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Would you be interested in some light travel primes?


Ian Rance

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<p>I was going through my photos from my recent travels abroad last night and I was thinking about what lenses I took. I was going to be on my feet all day, walking, seeing end exploring so I thought carefully about what gear I would take. As my D800 was too heavy I took my F70 and the following prime lenses:<br>

28mm Series E<br>

45mm P<br>

100mm Series E</p>

<p>In this case I was able to keep going all day and not worry about having a heavy bag cause aches or feeling fed up.<br>

Now we have the D750 which is in my opinion, perfect for travel but my lens selection would remain the same. I really value small lenses when I will be carrying it all day. But looking through the current lens selection there is nothing like the 45mm P - unless you buy used.</p>

<p>Nikon do make the f1.8 line but to me, they are still too big for all day travel. It is usually that people get fed up with toting equipment that puts them off taking their 'serious' gear on travel, but I don't feel this should be the case. An FX system is capable of creating some truly super images, but I do feel that having to resort to discontinued lenses is not optimal. What is your thoughts on this?</p>

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<p>It's not FX, but I find that using my D3100 with the Voigtländer pancake lenses makes a really great light travel setup. Voigtländer has a 20mm, 28mm, & 40mm pancake lens. I really like the 40mm on FX and the 28mm on DX!<br>

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QApb14xTdx5yPxprN6H6+lMZtvTp9aB2JN4b8KCxC88VFu6Y5pWYgg5AwakCTcSSMbaG4/pxTBnJ6EmjcTx09qYDjngdeKX3ximNIRwOtBYL6etICTpjJwT7UbsKABTNx796Gc5OeaYEwxkkHp69aMhuAKj3EUqt36nsDQA/nHI47ZppPznuT+dLzt/rSkevJoFcjZfmwOTjPFMZev14qTb0z+lGOc59qBkGdq9O9NY7R15zUzcY4x6jtUDZoAaQc9c0vHAzkdOtI3PuDxScg8cUhj0k5JJ56dKerDtUG0nOOBnNPz3Hc80gLEb5z+lPEmW65GaqK3b2qRZBk5pklgN+VJv9D7VDvGeck5pNw6A/hQBYVufX1p24tgHpVdWIUcYNKJPemBY3ZXkdKRmwR0x7VF+P40ZHPNLqA9m6k80u7PB+tRBg3XrSb/lyRgd/aqES5HTrxQ2cH09z1pgYfhRk9c80tgHluxPFJuHYY9qjZxjOfrRn1NAEgbAH1p3mHOMjrUG7HGRzQJDnGc9utA0Tqw2n8qdux3qBemM80u/vxntxSETq3XPbpzT1wF+bmqytzxx9aXzCMdh9aQyyWPGRg/pT1Y9Mk8dKrK3ynFLu6c8gcUxFnjj+dIWPOe9QrIeCOvcGgSc44IzyaAJ/T+dLu+UgZPtUAkP8XTtTt5AJH5UMB/uOcjNHQ9Pypu7oM4z3p27bwM5pDBuDx0Pem7QcketPYlhj09aaCOpGDTQiMr1496Z5fGM89sVOM7gex9aTjaeRz3xzSAqPGMY/pUbR9etXGTv/ADpNu1uRimBnmDjGM+1V5Lfv1B9q1Hj6kDJqJ4+45PtUjMqS3BxgZGc81Vmt/mz7cECtqaEt94YP0qu8fzDqcHp7UDuYrQnoc5zk1A0PzHjPGa2ZLUcYHBqCS2xnt7U7juY0ludrY5HWoWj25we+TWubdlHIqvJBgk9eOmKq7AzGZlY59c/SlWQqoLLjnPp71ZaA5JIwPeoWhO3oQORxTKBbhlwDnGM1K0m4AZHX161TYEMMHPbg96CzbiO4zUhoX/M7Agj+dJuG3B+8aq+ZzwMDHXtSq+3GOf60wJ5AG6E4PUGoXVW+p64607ziVO3kAf5xSZ2qSMZ4Az3ppkFeSFTuZVA/nVG6tAeOOPf9a02jz1HOc+1RSRhux3dKAaOXvrEY+7kCuV1bSQ7O2DjrtFejT2wbI+bPr6Vi3enhsjkk9DitIy1MnE8k1LR90hJXC/pXJ32j/MMKQM5G2vY9Q0ctuYjjmuYvtFPUJgn+Ed63UjnlE89jtGi/iHy9K07GQxsCep7HitafRypIZcDqeOtM+wLj2/PFXzGLRf026P3SSPXn9a6KyuCuw59zg1ykUJUjHetSyuPLYgnk9sVqmRY7OC4B+bIHzH3NXIZMH5TyRXOWd7xhsAjGBWrb3Sso52L147VVxmtDNggYzk81YVlGSoyTWdHMcgjnj8ferKSccnk+laXRmy6smTgHaO9TxyH128flVTcW64HPSn7iAABn8KBF4SZJAPXrnipVkGTk9T261no4+QFsjPQCnRsQw788jGKpEmlGwTnJOD2qeKYHp39e1ZoYZ4Bz35/OrCybdoHI/wBnpWiYmaMTck+v8NWI2Ktuz0456VnI5KnGOKsRyYCg8KOwNNEmmkg3cf5/GrkcmV6fnWTFIu4ZOSeeDVuOZWAz0/SkSzSjY/5NTecNv+FVI5AwxjqOMUvmDBx1/WnqSTq/HPFBbpg8d6j3EbufTtTTJuBHTvzQIlZyMY/OpEcKOeTVdTzngVPGo9Pw9KLjsTr0x37U7aO9MRj6cZ/On7ievFBQ/HPPHOKcFOMcfSkHDccn1pVbn5u1IRJz355p3Ld8DFMVtwp4AbB6D+VADkXgc80/hTgnFMVuenHanZ+brnigYL8ueaGHuM+9OHOcnnNN9Mcc55pDBeADgfhS46EdO+aF65zj6U4fLn6496Yj1e3UIpZiuPes+8uBPcbTyAewq7qt5FZ27AtzjtXOLqyKryOe3FbTl2MYRsVNdlQqYUznvXLXcYkG0c47+tWtS1J2aSZvlz0PrWNHqwbK9GJwaw5mb2Rat2Zm5X5AOKmik3LI/pwBUAkRF2LzuHOKnt1DMEzxVASxx/KD3Jya0Iwj3CqB0Gab5LKQqr0GSfSm/NDlxRYRO2xdzDpnAqs021fQ9cU6S4KwgAZJqluyc8Y6ChDJrZts2TwFrVjYMhwMA1lRryN3DE9cVobhFFgEHHPNTJlRRNu546HmrdrJtkAzg1krcHPHH1rTtGHBB+apRZqN80ZFZkq7ZOmMVsRqNmD0rNvIirk4+lefWjrc76MtCt7du9OHyrj86b9DilVi2B2+lcp16j1zj3pdufY+hpPQ/wA6XpgjnvSGg2/Mc4FNHTgcZ65p3J6HNIy5wKYxjKetJ6DIpzL2HSjbnuPyoEJz6fpTtxzjGDRg7fSjocZz+FIBx9PQ005ZgemKXPTp+VIPmpDE789TT/1NNU5btTl4NAC/eYf0pRxijbyO5obOByPwFMApOM4Io/h9/WkxnNIADUqr7UAevOP1ox19aYgwcAZ7ZzTW+Y8enpTqGA9cVIxn0FN29TUnIbHSkbHrTAj2hevNIVHU09l6Z/Kg4A9KYxm3rSc8dhT9pPPrTTjHWmIY33Tgj1pG47Ypzfd4pre3NIBrdvQ0ncc4pc9qb65/nQIavGOcnPpxSt9c56cUnOM9KPvYBpgIvH196XGO3P1p3SmrzkjtQCFxnGOacuSMenFN9x0FObHHrQCHZHrx2oH3TnIOOgpu4Dgde1Gehx/jUgSAdPSk9fpij+LnpS+/NMBrfNj2pu3qPywKk+tBUDqc8UDICCw9Pam+vPtxUp6cHoaYVwAQeKBETfMfbHNJ/Fx+tO5A46fTNNz1xn8aAGs2MgjB+lMbA9Pentz2/Co5MYznjrSAZ3PYdqaCcdaeyHaT0pCPm44FAhVbncenSnKVPPSmdFB/yKGfA4P6UgJw2P6YoznHr06VEre/Pen7h24/GgY4g7cdDTWUdcZFO3YoVvc/QUxERUDqc96aV3HHWpto428HoQaYctnigZEy9zyfSmsvzYHbkj1qUr8vvSbT2GR0NMCBlyoI4OetN54JqVh0xn6UnlkqMcmgRA3H8VDY6/qKey4z+tRXEqW8JZ3UAd