tny7/faP/cT/wBNVD5A/wCD1b/lFl8A/wDs/wD+Fn/rOv7VVeMfUn09/wAHTtsZf2DPgPd7o1XR/wBtHwhrLh8/Otj+zf8AtRPtXBX5tzg5LBdiuSc0Af5l1okcs+qSIGTzWlcbR8o8y5YKu4gsFfIC54wVXexPN/DZNf8ABMXTbbd+rt19Nf8Ahz9FYI7e18HWamZ4nttBik81QwSM21iJYx5SJIVZSQQpSSWMkN5Rcxxn0YJ8qu79V5Lov69DGUXbdX5u+un4/P8A4B85Xa2FpcQWGqanZRHy0udG1ae68HaxIbm6Af7NeDUPAei3VoUL7p0OsSzRBl8xt2NpKKXLH3bylzJu27d7X5H13u/LUSXM7uy5Xb3pJOVv5XtZ20T22O68AgxeLLGJbeewmNsZbgW0lw+kXwEe5b2F7e6udJgE7bGVXSKORW+U5IFaU1q9XKzd29Vfsna3yWwN3Ut09b33Xr+p9h6KyXf7sAj7kvllGjPllR8oB4Ybs4zGqhGCMQuM9MbN2aWsorddVe1v6at5mFpStZ6J69dtLb/fbU8wvfB3i7WB4jlvLaRph4yuV0PSJLHw7faHdeFZrz7Mj3VveaLe3Y8qzkju0nt720MU7OJpgbd4znNTcKrjG7XKow5aduX3FOV3He0qktb6xjvqbRlbkTfuzXv+SXw23Wu72+bPzE/ah+El18A/j78TPhV/azeINP8ADPiGf+wvETQ6Zaf8JB4Z1OGDVvDniFbPSNY8Q6dZR61oeoWGqRWcGs6gLaG6WCSdpFda8irGMZu2qfvLRK19bWSVmtrWVnpY6oycoX+0lr/it29djxjTG8+6iilboyrggZBLe5zjPA46VFm73SX5/j+PYpO6T7pfkfcnw+8BaQvhaXxFNH50miLBrUvyF99vpsyXV/BhVbIn0+O6tsBSzlwAjFSR206cfYyneXNGN7XV5OMJT5UuqcUk11atbRHPKUk9H7rc9V633X6/qf00f8Ek9Zv4vgn8UfhLeSNK3wW+M3inRNItQrtLZeEPE8Vt4q0OWV8HdbXWq33iUWcyZh22stnHu+xOT1UYqnVxFNJuMZ3hzX0U9fvWzXR/ceRmcHejOy1jKLtu2paXt1UbJ9U9GbX/AAVZ+MWp+A/2a7j4YeG5Ly18TftCatafDe3vLNV3w+F2vdNuvG9kxJwi69oMknh+XaN7Wuq3kcZVnE6Y42bVKMVvOWrv9lW0/r5k5XTjPESnKLfs9Y6bSe977W3Xmtj8IfgD+w/8R/2j9SlsvC9jcS2li7W5kVGMUaxs0ag7RgBQmEAwAoIAwOPLPo9v+DuP/af/AOCeHxW/Z40s6rrVpMtspxuVZGVmKmQdBwAF3NtySGGMvmgD518FfA34qfFfX9C8P+BPDt14kPgTwsl9ex2l5YWlppl/4j1B4pb/AFG61O9sdPtXn+yi18ya4RvJtvnHl/NQB9IRfsB/tGtldatPAHhC4drkLB44+Mfwr8IRyvboJRFHqviDxdZaFNcXEbb7GGPVy18P3cAMjbSAdlpv/BOfVZzG3if9o39nDRG820N1p2leL/FvjbWYYrqF5d8UnhXwVf8Agm5a28uRLyEeM4LmExyPFFNEI5JQD1nwd/wTI+GWsNprXn7Qeo+JV1aGzuksfh78EvGuveIJJWvms5dO02z1m50HRdZvHTM9iIvElpBcMPs0s0EjqAAfYXwm/wCCcPw08PeIb/wn4Eu/iFq7yaPNq2ueJfjd8O4PhZqsVzbapJYWFho/w/0nxF42ZWntJL032py+PtUhs7yFQ0EczXGn2oB5Dc/smWfwB/ZotbzQETX/ABV4i8cX40e/treVdQnfU/F+rXdnJp9pazQXU2oiBLYWNt5jo94sIngmhyrgHK6Hc/EXwt+zH478KfECy8cw/E+zs/FMNpaa3ouv/wBr+Eotf1CZdU0nXJtQmS8069udFubCxGjzaXJc/Z7O2UTT2tmLWT9H8HnlEPFXw/q57WoYXKKHFmSV8yxGLfLhqWEoYynXq1JzdoxgoxfM1rq72bTPNzV1Fl+MjCEqjdGooRS5m5ThFNxg7yk1qoqDW2y3OE+FOq+OtE8dal4i0bw/8TJILXSdJby9O06a400LNqkutpZ6nrd3Np9vp9trWrzahcS314QbiLXb+KCWCSQuP+h7xW+lp9FbKeHqWUY7xK4OzTE0MXXninkuCzTN8TRvgYZbQksBleXY5+1wmBpYSlhKNSpQwlLEZbgq9eVqSa/JqvD+bVp0quXZfUrOFR87rwWFhUpToxi/dxNSnQlBRjGPxXlywTu+WJ+y/wDwS2/ZP8ba7/wWn/ZI/aLm0rVPC/hz4YeAvipryeGNZ1Dw7da9FonxB/Zu+KPgmDUNbsNA1nXksRPr3iK2+y3TXccN8skEtuBEy20X+Jf0tvG7h3xu4r4XzHhyeOr4Xh7I8TldfFYzAzwVHE18RmOIxfPgKNWo8THCqi6KSxmGwlaM3VhOnOX7yp+kZFhMyoLEVsxpYenWxCoJQo1FUcPZe2Ti5ckIqKXI4pOouaUp8829f76R0H0Hv+vev5NWy9PT8D6MWmAUAFABQAUAfm//AMFQT/xYLwj/ANlg0HPOOD4K+II69Of8OK7cD/Fl/wBe5f8ApUDys3/3aH/X+P8A6bqf5n8zd1qOh3f7YmneE9Y8QHwpD4j+GPgvw7qHiUagLJdD03U5tQnt7/ajRyXEsF8pW23yR20F1d25uJ4Iizr0uTTrbNqo7Rtr/DXTRvy79B4PWjR5Wr+zlrfqtHr8mvLyPuLQPgRrviD4hfEn4LaP+07qMXhzwpoem/EDQPFusXrXX/CRxSW8n2nTITot/caLLJbyQm2uNUGpHTNPaVQHSQsTlzxjGNVQ9+U0m7NW76rRa/8AB1R1SSlzRcYtaXfvPmkt0ujd+nza0ueOWHwk8XeLvgp4l+Ith4/8QXdz4L1G4l1fw7qmuW91ptzBYzz20mtQfag6aYNzGGyt5Wae8DuyLKrKw6HVjGUYtNucE9Fd6q9mlfXy/pT7JSU3ZxavpZ9L3W/S23pseaftF/scfD7wrZfDj9o650Tw7ql7488NT2Hgqd7i6uZfC73OkWl5evaaJ5f9mWWoarb6hHdNdw3NzLaLO0G5JfMQRBU6tRpw95a2vZNR300s42s1bpfqN86pxSSadtVrf7n376/JafzM3GmW7eOPiu8vlBz4/wDGU8UYIBRNFTRrYBc7crGb9dwUdR6EVyVpJylbaTbXpe9/nuVSb5l5rXzdvx1+fyuef6u0IEkMSq8bu8jtGYw5nlZg77lAbzZCu5nZnkj35XlVJ5+VXvbXa/zZ0FTTdB1S8lSzsNI1O9neRljtorS8vLySQhpWVImE08gRVLlVjYxgLgKGAocV2+9/8AXOo9fK7va/a+2/S/l5H68/C/8A4I/eO/ib8IfBvxf0P4s2dlb634X8GeL/ABroN54I8Q3+oeDtB8YWk2sW+pWLaLq+swa3pmmaDFFe6nc6ivhGa2v5v7JezRUhvpXa0FJ3u58itF2t9m77vRee/rm6ri53pycYpTbur2lOa91ddo2X95LsfnJ+0j8Hofgd8RfE3w9s/E6+M30HSrC9TxJFosugx30l3o8WrZtdPl1DUZRBGZBHbzvcrJcLiZ7WHcUDnHknKL0admvNXT0FQqwxNJVVFqM1KMVJrmjyvdro3576M+2v2S/2lPDvh/4M2ng+fWtOGqaHY6pBfW811FHOnnzXEvl4Zskorom0Anc2CBkVjKinK7i7ys1ur2ejXr5G/NpfS29/+DsfhV8b9U/4SL4r6zeWkZVL/XLh4gACCr3DncAA33uOQQDn3rpleHJpayvrfqtV6p3T7MlO+vr+Dsf0H/8ABHnQdRtPDH7QHiGSMLpOoa18HfDttISCX1fw74W8W6vrERXjb5Fl4x0BjkhW+0rg7hk9mC2qX7r9Txs4krUYrV3m9NfLb1Vv+GP2MPU/U9MY/DHH5cV3HhhQAUAfjH/wV1/Z9stS8PeEvjz4ftmWeSOPwt4vCbCtvrelQhNLu2jjLSx22qaItosU9z5SXGo2WrxRLMLbnzMVHlqN8mk1zxcXvyu00t7zcktLXvKL2hK30WW1VKjyJ6xtzK+zWkbLXSUV72nc/ATTmMrrbSADa5RhlXAZZGj8tv4SrEbWAIIRsqB8z1hs479bp9EnZ79FZr5dz0pRvq2427Oy/rz7HVWV1cWpS0kidlJO2RniZfJGwRPJ+8ZmjlywRoxI+2PdLFb5iEuU4cj20cnZa6O97equn5XKi01o72077fr/AMOW5rtg6RLa+YWAzJG0JUD5shlkkSVgWw67I5SMbQRisvffflTs5aatb2vom7ap8yetnB+6nvd9bJP5dvT0Puv9hr9ojUf2a/i1pEnitNS0v4XfE9NP0LxbJew6jb6fBbSu3/CO+PbQAxRXa+FL2+aS7uhBqs3/AAimreJLXTLM6jqdncQ9WHqyoVU2nyN8klZ6uWsJ2ba5UtU7K9rNWnK3HjKEcVRnBSjzx9+D6xlFax03jUWj/ldpduX+nwxlWZW+VlJDqwwykZyCMAoeDxjgA56Yr2bppNbPbt9/XdHyzTUpJppreLVnHW2q6a6a21PsD9gn/k6/4T/9z7/6rfxdXPi/4E/+3f8A0uB2Zd/vtH/uJ/6aqH9H1eMfUhQAUAFABQAUAfm//wAFQv8AkgXhD/sr+g/+oV8Qa7cD/Fl/17f/AKVA8vN/92h/1/j/AOm6p+Dz/fb/AHm/ma9U+cG0AFABQAUASDGAfTjoR1weOmdvVjzw3ApDWrS7sy9P0N5f2hPFt1bwyS3Tar8N7RRojMmpILL4eeC1sl8zyLlWuVtGgfSH8m4ik08aTHcRqC6QfI4qUp4urT1jONdyim+VNym/ZXdlrL44RV/i51fmsfS0G3To04NxXsqcufnaTcaaTptaJXlytaNtRb11NPwdDaan8MfhxdtIl3JfyxxHxLf6bHc6Frt3Dq9rcuuvxyJDd+GrLV5NetdVhni07SWh0e8iEMU0Ex1JtJ2c5XleLcVztqUaKbhZct1dyalGNnaCnaXwsfv1Iuc5Q5k4x78jlObjrpF25oavfkWi5j5H+K15qM2r+KdS1Se6g1jRNRj8IeKtUni07IsLmJr6zeWK7vY76ZLu6s7fQYmsdP1a3iS6e5tdM0bSrsX+n3s2rXeyhG8Y92vd9zVe++Z3imkzGTU/aJ2cbtKEpq8nF6fa5WkmuVNOSuuVLRGR8NPCXm6npN2+qRiLxHb/AG+7S9eUSOdRdtPUaTLPe3K20tvFpn+jrMLqKF4GvYRHMATvK6+L3Yx/eSunytzunp9i3XlcYrrdGcOa0VTuuZODWqbcKrcmlKpNrm05ZSXtkly2jZxP6A/2cvhhDDoP2mwYXGhXLXKalplxKLrVdYtIpNRuZGv76+VRfWceoTnZZuLO0nhur8sbNXNo/M6ju5Tp6TlKEY/y/ajJ8vupcui5dN7dzvjGrNxUmpXSU94xbsnO109pXv7sUno4p6L6g1iPSvEGhJ4evrQWS2eo6de6ja3Nwttar5ECXZ06a3sLgRzLKsYjl8qGCSa12fY5AdzNw1q9KtzUeaCqNXXMnFd/dezT6PqnudPs5OdOp7NciXNJq1paWi78mijqltda2PMPiF8R28KaZqd9ayrLeaPol54nnsYXgtUbQ9GYC9gjv7uE6ek8xeO2t4CYrhgZREY0jLp4yws+dc048n2nf2cbtXjGVVN3/urRXXqdDrRheEIc3uLlg/ebk5U+aWqXN/dUVb4fM/JOX4mCP9p/4nX9rDa2Fn43tvC3xHjsbd/OtBqui3MvgPxCIG8sNNLqLeHLTXNRVt0Zm1uGSRl80pX1GTVHKi6L0nRk4qMmpe7aeqa+JLlg+ZO3O0/i5L+ZjnVhaV5qnKMU5t20g9eeMYOfvJSgo8zg07qLV1P8b/8AgunN4Q8Oafa3Sa5pWlnxXb2viLSbCXTpbpvEHibwlPd6NZ2cd9aWl1eaS8vg/wCIXi+dLsxC0mfR7W3u5o/Jt5rb0cSpypRs4+5V5LWjFezkrtSbhd/39IvnvFzivffFQd63LGCs/ZylGLkkqs6knSpxc4pRi+VKPsobtQUtT8uf+Cln7Yng79oT9qb9lL9q/wACaldweMdf+EHwpsvjDq95p01nLe/E6y8MaHZ/Ep4oZlge+0v/AISq68SCyvxLMmo2lzDdlUuZbuwj55KUfZScoW5JJXailGL1lqrqLajeL11bWi11U4znXSvUhKDtKWjhKUIzTSlZSnLli42bbirq6TPlf9rbQE0f45eCvGohdrHxX5FreT39tBOl6963n280ZimuvLhltru2Ui5Me/E08lrb2s626dFaL5ufW01o+3Ja72VtNelk77GdBx5JR99ylBuU1KL/AHdT7EVeMotyjL3rtKzs5JH9Rfw91LwyPhl4Z8Z+G7fSdA+H83hLSNR0m02adoOn+GrK5sbO6tNNmMbQ2VrpNjFcSs73jW832xJWkjR2jiH1+FxMGqE5ShSXsKc+f2kU5K/PG91ZSbfR2UdHqj+c8/y3EOvi4N1atanmeLoyp+zlVqup7WMVZU/jguZKLa5nBzXxM4rxt/wUo/Y40HwP4l+D3ib9oDwh4o8UeKtD1rQdI0HwD9p+JGovqM1tcwjRrm/8HW+t6HpMruMp/aviOwa3ljS3kVLiIxxYY3MMAqVSCrQm6vPBqmuaTbjpK6Vk2/tS5k9UrOyPY4Y4b4qjWwleOW1sNRwtejiliMdOOGSUJwqxTp1pRqzXvaWpyXKpx6pH5nfADx3D4K8L+ILvULu30GI+Lde8WaBf+KtK8OM9vLq91p8WrGW21W3XWbmwuLDTraT+zrTUWsYdU8q7msmiWS8j+XpuUIKUFycr9peXN8PM4yilKV7yVudJ6qzqNyP3OtKM6/K5xjJxhHmhJ3g+VTil7OC9vHmk3GpLk9neXLCUmj6U+Fvx08D2mo+LF8Q+MtNfUM2Oqa7fafJp50V1+aEvYLZS3jXl7Om9bmbSVutMBs1kg/ezTFjDwUeeHO616lSajO3u05aJRlNRtKyTUIaJ7HZmmPo5h9SdHLsNgamFwGHy1QwvtZxxc8Mp0/rE4VlPkr1KChCrJylJ1Ixn3S/pX/4J06lNrP7SPwM1e4jmiuNV0XxNqN1HPbyWksd1ffCnxVdXEclrMqzwMkzuphnVJ4iCksSSBgOyv/ust/gp77/HHfz7njZfb69Sttera+9vZVLXu30836vc+V/+D1b/AJRZfAP/ALP/APhZ/wCs6/tVV5J9OfSv/B1lqNppf/BOb4b3V3MkKt+1LpVnBvl8szXmo/s0ftQafaRRcHdMZ7lHjTuyAjLUCbsm+yb+4/zLdOT7TKLMrcRXF1qGnWkYOUCobt2kYsbdnJ+fLMJEUKchSF4tPWPdvRb+uq0Xz/EiHM029m9N/wCrbWP04sYLY2+nWs2pW9lFcS2Ss7H7TbwLFIRM9utqguJoo1SS4ICmaTfHiLfDDGPTppu3urt8SbdvT56p7mMklaz/AJk9V0btf1Xpt5ncv4BsNSn8bjSvGPg/VdD8IrfXen6hqh1fRrjxbpttciO3Ph/SNS0KLUvtl0nlTf2bfpp80KqEuMxBWXXmW3LJLraNor1vZv1jf7jJRfLaW6bat23T+a/rqdBJ+z/qemaP4f8AFVtc/DrV5fEcVwbW28Pa9o914n0dbS2NzcWWr2Kxw3ulzC0YeTCxeFwY0RydyK1KLdkmt/stJ23s7f0hWbaalq0m+Z2d3vvvd3038ui6DSfA/jdU1GeDQtT1KDTBatez6Vt1y0trXUS6WVxNdaW9xamyv3iaK0vIf9CuLlHthcSXEbitE7We95KX3Ky/AFBu/No76dtXdXb6Wf8ASOy0bQdan1nQrC/0/UNPbVryw06xe5srm1SW41O7jtICgmhCzb7mbau0FnIZY+gxpe6dnzKKTkrxfK7d05SWv2bJpaWQcjjJLfRN9Urq+/8AXlofkD+2zqdp44/aS+LOreH2m1TSdB1DSPBUWqCzltVuZPAfhzR/Bly4gctJChutBnMalyTGy7hwTXh1nzVHJPSWy7fek7dVdJ90jrpu6k/7zflqkfG2nxvDfxB1ZSJFGOpGGGcnPAx0GSOuDWS0td3ta/n/AMOVL3oO2t7W6dUz9NfhE0M/w61K2kUOb+z/ALOCjlpTqc0GnBOfmO77R2J2kkAdK9WhJKDvZrlemzvLl5LrzbmvNW3OWSkls9Gr6bLzP6Kv+CR7R6fof7UPia9juJv+Ei+ONnpMd6o3LNB4V8CeHYC0SsFHktcapdSbVLYZy2AzKDpFfva1227wjLzcVaWvre/VPR9Dzcyn/AT7VZ2/xSbTv2fKvw7mV/wWO0/TovDn7KPxNa5tIvDvhf8AaEtfDniWZYZGnhg8UaBe65FcSwRoJHghTwHNasSN7T3tvHAXLndyY9S5aVkrc0r3+Xbr6mmVThzVtk/dettV/X+Z73/wRD8YfD/TtA8SaN4nlsLXxHZ3t2Lq1uzEksFxDdzxXEbAglmWQvuKnIZWVRtHHna9d+vqe2eof8Fn/iN8Jf8AhUmqJDd6e959lMVnHF5DPukRY5DFztLKJ8rwAcMxLUAfyq/sq+LtG8UfFLwtoMvhMeL4NW8Gapo8/hhvH2h/DtJ5/DLi2sb+18QeIdS0TSLhHto59Qu7PVbsWtyblrKCCWZWloA/YDwZ4v07wS/jWC//AGfPgR4X0LU9Lhh8M6L47+PPwT0PT9D8RQ6f4U0uPX/F/jHxre3Gj2GkTy6BqfiL/RNdsNL+16nPps0o0+/m1DTQD2S2/az0rQbTTdIgtP8Agl34ENiH/tPWE+JPwD+IOv6lZQaXcWMGp+NvFv7P9prfg/UJBI9/NZ2ug2djLpVzcR3U+jR3jSXtwAXtW/4KL+HVHl6h+0x/wTk0L+2NW8RLdv8A2r4z1Xw9beGNZgvNOuE1ey8A6d/at1GNK1W5tbW0g8N3eo2s5m16HR7jVrWwoA8tX/gol8Ho9V0/xRYftgfBn48eLJdDm0az8EfBX4bfFjwbp2n6Lb3lvcJcN4m+NHwm+F+vyJK8x+y6Neafq8unfZ9WzqMlrNYDTQD84P2pv2xb748+HfGvwZ+Gup6voniPSvi0NW0G9TUE8ODVdJ12K91hF0y/Vw2lQXC31zoGl3MMeIb21gcQmCUtEAeg/ATxj8QPDnwtT4f+LNQ0Hx1rOqePdH1vUrvTYW0Txx/ZN5pejxS+HNL1CzR9DHhXTJdP1q1sry91DT5ptavrXVINDt7S+dLJWUdVpeV3ZNq9rbXlq19pW16dCbWurKzd7Jd3q23o+ra/4F/XvF/j7x5oPjWLVtW+J/hhvCnjnZ8OfFV14M1XTdV0VrLw++l6ND4a8WeHtNu5ZtNubHUPEOlnSLDULq2gkv4LPUb2X7PBdX9krLaytqm/ecpLl5bNy2SS07/cNJLbRelr+qVrH6J/8EK/2tfG3jP/AIKffB7wJo+uRWlj4/0r4o2Hxi0i20xYLa/t/D3wj+LPinwhpVu7T3cEMNhqmi6Xqcq6MLGyjubZ7Y/ao0F5d1e9vPo9+/3j/r+vuf3H9/46Dvx19aAFoAKACgAoAKAPyi/4LA+JNU8Nfs3/AA+uNI1Dwnpk+ofHrw1pc114t0XxfrtssE3w7+KN1t0uz8GXVvqKay89nbiC4vLfUtLWx/tCKeyE81re2fTg+ZVZNNp8kre7zr4obpShbfrJ26RfTmxNGFamoSbVpxmnFxi7pNbystr+tvu/zs/22f2o/jxp37VOo2Pivw7pGk634ZTRvA1vpnhDVr6PT9Qh0m91GbTNWivLy8M63Go/2oyva3bWiJbiC1urR2E8021StOnOdSpONuZuyvHaCj8PvJdrLRPToiKOGhThGNOUnyxkrt3vzPmd2tG+j5b/AIWf3Z+zj+11JdWS+HNS8Ua5p3jjwvZNJd2P2O7a/wBKsp9Qgk0zR9Z1K1urPS7WzGrTc2z2giZmhibYgZH7KdSlUiuWUJxlFPlTvdtX7p2+S+Ww5rlk+e9lK7t5u+y013PvXw78fP8AhZ0/iHT5Xj0TVdYujaaz4ag1NNNi1xViYpdXVnpNkbK2Et4IJ4LqaGOJS/mGQru32oxlZ8qTg2lbVRs7WvrtaxE5OK5+f3JSbtrdJu3vdfJ3+Z0o+P03jTwxo/gnxj4w8c/8I74DtrwaZomq2Oq6hoOgNp6n7bb2+rw2o011lmijjS9MpkRreWHYi4YYLEYKFeVKVWmsS1yypqpCNRyteKcG7xbs3a3ved7v1/7Bz6pgP7TpZTmVTLXTq1I4+lha9TCTjSm4SvVjTUKcKUoz57OSi005e6z+a/RTcX3ib4iapLcTxw23j/xPHDAZGBmfU7m2eZOd7MWjt7UAudoMY8wOQgriqr35ttNt3VmnfW7+7y0POilOUWrJJJu2z847XjfS9l6XLmi6la6Z4k0XV9Qs1udN07X9L1C/sI1tZWvbK01CO5vLKCO/gvtPaR7eMwpHeW93afMFngmjeaGsHrp03/I3P2C8T/8ABXOaws9es/gz8ENN8L3fiaZ9S1XWvFHijU5vserTaBH4bvm0jSfBieFZm0fWLK98RS63pfiLXvEqajPdeEZoprW/8Babf6gJNLuuZp33WtyeRPTb3ub3dNXfe99dd/Sx2fgf/gpF4H+DXhX4EaLok3jP4py+DvgprumeKNC0o3HhLwrZ/ED4g+G/AvhW60me/wDEdtean4kXwV4S0vxPpkVzHoUWmWnia4tH0DVta0Nr2+v9GlFt8jkkl6Wkvdbts3vZ9TCNOop1JxUYN2UHNOo780pTk4wkr83NNpKSs+VK2x+T37TfxYf4neMPiJ8aLrwkfDOl3dsJNP8AD9tPdalDptlp2nw6Todjd6neKjXk7SR2UF5evHbrcXc7NbWcZeO2Gbund3b2d7t38+vqb04RhGMLpON7KKcU76X5byv/ANvSlLu73PyW8O+JtcstXl1CW7vI/PuHuLl1aRVYyuXJfyyAAxJPAxwM8VSqOKSeza1e66WLlC8eys/TSPbsr3+57HtHg3R9Q8b6zdeLNQgNppGmRyzSXssZjgjMUcj+cxK/OIFjkuHCkMyRuFJJQVrO0rNO95WSveVnrtr8/PfqSk1za6atX6bt/LU/rg/Yc+EN38F/2a/Buha1ps+jeL/Gd9rHxR8b6XcllnsNY8YSW0OhaRdQzRRz2eoaB8PdI8GaDrOnSgGz17TdVjCOpZpPQw0OSnd7zfNZ6Ndrq/8AX3nzOZVva4iSg1aDjFW/uyanqu9tO1+h9Y4PofyPXOP58V0efc4Xa7ttfQKBBg+h/wA8fz4oA4H4r/DfRfjD8NfGPww8QJC2n+LNKaG0nuSwi0nxDZgzeH9cUgukT2F8wgubkw3Esej3urRQxiWeMrjWp+1hyq6kryi1umvtW72ul0tq9dTrwlaVCrGafuv3JrreW0tdLLq/I/k3/aA+At78FJ/AlrrlnqdjrfjHw94n1vVtOvwqfYZ/D3xa+JXwzMMaEedbXEdz4BuI7u1nCtHKizpl7qWJPJtzpxleLjJ30itNXu2ne6tr72l91FH1EHeKalzcyutdPla9knp5P7jyPwlomqa9ruj+Hre3nvpNb1K30jRjEUDT6lqEsdvZ6XJcTtFb2ovbiSGH7TKxht38m4KyLEYZHKDaTk5OPLdtNKUVyLaPW3vJLvFJXaLXyvpe381tf+Bc6W68D+Jt8VzaeG9RNvKElg8y6imYRzqHiV5PslssryRnezBIVYsoMSKVjEKMG9L2fM17qjK7Um2+Z6O795tatsTklbrfa2vr93Xqe2eFfib8cPBuiSeGZfDFp4g8MNZraxaN4jsktGgfNlF9vs9e0PUfDfjGK7l0rT7DQWuIfEAafw5pug6Wpks/DPhL+x06cLczldpKDXIn7z2ldRd7aXd7Wvp1I5o9U2m207cr010aV2lq7vR81tnNr98v+CfHxi1b4vfs+2reIdI07w/rPw98Uaz8Ov7I0+6WWO28P6NbaXqPheKG0aa/udPstH0XWIPBlkurazr2uaj/AMIlcavrmrXmrahdy16uEqc1FQevs1yr5ctnZJWTS0Wi002Z8/mVL2dfmjZKrBSdndX522ubqldb9Netj9pP2CRj9q/4Tjrj/hPRx0/5Jv4u6U8X/An6R/8AS4GeXf77R/7if+mqh/R9XjH1IUAFABQAUAFAH5v/APBUL/kgXhD/ALK/oP8A6hXxBrtwP8WX/Xt/+lQPLzf/AHaH/X+P/puqfg8/32/3m/ma9U+cG0AFABQAUASrjA4OeOnAOfX6e+BzycEUhnRAKvxOheKxW3n13w38Ndf0+SORLaW+sIrKXwcLiO4jvFdBY694I1/SoJpHtZlh0pYNrxQI6/KZgpLE1IRtBym5OSfLP2Uffm23o3Kck4aqyVkz6fCTvh6Um4+7BaqEnFNRqRSnJaX0krPW8VbW15/Al9Lr3w78VWcLakdd8C+M/if4f8f+HvEd7YakbmTQ/EN8WureTSLSzhjTSo4YbOxv5IUuI4UDNqF1qEEbo3K6jPl5I3h7KL95ymrQ5Jxk5R+JNtLenbl0van7Rcqbi+ZuOrnCPMpqTvdfDFKyXZ1ddUfIvxZm1RtPsLoXc88MnhxbN4v7TeTX5fEFjqkOpHR/EDxSGGdZbW1027t3LR6E2lWcd79nN7JcvLdR+9zO8rPlasuSyd0vdVleV5XXV2d48sFzzbcLbpwVRKVScYvdqnNqUua0afuRUabdneT3OV8EXMWpazdXNzpum6jDp8XhtTNLdQLMNP1W5h1JLlLeyt4rSxu59amu5GtbZYBp2nPp+l21uLNBG1wqRt7J/A+ZWcXZx5m9bXmuSNudSSe03ZMztHmno4+ySUIuLVPkUly1LSXJZylePKuZXVnztn9Df7L+sQar4B0y1udRS3Nra3djeJqEssd5c200izLAsd1It1FbiW6hlLXEMkckEqKmxWjzyx/eRavKLlCcJQT5patu8pNO7VraSTa2S2O51I0nL32/hUmorVPXmi1dSunq9Vrq9j2y+8GR64mnTywNc69oGqTz28VsjMNS1GK1EtkJr0NFM9uIoiLiFjGrQzcJEogkj8+dFOUUoRWkveUZtRSbcYt8/NGFlouWTbSabR1KTtU5WkmotpyjFS5be98Lk+Vaf3lyvXp5tbanbfE3w9qH2LSLC41rSP7S07V/COq2H2HVVu7NrqK5spluvLmMGo3BjMGqtBcWUscMBgeaLLngqPEc6UnCmvc97kl7sWrNysv3j12lZbedtKU4NPRNKUouFpX5lJXceZKfLeHuytyWaadnr+O3/BUC7vPgncfsq/EIaTY6BrWo2nxd8C3+n6fPA9zBZeLrHwv4yutMvIdOtre0v5NE17whpn9iXsaTSx2V14ka2eO2muXuPeyFQVStGbjON3GMpwcPcbT5pLZL3W5JPT9843Z5uZpwpU5QjUUor+FCXNUqz96ShD/l1FWl7nNNJt8nPGEnJ/yw/wDBQT493PxN2jxXeM1zoHhfxJYeE7dpFF3dX3iCOz0uWC1Yym5W3/suXUpdQaO1mWaytRpsqqmpiWL1q13FW+JSly6aKKfX3GpJW3Tknrrrc48M4qo4wnNL2fIpcj5nzSclC0ZJ3WjjyxpKKpztKXOmfk5+0h8TvEvjzxX4Q8Pa1ezXCfCD4eeDfhPpMcsk5isYPBml2+nS2yJOIGtVhvI54Ht2ggntxGkd8z3S3Ek2UpTi48zjGTi1KPLZSi3zSSdo/E3dpPmcvh0R10pw9rVsoyjOcm6MObmi7uympqcLOf8AJJe7blXKfo18T/AviL9on9kn4a+PPBUGq6p428KaDokl/osBWUJH4dX+y7y502Rt1tc/a5FtVisIpJ7y6maGGOBpvLiO9uekuVPmnbmSfvRcdZP3HJtyTXN3d9zmg0sRVlKd78nLGCabpupF2imppxdWOkeRSVOV7pO55Jd/DLTvifpWk6z8Qk+LHi2+ns7S8tPh/rvjTU7T4X+Hr9FW2vz4d0yaSGPSLJ5BJeRaTFHL5D7x50qyi3jSozajdSbTs1z6W7Rv07eVtNCfaUaVaTpUqVCrVUnOsqH7ypKUN63s4c9ovlSlJ6WXNZ3R6R4I+Huh+EQv/COeHfB3giNEl8qfTNIg1PWSN6ZY6jfpuiutiMyTWreZkDdMVd0j35IxbWlK9pwslJyafKpXjeXMlpyrVu8rbmU6lSpT5pVHPmTg5OSpuFpWjpySTT0a5XCUnFOUnys9N0fwrqXjvXLPw5pWn+IviHrdy3kWdi8t3fSGBWRSZbS1+zWsVsm1Eb7WpggUoCygRyCnGPKleUm+b3Hzvm10cJOk16O19b8z3OdVLO7+JSUW4wnFJU0oqTSrN26X0j/LFe6ofpz+y/8AsDeILHxFo3xA+Mdjp/hjTNFuftelfDGx/s+6u7zULO9t7rStS1+80qa60eDTUMUtyuk28tze3Fw8JvptOFvLbXO0aOslOKUNOVfbW3uuW7stL9d/TOdXTlhJO6V5K6abk23G6T/C9vmf0c/sEKo/av8AhOB0A8d7eMYA+G/jAADpt4PQDp1C8ijFq1GpZWXu2XRfvI6X62NMu/32j/3E/wDTVQ+Qf+D1b/lFl8A/+z//AIWf+s6/tVV459Qfp/8A8F8P2WvB/wC11+x38Pfhp4217xF4e0vR/wBpHwf41tb/AMNHTRfNqWm/DH4waHDbTjVLG/heye18R3ksixpDOZo4GS4jjV0l2w9FVpSi217kpLrqpR7/AIdjjxuIeGpRqJKXNVjBxeis4yb/APSd/M/h++KX/BC7x/KQ/wAEvipofiMPLKX0rxtBeeH7y3tg0SwNa3+l2Wr2F1OCZTdfaRpUMKLE0MtzK/kr0TwU4p8kuaz22vb+9e34/M4qeZ0W/fhKm9Lta7791Zenax+Wf7Vn7H/7RH7FNx4Ps/ipqGn2qeNE1a48Oy6D4llvUuP7GayTUkRx9n8poRqFllNih1uI0IKgLWDjUpNKXNF2bspXtv1W68+qO6nWjX1pz93TVK7+dtm+q0S/P550z4o/FbT4Ht7TU/EFxbBIt/nF7xY0kHmRfvZBI6iRC3lkyDKDK4RlFVCtVsuWTaSXn+Py7lJRUmpbaq/p6a/193TaX+0B8Q7KVvKvTc3MJLSRTWqTPG4VlYunDowHylSu0ZJ+XD5v6zVVtV7rene97/1+YOCldtJL7LckrrW32Lr56vuz33wd/wAFCPjn4JaVtJ1WTT5r6FIdQntbvWbSTU4YJfPijvo21Ce3kEdziYB4XRXPER+6aWKdnelDyeq+f9WGqd/t6r7Oj5V/LvsttkdR8Zv+CnPx4+LPwm1P4a+KdQu9Q0y5itYNPuw9hbT6VLFefakeK6g0SHUHaPfcSRR/2kiRzSJIpDxhkHiYqnOMYRUppJvfprZvVJdFFpdtio07T11Vr7aN7dvWy9Dwn4a+Jfh3qfgubQ9Rgit9TffLNJcsXluLl9xmleaT53LuSSWbcSck5NcWrd076fLXqm7vvu39++uy9Ft6HzX410PT9L1aSSxnja3ErPuVgw2hmIAAJ/hA/wAmqT8tbK/r1IUnezi9dU7dHbf0vZv/AIc+kfg3420+10ozz5lsNDH9qS2+3c1/dafE82kaTaqSRJdahrH9npGg3MqRszKuFruo1Ypu9rRtJu3utRi0ovs9n01vYz5fdqKPvaR9Lrdf8Bem5/Xv+wF8JtS+Dv7Knwx0HxHbQw+MPEllffELxe8cLR3Mus+O7+48QQw6j5qJMdU0rRbzSdGvklaRYLjTXtbZzYwW5Xpw6fJ7R6yqv2j7e/72nlrf9T53HVPaV5R0tBKmrPROKtK2/VW+XyOr/bN+BM/7SX7NPxP+E+lGBPFepaZaeIPANzOqqtv4+8I3seveGo1uGQtarq1xavoFzcqFKWesXG9/JaUl4mn7Sk4faXvrq9rpaeWi332Fgq/1evGbXuS91q+mu3rY/jd8B/tYfFb4FeKNWn0q+1Lwxr9ne3NhrumTGS3u7bWLOd7PVbe9hdgY7pb2Cf7UJQD9pE7Pg5A8Tq116o+qumrpprv0+85j43/ta/Fr4+yt/wAJTr9/qULrsEUk0xt0Pr5bHAGeCGUFtqhsqAoBnhmg/DbWvGlvdaFaXJtfEEyvc+HRNN9mt7+82ssmktcEhIJb6MOkJc+S8v7uUqxAoAz/AAp8FfiR4pudS0nT/D+rya7oc7Wur6ObO4GqWM8eQRdWbqZkDkHEm0pIpDJJtzQB1x/ZV+Nzc/8ACE+I8qQc/wBm3jEE44x5Zxnjn5R8x70m7NKz17LT+uvoG+2q7rbXY53V/wBmb4t2AzqPhnU7EKDk3dvLF1HJHmopPPTBPHc0wOOsvBPjDwNrFvqiiK2urQyfLIXXcsiGOVGBx95HK5VsAuMcigD13QH8Q6j4htfEOkSSv4ntZLa808PJcINceymS6XR7dFibGofaR5mnymUKZY3gjVfPDqAfd3x5/aA8V/Ej4N6Lplk8+na14fbTvCOmWenefYeIfCzyXlrqFxod1FdOurSXGl3lrcXlv/aTxzIZzAXe3it7eEA5L4AT+IPCngHT/K1G80fxZb+I4/FsesTCWLVo7rSPEcer6bdpbSma3tbq7kiF2l3a5ns5I4X8ud4YFAB/Tp/wbjfsXeKvBn7ZHw2/aU+JkOq6Ld6nH8Q4/hz4cv4f7P1O6h1H4VePtO1DxXrOn3FvHf2dlPpuo3llo9peiG8vDdS380UcEFosuqoydOdVppR5Lab804xdr+Td2r2X4cs8TGNelRilKc/aczWqUY05Tjr32073tY/v8rI6goAKACgAoAKAPym/4K/eFdU8V/s3+AYNF8QS+GtU0r47eHNZstTg0/T9QnWeD4d/FGyW3iOowXUNh5/27bNqEdrdXMNuJooYC0+R14KKlVleMZfupfFJR15oW1cZLX08+hyYytGhTjKXNyuai+RRcrOMtuaUPz8up/Gt+0B/wTE1v4p+Ota+OCfEWDxx8TNb8RR+INR8J6np1p4J8N/ZIpIXtdI0G+gurq2u720kt4G+1aunhfTr2MSTLDYT20KzdUsM5Xct3f3IVLKEX1UrcrtfZJdtNEcdLM6POoWlTpxtFVanvNp6u8Y7Xkt+eW1uZ7nwh4z8Ra1+y/8AHnxR4i8c/DvU7XX/AIl6VoOjaZpV7FBo8Ooahot9q0d/O91PboGt574aCbbXPsN7p9/C124vp0BvCQ5MMrcs+Vu8byV5tb2vqtFfy69Ed3tFWjzKStzc0rLpPa27sk9Lt3XXvwzftq6M/wAV/CNtqPgC78CX/wDwnmk6jrMtvqz6pdXNpcyJ9tga9i+zj7HeQvHPHaeU0cSs7ovOGar800muVt3Si7rlequ0+3XbrccoyVOUWk7J2dtd/n01dvLzt+gWqfGX4u6Z4U1nRNL1e2Gh+OdW12+s7a0Q7tK0fWdRlmktLsyzqbu8ube6upXS1jjh875CCpL18NjeDMZWz9Z1/aV08bSxkMO6aaVGCssPGfMklazu9uuu/