+lIA6ZwKOdvIqpp9+2sXAgsI3nkJwNoyK6oeA9d2BvsjAMP4s1ahKSukZucY7s5/d6jjHPFG4bSCM8dq3X8CazjPlKnaoj4H1lkyoQN02mr9jIn20O5hZC59qRjtOMZb2p194f8QWuf9F3r3wc1z95NrVrI6vZyIOmdpIqXTkug1Vj3N1vf8qbvA69vWuRbWrxGO8FfqKw9Q8cTaXd+XNBLOmCT5QyfyrPld9i/aRtc9K8xeQTj3NJ565ALD8a8Gl+M00+rC2S2uLaJiF8yUY4z1NbGsePLbR1Rn1aFywztUg4H4VXLIj20LnssP71WK4bb1qJbqORiobHrzivA0+MaWqv5d8QrZztz/hVQ/FuGBgyy3BkzkcEZ70ckhe1R9ByalCpKltpHviom1y1UMTIvHvzXz0fi4omaWGC5lf1Yfj0qnJ8SLy9nPladOzOd3XAo9nIn2yPoeTxVZR8hxn25qu/jazGCHyMYJHNfPcnjXV5JMR6W/BGNzUtxrHiUwxD7Gqhuc7qfspC9sj6Z8N6xB4iuvJimVZPRuK7aLwvFwj3S7j1GRXxhYax4rjnaWBxbSKMDZnNWbXxR4y+0RTNqk0m1wdpY9j0quVoh1Ln2RceC51YGJtwPIPXNUJvCt5CW+Qn6cVD4W+PFiuk2kV7ayeaIxvbg89662z+LHhjUODOI39HBFTePVD5prY4mbS7iPl4mzVKSBk5KsD716/bahoOsKGgvYHJ6gMM1I/hywuv+eb9uDTtB7Mv2slujxY56jjPr6U3/wDVXrd58PbaTJWMAe1Yl58OQVJjkI+tHs+qY1WXU89ON3BPvSHAGK6q58D3iMVUhvTdWTceGr623hoMkehqXTZftIvqZm7HHUntSbj36CppLOSHdujYe+DUSjpx09ulTZo0Uk9gZvz6U5XwG44qPnjrzwcUZ5x0zikMlY4PPBxSeZ1Ofx7VDu2N8x59aUNg8nrSCxYEmQc9BQGzx6frVfdnJHHPejzDnJzikOxY3Zz+RpfMGMZ/OoN47daXcc59qYibd65pfMyCOhPcVCzde3pRkbQKEIk3A+1Bbtj61Hu28ZyaTJGSentQBJu/PqaN3Y8elR7huJHWjftJHY0dBkxb5fxpVYYBx+tQGQ8j8SaQttU449AaSFYsZB7j6U5pBxg/jVZZBx3p3mDvx702BP5h6k9s07zs/h6VX3dfTsRQsnykZ470hlncP8ijeOp6VW8zODnvSrKQQQaYFrzP5daUOc88jpVXzflHFKrLnOTgGkBbDA4PT2pwkOc5/Oqqzbj2HuaXzMcg4P50AWd/O7pT93YiqgkORjFO8zsTj60yS3vAAB454oGD/wDrqr5xHOfal87ocf8A16QE/Hfr70uehzx61D53Y+tOEgU4z+tAEnDdwSe9NKenGOlN3BsYIDYpCwHfJpgNaMZzjpUbRn8M+tSFu2M/Sk43enp3osBVaMqBkc4xzUTxA46+1Xcjp2qMgc4pDM6S37+9QyW3XA9+a02j3due1RMuVHGDQBkNbHB4xUElt/P0rXkjPNQTQ/KR1HtTuUYz245XvVdrc7gCpI9hW20G5ufzxUL2+3OBg+tO4GM0JVeh6Gm7TwADWm0PzfKDUDWxOT75PNMZns37vcOB2FL5m1gSOf8APFWfs/Ubc5P5UxofmHHXjNAhisNw6n8805h0O36mmtDtbIOeD3ojypzjGfekFxJIw6noT3qjcW+6M4XIPJ7GtBmHHJwDnJ6VE+3rkEdPenfoJmDdaf1DYx06cVkXWlqwI2AHoMdTXXyRgg5BwexNVrixWT7pz3q7kNHnl7oyjBALHP3+1ZVxpphZsrkDnIHNei3WmgNnB6/xGse90wljgHr24rSMjJxOHntMYwCR61AY2jIH8PaukurAx7h0HrnIrIurcHjsODkc1smYyiMt7gxsNuevO6ta1vtrAe/fpWAzBflONuM1LbXWxh029hWiZlY6+G4OcbyM889quQyE9Tk9Tn6VzdrfFmUOQR0rUjuhgYPTAx1rW5LRuQzfKNoySODntVgMcg5z2x6VkpMy4AHarEcjMvLZFWRY0Fk69u9CyEMPlPtmq3meZxnHrShj90nkdeeKpEsuxyjORzU0ch3MeRk/n9Kz1mAbjg+n9aljuDg5PHuP1pkmlHN8w4/CrMbg9AVHvWUJ9hBAyG5qwk2Bg5PselV0JNVZSG6hh1yODVqKXtjAHTPSsiO4QlR2FXLeYM3GeemKLhY2IZPlHHOOamjO5SQfaqEcm5flGD6d6uRt3J4x2qxNFhWIUA/MeuaTd8xyfpims/HAGcdvSms2ecnFMzLKsc88jNTLIVbGfpVNWyxGc+341NG3Tn2NSMuB/wDe6cU9WPqcZqv83HBx35qRWb6+opDRZXqQG4peWJNRDJ6nmnKfXpQDZMH7dAKlVuuOnpVcZX6U9Wx160bkk287fSjIzz6VHuOemKfvA6GmMkB6ZAPvil5PJ60xTkc07cOADSGOX73oB2py49KYrDvyfrTg3p9aAOn8TXz3FwEUtjvziuduJpiRH0x61o3ExaRpWX7vc1QE6tvdiPyq9kR1M7UJDPhP1rLFn+8Zx0rVuI+/8RP4VVm+VlQdO9QWVgjxsGHGTx61o6a7JJ5j8D+dV43EkwHAQdq044VYEdaBNGxYzBleQinzQrKFORljkY4qpCjJ5cYOB3Aq8qkSkE/dFN6jKMts5lIHK4+tRNbBV29wa2FiDDd3+tV2jWPcxBLe9LmsVYzXzuBY9uPSntdDyxzuGO1MupFOc4qBsLnacis9y7WCOYyTegHWtjT5PnBHSsNgVC7By3UitWxkKeWG+99KpEHW2sgaM1Uvl3cg9OtMtbrcCM4NSyNvjYDFc9ZX1OujIzGAzjufwo4yTzinMArEA96bj0x9K8w9MFO6pQdvB5OKjz7Uq/nQMc3pjvmjjcfWk+73p3bNAxAeTn86Pu/Sjp7UhbjPekIGYrjnApMnk9R70nmbuepoY+3FABuGOBnPPpSfe9hUfP60+gY4MOOMU/px7U1eh4py547cc0ASfQUDJyPemgngZzTxgUhCH5umPakPXoKcSOcmg8elADceoFC4znHFLmm9iR1oGJk4A70pY8fWk3cHsaPT096YhSwyKaehB/Cjhs4J9qORkd8UDE2/MaTdzkUbty+woGOSTxQAdCR2pnJ4I4p2eTnoelNxtHoaYCMfT8KZ9e3pTuTml9M5GfagCPHy4z+Ypu3jOalx+HpSNnuKBEXfp+FAA608r2ak9sGgQwZ6Zo479aUkcdaa2BQMM+g/OjcVIPfPNIc7s96aWP1oGS7to6cd6FYYHYjpTN3rincYH9akQ/JbrxTlyTycmot3fOTUgx1zxQBJwMdqTjGCfqRSZHfmnD5R7UDGbBnjmkZT71IP0pCOw/nQJleReBg5pjArk1My4zj+XApu3/PagCs3GcdKayj8AeBU+3qcbj0FNaPt1oAh70mOg6nr9alK7sZ4x7U3bjnH0oCxC2e/JJpD19CRyan28EimeXjIOD70xCLnk9eKBkcdqXaew20L8q9O/rRcY/PI9M8daF+brSZ2gADH0o9OfwpALuHT+lKygjA6nkEGm5PQZpNxz3NMQHHp35ob73THFOLcnuPXFN6sOn50hkeM45yc80mMHnjmpNvUjp+tIw3NnBx/OmIrzyrDG8jnCqM89q8k8VeLP7X1MWUcxW13gNtP3ucYrr/inrp0XwvcSL8skg2gZ9a8I+Gv2rxh8RtO09SxhRxNOQMjA7U4q5jUlyqyPvr4L+D7LR9CtbqSNBI6ghdor1xLu2dVRo1K/SvGLHVbjT444o3KqihQPwrXtfFV1Goyc49aUqruYKnpc9Ray0y8KgxhV9aibwXp1xuKSAFulcNb+NOgkXA9q0rXxdD034pxrsn2SLt/4A2TMkLBh+lYd54FkVWX7OsmeDlQTXT2vihGbKyqT9avQ68rOTlW3Varol0zym8+HtnIzibTUxjsK43UPg3ok1w0yW7wTdAVFfR0N5bTZ8xFPoaDY6ZeZMsaqfQLWqqIhwfQ+Ndb/Zts7+V5IrplkJ3HcB1964TxB+zFeySF4IbaU5yGwctX3xN4LsLjleO5qjffDmLaDDJnPJ9q0U0RZ9j87r34F6jpqhzpRbYRuKrkVFJ4E8mQCayEfGPuHPFfoL/wr25VCqhJR3GKbZ/ATVvEhMkejRyQdpJcIpPtmn8Qc1tz8/5PDFuNvlxIg6ligqSLw7GkgcbQVOPu9a+1PEf7PelafI39opaWj5wQsw/WvP8AVPgLokkkhg12GEY4TzRWDS/mNU79D5qbw7DuD4OTyRmrA0xdqhlZxHz1zXqknwgu5J7+C1v7e4MA3KFOdwriLnw/dQSOks9vE6npu6VnaXcu8eplyW9u12HSMRfKFYfzqB7G3ByqqRntWpNpqw4LahboD1G4VWa309VJl1iNR/dU0lBlc0SS3jjS3yGwAOmMU3fGNxzhgelVptQ0G3UeZqe5cZ4NQN4m8L2zfPcs4PGafIPmRoxXwiZSJGQ59etaVn4w1DT8PBqE0RU8Yc8VybeP/C8LgDB4znHBqvJ8WPD0LEi138UezRHO7nrFh8Z/EOnxgG985Mf8tFB/lW/p/wC0RdJGEu7BZ8d1JB/Wvn6T4zabCvlw6cDjoOo9Kpv8aWWQiKxXk9NlCphzdz6v0/476JeMPtNlcQduEz+PFdx4d8SeHPFcyxxX6QSucBZflP618Jt8YNTmjJhsSF+6AFqKP4n+JWmVorWZWU4wsfSmoS6EuzP1Th/Zjl1LT0vF1OzZJE3gFTjH16V5r4m+Gfh3Q2eO91W0Vx12uvavj3Rf2hPiMmmf2fdX+rmwUfLGhbAHoeelYerfGia12tPHdNIeWVkZj9M1UqlRaKI4xV7tn1Lq3h3wjCn+j6oHlx0Q5rgtSs1tbgrG+9M/erwCL9pC10+dWlsbp8fwlCMV6z4T+IkfjbSRqBt/s3mfKsbckfWuaTnvJHRBxvaLNbljTcEdODTg3I9OwpGfHHQ+poR1XE3EgAHIp27GO3r7VGeSSeRS52g4PbOaCiVWG3rj0pR96ow20HPIxQremT6j0oJJd2evrRu9jmox9PzoHzH37CgCQscYPSlXAJz154qLPr60pfHOePWjdBYfuzyTRuHJHJqPcG9h70nK96PIB/mZ74o8wbuvI/Go2YFcgc9aRnO3I5zRsBKJBuOMHtSK4xgnn61D5m38D1o3/N0xSAn83qT1FG9RgZzn3qsWP4fnQsnQdOc0DsWhJwPXFJ5nT5qreZ0ySPUelNEv8J4OM80D5S4Jhgc8Ued0qmswKg/j1603zs/nSEXzIMZPanCUEZz3rO8/r83JpWmbIznI560wsaCzBmxn605puQD0rO8/njqacLjg/mcHFAjQE3HJwe1OFxtxz+dZ32jPU0efzzj25oA0fOP1+lO84bhhv/rVmLdFuS2MfpThcAdO1FhWNMTH1z+FIZuODgVnfaTwM8detJ9ozwDnnvQgsafnhsY4NAmzyDWb9pHXvnpTvtGMc/SgOU0fM9/xNJ5gJ4Oc9Kz1ucqTn8hSrdHGAeT+dIC/uLCo2YHG38aqrOOcthR1pzTDHBxQMmIDY55qOSMdRwM0wT/kPzo3jqDxQIQqCMDp3qJk+brg+lSs27nHejcCfT+lO4FaSEHp071C1v6jPvVvA3YP6UhGe+OKXQZntajliMHtUDQ5yeT71pOuRz+FROm3t70bgZskPzMCMj/PFRSQncxAAPYCtN4xg8fn3qIwjkHp69KNQM14+oJPrzUUkZyRgk1qND3xULwlvTjniqCxnNGFJIPPbmmtHu259fXpV9rcbQT16VHJE23PfrVXEZzQnbu+/nseO1Ubi1LdOD/tdq2mh57dOTVOaHhscHpj3p3Cxyd9p4bJxnqM47fSuevbM4LA9eDwM1311biRSCMkdf8ACuc1Kw+UkHbjnA7VSkZyicNdQhZG746c1SZiGyeP8a39QtSM4J5HGOKw7qHrk5OPWuiMrnLKI+1ujHxhsfWtqzvwM4OcDgZrmORhvwBq1DdmOQYGSa2TMmjsre6HU+uR83Srscy43A5DenOOO9cvb3m5Qw6+1akN0FXbv4Pf1HvVXJsbcdwvC9iOp/pUpmzw31rKiuOMlccYz/hViOQn5RkqevetExNF3z8NuxnvnNSqw3AD16GqUciqnX2xmpY/mb17ZrVGdi4szbRkDrxU6yFW9uufaqSsVbGc9qljkPAPXHNBJoLIDgH6k9DV61kDZbgnvWPGxXPv29avWkm5gQPakuwzet2OPmOD/tGtCFtqgc5zWZZr5mcnkVqR/KoA6fStUQyUA+5x27VGylV459aepKknoD1xTZJAMg8H6U2ZjQwxg/KSeP61ZhkDBvX0xiqBzkkcD9Knjm3DOeenSkVYvLJheDzUiyc8HFU1kIUgED/GnrIc9MD1NAi75vUZyPrTlm9T0NU/PDd+PXNP8wc5bNAi6snPIz6VIrAAnoaopN8uB1/nUqzfN14+lFhFtXBXn64NPDnbz+FUzN3z+dKshC89R6nrQMuiTjg80nmH65qp5m7qAPTvS+Y2Rg0WGXRIG6nn69aXzBkYFU1l68g4p6zHPU4x3pCOm1adW226YDEc1mPAwkWNTz1PpVlVPm+bz8v5GrEMJZmlcew54q7E7lUW4uJmyMqvqKjexQq7n9O1Xo4ztZietRzbzGV6j2pcpRizWv2dNy9+1Saa8nmYY8Vclt5JMKflA606O1WPG7r0p2EXrHJlZz91R1pk10fOdux9fWr0VuFswDgM3qaSTT9qBcYHfmjRlW0K1veFspnAHXJonLyLgUv2cwscDJpzSbY9/IqGkVG5kXIzIFbqOlJHGGXHp7VNdLvbeetQu4UDHX1rEsY0u0ipYbwecCTtrPupAvAPPemRkzMoB2496pEM6G11LdKFBroLaQMoXr61wykwsPUHJI6V02j3e5Qd2RUzV4m1N2ZcuECN+PaofT0+lW7qN5MOQMDrmqbcZzk5rypKzPWi9Azj60vsO9JjjGPfGKFx1/OkWOU4weM0Hr9KOtHH4CkAvoRz/WmsPlP+NSduOlN4wAMCgZHg5oyTnPA96U4bvhqRh9M0AIPTt0p4xuGOecU0fLyB1607O0jvSEOJK0nI6YNIzEnpR24xj60DH/r+NOVug9KiJG3np1oLZ9/SkBLu9qdkEelQ7jgevpTg3Y8807AO+90oJ4wDj1ppxjg0b/m4NIBfvH1prfLz2NB9en1NHpmmAgPHA5o5/Gl6cE0u3HJOT60xDR90cUn3cn9Kf39qTB9KkZH/ABHJ5o4707aRzmjvk/WmAxmJpAOMjrTjgYpM9u+aYB/FyOetIe5HU0EdzTecHHJoEI3oOtJ36U7tkg00qeaAE9fb1NR7u/FSMvPXNJt+U9AaAI8DHGT9KT14+oqTbnvTWVu3HYZpAMyWz9KXmm+ue1DfLnvxQA4N0yBUisOv51ECecDNL6jr3oAm3dOQBTtxPOetQrxjn8af+P0oAmVvbNJ97vzTd2e+PSlDcZpDHcc8Y4/Ombe2Min7uc/rR1xmgCIx+maTGCATUu0846UmBnqaLAQbQOR60m38Kn28nFMZeMkfSgCHbkYHFJtGCByfWpQBuznmgr+tAiAqOlDL07D2qVlPccflSMuBnGD0pARbdp44PvSBfz6U/HGOTTmzzgZAoERlemTkfrTcDPqfSpNuec03bzz+VUA326fQ0m3PJNO+7x2zShdvue2aBjAp5xS7ev609Vz+efekxt9x+gpMDwb9ozxAtvbwWayD5cs2OvpVn9i/wu13FrHiGVctLJ5UbY7D/wCvXmf7UcF1Z+I5DlvLlj+Xr0zggV7B+yT400+x+G8dkZ0SZZW3Jnn61d/Z03I5pR56iij6Q8luBUwDL0rItfFFrNgeYpNaMOr28g4YGuBVEzqdOUehPvPQdOtIJeeeeOopyyQyLwy8807bHuBBWqujOzES4ZfuuQfarcOpXEeMSt1x1qp5PByeKTyfXigmxu2/iK6hA+YMBz1rRg8YOp+YVyS7lwKeshHPT8aZNkd5b+M4xwWwfatG38WRvjE+O/XFeYmYKSWwo9TUb6tax8NOq/8AAqrmZLie7+HfElvcalbi4nQW5ceYfRe9c38cv2iIWe90/SNcj0bQ7GM+fdI21psDkA9QB6DrXkU/iiCC3nEV182xlGGr54+InhnWPFugX+n2m4XNwCA0jEKMnrW0HOWiMpRitSLxR8bNFuriSY+IFnViT80ua5e5+NGirgJqUbv0Co2SfauFsf2VZbZUfVdQQyHqiHgV1Oh/A/wvpTK7QNPLGc7mPHFbqjGO7MudvZHHap8cPEmleJjJo80kKMm3nPzA1zt94v8AEuqXcjslzK8hJO0HBr3uTw3p6zCUWsICjcBtGfpS/Z/JxIluojXlgFz+orT3F0Fqzwuz0vxXrbbfIlUbed2QMdea1rf4Y+KLpQ8s6RoemT0r2htkaRuBuDg8AYqxDCMJmXIYbiuPu0uZdilfqeOW/wAIL6Ti51JuOoStW3+EOnxxobm5uJD35xXqErKEG07U7MRg1ThnW4WRCCwJ67evvRzMOVM45PhPosO1yjSFhwGep4/AeixxhVtEkIyCSc11i2RtyX+Yqozj0qBoSzNzw3IpczHaxk2HhvS428tLOEdg2z7uasTaHb2ZMf2eDep+8qgg1ckj+zrl88evGRUCys8bNvxt53N09qhvzHYh8mGFVxDGvOSNozWla3iK2UijQnhsAE1S+1ReSQCrueenT2p6WqsoQHDY3e9PUDp7fWvJjRNyjd94kcVj3l5B5ziSOJhnJ3IOfSszyfMjJ3tjptbNNmsW2ffLOT0z2qLPceg+bTdOvFVp7SBwDjbtFaenxx6dbstoI4FB4QVhsjt8yDIXszdKkkkkKozNyCO/pRrsw0Tujr7fXzgLIuPp1qePxBBLnPBHX/8AXXG7WVRI0h3t1PbHqKlhWJQygtjG4Z71nym0ajO2W+hc4Eg9Ae1TrMu4hWX8K4RbyXy1U8gfxDrU0OqMY0BOx145JFHKae0O3XPUtwenNLuPeuSTVJYdjmbK9Sxq2viJlfB2lDzu9qVmUppnRM3v09BSNx1bJ/vVn2+t21xn59vuaullkVWUqQ2Mc9aC1JD91JuPXOfWmKe45oyNxweaEMezfLz270zdnqOen1pvPJznml+7nkbqChdzH1z/ADppfoBnNJnkfmMUxjjGM/T0piHN/tfzpu4s2SQQf0o/3uuetM8zqehHFSUPyy4yenTFAcevFRA/LgDHuaXcPm/hJPQmkFh24leuBSeZ8ucDPeo2JG3n8aYZOSQevNAE27qAcelRmXqev0qIvx9eajLDqD+FUOxY84cdvU0eaFXG4H39Krb9y9c+mKYZPlyaQi59oC8dz3pPOGeRVLzPqT6g0ok+brnuc9vxoAvm4+Xmk87GTyRj86omUnGORj1oEnQ9G9fShDL7ThW+vem+d97qRVIS46ZU9aRp3ODnPY/40aiNBbg9zkYzTftGDjOfcVn+ceT74zTWuDu6Yx05oHoaf2oevJ/WkN18wycHtWX9pJPqc56dKatx0PQ9BQKxr/bAzfe4xQt38wI5OOdtZH2oHIJA7mk+1ENu7dTQI3PtQVe31o+1BWJ3BsjP51iLchWPv+lO+0ZUdcAjpRYDaW6G71xTxdbed2T6VifasMWPXv609broDwT09qQzcW4zg9BmneZ74