wDVGR/SHynA+FOJ8NqvCUKdSXC+MyOlmuGr+9UxuLnOU8fUpVOa0+eUpVYKyk5OSsj8qNJ8D+MNK1/X7/W4ZNNtdS1e8vrf+20l06R7q6RBLeTW06xtDDPFbJcMWXcbcINrRldv1k2nLf8Am1bXXTVrTfsfy6lrfZrmVvNtN227XWmqd9EfQ3gP4R/C/UZ401r4n+GtBtZr6RtQlv7xmuYnlmaW6uY7YjLiUyPKkSeQiMQqLCgVaw0Wln5338+/Xb8iu+qVtfRdH6fgfXvgX9mr9lrWmjg0/wCLvir4jawzJaz6J8OfhL8Q/EFxbXsj+eRBqMXh5tDvkFkI0eB9Ws5kuJlYZt4PNktXa5YptXurLX+u5nKXJJqb5dNOZqzfZdW3va97PY/RD4IfsNfs3eI9DvNZm+HfxPttV0zV4rSx8A/GXXvCfwb8U+JrF4YzqF9Y3UOq+KLC3SzjkSTQbTVrbQtR1/UGjtvK+xB500VKs037Nq1901e/Vp2vbdHOsXh1U5FWgnLdXXLzNO+rd1rpbTa3U+cv2+/2CfjJ8SdS8P8Agz9mX9lz4o+APg/a6Fpb6+vie38Oa/4l8ZeLbO51B5dRk8R+ErBLCPwnb27WEemaNBcXC3eo20ur6rcXMp0yHSMXfZOzWnzt839zXy2OqlK93N97KD51bdc1lBR+bnZ6JvVv87NA/wCCT3jzRtSEPxQktfD9zBHJezeCdHil8U/EG9tYJI0uBbeENAjv9bEal18yaWzhiG5t0q7DvcISdlZvvo9O/f8AF9d+pU60IpuTjBO9lKSa95cuiT1Vkur0XkfpH+z5+wRoXhPW9A8UfETQLHS9F8I3MWpeDPhcLjTtUvLjW7K4hn0zxJ8StQsHutJlTTLi2j1PTPBOl3GowXN9Fpl94rv1itJvCSehRoSupTVkrcqtq0u/+Xc8XGZjC06dH3nLT2i6O+6W1u3z2P0sd3Z2d2Z3Zi0jucszE5YkkklmJ5ySQT1zzXbZXv0X5f8AAPD9W2+re7835vc5nxZ4v8K+BtDvvE3jTxJofhTw9pyb77WfEOq2ek6dbs52wwG6vZoInu7xwsFhZxM15fXMkNnZwz3M0EbzKUaceebUFe0W2vefZX+emt9tnK2lKlOrLlpxlOdrqMfzctor19Nz5Wk/4KCfsfxQ+a/xhtSpxzH4M+Ikpwe4WLwi7FT6gY6e1YPGYe+s3e//AD6qvX15NTq/s/Gvak7f9fqT+9qpqzvvBf7Xn7Mnj6xvtR8PfGzwFDbadLFDcJ4n1lfAl7vl27Da6d45j8OajfREugNxYW00Aw6PMrpMq1HE4eT/AIqj/jU4pW73St8/MmWAxcVeVGpr1jy1P/Tc5P8AC571omuaN4k0uz1zw5rGl+INE1BHfT9X0a/tdU0u8WKVoJWtNQsZZbS4SKdHilMMjqssbRuTNuSt4OM7ypyjUT5oL2clLWN1N3V+zvTupR1TS1OedOVOSjUhKFlzWkpRk01ppKz06rda31ufmd/wVG/Z3i8ffBzRviv4M0Ge48U/DC/15/HQsLeRmf4f67Fps1trK2tnbGGKx8N+I7bU7rXLiRopBc+Mp9Yuftok1C50zhxNNxqRqx0jUlFXeijJR3d9k1G7vf3o2vf4fbyzEKUZUp8/tItSpt3tJW1ava/LFpWTfxRm9ISPwN8DfErw38PdD8Y6hqK2z+JLC02eGoJE86dNbvFaziuGtCuNmmhpJ45Y5POguLkPHH5ZuXiwjUh7OXM1JSpuMUmm9JQ/xWs4fype9LRbHqNPdPRyUm76W5VfW+2npqfTfhXwz8Vb3wVa6lYXNpaXfh6ez0K80a+06Vm0wXWi6f4i0i5h1CzvpFGn65p+qhtLXYz3j2d6wUyyMrY1IunNQaTTV/ehezW/MpNJpPooPlevxaKdOaCvdrmT9bWu15vXzOQ1W88caO9z9uV7jzbwThoNR2IqpaRW4CxXGkyssYhtIFLmUQeapOFQgRxr1ST2drJcz7WtFK19ElFdklaU7OLi7XbspaJPql63tp1632/WL/glHpHiy48MfGfx9rLouieI/EXhbwxoNsbuad1vPB9p4j1bWbtbaT5be3u/+E30qNJlcNcXVpqEaQW8Fpa7vSwKSU5W05qf/kvO2t97SgvkeRmr96irWahK67Xkradnyy5Xs7Oz0dv6K/2Cf+Tr/hP9fHv/AKrfxd68/nV4r/d5+kf/AEuByZd/vtH/ALif+mqh/R9Xjn1IUAFABQAUAFAH5v8A/BUL/kgXhD/sr+g/+oV8Qa7cD/Fl/wBe3/6VA8vN/wDdof8AX+P/AKbqn4PP99v95v5mvVPnBtABQAUAFADgRx05Izyew75x/h25oAn1e8uU/wCFea27sLfStU1z4ezSxyKksK+JLa58deGFO2EvHFbXfhnx6YpXnaP7TrKxJHDLJi6+Yzyj+8jU5pR5402pKLcYypSd3prpGUW1dOUlo0lY+hyqrelKk43s5a6X5ZxpKD10UYONe6s9ZU731hJ9ht8HfEv4s+HtO1K0f/hb/g3wR8TtIlZrPTI5Nfm0q18B+Oba31HMYv8AU9X1LwTeeK9X0XU1us3Wqq6zwWGoQWFzzYaSnCmoyb9kuV8+q0+GbaVufnvStu0uc6p87nOMHaTjZ2U4J9U20vsxVk072SbmldHgnxN8IrE/hjTryRVsNO8YaHJoms7rTVNNfSrrTYfBPjC3S303bqcN03h+7l1WHS7t2a71COWLSN8iwKmsXNSnOPIk3Gf7xSitv3mrl9i7UtEoy0aT0ORXlJ3mpVI80UpuU6iXI3CSu1FzkqjS9xKN2r3Tt4f4Z0zw9ol3/YGqLqMMthrt7rybWhtIrt9Wm0m00qF7ySJ72+06HQtJYb76O2gSKy0fRDf2StcXFlaptJpXaSe+8ocvKuRa8r5Uua8bv+Z7uVOVWLp0rttL3ZJwa5XTTXPGo3K94qMXpKMVFuNNKpL9efgX8RG0E2INhqM3mW8LRxx2JsJ1Gm2Ma3z2VuJiniO0lvJpZJLkW6vBORbbtSm3BoqWmo1FNUm3eLit4Tk4tcre8Z3V+ZyWqaT0OvmTnHn5oRTneVSLtu1BScr8zeyVlKNuWUm02fqT8MPiz4V1SyXyLp4pi9kkmyyaOK1mnhku1W4luDFbteCAqH+zCA28lv8AZDEZ3VLjRRcZauO1op2la6qaczSkktbNLXoFOfKk5aWtF/Anom1zNSlK7abk3q4q7utTX8X2Gj65JfXvh3T9NsPFEzPEuvvDHdXkMjzRo9zOtnci3lIiQSx2N8zoI3aGWJJWljXCtScoKyTlLm1kmndSutFaMttHOLct9bnSqkZNKMotJSTu7aq1rvq/+H10R/PX/wAFJfgh4t0/Xf2eNO+Ifxe8S/FvVfH/AMaPFOvhvEGiaNomn+GtP8P/AAn8W2unaL4asfDNrBZ2wsU1G9WJbtllvdK1HxPqexbqwjjm6sBBwrNycVUa3aUYqfuuMnFNK0Y+61ytNuXmcWLly0k7buV1KS11jaMZPml7yjKSa5LRT5ZWVz+PX9tr4l6r8P8A9oqe68G/2G1x4S1XUkg0+4s7C5K4t73w/HFF9sSe/ggktL/U1voLWVI2/wBHadXe0iMXVXV53g3LTmdkpJu15RimoLfXe1tdhYTndJ6x5ouNKE53cJx5bzg5O9SagoTUrv4oq797X8qbizv5roOyPcX+q3ZjEdtATLPe30yeWkNpbpgySSuscMFuuH3KiRPlc80ZOX2OXo2mkqjV037rk4tNe9dvX4b7miirX0gvhslehr7sW0p6TT0cr3Unqj9h/hlq0nwi+FWjfDq48T6hJYrpkV5qmhvPcLpf9o3Uzahq8b6bdKlu00V8lxaXP2m2YxyRoD5qwxyyddNRhGLbcktZWV433enRNNJOVpaWaT0XHVlz1mqdpqcoJW0UVFci5m4zsnHS8re/JreOnjXi/wCJXie9ey0rQpdNgeWVRbX2r6haaJpdtb7THtnvdRvILaC22L507z3McLk73JyM05vTWytpa6VtLauz16X1BUuXWUdpSXJyxXvNtN6W5laU2uZRbsm0tbfVn7HGifBf4s+OrbwF8evjImmalqKKNBTwLfMNMn1w3drFZ6PqvjLVfDOoeFVl1G3e7jtIdPvppZZbZUW8QtGtaUXFTs6nLFJyvD3otyurtz928X8UYu3VGWIjLlVSMVr7s6b5VZxuuZQptuPM02tF6aH9LXwv+CXw0+D2niz8A+GbPSnu7S1jvNWGJtV1qFA89tc6hqRXdeGUXRnSVVWCSN0dfkaOu6MKcVeEU/ctdtJ76csovmttZXcbL4bHmzlLVS062s9flK3Tq/f6vXf1bd6hT+OMH6NzmtDI+wf2Cf8Ak7D4T/Xx7/6rfxdXNi/4E/SP/pcDuy3/AH2j/wBxP/TVQ+QP+D1b/lFl8A/+z/8A4Wf+s6/tVV4x9SfvP/wU1s5r74FeDreBcu3xg0AliDtRF8F+P9zsfRc8c8khepxXZgf4z/69v/0qJ5eba4emu9eH/pFQ/GACw8O2X96Q8ZxiW6lAxgdwijcf7sS/eUyN83p9fmfP/DaySbW9039yvbzTV/I/ls/4L7+G9b8W/ED9nvWdR15m8Pjwt44stM8PLbMLfRdRstT0S41LUjcBiJ5degvtPtWRnRli8PBiMSE1wYxNTi76OLVraWXS/wA/yPbyySlSqwULyTi3Jdbu9vnrpe+lrH4W+HviJqfhi91TR9L0Oz1eJZLFXNzK8TP9ms4IEEYVkYrsibBJCguXwxJrClV9nFp01K/XXVP/ADWvQ9KcXJppJcy1V7a9d/xtrpr5/v5/wT0+A/7A/wC2v4JtfAviX4deI/Anx28O6ZeX/jm/tNQl0vVfFhN/NdTarpGqwS3+mTafaR39nFDDd2VreW8UYjFpcwxPNJ0UVSqq6Uqcua17xSdTdW5ovSzd+17Nux5+JliKEp8koOnZP3oyXd2Xv2l8rbbH2hf/APBEf9iuwvbaW38e/Hu+gtrhHl0d/FHge9sZ4Y2QtZS3cHw9065jhkVNjvHqL3K5YrIG+Y7fVtW+ef8A29GN/neG/c5FmdSLbUYNuO9pbu13rPv0fzPRf2ov+CcP7Pnxt+CWifC/4eeBfDnwp1nwFpZs/AviHS7YebJtdppLXxbcwwC91qHULpp7m61G6a61KC8upbtDN5k1pcFTBwlDR/vEmuln1bdtE272stvKwUMynCo3V5nTm3dJ3tfqlfRfKTtpdn8lvx+/ZO+L37OXi+98J+OvD91pdxbyStZX8BElhqdijbEv9NuUYR3ljKAGWeEkbw8cipIjovkzhUpytUVraNJb200Vm2vNNJroe9SqQqxUqc1UTV91dXV0nZb9L26bHyxfWs7E/bboiNWPmSsWYKhJBK7CcnCsoXOCxXJGRS5tujfff7vLqaWtZaJvaN9fl3X6H7yf8Eov+CeviL4oeI/CH7QXxm8K3WkfAvwxPBrPgLwjrcE1le/FTVIpFurLxFc20i+YPCkcqQXEV3JGYNb8u1j01XszNdHqoUJ1NU3GKavfaWuqT2b++3U8/G4yFCPJCzqPmjK32e/pLy6dT+uVdV8K6wFivrVbKUhUDyIsYBA2rsu4MMFXO3EyxJx04xXqpW0Sslol0SWyPnnKM23Ld6tvq3vqUdS8GuqGfSbhbuEruWFzH5hQ5IMMwIhmALnaCEK7uWc/dd+/9IXJ1TvG2i6p26a7XWj6o/Ef9vr/AIJHeBv2p9d1f4qfDDWNN+FHxzvv3/iRNXsrs+AviRew2zRQz+I4tOWTUvCviefy7NbvxZpOnarFqMUTyav4evdSuJNXPJiMHCo/aU2oytbld3zefNZJdd/TTVv0MLmMqKVKtH2kVa0n8UVppr23+XzPyq8Ef8Ea/jvZ6tc2PjL/AIpM6ZIhuNVi0rVfHvhW8h2h/tOn6n4Cste1MoXby1gvtFsbszKY1t8iuB0KqbXs5aadPz6+qPYjjMNJX9vTWl/enGL+6+/dW+R+q3wY/wCCJHgSODSta8efHnQryCWC2vW0zwh4V8Wx6zFHInnIlxZ+LdK8KXGnzoyiKVLyGOa3kZUlRH3COo4atJ/C4rvLQzqZhhaein7SXRQ28ld6fPZ/l+iE37Hn7O/gq68PXXgzwJe6b408M2BstK+L1zqkp8f3iCNUT+0FgH/CNapa2s5Dx6V4q0XxRab0j+2C4gbyK7KeCpJWm5N2+w4rXfrB7vv6nnVM0rKbcI2jtbp6O61a6uLV+mmh9C6Rr2qWHh220G/h8I+KNThsms28Wa78MvhXB4iu5y7tFqFzF4a8E+HPDRuYi0cara6BaWrpCnnW5kaWea/qVHlfuzto3J76Lvs9dPwVtjFZjiedTvFKTSUIxja6srWu3ttfvex/FX+1pr/xP+MvxO+L/jDTviX4k1nSG8TeMbnwb4W0zwvbaTaXmlW2oXw0HS7bS7U2E1k9xaJbJFbG2eWJ5PK8ncu2vJaUW4q9k7K+9lovmfRxbcY3tzcqbttdrXa+l721Pj3UfhhB8O4/h1r3ipdS8Z33jCyTUdW8DyWd/wCH5dFkaxtJbqDUrw6hc3MzW9/fSWKJDZ2Ms7WlxII0+WMln2Y7q17q3e+h/Wd+zT+wL8C7n9mL4YWHxa+Dfhy78W+JPCdp4pvZZ7jVV1TwtdeJUl1Sw06yu7e7tT9s0TSb3T9PvIdQi1G0lvrSeeSGRnKH0aWDhKnF1HNSkr2TWl/Jxurf8OeHXzOtTrVI01ScacmoPVqVn1tNJv8ApHo2vf8ABNn9lXxUiyeI9K8a6jqcdkbKDV5tb0OXV4xHB5Fsza0/hpNam+woALFLjULiCyRpEgiCkoR4CN3ao7dLpN289vyQlm87a0ot97tfhf8AX/M6L4ffsEfsw/Da+0vUtF8DXOqX+hahFqeh33iXXdS1a7065iXbGyyebbpdYYySsL5LtTPPKSoj8uOLWODoxtdOT7tvf0/E555liZ6KUYp3tyqzSfRu+67n7FfsFc/tX/CcHGAvjlFAACqkfw18XIiIB91VT5QBwF+QEgBqeKUY4ecYqySjotv4kdv63FgJSnjqUpycpP2mr7+ynf5b7dT+j+vHPpwoAKACgAoAKAPzf/4Kg8fALwh/2V/Qvz/4Qv4gGu3A/wAWX/Xt/wDpUTys2/3eH/X1f+kyP57fiJ410/4c+CvE/jXVImurXw9pzTx2KM8Lapqd3cW+l6BoSXCWt4LSbxBr97peh215LbS28F1qcElx+5jkLelVqKnSlL+VW85czdvW2n4fLxcNRdetGkpNcybk+aKioU1OtLXVX5ItRXLd1JRhdzjBP5D8a/sA/D/4yjVda+OPj74n+IvHXiZrjWdVaz8Q20ng/wAJeMNVjtn1GXwfon2aKc6VozwJpejwDVLe1m02ws/tdtcwfZ7SDneGUo35tZWmn8SjfV2V3bm6q/r0t6bzKFKXLCi+SLafvr3ltHZvpvq2nu2zwu2/4I8/A1fGV94lu/iZr91DbXVjqPhd7vRPOn026s0uFhtbzSbVNPtHsreWW0k3Lq93NeLp0Max6es1wtN0XzOVle1r87Xz0p6Pyu0bLNaPKrqfNezSipbaXuqln/i+12SOi8H/APBMWz8NeILTVta/aX8d67Dp1pNa6aPDngyw0C5tRNdpO7CfxF4g8U26kxo6lP7JnaN5opIrllhlt3z+qzk1z1fh1VuZu73Sba089LrotiJ5rTWlOle2t5Ws2tmknp9/lc+MP28f2dvDfwH8U/Ah/DfijxfrGleO4vipB4ru/HniSC9v9U8Q+EtF0zWvB2lQarHpulabpcviq61IeFY9lofs8Vul1hyZGeJ4anSnT5vehJNXvpzLZ+j5XZafcjpwmNliVVuoxlH2bUY3bs0k7LmvZaLpa/yXwYt7qepvbrrXhS78JRPo+nXGy11B720g1fWNR1K0k0WS+tUZ/tVpDDZ3cMkV55htb6MTRwy2027CUYJx/d+vvO79e3Xt8ro6ITi5VE5X5eSMlf8AnSavq+/fuf0Kf8E4fCOt+E/2arWbVprl/wDhMPGuveK7N21e8v7a5tYLLRvCizpZ3NxMbG6GpeHdYjLybbq4tTabyYltmbuwsUqd7bt6dlfRbdP89Dwszf8AtCgt4wjzO7+Jq99/O/8ASPu3rnAABOOB26EcfgOhGSNowtdR512/Pp2aXZPfTa21ja07xL4g0i3e00vXNW061kMjS2tnqF3b20rTKiz+ZbxyrExmSKNJmKhnWNEIbC7ZcYvdRd+nL+N/6Zcak4O8JzjZaNS5Wumyve3kVZtV1CeLyZb2d4i8spiMhWMyzrEJpmjQhGlmWGFZHILMsSAn5QlCjGOiilbT5dr9floKVSpK/NUnK+7cm7vq3677FHJJDDrxgA9xzluOfU/XFUQIfl9QMZ79cc4H8Q+YKcZzkn+4tK//AKUl98b39F1fcdr21Wrsfyy/8FDf2rdU/aB+LV/4O8P6vG3wm+HGp6npPg+309BFa+IdWt5TY6342vrlZpJNTOrTwtB4bY/Z4tN8NLaNb6Zp2rar4nn1Dy60/azbdnFe6rWjyq+iV9JSmrOTs2np3v8ATYLDrD0lpzSmk3K1pRvvG795Ri9Pd2S20PiLSL37TEbaRm8xBghhgHA28jjO4gZxxhTn5RmuSp7vRu75ua+9+9rxu2+rV2+jO+LdklypW096T0tp01+bNqPNq6vE5RnUKHUlVGTkKeR/tYBDdiTmovK15fy3alZJXir/AA3bV01d3+G3K78wPTTf0Tf5L8z9CP2AP2q3+BPxL/4RLxhqbQ/Cn4i3NlpmvSXLxPZ+EteaZbfRfHH71ka1s7XzG0zxT9mnijn8PTvqlxY61qHhrQLNenDVVSqybjanJ+9BNv3nZ8297LfSz0XM5c7vxY7CfWKUuRRVWNnCT6xS1i+7etlvpoz9nf2hf2wvg/8AAHxpo3wn+JHhfxd4n1Lx94as5v7K0fRfCeq6Bf6L4u1rxB4IudA1w+JfGPhzyp7w6VfRXVq9ubQafeW87atbN5y23pVqkEuSUOaHJzJ3XvJ7tNcqumo8vwJyilHm1v5eDwVWo41qdRU/ZzqJqSk5qSjDSS6Lf5a66H8rPxd+GGleI/iV8TfGXwl8MeIoPhVp+rv4h00X81jqVt4Z8Oatq62lrd6lqul3V/DdWFhcS3Fiz2lzq/2I2V0k2qasdPnvp/Kd5S0XL7RuEYyScWpPeN4v5aLs1C3Me9Fe5HnjFtx9+XK0nKKV5Wtom2/s82t1eOp9/wDw48Ya38OPh1fXfjO88MaXFexaZ4KWW48TxxmfXvhVqvivwtqFzqMOqaJppt11Owu7C1sLfTtR1K5eHTbe4vZbEXNvZWjrNylBNumqXPDmvzwfIp+/JxS5Yq0W42hLVTSlewJRiuZL4km7K9k9baXsl6283a54T4u+J1nqsr20HiTwOqTtlQmu6fe/vJdzZH2K+yNoyqKeUKneib1jrJJwUuacYQ55rV3i7e/JJrW7S9o9OWKeqajGTT5rtqEmtVZRvZ+/Jy5eW7fuxnF396UuVPWz/Rj/AIJuftUeBPCr6T+zZqttqM3iTxx8QPE2uaX4ottd0TUfDFrDceEdLSw00Wjmw1CyN/q/hma0tjCdTW71DXrBY3jf5ZfQw9bk5aahFqpVs5OpG8HFQbTShNN21XvJW+HnjZLzcfheeLrqTj7On70OS6fJKUpWbleKfO2uX4l8SWtv6fv2Cf8Ak6/4T/8Ac+/+q38XV0Yt3oVH35Xre/8AEhvfX79Tzcu/32jpb+Jptb91U00bWnq/U/o/rxj6kKACgAoAKACgD83/APgqF/yQLwh/2V/Qf/UK+INduB/iy/69v/0qB5eb/wC7Q/6/x/8ATdU/B5/vt/vN/M16p84NoAKACgAoAKANiw0U+LrO+8EreLY3XiaXRk0K5mkWG3tvFem6xY3fh+S5u5EcWdrcyfaNIvbptsdvYatduzQxqZRw5hh1iKDVvepe/Fq13psr3XMnJWfLpZ3kkrndgKzoV4NSte6abSpyctIKd90pX52r2VttzzHRvHNz4v8ACEktncarZa5pUU2s2fh7E0ImvI9NltdZ0aa2jnTytahsJL+DSVnYRRall2mjmWCWH5vDQlCpKmoqnGUotJr7bbftFGV1e2rilzyhZ3clc9+o1KlJzSqcsnyuLa1cZXgoNPmcdtZRTtqjiNe8Y+FfEGn6lp0Etw+majq63lzNc2VpZxxW0Oo3VxqX2HTptQeCeK7hiiEejQak9gZry5gjuobZrqWXpWsuVyUrSl76u335lytpqMmrKcteZKUTlqNWm3FR5VJ025csqTm9W48k1KzdOErXjFOcW3CCS86k1mKK609Hura4ge4nnklkFlPc280mk6VZrYRXUlurX1nb6dp+lRedJM0NnFpenXKrEl4rxpy5FKckk42UY2vorW5+VW0uueyt7OWnwMyhONSVNRcnZOU27uz5felS5opcsuVe84yik1ZRbSPY/h/4qudIh0yx/tHyo5UtrWPUdNltL26uNQBSaZrUpdl7uxito/3QuQltvjQ2806ljHs7ucVypcql7zVouFrSpq7lqpJO3LFc3awvawjGlFS5EnGMOVc1rTSk4xq3g3/NzWUL2jOV039y+BviiywQmTVILzRIrmYYs9PsYbmeW6V5vs16zXGoWlwYZrQz+ZAbe4S7uIoo2EV5btJKi5KGrpwne6cbu71cb6Wa5norNW23NUryqSSjVcI8qpqmlJuPvNy5m4NuKc+ZNyamlZpqK+6vC/xK06XSGMVxEjQpFcXC3E9u8t1MZXtxL5CMfLCqpdESNpJVRJm2b6H7seRT+y1FtW2ioq71Taa196L11sb03FJzm7OWjVNOSU5a+zUleTabsouy9UfjL/wU5+NWmx/Gv4Uyy3UkOj/B/wCEnxk+LGoSl0ZDq+pW+i+HNENusNxMv7y3k8SA3OpR2d1p0CeXB9qsfEF7Nb9GE+KtOUVGNOk058sX7zd02vacqbSqLvdpNe9K3Pi501CkqsI+9OKXMrVIx5ZLmavKKmuayvGHJHROZ/n/AHxQ+I/iHx/408U+JJ3VH13XtQuvP2y3EssdzeSXMYMkpdtokkyoZlfcwH3gpbNvmqc2sea7tKUlzfu9eRTmuWzve+71RvFRVLkhaapylzKKk4uUnJSjepKMXdzu5ws9dIpM3vg78DPjR8SPFXhvWvCfwz8d+K9Cj1sJc+IrLQ9TTwvbXNsGctqHiiWGDw7pospkDmS/1G0j3qInnhk2b1TSajeKkt/datZK99246duZWvZ2E5r2VueEHq3DSSV9NINuSmry5r81uaTd7RZ13jX46Wvh/Ub/AEa00O+1PV9Mlk0u7/tOa9kjivLZpIbxfMuDbTndJEHSWK2uEZCrJK4Bkm3dXR8q5lFPbeKjKyutHe2l2tdzFU4yjeUnDmu4Sc1CTULOLklNNyu+WytKMk4Ws26fjN9rHjr4oTaVZ2NpdX17c3gittC022murm4mjCwRx28FtA9zc+ZGqu1pHCQ0jtIU3vuOc25TSck4XckofFN3ukoyslyO17aN+RrJJU9481OMZqTa96L5+ZuS9znvdc13Fy23P28+AP8AwSs/bb0y7+EEfxrg8afAvSLuKfx54C0P4j+HdN8TeDT4Yu4bS9n1qLwJdeMtF1C61i+bVp9treaDp9uUSO6bxBBMkdom2Hp1Jyj1TqRVpe8tY3em0WtVyR5oytdyp6RXHOdJe0mqalTrw+OTkqkklLlqRqKNSlZ2TlUinKTekJJ8x/ST8PfB3/CB+FdO8M/29rPiM2QllfUtZuprid57mR57gW8U01ybGyM0kjW1lFLIIBK37yQ73f2IqySVtEkrbW8raW7W6HkTlzSb6XdtW/xaTfzS9DsD1P1qiD7E/YI/5Ov+E/8A3Pn/AKrfxdXNi/4E/SP/AKXA7st/32j/ANxP/TVQ+Qf+D1b/AJRZfAP/ALP/APhZ/wCs6/tVV4x9Sfv1/wAFIbuGx+Bfhu5mOET4paLgZ+aSQ+EfHGxEH99mwF7DGWGxSa7MEr1Zf9e3/wClQPMzW31en/1/h/6RU/4J+CF9fzX9w005z/DGnJSJMkiNcYyFAJYjO85LHdkV6qVj5x6tvzPwY/4Ll6jHL4C+BPhdIkN3rGufEjV4bkxrvhj0DQNAtZFFwVLpG7a9CzR7tsjJGygsgNcGPdlS01u/km4L1tqj2MpUv37Tsk6V9bf8/H+X59j+cDwD4C1LWLfTPEOq/ZlXWb5NFjIEyTu8JSH7STMFjlbiZZNhHkyRIJNhkUHhdP3XJ3s7delpO/lor37a3PYXLO12+a2q22+VvPT7tz+rz/glh+zT8Pfh78ILD41WlncX3j/4iW1zBPql+0v/ABI9Aieyt/7C0m2Ym1jiubzTm1Ce7Mb3Oy4j0/zkitpYZPTw1CMW5XbScOVSfMveipVHo+krpf3TxcyryclRUnyx9HK67215fPyZ+rwxjGSV6HPHzDgc5PUdBn2FdZ5Js2Xh/WdQCvbafcFGOBM4WCNt3QpLcGOM4HOVbOCMEZC0ropQm1dRb1ts/wCrHP8Aj/8AZx8M/Fzw/ceF/iX4O8H+LtBuQd+meJrSLUoI2IK+dButJ2tp48/uri3ljlicebC6vtcRKMJr3oKXrv8AL8zop/WKLTpScH0ttpvdbK/Z+h8weFf+CUf7IXgnX4fFWj/s/wDw31HWrWVrizk13+0/Ethazb4pEkttC8RPd6Ck8E0Ec9tdNprXNrcfvLaaItisVhqCd+S7827fdsbyxGOmmnNJPez369Xor7JadNkfX83hbWNNjVG0qRbeCNY0W1WOaCKJOF2raF/KRVG3BEeFO0sAOelcqSUdIpJcvml8tL6J9tThnGpdud273u3e/mY4HQY46HjkY6juMj+IdQfQ8Ufj5kGrpmtX2lsGtZ28pj89tJueB8c/MmcqeD+8iZZA3Qlcigak1/l0O4V9J8XQFSotdTRCQBt80AckxuVC3MGRlg3MbHP7ksz0tUXpNef9bd0cDqOm3emXDW90nzEs0coDGOVd3DxbsFhyCVOxgQVbbjcTf/h2Q04uzK1tPNazpcQsUkRwVIOVB7hhxuRhlXDHkcHGM0xHfA2niDT87Qkg+V1By1vOAuGUtncpBO1uQ6OycsGIWzNF70bPf+tf0OAmhktJpIZgRJFJg47sMlGUHgr0ZeOQ25uRgPdLV7u6/r+tCHeL00s7r1XVep+Qvx2/ZM+EGkzfEHxNb+Irix+I2qfEC417TfBTaU50u88K+JZHv5ruxvgFhjl0/UJ7qN7Rm2rawqgTfg15tSk4zaUVZt2dul+tl/X4HtU8TJ0oWa5lGEHtraKT0Xp6bPU+Zvhz+x3oXxU+PHw+ubu01K98P6VFY6h4sW/sIYLS0sdJvt8ltYkSyLcW1xcNEiPKEllaSVfKwoainRTqJNNpPmd0+W/VLy7P9Aq1/Zx5nJtNONl/NtddbdV5an9Gt1aLJaiKFERYFUQRoqrEiRgBYkVAFVCuI1UBVAUAADAHpWafa2lux40t1fdpN+vU5bOPoCR6Z59Fzjt19fxoII6YH2J+wR/ydf8ACf8A7nz/ANVv4urmxf8AAn6R/wDS4Hdlv++0f+4n/pqof0f14x9SFABQAUAFABQB+b//AAVC/wCSBeEP+ywaD/6hXxBrtwP8WX/Xt/8ApUDy83/3aH/X+P8A6bqn82XxZnfUvGnwK8CW+q3Wlza98Sbjx5qKR2AvbTU/DXwd0S58WtZT+ZEUhl/4WNefC1oJY50lhPmXAguo4ZoD3Vkpyp07Xu+Z+iu/l7sanzs9Gkqnm4W8aOJr7ONFU6T5U7Tk7KXw9KkY3d9edR5rc9vbSf8Ad98fjnHJ+gG8+net9Fotlt6HnvRvfd76P5+Ym7jHuf8A6368/p0pCHFh+hxwcZ3Z6+v8ietAH5g/8FVPh9pHxJ+D/wAKfDOq6hb6MJ/jAl9a6rdhUtoprfwZ4jtWtJJzhomuhqcdwqDAmOnlmJ8lWXOrT9tyRk1FJvql/MtW9viZ6mWy9nKpNatpJqO9rx3v+flY/B/x78LfEf7NP2Mab4p0/wAR2HibybTSrGHU/O0yLUhdRMkk1sJ2ghPlT3H+kbECK0wY/ON3PiKCipWle/Lre/yv+d326HqwnH2l1Bq6UpPTVx92N2na6vr31e2h+r/wg/bO/aS/Z2+Hvhb4b/EP9lLS/Gug+E4tQtrPxT4C+IyadfnSb/W7/X5Jp7dtG8T6Vql3btql9EJ45tKiu4FgiY2rxNczOm6tKNnGMo3t7ru7bXdr+v59znxODjiK1STqTjL3Eoxg2pWj3s9uvbrY/W34LfFvw58dvhvo3xO8KaZ4i0XR9WvdT0uTSfFdrYWeu6bqujSQx6pZXkOmajqlo6Ibm3lguYLvE9vMu5I7hJoIOinUVRNpWs2mtdGnsePiKDw8+SUuf3U09rX2tfe3S2j6Hpx4JHoT/njj8qs5gwfQ/wD6+n50wJQvGSccDqemDjIwONv9cGgBFUHjJCMRuwxyMAglSOM/M2CA3BB6rwu/9dLDW69U/wAUfyGftsfAjVf2ffj14x8K3ipJZw6vcPYXlupazvbG4b7RY6hazLiOe31C2aG5gmi3K6ESIW38+M2k36Tjyve/M4y03vz+7bfTmWj0+woz54we6krp7815Sej2elmrb3PmK1bBN3CcGHDSMHCqwUgNvLKoCMoI3vsCNjIeLc9VOMpPlck3q9NdXf3dOt7rtdvsy/ha95cr0S7aXXvf8P23Oxgvra5QKhDOqxPKEJLJvjEqeZGBvVGicSAsfmQhxlSDXLK6et/dcb7XvGW7+FqUbJ3vZcsdVqjTTS3dW89L/wCZF9rtjOY4Z0Mqf61AV8yIjOfMAO9cFSFyoZSAcADJHPVpxatbZb3u1bvZc17uNmklzCWyvrdN69paq/y0/HqfR2s/Ebxl8VIPhNrT6fqnjPxd8H/B9v8ADjTNJ0RfEcfiC90DR5PFWr+AfEq3PhLWtN19j4UvtVTQ7+60s6MmmWOh+FZrm41m+1jUkTbn56fJzRXKmuf3pNxvzaPmtzX0i7JJOzMoUowlJ04W9pKdSpol73s1BWu1o4q/W0r3s72y/BHhW3sPhv8AtT6ZHe6tZXHhX4PalFfrrVhHo/2zUNYmGswrbaPKraoqx23hy3sIXv7zz7ObULiVrC1F7JbuqknHk0acKklaLklO0JyvZyjKOsdVG+tot2Sb0S0u9L3bT21uml0sraW0tb1P1c/YK1uDQ/FPjHwvf6Je6xJr/jj4iQ2c8FlZ6za6HZrNpnjKTV9WhuZ/ttrpl7a6tptguqW1lqWmjWdb8P2t1Jaz6jZXUfx/HtGo8JCrTr4agsNWnJxq16tKrivbRcI06EZJe2nSpv20o83POknODqNSbeGlBOm3HnUvccoRbhTb95Sm/heilG9/clJuVla/1N+0H4c8H6po8i6pHDHFqD/2MdPGrz6ZY/Ybua71DVNRh0USyWGqa/aWtm17p8tzYXN7byWSnTpLGC3Z7b86yfG4qM5wpqMpQ5sTCosNTxNX2tNQjThKpVjz0MLOolTrckowmqklOMlOKfRiqEJpObtLWnKLqyjTUed87VOMowqVUpNxlONRpylOMoxSlD8xpdE/s79oT9kKaTSII/EPiz4n/DWZNdl1fVryGPStG+JXhqyOm6aNc1DVbm3i1628b6XqV4JL5ZCmjD7c5MEUEP6dwtiZVMVmVNSU6FDEYflao0aU7+9TrXWHoUaTXtIPkUacrWleTVjzq8ebCKT/AIlTD1rx9pUaivZR0j7SdRrb7Mndb6KR/XF+wT/ydh8J89c+Pf8A1W/i6vusX/An6R/9LgfP5bpjKH/cT/01P1/Nn9H1eOfUhQAUAFABQAUAfm//AMFQv+SBeEP+yv6D/wCoV8Qa7cD/ABZf9e3/AOlQPLzf/dof9f4/+m6p+Dz/AH2/3m/ma9U+cG0AFABQAUAFAEkckkMkcsTtHJE6SxSIxDxyIQUdWHRkYBlI+ZSuRzilbfzGm1to7pp+h498cdP1XwfqFt8ePC8c76BrN5b2vxFjtXkVvCHjLTtO8PWVh4gaFEcRaJ43aKe6a4R47W28RW2pw3CwRahZxzfOYzDrCVak+WLpz5qlOXMlOE6kr1KcLwbbcneNpJxWiSPewdeFSEqiT9tTjGNWKbskrJSUY396d3KUnqruXxXt454q14+I9B1Lx54Q8670qK6I8R6TYQOIPBUt3qtpNbz+IZ454LOTw1qdzd7tJuJLMm31OHSdBRlRI7tMbUvdcIw5+WCUpK8lOn7OKir25XBe75zTk9NS3UvDmhyU7VYzcU5vl0tH4ZRimo3Ti3KLko2jsjztvidZQWWn6pfPdJHb6kIzdW9zD9ulkWOzlV5r+386NGMDW0iSXcQdY7TS4WiY3kkNto6d+WPNO7UuZt6XcZQVtJJ2coWcpRSWkoucoyjgqkVzVrKUmpRcnJ88G/acjvBRXMo3veHNFqLSb0K4+I2kpd4WS1udBtiQ07Whjup59VgImuFl+0xsj3V/BPEtndLIlpbWtzCs8bR3Bk2pqaVNSd01Ka91JzatzxTTlqnrLmbur2b651Kt0nKEE0/cTcVK04zlz2u0k2nOMlHl5pRaXLNHqXhn46QJcR3NiVgDo1pbRRER2dzArzTW1oY/PW4S+tI5wY2V0MsUkS3BluIHCS258nvqPNHmutbtpPm11s5PVu2jVypV5wqJWqvliqjjG1RNNuUacaclJpxT92SpqMXeDk0lBfROgftMXcg0/S9Kl+0alerpumWVmlvK7JdpHJbKIoy9vHG7yG0824kKrI88st2gjt8PNSP7tQc7zcU01Jxm+XRycVaHJLq3O93Zxux068m2o3jBy9yEIyakoyilzSV2vdW0lLRPV9flXQbLwv8Atk/E745/EbxtpI8U/CY/2J8FfBdrPf6pZWPiTQfh1PdT3l1/oF3ZTvoF14t1fxTrn9kCZdJ1CXxHcHULGa5udb+3d+Cw8Z0rzUkpLlmlKcfaU4NOnGcvdeijeKskuZRfVEY6tyzjGLV4xim9JLmirN9e23I4X2Ttd+s6N+yt+zd4Mhvp/CX7P3wosJJGivxp9r4L0BLa5v8AT1EljJHBc2clrb3fnRoY7pY0kgmCziRXw47nQoq840abn78lKUVzSd2l70m1F9Urq/n14J1q1SUfaVW1dJ62stvdUbLTRrT7NraH8mv7X37VX7SXxL8ceKfCHxvTxT4PHhi71GztPhhDpb+DtK8O2tv5sNpEdItxbi+2wbBDqM82oSahEokhu57d1lbxatTllJVHrSUeaMteRT/hqPNN/E1KLVO0Y3ikrOx60LQpxdOScG4tya96SeydSX2ne1tI82idtT4e0aSHWrYalc2E5uPItbeTULq3keK6u7C1htPMW6JMTytDaRSzgvneZCIzkFs5c0FFxprSKp895c0W7NRSWqjJaxle8lZvS0odcnypSSjyJxfK5aqpKV7Sj3s02rpe7aMuScoy9S+CPxWtvgP8ePhr8QbiyNxpeheIre51S0jVN11oOoI+k+IUgV/MiW5TR9QvTaqwwbhLf5kBDDWyU1ePM7rlkmrRfWyTknr1itrdDKTdWnVbk1KlqmpyVKUUpW5Hf2nuL2sedcv8O9rXt/ct4T/bA8Kftd6Z8L73T/iNpnj/AFvwF4J1FX1ebWNQ1bxnq2m6pfJ/pfieTXNR1PWmv7KW9jtL5prlV82SHdGiXFuid+GvKraM1yxk2420atrtb3W9b2XvPRK5w4tQjQ55uU5yi4qpzXi3FS9pzTld2cLezUZqSvZtao9I3cAe+eeoxyBgYB9Og6dBXo/evJqzXquj8jyhh5JPvQI+xP2CP+Tr/hP/ANz5/wCq38XVzYv+BP0j/wClwO7Lf99o/wDcT/01UPkH/g9W/wCUWXwD/wCz/wD4Wf8ArOv7VVeMfUn7u/8ABUEf8WC8Innn4v6Dn8PBXxBwfwPP1A+tduB/iy/69v8A9KgeXm/+7Q/6/wAf/TdU/CaKCW4lSCBDJNLII4kUbizNxgdlHBJJ42AsxBzXqHzqV3Y/K7/gr98JLTXfCvwJumENxfaRL8Ura4J3GWRtesfA7Q7VHP2W3Gi3MXQFnnLkneVi4sVHncdLpdPnF/8Atq1PWwElT54/ztJt7aQml89fvfXQ/BKT9nrUrPwta32jWaK+jzC+uDp2mD7TFB58afa7u6iMmy1tmlVPMIjRZJo1eTf5WM5UpexSitbpttL4ZRcLfJSd+2r8j0qdZR1aWv3310XVPo1r8j+sn9izwdNN+zh8G9N02MxWdj4K0qK5u5oWghWdkae62Ip3Su800jKIwS8bK8jIZd9dtN+7qrXbdu10vw7Hh4uLniKkujlq73tq7J+fbvofWzXnhfwx+7sLca1qa/K91MVaKJxy22Ta0SFfvBbaORznbJcowNXqzG9OnsuaS3vtddV5PXrt0Zg33jHXb0kLd/ZI26RWQEBXP92bm5JPf98AegGcinYh1Ja291PWy21/r7jn5bu5nOZ7q5lb/prLLITg8kli2c9OTkE885oJ5n3f3iRz3ERBiuJ4mXkBJZEOc5HKsCM9uOn8RoFd9397Nyy8V6/YkFL6S5RT80V3m4UjHA3S5mXoQDHKo6CixSnJefqdEuteHPEIWHXLJNOvX+UajbHaDIyjb5km0smDgqLpbiFRkvKhw1LVFOSnZSSjZLVfn6v8TA13wxeaMFuFK32nSbfKvYgCFEnKCVVY+XnjbKD5blwVk3Ntp3JlFx813/I56KWWCRJYpJI5I9rxyRkqyMM4K7Spxgc4IbHyngEUEp21R6RZXlr4r097G9CpqMCbt6BSWYAAXUHA+6wUTwjAOcIAskTLOxorTVnuv6ueeXtnLY3M1pcja8TkHHKshyyuhIzscYcsSMLuzjBAozaadmWNL1B9PuVl5MLkRzpn76Y54J6rkMo6kMV5HmBhji7NfcdN4hsFngXUIQrMiBmK8b7ZlyGPr5e8nJJwjZIKjaEty5q6TWvofNHxQ8MeH/GGnQTzW63Go6fNc2cNxEmy5VZbS6JUOwVpYBeC3J2Fo1IYbkLbmTSb2voVTnKG+l1pfZr+rNW/I3fhvodtoehiBbS3tp5Ps6zSwW0ME88cFtFEouJIoke4ZZ0uXTzWbYsuEyrfMRil0Jqycnu7bpXulrse1abP51sEZsGIiNsk524Plnp/dyCcD5hjHYXvclapt9I2X3f195hX0Hk3Lg/ckJdc9RnO4DjpvBCjPbHTNJfloSZ56n6npTEfYn7BH/J1/wAJ/wDufP8A1W/i6ubF/wACfpH/ANLgd2W/77R/7if+mqh/R/XjH1IUAFABQAUAFAH5v/8ABUDn4BeEcZz/AMLg0EHA5/5Er4g/5H/167cD/Fl/17f/AKVA8vN/92h/1/j/AOm6p/ORp0U2rfHLxpqn2u7Sz8CfD7wr8P7bTprX/RX1rxnqEvxF8W3dtclVxnSbH4XW8yfOrSW7KssbxXcT9696rKX8isvO+jt6XfzXeEb+TNKGCowVouvUlUk2nfljdW+DVKcYVE9btytseqHqa2ON7sKBDwDj5uBgkcDn5ccE8ZAxgdSaQ1q0u7Pyc+J/xIn+PP7SX7Q/7PPxf+Hlx4z/AGe/gj8NPHfxC0rS/B2mX9n8SNA+IvhXwn4h0fwZ4n/tu2aCe6tdT8QM9/cWjRvBL4W8Qxw2cWoSRQmfgrSqyrRgpWi+sfsq9ne2zT36dz6HB06eHo06zfJKoktHze0Tk+nRp79nppbX8uvhD+zj4E+KX7X3gv4H+PNZ8SN4JvtG0nUpEs7uN9UvNYv/AA+msWWix3k8dymm219fItrLfNbyNZQEynaoMyOtStOFOU5NOMHJ7rVJea3+59WbyqyhQdSMI3irJqzvp03vfvs0fV37Q37MOm+Df2p9J8JeDrPW/Dfwkv8AxD8I9O0zwjDrmszaSuk+INC8JWOuQwie8YzwXuq3Wrm4cj5p5LlCx2FTpVpqMPdv7to/Fa62bf8ASt5LUzw1X2tL27m51OWpaL93le/s1tdf3ltb7/3V8IeCvBnw58P2Hg74f+HdO8K+EtG+0RaRo2m2yW8NvFNdS3TyTsC811ezyyNLdXt1cXF3cysTNcS4UV0QhGEVFLRW+b7/ADPArVqlefNOXM9lfTQ6Lrz/AJ/z9asxJ4ohK8abkXzGRN7sqRqXYJl3ICooLZLMeMZJ4oGaFxbX+lMnmBFjuE3wzRSwXdndxoxUmKeGSW3uFQja6Bi8JO2YRSAqAGmrPo1cp3BR5GMakRsFO3oFZlBeMZOdqOzKpII2LyTQB+Uv/BVn4ES/Ef4a6H8YtLjebWvAMUfhnxREsbF7jw1dMY/D2qzTqZJy2lXDvoMzy+RZWtjN4cs7YPLIwPn4qmotVElySlG7tqqijrL0esWvnrc93LcS50/YN+9Fe4768j93TzhJ/d96/np8WeC9f+G3i/xH4M1OW1fXPCetanoWqiBnkhmvdLvJLS4jjEiCRXE1u6vA4R4JFezuE81GrlTd4uDuvdttzW5mkpLe/fTfoeu+Xrbd723W/wB3XsJpEQ1GG6uIZY7JIMm6WVZ3MNw2SIBb20M93tnZUMcjRJbRzt5N1cwh4d8ShK/M7K72bteTV0ld63WrWqe71BdFfuktvO68ox0dtOrsT6XfR6XqlneTwWeprZX1renTtStrqbT70WlxDcG0v4FS2mnsbpYxDcwwTLK9sZIY5oiylVyySdmu7UtGlu7XV7cquntd2vqgk42d24/DZvTs1ZvTp0PpnSvi98CtLjXxDpPhXXvAHjS1tb+0aSytPDHxA0DX4F0qKy08Xdl4pu/D3g/Qr3W5x9o1u8f4f+LNK0bWwfEvhnwtbGTTPDmgnJLmb5VJ3h7rUY3p21cW+V6yScryV394Kadmrbtbq7Sb1Xk0rry1uP8Ah9rlheeBP2o/CN9qeu+KU0P4Ha4ND8Qazb6npM84vNP8UeL9WmsdDvNW1YXen694i1221TRtWb7BqWtaVZaVqVxpOnXmr3tlaRKOq0tJST3iuS9lNpNTcfdlzq83z6pSa1G9otK12k+X3Wve1u1ba97pu973s2z7U+CHxl0fwTY+CviR4W8O6144uPFnw5+H2gJoOhW1xba5qWv3nwe+AXh7xi+k6ZDYajeazfL8Qvhl4nguJLOEvfWhvNYlmjjhljryeK8mrZ7hMNQoV6WHn7alXcnGVmoYedNQh78UqsJVHFSttHWSWhOHnKjOd4uXN7RfvbzSjGfuRimmo7RavJNXlJ6JM7/xH+29aCWax/4Ud4t1HxRdXf2PTLPV9Z+yRalqcctlZy6XHOmh6gj6pay3+mNqWn2VnqWpWL6hpv2q0gGo6az/ABWH4BxFOpGoszoxUVFqdOhN1LxjGN3zVKfPzWjfksnb3UqaTXU8RGTd4XvzpJyha1tlzJ2ae15NwlpzNWv8/WXxdufjt+0t+zNb6h4StfhdcfD74u6NJM2teIZI4VvYtb0vWH8Majb6l4a8KT6Tqcth4MvLDSNLNpqD3/iGTQ9IP2C7vLdh9dkOSvJp1ac8WsTPFOlUSdH2UlKHMqiblia/tJPnbldxdvfaSnIyxFOrVwk68KVRYekuSVWLk6cZVI1OSLio+/VnFS91a3cbI/r2/YJ/5Ov+E/8A3Pvp/wBE38XenH5cV9ri/wCBU1T+HVaJ/vIapJtJPfRv1PlMu/32jfV/vL/+Cqh/R9XjH1IUAFABQAUAFAH5v/8ABUL/AJIF4Q/7K/oP/qFfEGu3A/xZf9e3/wClQPLzf/dof9f4/wDpuqfg8/32/wB5v5mvVPnBtABQAUAFABQAUAamn3cMEeo2OoWFprOha9pd9ofiHQtRjE2n6xo2p2z2l9ZXEcisFLQyGS2uUAntLqOKe2KyRo4yxFJV6bg1FrS10rqWmvw9H5S8293tSrTpTU4vVLltpZxa2k18S6JPVbdD8z/jD8KPir+z34h8R/E/4J6fcePPg3b2xvdc8MXKXmvaz4Y8NTyJ9u0n4g6DFDbv4j8J6fei0uY/Edqt3p9lGdMn1M6bqFrvTwKtGWGm4VIJe0k6Tr7xlH7E0rJRSvTU0rOT9o1FXSPXpypShGph1TsopVaFnd80mqkUleXKtJxk19zPmSTVPA3xrNrrXwp1KHR/EbW9nHqXwl1rV9Ige41vUP3Wpv4GuZ4NKtNT0l7toXgsbuZ/EUdrNcx3s2qy232yQUr8y97SC5ktWk5RceZprl5uW8m1o3bnS0ZKnCfsVGrSUmpN869/mdrtuVpRkvehC7j7s1BuKtF+Qa7qPjPwbqK23iPQ9U0O4jkuLeOw1G2uomkaGaS3urcfa4WlSW1d2vZPLkjt5oik9s8lq8Rl1jOEXJNyjO754qbhGKbai01JKe+iSio6aW0OeXtbu040W4U4NtRipqXs5x5bx5pN2nZp3jNttrSUVsfH19PLbpapcXFzPMVgtrUSXVxdSTyOFgVAsssjOzncyeZLMQgJZ1RVHzWnFuSbfK51Oab/AHf8OUrSTakoRfR80lzaihFQ9lVjTk4+0p1IqMnaTitFKPNFOMHK8b8spy95xWx92fC/4OfEHxJomoaJft4g8GeItf0+TTNb1do0064+HPg7U7RY7yyaC5ni1hPif4y0e9NloenwaaLPwt4ZvdV8R+IdTttQk8NaFrdUqMsRywvzQg5KU3zKL96+jXW92lzyj5W21X+xUbuXK25QjSinaSWilJO+jVtW/es3d9Pv7wH4G8L/AAz8IaB4D8GaZFo/hnwxp8Wl6Pp8JZlt7WHcfnkkJeaaaV3muJpdzyzO8jFi5x7cYqCSV9Eld7u3fRa/JHkznKpJylu+i0SXZJdDsB93j0POMEDGCc5yenToMdaZB/If/wAFhdbif9sTxzJHebv7D8JeA9FL3FpD9it5JPDtpq0tnCbOCWW+h36qz3Ul1Hc3iXk11Y4+xW1qkPi4xv20+VPRdLJ2irq1ubn33srX1SPZwajUpQpK6cpxk6kpezWkm1FL4pWu7TjHmvyuLbdz7r+Bn7FWmax/wSVbTp/DNv8A8LE8WWetfH2wk1Df/aMOtxW10nh2K0uNl1PYJceELW3tYNPthBbD+0ZWvoYb681KU9EMOngHzJ+0anUjK7um580VtGShy2T5VFy3d1cwq15RxUVC8Ywn7NyT95raaV+jd073duvQ/nxttG0jWfF/hCDVbie20+PWLWK5lR0V4oZpYt5UyRyD5Wji2rt67QF281xQTlKF9I2baUktXq4tdXfa3XZbHfO9P3KUE37KLim3yw5nG8adtbRu02/fspxi/fhyf0r/ALD2oz+BPH3gjw78KvhxpmgfCC4ttSsPHnjnUv7Rt9b8Sa3riwJpVvpc14nm6kn/AAkC6feajcXDPZrHEItOkhw6N3YaUVKNqbivhdm/esraea77RV72bRx4qKVFSboyfMoz5ZRShPlUKVnvBzpxXLTtZ865bp2n+2+O34Y/zzXpHlvd+r6qX/ky0fqtHuFAj7E/YI/5Ov8AhP8A9z5/6rfxdXNi/wCBP0j/AOlwO7Lf99o/9xP/AE1UPkH/AIPVv+UWXwD/AOz/AP4Wf+s6/tVV4x9Sfu9/wVA/5IF4Q9/jBoA/8sv4gZz7AZz7A124H+LL/r2//SoHl5v/ALtD/r/H/wBN1T8YvC9lDY2c+vXw2qscggz/AAwplZJFU9ZZ2/dRAfNtzsYebgemzwYJJcz/AKX/AAT8x/2vvB/iDxp46Gu6pLNcaJdaSsOh2nnTSW9kbRFjvreO3LeUk5keOaV4I085ZldnMqyquU4Nv5HXQq2g1eKs9NVfdv1XqrX+RzP7Lf7OmneNfE3i3RfEFtJa+GJ/AGt2GpXcKqrQS6hdaXBbeTNMksSXMKNcXkDyAxxvab5I5I18tzkTSpu705mvN635lpp1S228i51W48yenNeWqs+/kr6fJ9j9FfCGmQ/DvwD4b+GHh3VL3UNB8Kae+k2+p3iQwX2o2qXFxLDHKlokaR2ttDILSFcedPBCsl07M7AVSg4xs3zebW5y16zqSlayVknbTm/rz831sadjYXmpXKWdnbSXVw+QI41B+XOSzn/VxxLvy7uQqBvMZgMCtNjCMXJ2R1x8OaHoyg+JdazdD5m0nRx59yh4+Sa4cNFC27hlkRFJ+5KQQTPM3ey+/b1v2L5FH43byWrW/Tv62t1IzrXg62+S28JzXmdv7y/1WaJyQBjdDEJ4gMc7U2gdAcClaf8ANbytf8w5qafuwb/xPfz0tYcNc8JykpceEDAuSfMs9VnDgkfMwTEKFh/CGdg3fNV73detv00Dnpvenbs4tp/jccuh+F9Yz/YeszadesD5en64iwrK3Ty0vIcRAkjEaBp5Gb7wBzRd9RcsXs7X6NrTye33nManpGo6PcG11G2aCQgsrE7o5RkBnhmH7uRMgEkYA3bZdj5UNNMmUXF2a9PNd13Xoa/h7xJPpJ+yXX+maTNlZrWQB/LWXh3g3/KSwyXhbMUuCAsb+YzDRSlbR6r+tPQk8R6BDZCPVNLZbjSL3DRMhZxbM4ysTHLP5cgx5e45UqYpQJNkjCYSj1Wz1081f+uxzVpczWc8FxbuUlhkDo3XnldjqDgq4LRuCcMjMCoGTRuQm09Nzyz9qb9q34C/s7+DNK8W/FXxpp+harqnmpoPhqFbjUfEmvNAwW+hstK06C5ujb2bq87ajcx29hFEk7S3CKZCmNStCi7Tdm1dRtq1un6Po3ozpp4epiNacW+j3svmlp87XPg/4Vf8FYP2Y/id4jtvDb3GqeEJ7y7hs7S71660S7tLiS4uIoYXZ/D+paw9tCyO91JPcpBDbQQyG4eCRhG2UcbRlJRd4325rK63vZ62sdFTLa9OHN8Vlqopuz+XnpsfrZ4R1a01rSI2trm31CzktoLqwu7aaO5tb7Tb5BNb3FrPEzw3FvJHKHhmhkeOWKSNlcptJ6uia2avdbdP8196OKN17rWt2rdVbdNbrW++px1/o9tY3VxbmNSqyl05GSj7ZIyWHRivBwNoJ25pqz1M3frf5kSRpF8sY2emP9knjA9CTz0pgaulT+XdYJJWVdjc/LuXlSScDqAOv8WOpFCv2btrteyevpZ3vrprdji3t0e/p1fyL2rxkxpKAPkJDcclXIHXP94KFxzlwOpwUv8Ag/fqn8+nfpsNx7a6pab3ey9X0XX5tx5v/PHSmQfYn7BH/J1/wn/7nz/1W/i6ubF/wJ+kf/S4Hdlv++0f+4n/AKaqH9H9eMfUhQAUAFABQAUAfnF/wU7XzPgP4Oj6eZ8Y/DqA+mfBvj/J/mTgpx/Fn5T2YH+LL/r0/wD0qB5marmoUl3xEF/5JUP57vBUck2na1rU1z9pbxd4v8R+KIt0PktDYXFxBoeg2xRQg2Q+GvD+hhGeGOaYfvbotPLIzelTVk31k2
Taksit Seçenekleri

Peşin Fiyatına Taksit Seçenekleri

Taksit
Aylık Ödeme
Toplam
1
319,00 TL
319,00 TL
2
159,50 TL
319,00 TL
3
106,33 TL
319,00 TL
4
79,75 TL
319,00 TL
5
63,80 TL
319,00 TL
6
53,17 TL
319,00 TL
Taksit
Aylık Ödeme
Toplam
1
319,00 TL
319,00 TL
2
159,50 TL
319,00 TL
3
106,33 TL
319,00 TL
4
79,75 TL
319,00 TL
5
63,80 TL
319,00 TL
6
53,17 TL
319,00 TL
Taksit
Aylık Ödeme
Toplam
1
319,00 TL
319,00 TL
2
159,50 TL
319,00 TL
3
106,33 TL
319,00 TL
4
79,75 TL
319,00 TL
5
63,80 TL
319,00 TL
6
53,17 TL
319,00 TL
Taksit
Aylık Ödeme
Toplam
1
319,00 TL
319,00 TL
2
159,50 TL
319,00 TL
3
106,33 TL
319,00 TL
4
79,75 TL
319,00 TL
5
63,80 TL
319,00 TL
6
53,17 TL
319,00 TL
Taksit
Aylık Ödeme
Toplam
1
319,00 TL
319,00 TL
2
159,50 TL
319,00 TL
3
106,33 TL
319,00 TL
4
79,75 TL
319,00 TL
5
63,80 TL
319,00 TL
6
53,17 TL
319,00 TL
İade Şartları

Satın aldığınız ürünü, kargodan teslim aldığınız günden itibaren 14 gün içinde aşağıdaki koşullar dahilinde iade edebilirsiniz. Bu kapsamda geri göndereceğiniz ürünler için herhangi bir “kargo bedeli” ödemezsiniz.

İade kapsamındaki koşullar aşağıdaki gibidir;

  • İadeler mutlak surette orijinal kutu/ambalajı ve faturası ile birlikte yapılmalıdır.
  • Bütün standart aksesuarları hasarsız ve tam olarak orijinal paketleri ile birlikte gönderilmelidir.
  • Ürünün yanında hediye verilen promosyonlar orijinal paketleri ile birlikte gönderilmelidir.
  • Fotoğraf makinelerinin ürün ekranında yer alan koruma bandı çıkarılmamış olmalıdır. Ekranda ve cihazın diğer yerlerinde çizik, hasar, darbe, sıvı teması vs. olmamalıdır.
  • İade etmek istediğiniz ürün ile birlikte orijinal fatura (sizdeki bütün kopyaları) ve iade sebebini içeren bir dilekçe göndermeniz gerekmektedir.İade etmek istediğiniz ürünün faturası kurumsal ise, geri iade ederken kurumun düzenlemiş olduğu iade faturası ile birlikte göndermeniz gerekmektedir. İade faturası, kargo payı dahil edilmeden ( ürün birim fiyatı + KDV şeklinde ) kesilmelidir. Faturası kurumlar adına düzenlenen sipariş iadeleri İADE FATURASI kesilmediği takdirde tamamlanamayacaktır.Ürünü, sistemin size ilettiği sipariş numaranız (Örn: A21DFD34), faturanız ve iade sebebinizi belirten kısa bir açıklama ile tarafımıza orijinal kutusuna zarar gelmeyecek şekilde, size ulaşan haliyle göndermeniz gerekmektedir.

Cayma Hakkı

Almış olduğunuz ürünü ambalajını açmadan, kullanmadan, bozulmasına imkan vermeden teslim tarihinden itibaren (14) gün içinde iade edebilirsiniz. Ürünü iade etmek için siparişlerim ekranındaki ilgili siparişin iade formu doldurulmalıdır.Form doldurulduktan sonra sizinle iletişim kurularak, ürünlerin iade süreçleri hakkında bilgilendirileceksiniz. Ürünle beraber adınıza kesilen faturada tarafımıza geri gönderilmelidir. İade edilen ürün yerine bir başka ürün veya ürünün bedeli kredi kartınıza iade edilecektir. İade nedeniyle ödenecek taşıma masrafları tarafımızdan karşılanacaktır.

Taşıma Sırasında Hasar Görmüş Ürünler

Sevkiyat sırasında zarar gördüğünü düşündüğünüz paketleri teslim aldığınız kargo yetkilisi önünde açıp kontrol etmeniz gerekmektedir. Eğer üründe bir tahribat mevcut ise kargo firmasına tutanak tutturarak ürünü teslim almayınız. Ürün teslim alındıktan sonra kargo firmasının görevini tam olarak yerine getirdiğini kabul etmiş olduğunuzu unutmayınız. 

Hatalı Ürünler

Teslimat sırasında fark edilemeyip uygulamada meydana çıkan hatalı ürünleri siparişlerim ekranındaki hatalı ürün bildirim formu doldurulmalıdır. Form doldurulduktan sonra sizinle iletişim kurularak, bu süreçle ilgili bilgilendirileceksiniz. İade gerekçeniz uygun görülürse faturayı iade edilen ürün ile birlikte mağazamıza gönderdikten sonra hatalı ürün yenisi ile değiştirilecektir. İade nedeniyle ödenecek taşıma masrafları tarafımızdan karşılanacaktır.

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