NYn2oHkknjn0FS/bPfA9+mKWojX8wN1Ix+WaTzvT9elZ6XWI8kjHTmjzz93g/jQBeZipznC9KYZCcEZP+FVhMG4zx3HrSeZ+ZOc+lPYRZHzEcd6Q4KkcZqHzh75zk+1Hm/gKWoDj3G39OtDRhmHPGMYpokCr8p3U/73J5PemFiJ493HQ4phhHGOhqwevHPsRTDngAZ7UrCKLR/eBx19OapvHu+hH41pyqOp65qrNgMBxtHBNMZl3ERG4FSB6VkX0O5SCM+orfmXn5efes+4iDKegPUcZpiaON1CzLJIvTvyK5i/tGY/KFOM4zxXoV/b7s544xwK5vU7HzBketbRkYSicRMnY8fQcVW3FGyDn+lb99Zk7wVz/SsW4iA4AOc81upHK4sfb3Hlkc5z3Fa9neEkLyT29q5tnKyZzj8KmjumHfFbJkHYQ3BXOWxnt/Or8NwhX5uB7VyNtfnAzk/j1rYt7wHI5XnPPrV3ZOhvLLkHIUAd/WrCsPqeowP1rFjuGBGDV+OTtwO2c1pdXJsaMb7lIzn09KnVQvb8s81mwzYY46+9Wo5ugzuyMD0q7kWLqHb6g9ORVyB8NwcjrhazVYdcZB5q3by/NjOBn8qYjprOTuvGOB3rXhUjn7wPt1rntPm3KOOOM7Tmt2Fvfg8jnpV3IZYUnaR09s1Xmbdk5yDxxVjjb1+Y8fSq8qjb1/CquRaxXdiq/j260QyFW6846g5pj/KAM8fpUAchmwcUFI1Y5OnU8dc0nmjvnOeoNUUkG0Dn39RStMMYApDNBZht5BzT/OHQkVmLN2znHp2p6SbT0z7+tMmxprMVYDGT6VOsg5zxnisyO43BQwycZqeOb5Rg/wBOKYmi40wX2+tL55C881W80Yz296b5pyBnBx3pgXWm+UCl84jJzkflVNZhuP04NOMvFLcZcEm1if1qVXDZycn16VnLJ0A6YqZZAMeg/SkyGj0iaGKG2Ax8zHvSyQmOBVx1FTXkLPcIm3IHqKueT5kqp1OPSthGRIqxqsbd+T61Zjt4mmRdoyRU9xp7PcAgE4pkMLx3HI+aqtoIZPpm6QgcD+dYtzbFZSr5JzwewrsVUtuJ4NYc1urXDsR8vbnrWRVtDOW4LSIvZa04rrzpAByoHNZgVY5pDxirOm/LvLHg/nSaKi7Gj5O5iw6fSqctqGU8Y71pswWHAPOOc1XZfkwR+NZlmTJb7g3ftWfcW6puPpXRNDtj6fX3rKvoOgGcd6ljOZuEwzE5psMiqSwOT0q5eR/vAMcVVWBeW7CgWw6S7MagA9a6Twwxm2qeOOcVyHkuzEnjn1rsvCdq8UoY9apRbFzWO3+xLNb4I4xWHdWZhbgcHsK7KxiVocE5/lWdqWn4BIHB54rCrR0ujqpV9bM5LB7nApMjuMVavbfy3yOlU8AYPT615vLbc9SLuiYYxkU1QT35pucrgmn8ZI7HvUALjkn096b059PenYA7UxiMYI70ig/iIprDvjNLjnpRu4OB3oEBI28cCmlj0FI2MYzz0puc59elMY/PpSn0pn+RSqN3t6UmAv0/M0bsjBzRt2g5/PrS+nPWgQmPpTl4bgUgAznoKXAGcDvRcBeRzjH9KdgdqZzxj8qd17ZFAx23ikXjocUq/SkHXpQAZwaOMEY59aACM9h0pR0B6/hQxAR05pPbnNKOmKQmkMQnGKaB1Ip7DpxTeRn0poBvPU0KeMEYobBxjt6UHvmmAhAZvQCkYenI9KXB5zxSbuQc4NAhpPzdfal4bpS/xcfhRjHYZqRjf4T/AJNJtIyR16U5T0H9KcR9cCmIi28DqAPembcdPXpUuA2e34U3lckUARbcZHT3pu0Z4qVqRhhjmgCNRx70hJ7CnHjbkc0bSegxTAaPQ08EZ65pG7dMik/hOTg+tICRT3xx79qVT6GmbQO+TTt3Q5yO+KQEy/l9KBx/jUQY/j+lPDep7UDHjsO9HHfrQvfnNBzj0zSEJ93374prdPUU7rjPNKMcjpTGRAA5welGOnrT8Y6fypp9vwBoAYw7/wA6T3xz2p5UgjnFJtHQ8UhDNuM+1Jx608rlcinbRzzzTGR7e4HPqaYR6HHrUvufypjL2P50xEbDPXpSqPX+dOAG3JGfalA5Jz1pAAj4zjHqKRlO3pz1HtU20nBApNvzDHf9KYjx749aXouqaG8N6n+mBSYmH3gcV8hadD4j8O3LyacZo4938PTFfSX7RV5JF4gtY1bb+7ySD7//AFq8pj1e4hwCVcdSCK2p7anJUfvE1n8WvEuhwo8kzPhckMOa6PRP2pbiFVW4DKR65rnl1yFoik9nFMnoRioLjTPDOpAedZtC+OWT1+lTKjSlvEI4itHZnseh/tRWkjBJZjgjOa9A0f8AaD0u8jRjdR8nHJxXyRN8M9IvMG1vmhJ4Cljikk+D+vR4Om3RmXbwATWbwlN/CzRYuX2kfc+n/F3TLnpcpnp96ugs/HlhcBQJ1PbGea+IvBPwz8UrJ5l9fC3iHG0nJI+leq23h7yLNEF3cFem4dSaj6vZ7h7dS6H0ZqHxC0jT4901zGrf3QRmuO1j4xAyGPTrdT38yRhj8q8M1H4anUdzx6tdxN3Mjk81zWpeBPEumKWtdT+0IDuGSQfbrWiw/mYyq+R7XffEDVtQZ3e6ZI8/6teBmqi63M3DSkseDnk14jJceM9LgPn2k1xGo3GRVz+tX/D/AMRdQkuvKlsGkc8u/TAx71p7JrZEc99z2W31maOVFcZEZzXS2/iIG1yThiCCCa8a0/4naPfMokdoCDg56fXNdFb+KtHmiDR6gknPPzYpWC5u6zeCXzDu2qevNYQkKqWXDAccjGKsfa4LzZHDLFI2N2Q4OafJZtMmwFQrdQCDk0+g7orwzIIGdlXr1zkUiXkltDJErZDHD8cGrcOljy40li3w5wxQd/So5rNbMECNhGz4Cd+lOwXIpbs+TCsSpu6MMcD6VXtru4u7na0exej47VajhXzCGhkVc4JpjNHHeSyQlvL6Kr+nbIpEiz3Aji2jJ+bHzDJp+7ybXzFwf7qjvVaCQxxEMRlm3A4xx6Ukdx5k4Qgg9QcfpTQ0PRZZiC7HPYZoSzkki3O20g/ez156U+zmSV2MgYMh4IHGKvmzaSQqDGkeC25+gp2Bla4sS0UbN8y9N+f0rPms4mfbtk9cdjV1oZPs6x+ftQZbatPSFlYqjbVK8EnrUgUks4vLGyMrjnOetRKRtYxrwx4J6kValt5fNASUKrdhwc0/7GY4U3Flf7zKemKpCIWaVvkdfLQ9+Of/AK9VFmlRpQTvK8Djir7RuQGUjHvziqreWs+1Btdm5G3GMUMCEKVVGJwrZHH/ANeo3s5GZ4zGXUDcWJ464FWpceawwJFIwBj+tQyRyfdRCiD77A8ipGV5WEfybXIA6qOntTYbttzquBxgNn9Ka0P2iQsHeJV4ZV4JqWLT3hgdyrbd2A3SlYd7DFjkb5t+3bQyjpnvn5TmrVpG/kyPHEZl+6xJ4Ge9UWhMdx1CFeQopWAs7ZAMA7h12+tRrckS7JFxtyBURmZsgBVH90n9ad5LRk4+bnO5Tkf/AKqCkTEleEOMjJyOanj1KZNo8wjgYxVSaTthsnkEH9M02NtquGGW9RSZVzorPVZ42QB9/HzbvStG416O05kTIPJI6Vx0c7ecFPC4zUs9/FHCRMQ0YBPzVFrspTaO0tNYtr5FKS8t71d43ZByK8J+HviR73XtWhjLNZo/7tz/ACr0ePWp4HOxvMA60OFmaxq8x1235h3HrTGwO2BWbZ69FMimYbD3weK043S4jDIQ49uaWxtFjVIycj6nFMK5B4yfTrU20nqBt5pHHU9B7UvQog2jnPIPXmkZegIGfXt+dSbe46dOmKTbjIIyO3FIZC2VU8fL+tMbJ68GpWXac9T0xUbIScYHrSQyu25Tj7570mMEgnjFStGWY4XgjFNMeeQORTGQ5B49OlNOOOMDFSiOl8o8nPbj3piK7E7cj88UhztPUj261b8rdwRwOKb5e7jn86VxFZWHGcb8ZwPSlbhR1POAetT+ScjPP0pVhO0DORnPSgCv971zjBNMbhumQeAe1XFt++PWmrCGAwAT6VQFRvmzgDPfFMZe4OcnPSrbW5ZjkY7nFBtyvQe1FuodSg2RkYAPQ+tR7WYYI6c8960Ps+OOvpxSfYypGev0oAouvUA7B/dahstgr/Krn2U9CBn6U/7Geo+n0qdBlDo/I2+h70uCN2RyeTzxWgLMlcjg+uKX7IWxuDfjTuQZ3PQAfWnLlRjue9X2tCTwM0n2XdtA5oAqLlcEcf7NOEm7nJx9KtG1bkimGArnPXvzQMh8w8d+eKkEx4wAG5I/xpy25Ge7Cl+z8jjBPPqKTEKrHHzcY6DNO847dv8An1pGhxuyBknpSMMFeMkHtyKBses2Gyeh6Cnrck5+bI+nNVmXcuehA+lJu2sD3x370BYtLIWbj07dasLJ0GeBzyOtZyk7SQMEDrUiyFTkHp19/ekN3LfnZ4GM59KRmAGfXg1XaYdQRn1pPO259cZFLUSJjJ6cgdxVaSTbwB9T1qN5ODhcZ9DUbSHBA6dOaAGyMHGCPpzVaZcqxUbcGns2AeOvoetRMR05U+54/CqEUbuEyZznZx92si9td27MYwfU1tMM/PnPOOtUphvBKcE8UyDkNSs+Txz09QK5u+tQrOcZ9eOld9eW+5SDkda5vULEtkj5go9etaxkYyicdMhjkPcHnp+lVnkK4HfdnnpWveW5HzBeh/p0rHuI8cggen+FdCZzSjYmhuSGwPXt0rSt74btrN9OSM1zfmOu1uRnjPc1ahvNrAH1xyP1rZMyOwgvMgHdz3FX4ZfmBzx35rlLa4G7DenHatOC6G3GSecZpgdJbzFlPJPcZq3HMP8AZz06Vg292GZTnGD+lXkucqM4x1XnrWlxGysu0cfe7elWLe4KlSDx37CsiGbcRzj17flViOcI3PUnINUI62xuegPUnoelbdvMduDwQK42zvN2BnLZ9a3bW82heeT3HWqTM+U6FZjgEdO1EjFlJqhFdDoDuHJPFTLMNvHJ/HFbGbQk3GRnkcdaqs23p/kVLM/vn9aqtIQxx9KQ9iWSTb14NRtMcHPyjOOaiaYc7TkHrn+dQyXA4zyR096VwLizbTxjJ5+WpfOPGeRWX5pVh83T161Ksw4BPOMZoEakc3Y8DjvU6yYUNnHbrWQtxwuMg+3erCzcjA5PBouOxpLMX5Oc9KduLNnPy9/rVETBTwePWn+eNpAGf51SbYWLgkJ6cDpz2pfM5x2AqoHO07ee9J5hbPOPSncVi6rkknP51J5n8Xf9azvOZ2Oeeec08TFhwT6UAfQBVXuiQBxUK/LcbuRz+FR2bO0z7Wzz6VpRWm2Msw5NdCXU5m7EtrEGYvwe9Rx2qTXLN39qfHIY0JPA706zkXkk5GaJAmRtbhY2PesiS3G3kZ+lbzsGR8VWaxKxZHQe1ZlpnLXVruY9cnrini1MMafyrUvrXbIpBwDVC4mCyADGR/KouWOkkEeMtt49afG4mYc8d8VmzTeduwcYq1Y5yCTzS3KNHyRtrMvLcDJz9K1N25iv86hmt9wPUDHNSNPQ5G8t9gzgGqSQkqAeCx711F9pwyB+fFZctjibaFxQoktvcpSWuzYCBtrqtDby2XjFZMEJnuPLB6dxW5p9kY5CFBz3zWyjZGd9TtLO4R4V4zU95iaHHesWyDRcH07VpNM3ljBzxTiribMu6sd65Iyawb6zaMsQCe1dpbRicHmqWoWClXGOnpXJiMPpdHbh6/RnHLnHJxT1Ofen3FuYZDwetQZOcDmvHd0z1ou+pIWApsmGORx9Kb9CKcuOKk0HADp+NNOeR2o3Y9jSH5egosAxsev1pu3ByKe3oKQjHb9aZIu3axz+fpSrj2pu7sB3pf4unHSgQ8Zz/nmk9KTlen60vWpKDPJOKMjv96jdx/jTfUg/rTAeaA3b7o9qjLfKfWlVu/U0DJP4c84pA3PIyMdqZvx7D3oDD8BQBLkbRRu+brzmo2YMR2oUnIwc0hEm786b/FTd3IB9KTdu6/hQBLuA9zSFgxAP8+KYWPBxkGkGBwfXuKQx5x6474pnrnv6UnHX+lH6iqQC/wCRTW68njPSkZgO/Bo44PJoAaGOeT1p7e/emevY0MwXk9KQiQNjjvSbsdTzSbsdOaVehz9OtAAvvzihscY59qN2fw6ZoU8Zx+GaYCD68U04ZulO27ee/wBKGz9OfWi4iNtvbk0h5yak+706e1Genp2oGRlTxkc9aAuF9O9O2jGf0prD8PagBN2Fx07igH25oI+YcHim56/pRYHsODY+lP7+tR/hntzS8jH60CJN2SMnFLnC1Fu28jn3oOVbPXigZOrZx29KXd2qNWwRTg2CQOtSA/8Ai4OM0NjPqfWmqe9G4qcjv7UxgwPPOKaewpfxyPpSle3UUwGn7ueMc0beoxzR65HSjnHFIBNvJx6UgX2xj1p23Axij3NAEa8rjjFOCjcPWl5YdMGnY+brQIULlc9qULlgfUYzTh9cUHPP8qYHy3+0NMJPGESd1i6/nXlIVnJYHp26V6T8dJzN46mQKfkUCuS0rw+9wnmzDyocZJbr1rpj8Jw1H7xlQxvIwEaFyOMDvW9pvg+8vmDSp5Ct/E3H5V0uj2EEW1NPtxLJkEyP0FdRb2e3Bmdmk5yvahuxna5m6T4F0/T0SWci4bGArH+ldLZwrDEUt7dYVA45yaqxuN6x4BPf6VZiZlyC2FJ/HFRqw0NCytWtC8jkPkfLuPFWpg00KIGA5+8v8qx5g8zQDdxGc7a0YifMG/qozwfXvj/GgVy15C20iIisdwzk88VPcWpZbcEIVblww5xVRJD5ckm7JP8AFn8hipLGR5LZGkcFz2B5x71Vw3ZoGNJ49j/d6bf6VmzeHbSaVs2yfOOZNv6VctZh8o6HJ+73qWSZ13FFPqPf2o5mKxxV98E/Dl0zuIpYJDz+7bGKzR8AbCeR/I1S6jTOAK9H+1lpEiQb5GGTtOQPrVyPcMnfhyOBnjNWpMk8nPwI+yMd2uTAbsJhefrxV2L4Jzxxqg8TXirnJ25HNeotEJJgW4K8jA707/Ug/me5J96XMM85s/hFq9rlI/F14FDbiF5zV63+Geuws5XxddYGGBdAxPrXdRyvNkbNq5wBj9alj81CcOGweeOlLm8gOLtfDPiPm6i11bny8j/SLVdre3FQzaL4rgmeXZpl2XGAGhKke/Heu7e+IHlqpCg/gM02a+NruMmNhO1VH3mNK67AeeKmqRxtDcabYXUidZN7IRVi3mmCM0nh1WO4AtHeDn8CK7+PyrqFXmgTgZCnrn3qA6PZXrYjUIufnK5oQ7nEHVrYsyLpGoRHOcqyEH9ajm1TS1C+Z/a8LE4cNZ5X9DzXZzeCraVXWN9y/wB1yefxqA+Gpo4SqKGVD8rH2piuciusaLGMHUJIsgnbNayLjH4Vbj1XR9u+PW7FhtyVYMCPfpWrLazIrLOjb1OT8vBqpeWqpsMdsGKksflBBo0HcoS3Wiqyz/25Yu45VjN096kjutNupWA17TJJeP8Al4XnPvU9wlvJJ5M9rbxKwBGEXJ/Som0PSZrVVfS7cpnkvEAfr0paDJZLeJHAi1HTZM+t4nP60NprTqUhu7NmY5JFwnT8+apReF9BViiadZojsG3GMEkehFX28L6DtEg0u1G08YjHNPQNSS28L3jKV2xSRvwrRyqScfjUH/COagXEccIbjs4J9j1oXwT4fupVdNKgWPuY2Zec88A1VvvBeiXBcTafIMnBYSvk46d6WgczJ/8AhE74NIVs3duQw96huNB1VVWBLGdkPAaRSR+NRR+A/D0MZj+yzsVHyEXUq7T6jBqCTwPZ7i0V3fRwA5MMd/KB9cZ60aFdAt9Dv7G9jE1jdRxfekVcru/HsKgubKdZV/0dhGSTt2E8fWpbfw8m12h1XXbc5xk3z4f269Kkm0HULWExDXdZTB3A/agR16ciiyFdmLJZtAz+XE/mZBHmKeR6frTf3jKGMBXjJCnt34rYbR9WeB9/ifUQpIZQdh6dMjbVSTStWurx3m8QXpEIYIzRxjOeoxj9amwJsg+0bo1QxBXXPJB5FU7i8t1UBp0jxn7zADipm8Iy3lrIZdd1GeEjHysoz29Kpf8ACo9CWPzbg3U/HAllJyfoKOVdWHMc9rHxKsNPbyLRHvZmHypGM5981lQ+H/EfjKUSX0jaVYyH/Vr99h9K9Is/Del6LGDY6dEzbcDYoJ/WrDb9ykptXHA6Yo0Ww9WjF0Pw1beHbH7Nap8oPJI5PuTWmr4QDGN3AJ71Z8towMA5bmmTCOZfmG/B6jjFSUtCtvIZi3C4/CrdlqU1nsMUmzPvwahZF+YpuPYc07ZmELInyg/rUuJalY6i28SwSN5c48tum7qDWvG8cyq0cgYd9tcA2DnIOCOtPS8ubAq0KMqk8gHvWdrbG6q9zvWj7/xH3NNaPjr27daxdP8AFCyYW4GG4O5a3be4iulLROrjrikbJqRE0e5xyOnIHWo2j3dcf1rQWHrnn6Uxot34cGkO5QaM4xg8dKiEZ6n8hWkbcHHHHrihbcYBP1pjuZ6wqv59aVYCetXvs/XH45p6wdc9KQrlBrcFcHg+1J5PUdPw61oi3+cZwTinLag9AT60WC5mrblWwPyx+tP8jrlcDHIx1rR8jnpx6Gj7OAR/D/8AWpBczvs/+cUeR14zzWmLdVUkDdxR9lLL+PrmmDZmG33EHB4ppt+ffPNaxtx6Un2cMCelMRlC33HBHNKLfoOvqK1Psv50qwDd0x6YoHcylthtY/gKeLULg4/GtP7P8pz1pfI44B+lSK9zM+zdsEcYOKBaheMD61rLb88HjHHNN8nAAPXtmgLmX9lGRkAGkFspJOBitXyc9StN8kc88UBczPs/QYqNrboTyenqK1RDt69aYyZzgf0oGZf2YdRx60NbnAHArS8vbk8CmGM46cUhmd5JUEYXP5UwwDAxhvpWiY1OCcfj0phj254BHancZlNDhTg7iO3aovJ+bnr/ADrUlj+Ysv3cdKrtGq5yCfTJ6fSkBQEZ5+XvggHmk8v7v8XvVww7cEcHqOaiMfXHJzU3KK7HjGOnfpmoZDtbjIPrVthuXjqe1VXXaDkduaZIzc3Q5OPpULMzDOcdzk09uMEfMD+VRMvQ878VRLYxmGOTk9iO1RtJtUjOARycUu0DIPI6kU2Q7VyDheuKNhED4Cc4/Liq0jDpx1wc8ZqZ2HBwenPtVeVdy/NwcdutCuIqzIW4Kqx6DnpWVfW/yE46ccitZwC2Mc49R1qrcfwsNxPsatMk4/UbXy9xCj35rnby3wvQqfSu6v7YBWxggdfp0rm7+z2Ejr3yetbRkYSicldKBIuFwSduMfrVYOY2xkDH92te7tucq3I6YGeayriHadpABxnNbpnM0W7e44xjn8zWtby7toP15rmIZTGCQWB9a07e4ztIYkitBHS28wwdxI46VehugvyryTyKwLW4LZzz6d6uQz/d5zVLUR0Mcw+8pxxj8amjlx833uMHHSsW3mMmQeFA7dauJPxwc5/LFNAbFpdlGUZI7cc1t2t4D0PvnvXJJclc/N161bt7wx4YMc9armJaO3t7tduTnd2NW4r8+hBBziuOh1HzD975VIJz1rRi1AbWyQV6ZBrVSM3E6Nps4AOPTNQTSsVBJxj0rOju92GHBPSn+cBznk+lWiLFlpeoHJx3PFRvIdo3fhUTSd8fjSc5yAOfWgB7SZ9h12+9NVjuOefbNRM3y9Mgc8U3dtwD+goFYtxyFWycgDk1YW4+XJHtWaHPJ3fWpVk+9j5gentSZZorPjnBJ+lTLMOnTnPFZ8ch3fL6cdqeJCQOSBnjBp82grWNNZhzx9Tnijzi3+9iqPndcknnn0p3nZ43fX60rjsWzMeMH5O/rT1mBUHPI7mqPm/KSccjNOWRVUDII9BTQtz6Y0q1+XcT83pW79mCwjPWq0duluBk4J4NWri6SONa7pPscC8ypdWgW3PPNUoMxjA57GrV3qHmKFAplmPlbjk88UldrUd7Fi1CrE7NwfWrPyNZ8Z69zVK63Lasv3fSoLeZmiwT061DuUiLVoVO0g9vWuZuIWlmJPReMiusvNszKDjGKy7i0EYYkbh2rE3TMgWX7ksOT1qSJTGy8/Wp5rhUVF75qNvmmwB07gU0wZctRvbjk9DWgkIZeTgVU02MEMcgH61qJGCB9KYrlKa3DsT6cVh3NrtlYgYx9K6qSPaMj0rKurNt24c5HpQlqKTOdsGEc5bOCDWvp+rIsxDcDpk1XbTWZWIHNZd1aSwxFscjmtraGN7Hc2N2s02K1fJ3MOcqa820nWmtiquTljx7V6BpN8Z41yOvNRH3WVui0mIZsFuKtsqTKRjn2qrND84en+esbDPFdDtJWOdPldzD1LTysjgCueurdoG6V30kS3GW6cVjaxYFVyR9a8bEYe2qPaw9e6scoOue/alz6n61JcJ5beo6VCG28Y4IrzD1bj92fr3prgHPXOKT3NISeOelABnoR60Y+uPSk3EHJJx7UZxnikIcPvAY+npRwOB060Lnn+tJ16gCmA/jac/Wm+pzTduVP6YpOvXvSGKW3dOKUMex5phzz0B7UZI6HNAAzHIxinbssP6Uzp+FG7t6+tAD935Yo3Dnio/oOe9J2yRx70ASbjt9xzQHBqPd0BOD2NAYseOKQEitu96X+lMJA75/lRn0HHWmBJuz2wO1BbDcDJqLvzR+OD1p2HsSE9uoo/Ckzxnv7UGTdjnP0pADfwn+lLt6ZH601vWgnqM5z3oYgP6e9NJ5wBilz6//AF6Ouc0gE9Dx9M0qnsf0pp9T+lHuOKYiXIyTjFKe/pTV569DR2HOfWkMdn1OeaRsbf1pN272NBwq460AKcAA00j3/Sl4wc0hbdnr0z6UwQnBwM0A+vX+VJRu2gjOB6ikAhbKjBzTGPXJwaUtg00/rTsAh9+lL1GORx60MoX3pAoxyTQA5cHOKVWzjPT6UnH+6aN3zZFADj1zzxTh7HjPeo1wuPSnkn8KQtR+7OO340uT1PX6VF/CM9PpS4wO9AErfXnrTt2faov8etPXt+goGL6jbmkb7hpy5K5PQcUqrx6f0pAMb7uM+/FJ97nvT9vqARnilZaBDO/NO27RnoaXB9cU7GceppjEChh7/SmzTLBGzudqgfxUssq28bvIcKvJrwz4kfEK98RXj6TozFYB8sk44GO+DTWuhMmorU4/4iTWc/jG9uVH2mTdhUXnkVW03w/c3Z8y+byoG+7ED1rU0vQbXR13n99dEfO55Gfaru7zFB/iUY/+tmt1orHDJ3dxYUit1ZIUCIvBK8Z981NHywLDPGRx0qsH2qCw+U/xDmkiZlwzAIMnnPPNIktTSHzCwB2r6HrU0c2IVBbAY9BVeT5tm3BHUj+tJs2SKOCOxHOKVxFyIqVJDYkzySasR3gl55U5xuzVGP8Ai3yEDOeO1PVvLyvDDOVI4qhGirGVgMgLnu3v0qyj/vC+7a/IHp0rHhUeYZGcybTyB0FWYbnfNsxgDpz2p2GaVrMsckZBYnoM1prMI5Blc/XkfjWIzmOMunLDkBeP0qe3vkWHzJGPGAc981LEaYjUTFkOwMuDjnk1ctpSq7ZGVpFwFwOtZMF4GPyf6tuhqSG6LTbSV+blGzw3vTA2DcsknIwuSzNnpxT1d7hVcfKz8jI6DtWYt0+5zIo8tsZ2d/U09tQ+zLDEVMhY8ewzTEasMb73G/5iflz0FTb1jj3Z3Y6/WqYuNrMFOX9COlWbORZDIG4VRycd/akA6a38xASPmyG+Ydqd9jiuJ1k6SFuGzwO/NOjmWSMljnPA9xSR7sMQi7WAKp06dzQPcZNBNDu8kqS3JDE5p8JVWZS53ADKDt71LLa7XdsNLJKQuVbH4+1WILeONQsYJG7BOc5/GnYkjhmMPXd/wLvT1vGZ9gTJHOR1A/GrdvbiaRlyI1AOWbpUf2coN0ZXJ424xx6mmBG15vAEaR5PXdSTWdlcZEkSZ7uKd9nCsW2AHuFHWo/JZm65BzwKAKlx4Ztrlt0IHXhpD0rMvPCmp7Q1vJEVBON3OeeeBW3ukVz1Oe6mnx3rsg3Kyvn7rGgZyLaXeRvIl1YhT0EqnAP+FJCFWMrjLKfu9cV2Zut24SlWU/w54FOW0snXG1CrYwMYNFkCbONaU2pGD5YHYnFLHcmTKgAP1+aukfwraM0zRHYzE7t5JUk/WqV14ZuYY3EbRvt5G0Y+Wo5RmPLNnfuGXjA6evtSKEuLfCbVkPDr3FV73TptOmeeY+UpHAZjt/IUyK8WVWMTxEN0bcRk+1NxKuVzYzW5Ie4uHTr8y8AelV9tzLdFggaFMZXzPm6dcd61bmadGUMpmRhwy84+tNWcc5RkLdZDwB7E01YRBbvC7tFtkQDoW6ZFQ+XtcyiISM2VGeMg+1WlXzMBmYhCSrRNwc+vrT44X5GAm39RTAzftMcai38nyYlG0lsYpk+PlC/cQ529/wA60Jlgnml2hXdfkPP6/WqcOjz2s26OcGAg7ll+8D2xUsZSkTAjWI7SpLEA06Cyjmcs24nGVHUCrkdl5gDTKnmDowGKWWP7PGSiu5JwNoo0BPoUmgTIVh3ztWqsiQ2wYmRQG5x6Vek3ZhQ/6488LnNRXlske7PIK8kgce49qQylHGrNlVKrtz+HrUTNI0xUfO3oOlaCYELZbcm3AbjGPSoAqF90RBPT5RnmgkiKy7iPLGM/dembdshXzDGzcHirLwyeWMjcevXr71W3J5gYhmYjO0jBqbFXZC0ajKrmOTPJbuKksbya1lbypTGyc9ePpipI8zIS6+W/91u9RyQ+Y2O688d6HEpSaOo03xhtYRXsfOf9YvSuntbiC9TzIXWRT3FeTjek2xs56Z9K0LO+lsplaKVosA4x6+4rFxN41O56ctvuHqTzSm3PyqP17Vz+i+NIZiIL7EUh4DgfLn/9Vdbb+XcKHiYFW6FTxUu6Nk77FRbXGOad5IbqOhq/5ORjGM+1L5QDAHjjinuMorCFwD17ijy8dulXWReDnHFNKbVGRj6UhlRYQPYY5p3kAdTVgxj0yaXbwO/bpTQmV/KHPPOaRowucdas8DnBFI4HPfv0pAV/L3N79qTyfm56HvU33TjqOvvQ6gYyfY+lIZEse7GR0NIIwfapduccdPWgZ4HTv7UxXI/L65PHtSbFXI5zUvfkcHpTWG4kjp0oGR7RydoFKeMgcjrx0ox8ox9MYpCR0HT60mA3ljxyvv1pCo2/h2oOOMjgUwN8uBQhiNhj2o2hmyQOKCw+X+tJnoc4+lAhrLn5c9/So2THY49c09iW5zyDmkbIAPakUQlQcZAPqahkUZx2qwflHoPaoW+uB2pDIT6Y/Ko2Xpgc59amZgDjrioj83uOuKQETIOeOQeKY6nAIAIzzxUjZLA5wO4zTGxyc49MUhleWM7cnr+VVpF/g56cYHT8ats3ylfxPFQtj1yPpTuMpmE4ByGHX3zUckY6rg8dasyKeMKSR2zzUbYbKjkVSJsUmi2npnHOCahZCvY9avSINpI61VlUt32gde1FwsUJl3deM8/Wqsild3zZbrV6VeOe9U3xHkH7uemetIkqs3GDwOuaqsuDjGeMZ9KuShWzngelQSZ+n9a0JM+4jDqwyS3XGKxNQtfMJJXHGTxXQSq7dwCOTmqNxEsm4k/LVolnF3tptYjHXnPSsO+hK43cV2d/b/K2G5HQ1z9/a7ckj5cZzW0Wc0onMOQuP4vTNEMxDY6c8qTVi8hPOCSCMDtVE4BIII5788+lbIxNaG8+fg7T+da1vcHjJ565zXJQzHzMA8Z4561q2t0yDk5FWQzpop9u3GCoOTVsTeXnBHTNYcMytxnnqfp6VdimHyjJP1PJpgaazbVAz1HAHapI7hgoy3Hp3rOicnIIyDyakjlPTv1FMDWjuxjlvoM1oR3Qbbk8noMZrnFk+bnkfSrsE21RyRk/dzVJiOmjvTtGfw29KvRXR+YHiubtro4Hox6+9XobjIBznBz/AErVMmxvLcL93oxGM5qXcNuGbGKzY5gGJz/WpGmOzIORnp2qiGi55g57j34pjYK8r2qvHMg47/nTgw3AMwwCKYW7D9rccqG9DUse8xsP4qiWTcTkALnPPSnqTgYPfr1oAnjboclfapV+ZsA8ZOcCqoYNggYPTP8AhU0bEFcY9M0WAljPl8Ede2c0/dtw2PzH61GxGeenUc0/gKCD26UCuHOSW47CnKzNk+vHNJtyc5Apwi2Ke568nr70AfXWqMolGBx7VUP+kEA8AVIZBcscHIPTmrTQJbqpPB969CO2pwPyKrWJEYJ5PripLS1faW6c1caRWt1GcntmrdlHsg5/i9qLi3Mu6DfZgCOtZioI1bkk/Sui1GP92o7emKznst0LHjI5xUXuWZAk3YXPINOuQZI9p5OKsR26opY8U3A2461lJGiOeuIj9qAJ4FSW+AzEipryPqwHIrJaaWMkA9alFeZt2bBVJFa0fzRpzg1zenzbI8N1zXSW0qsoFNiLPl7YwSOOlQSW25l571ZaUHjGRR1w6njvTjuRLYgFiPMIxjPWqWoaT5kbAL+GK3FYblbkVZktlZgf73tXToYs80uPD7eejgNkHmuy0Gzkj2gjitdtKj3nK5Bq/p9kkDCNh34NS0hpsmawBt9/Wsu8iVlzgZHpXRNJ5KshHHas2S1FwzLjFKMtRyiZFvIdvGSBTtQj861I6tV5dOEOc8VGsJVip5GauUVOJFOTps4W+tWZmOMMKymG3IPSu+1LScOcLnvXJ6tp5t5WO38B6V8/Xpcruj6ChWclZmWzD159KN23jsB1ppzz2oB+XkfWuQ7RRjaR159aUZXj3pjY6A0hYjPHSgCUsfr6U773/wBaodxycZ6c0u7tQA5mHT86aT60jNu70c8gDmgYZ45z70N9MCko7elIAYjb0/Omnvgds0p9zjvSYOTmgB2dw55z2BpM9TmkxtGcUuPekMXdhenAppbODSNn6037x9KYiXd82M/hRxUYPPJxS5+bjpQA/OT0p3+fWmKNvJ5pePTnFADi27HFJu/yKbwcYPNLuGO9ADt1Ju54H1ppb25zSF+2eaEBIrf/AFqRuRnp7U3dnkcetJuP4mgQ5vunsPpmlVtwHOPqKZz3/Wjd8vXmkMkX25+lLuPPFR7s45pSe+PpQA/cDzwDSk/LnNRbuuePc0EgjOc+tMQ/8MmhuPx/Kmdc80vXNAyTt1/Lioz9STSM3btSbunY+9Auo7HynGfSm7T70rEBTzzSbuppDGnHcc0N254HFLkt7A+lN5z36c0wHbs+uaQf5JpBjnJ5pOMdaQD8+n0FOUZz6Gow1KvLdeKBknc5/SndOvekGM47/nS9Pr9aBC7e+OnNSbevGBTFU4x0FPDDjJp3AegHFP29aj3c4Hanq5z6UrAG3P065pVUYPGKerDueKaXTuwFAhNo4yDxQPlBJ9KjmvoIVLs+BjNcF4w+Iq24e3sG3N3bHAp+QcyK/wASfE7MrafbSeUCPndeuK81gEVrGYoQFXqfWm3d7Leu8kh3ljyzGqttjcyhsjPUelVGNjjnPmLkcwkkAAYdeKTzCsjAcg9eKi2srfKfnHBJ44qYFMlQQzNztNamQ6Pb5ZUggZBxj/OaSFx86t/ewMjgcdaGyy4YZ7cU9QF2jqevPpU3FckhV920E7mGeDxSbC8gjXMY7/WkXKrvzxjgetOEqsOQc/XkU7C3Eud67U3bDnB59KCrMoVW5HJPrT2zIm9lYgn/ADxSTYjKqi5Q9S1NATxMokCAKoOetTxtsjZiGVhwPp61XjC+cZAFc44B5GKmG5ohluOv0FMdyRZp2mUqMRrzk/zqysP2hWlOwqBs9RxVaPapWL249KdCpj3Io+YnkqfzoEXoZBGoAVWHXGOR/hRHIYZnPUBThfTNQqqqx+bZ2OBxTGcRRD5ueo59aAJrq8mk8k2oyo5l+npWq0ytIGI+UY69RWLAy+dIqjy5GGf945p0c0i3JG8FWGAoA60kLqb0d3mfg7Rjd7H2qyZtykJkg8c1ixyHywrffx05p81yI4y4dlOAvSgZvWtwrcgAqsa4GenPepreePzJX8wsg+UZ6A+1YK37RluOIwMtnj24qWKd0WNTKgDSKx2jp7fWgDpbGaS6WUTjaGGAo4z7VejkLsI1dcIOUUYA9AKwbW5b7YFVMQKDlmYbie1XbZwpkYcFmzkHr7UEm1GFVUA45+Zm/pUjIXVgG2MeBjmqlreGSQliG2YwDxjip45l3cnhgTkVQyw1uZI8bgqN26mkaEYJVfujHPbmki+WNQx77en5VabaqqoJ/HqaQGbLbrHCW+4/I464+lVI7VFjV24yCQJOv5Vs/umDHuMFvQelJNCJlLMuQp53dBTAw3tS3zfMc4IUjbUJkkXdh1xjqG6V0LW/mYYkNuGRVL+xbe1gZI1PzHc2cYJ9sc0AYya/DEyo1xl87eexq/HeRoqsfmkzuGW5P4VFJpwTzC6KF3Y246/WobmzkXnduAwRtwPwz6UWA1bXUTcP80BUr/FKmfypLjT9PviFltlLNzlRisSOS6ZSZpdh/uLyfrmrMV4/yqDuAHsM0rtD0CbwbbMD9nuWhbPAY7hj0/8Ar1jXPg+68uQqBeR9dpfdXRR6gyybkwFx930q3HftuU/L0w244xQpdybHASaW1kERY5YihHy7cED/AAqCSdRImZZY2kPGFyp57j1r0htVtJtiztiQn5SwyPzpk2h6dqClFVI3PG+M8D3p6Duzg9wE7EpsBGWcEdfpUMKZMv7+SX0VzwK6688Bvtf7PcIW6YYdfxrmLzw3qWlzKHiuHVj99QSgx9B0os3sNFPULV7eGJ1j89Qx+UHk56VYWV/IUmBxIw5TsDU63Qj3rIvupxjBpRdBmAZS5xkLmpt3KRWXdIS0kXlyY+4vb6Vj6hcSRMURfkZclnGa3FmjumbhcDkMpyT7fWoGihkkdo0b7QMjGCAw9PenoBk/2en2eOdQScAlc4H5UsUcU3IcpGo53DGPxHatLzHjkCSQrGcZC/xA/wBeKayKkhYIqBujZ4z7ikFzIuIIprgJvKlhkKjdRQ2ni13Sg/N1GeTU02k20kgMhZbj+8pPHvTlaNt8abXByQzHnI9aAM/bHOFkQkdgy+tMecuoaOFm7HPJ+tTPA4OQF4HzKpzjNTm1lmhZI28kD+Idake5m3EkVwzrGAHj4b5TUHmq7EBwGxz6Vrrbxxx/KQZQMMMgEn2rLvbQ2rCWRGRGGSooauEW0QxrIuQw3M3UN6Y4xW5o+s6hoWx4JPNh3cxMeMVkQ3USsA5yc8t6elTsA2Aspw38I5FRy33NFK2x6h4f8Y2WuqFJ8i4xgxvXQsOnGMe9eFGNrUrKDskJ/hrp/DfxDnsMW+o7po84EvcexqHG2xtGpfc9LfuCO351G2O3Wo7TULfULcTQSiRPY8inSNg89ag3AsN1NLeoprNlyBwexo3ZyDk8/nTJHbgpGOTn0ppzzx+tIG67QT60jdMHk0DQFzz0o7/Xnmk+83YfhTSx3HipYx49M80q/L71ErAMR97607IJPehAHHzH9KD8xAx9B0pdw49e9M+vNMQ1u/8AnmmMwOeeO9PYj+775qvu3Kc8880hgx4I4AprN82P601n2rj0NM3Zzjp/OgCTceB+dJ5nqTn0qPcf9000tk9eO/SoGOLBsk9c4prNz1IpgkHXjnoe1HXJ56UwBm+Y9+KZJt9Pxpe5459Kb79iORS0KInfbnvUTNtz39SKkk7dx05qu56gdAe1AwYr6cdqZuHJyAP7tNMgHfp2/rTd42kn6A0BsD7e4BNQkbv/AK1OJBbjqKiY88cE9+1AxjMd3y4OOxNM29fc5PFO3buw49O/vTGYbeO1AhHz8vPt1qnJtZTkZ7DnmrLfLxjnr1qGbtubkc5H86AKk3zKfl/+tVOVOh25wMn/ABq5t4JyeOOvSqkmWHXPGOT1pa9DNlST5frng1XkHTbjAPSrMx6ccg8e1V2BbGATj1FaK4FOUEkcH3Wqlwv7xtwIyOgP61em6cDB7e3tVKTG/uvOd3TNWtRMzLtTzgdR6VhX1uTnA7YArpJl3B+5zx6Vj3dvuyDkYwPrWsWYyRyF9blQwP3sgE9KxriPbwSDg+ldTfREZBGefSsC8hPzHGRnuOa3RzyRkNI2/wB/Sp4Lgry3I7+/tUMw+Ykggj7vemQuFwQc5PSrMjoLW63Y5wx54rShud3GcHoTXN2s4XrwScVpW1wPXIzx6U0BuQyjb3Of84qxHJjBA2bh1rMSVedpx7VYWbfuyecYHFWBd8zaMgls9DT45iDnfkAZGaqK3zfLjIHWnrIygEcj+lMDUhvNyqWO0E5rQt7vdkccH0/WucWRUYkZUVZiuDznqelUiOp1SXQxjqMduKmW43OQSDk1ztrecIeRj3/KrsN0emV45q72Bo3IZC3CtnnBx2qRm6ZAOPfvWTHeYyeQcfeq3FNuXJOR6epquYmxfVjuJHf1+lTRSduv+TVGOUYGPXsetTLIFA4H0B/nRcLF5ZPlTb9ak3fMrcdPXFUVk4U/yPAqZZsE85HpQOxdWQMwLZwO9Sq24c/TpVKF/k9QDg59KniYDjoR2WmQXFI5YdenPanuwXAOP96oYz8qhjg/zpc9GPSgD6gt5WjkOOi+tWZr9rqQbCflx0q5a6ajruJBJ5IqOO1S2lI216Fr7nn9C1YxttBPTpzWsziG3OGrFmvBCBHnAqCbUpJBsB+UdDRuGxpXU3nKuG/M1aXb9kLcZxjgVz0M7+bg9K0Z7krBjccfzqZR00HEjmjP2c4FUljYYzwa0LOZLiPBZaJ7fcysDxWb8zS5k3FuG3DGeKzJ9PHl54z9K6B49sjZFVpoQ0eP0FTexZz4h8mRTtOR3q/FeEOAT0Hai7tT5wyMcVBFHtkbjjFVuGxs29wZGA7Y4rUt13RkZrEs2G0Y61rw3ATg9elPREMmbIiwO3WpUvfMUA8MDiqk0h8lipz3qvCrsScEc1rDXcxkdAt1vjUnqDir6uJIBIOorAgY+Wc+nSrtrefIyk8YqpLQSL1xPujDjkinwycq461Sim81Xx19+lR/aDHCR+NRoO7ubc+2dcjjiqM1qeDjlelQ6fqHmLhzmtXcuMsM54xUXcTSykinNCs8OcfMvGK5jXbHzFPHaux8kIxHSqGoWJbcpGc1lUiprU1pycGeVX1qY2JqnjnnpXYatpJ3MNpx9K5a8tWtm5Hy141SnyM9ulUUkV/THNNPzYNBx+XHFIfpzWB0XF5UnJ6807r0/lTeec9KXo2AelADug68UYznnimbuuR+NPVt3SkABuMZpSMDpSdqX0oEJgHgdT60hX5vpTyvfH601gMc9aBiDPpx7Un05pfrxRzxjrQAxsHHPNNOR059KdnnkU05zyKAE3Yx9e1O3f3T9aiyR14/Gk3Dn8qYE+7k5+lIX3nB6VB53HWjzMY+Y0gLG/d1yRRu/D+lQCQdM9BS+cGyAcUASsQvA4+lJuA7ZPtUXmcg/wAjR5n4YoESbsMvOOOtAbOfrkVFuDDAH15oWQnPHHt1oAm37SBnikDZ4/GofM9yOPwpN3+1z9aQE+/p29jSiT8eKh3bs96XcF4HINAEzOdvv60ZDVCGI6n6Zpyt059ulMCbO1eKXd07fjTM9R0IppwWPPPvQBL35PPakbj6Coy2Fx1Bpd36fjQMdkjnGB/KkyCw+bOexppY/WmM27pQBJng0xnx0qNmKnHAoZue5pgSGQNyfT8qN3P/ANaoskdBzS7hux1IpMCVWFO3deefrxUWTn/CgMW475oETLhsYzUgkI9ce9VGm8vqQBg5FM+1PJ91cAd6dmyZSUdzRaQDALdOoqJ7yOMZJB/3ayLi+S3G6Wfnrya5rVPHumaejfvQGBwc1XKYur2O4bU0/ukn+VNOpO3zDivINQ+LsakrBHuPaueuvihqt0xEKlRyPQVSgZusz3efUsK2+ZUGOucVmy+IbSMkG4yR6N0rwe+8Ra5qCnEjrnpyatW9xLa2+JJjLK33mY8CjlJ5mzt/FnjTzWMFrIdgGC//ANeuLW4aZpHLFj3z/Sq0js0ak/MxPTsPenLlSM5PHr+tCiRzFj5WjKq31468Uq/LtTuD6VEoZfmOSQeOOn1qWSY/MzFct+lMm7HhjlwWye/pTYkPmhgBgDHNIuep43e361Kr7RgkgAfSnYBR1Ix8ynO32p8bbZgcDapJ6U1T84ZByRgHuaC/lyEE5Xoe2aQEu5ppmfIJJyAo4GaZGH4UkANzwen405pBGu3GT1GD+lEm6TaFUNxxjtTQE8OVBVjnHanSSLhtx2jGfm7ioY1wyoxHT5iDyKNvmKUXkDn1oE0Pi29Ijx/eqWNmTc7EfKCM9QRSRMEk2lV4XJXpUqiIqu1cFuAD0oQEsbCWMSKG8vaC3TApVVnjU/MG/wBnuM0yORIpHUpuVht2+mO9Klws27bwC3G0ngUIZLHM7K2egPTGKi4Vkdfm5x8444pysm0MHwc4zj9KexWDYMBhjdhuhOaY9hxt0uLpZ1kMbr9zB449KmZUM6srKTx16nPf86i3lwHbaGxwFHFNmVpYIhK5Vs87TjoeB9aCS957KpDDcTzhhVWzeW4kbzkKEHKjParKqrKiszMCuPm+lNjYxpl4wcfKCDzjr1pAMvbpomZAg3MMk+1TWduixQs2JAPmEhJGTnr+X8qj8lDcBpE+ZhsDc8ehqzCpSN9rqrRvwqjqtUBc3u0W2M5dRjqOavW94jQnJ2lGAYZ6e9ZUz7ZljI++PvDotPhkNvIxB3K6kEnr7GpGbdneTW92gcxugbgE/ez2NbKXTRzBHXY+0lo2HAPoK5FT9pQCZSjAhl5wOK0odQ8yNZd7MxB3bvWgZ0sMxWaBsHawPOeuOoFW1mCyRuT8rdGPeuWt77y2Ult0bD5Rn7px1FaK321Mqc5A246DFAjoVUeXJ82GJxwB271KFWSFVRWbs2453H1NY8d4VVQPvelX4ptq7WPBO7d7elMC7taRiSVXAx/+qiOEyMqqGZjxt9fxpscnKhzgEZzipo/mt4yzgSFiCvoB0P1pgVpLVWbZKFlYAEqV6VTuNORVLPEhRT8oyST7gD+VbbM3llFI2lskDufU0jQrIqkhS/XvSuI5mfTvLbeYVeQcKwyWx6e1Z9xp/wC7KkFM8hSOa7B7csxIwM8+9UprXI/1bknnCrlqrcLHGyRyQoUB2kjP97HvTI7gxOF3OOOd6k8f0rprixMqMAdrFSM8EisWbQ2TkzyXI+9swBjjk4HP4VNriZPb6kI9yIOGHzBSACPxq1a3i53KMN7DmubYXNriLyt6Mx2yLyoHvT4NV3bFTO0Z+bpnHBo1QzqxqvlzKpjk2NwZAvyA+mavDVwq7ByOMMDx9MVytrqIlU4fzE3YC9qnivbeNmPy8feUjNHoB1FxZ2l9xc26SFvUAfjWLeeB7KbmAeS2ez/0qGy8RW80nkIZFb/bB/EVqx3oU/KoUMemafM0Fjjbv4b3SMTEiyqDkYBB9eKzJI7m2laOdJIzjAypABr0uTUWkXdFLGHHBBbk/QCrYf7VgSoshI+6VFPRhqeSmYyJ8zbCR8pK9fanJItxGu6LZx8wxkZr0W68MaffcSQeVu/uNgflWDe/D+eOILYzxvt/gbg4o5RHLR5ZlKxB0zjG6qU1gJEGSpj57D1rQuvDuq6ezefaKAM4aPJ/GqbTxQlEYkTHJMecMPepaaK0ZVisI1MkhteQ2EdW5x71Vuo5IYyxaQPuysS4H5VcZxZjzGLrFnLOz5xnpVlcMplEvmEZIj3DDceuOKncrpoYZ33E6zNbzRqc5kIHX6etI0Elxb/IpnU5Uq3BxWrMqSSJK0QY7MBg2D+I9cUjQvPnyTsXJ+V+R9M1Wga3ORdvmMZKoy5G3HFPCrIuMsh2/dQ4Gas6lGbe4bKrubqPf1FV1bgrHvGBkbh/WoZRatZGjgCSjzeec8ED1p0lvDtLhWIbg98U1YzNHHGZBJz80iN+YxVtUkZcRgkZ27l5ApWC5BpeoXmk3PnW820d13cMB3r0DQvGlvrGI5f3E/A+Y8N9DXn+xmkdHUkrwM9D9KZ9jdW4V14zuXoo96lx7GkajR7D0bIOfrQOu7JFef6H46ayWO2vv3qk4WTPIHvXc2t1FdRh4pFkjPRgeKx1R0xfNsT7vypV/Ijim8qo4/Gl3fKCRx2IoLBsc4OTQenPpSY74z3o3dccE9RS9AF465pOn5Uu5uuKRvUkUxg3T3xTW4468UuR0zjAqNunXigQ1m4HTp0qCRx9TmnyEBcA44qu8gVs+9Sx2BmDZ5xUe/arZ5HU1G7BunIppIZs9aRViRWwvf3prN1788imBjtP1xikVtxx3HrQGo/cT2yP8DS9icZ9qhZimMYPH5Uozgc5/GlYexIxO3jBpm72KjHrQTnJz3xjGKbJ0Pp+dAhkjdVHSqkj854Pp6VNM5C5/Aiqcn3cZPrzSGhzOG6nNRNIc+g7HNNaQbhg4YHHHemM3bqc807FjjITyR19TUe4tg456dOlLIRggHjsfr2phYtj5h64NGghHYHBb1zk0zcWOR64HNOkk5xu2np0pq7QRj8cU/QRG7dR3PSopcjODxmrDNt5IHWoJ2bb8oUA89aLiKsvqAT796qSZ5B57jjFXJIz64zzx3qpNGeQAcZ/iH6UySrL94Ag47D0qvIV9N2OevSrUg3LnrjjFUioVmLLhfUU9BEMh6Anoew6VSk+bIbgM3XtV3bnqeM556iqcrcZPU9O9UtCWUpVI4BGzqBVC9DMpL9ex9q07hTuO70rOnHYnArVGZh30fY8D6fma5++jHzYOFJrprpQGOTkjkckVi3UYYnjnPU9K1TMZI5a6j+bkYPTrxVB8rnOQfStq6iznj7p57VjTHZnv61oYses+CAThvWr1tebccnPX2xWOp2KNud3cYqSO6AU/Nlh+lUiTp7W76DPHY1ejmPHBHcVzFrddBjLdhWrb3bSZ3HI9aq4jZSQ9j82fyqaObcffH4VnRyFmIJwMdO1TpIVOBjHb2pgXVkBXAOR2OKmjYM2OoA9cfjVASnJYfMc469KlSQdD+Oe9UhGlFJty+BjPf1qzG23jv6ms6G4+b68jmrMM5Xrkc455FMDTWTy8455qzHOSmSxFZ0dxxkdeoGasRyfOSDg9OatCNNJCig9uoxUq3PQ9B3GKzUlCqpxx3GasRTeZzk46/SgLGolxliCQo69M/hT968ENjsNvQ1nxsQBnGT+FTrls4GDnJOaYjShuPm789asrcfMBlTxnHWsuObOec+masRsM+p9hRcRsRvuxg/XjrT927ntzn/Gs1Jip2559B3NWfO2gk9Pyov2A+u7XVNsG4dFFZs2sh5HOcn61fbTR9n2HO0/hWfNo4iYdwOa9S2p5hDHcG6kPXrW1brHtCnhqqWGnbmwQOTkZqa6ha1kB7H07VViWy5dQpGi4J3HnPSqU0h+z7ehpftRuHCsD/wKrcdrldxHyY7Cp9Rmbp7SRZ67a2reTfEMnmqflLHE3pS2pxGMHAqJeRcbktwv7w59OKq7SV56ZzVu5jMhBx2pfL2qOPwrnNTOuiDIFbpjPFZTbmZyBhRnFbVxAfMUdarLZ/fHetETcpWjHaMDnNaiSEyAH881D9nWOMYHzZ7VJx5iEHmmJmhaRiQspPWrVrAvzg4BqrbSKrnmj7QFkYg5rREepZOBG2Ooqva3G7duO04703eZVOCfpTFJMZyMVZBet7j5SckGq9xdN5LYPPWqsNwdxQE1JJHujPOKFETZFZ3jFjhsH6VtWt47RnPJ+tZVrAqtlVwevvVm1BMjDODVuKEpO50ljdLJEN/JqxKQ+3pisWxyY2NaFurOnB6c1zyjqbRlfcdfaStxDvK4JHauE8QaV5e8beRXpkbH7Oe5xXOa1p/nxsRyB+NcVanzHbSqKJ5PIvlSFcYP0qPcPXB962ta0/y5CwHNYWR0zivJlGzPXjLmVxxbpnr605fugE80z1HalXG7Of8A61QaDj9P8KA3pSE/LjPFM3cD8qAJcnPPI7ml3enX2qLccYzj3p24qOooES57d6Tpxio9+7Hr9KTzOD3qSh27dj/GlaTGOecUwt83HPOBimM4Hfv+NAD85GSaj8z5f1xSF/fFMZvfHagBWPB9qjLfl2xSM3JI+lMb3POaADzDkjOAeelN3FWxnr6U1uwPWm7gm0Ae/BoAm3nOeR9aPM6kn6CoC23OOf1pFO7/AOvTGWVf+VKWHBIOarhztz+VKc8ZPH8qBFnO7OPx5pNw+hxiot25uBT89up69KBC5/D+tG0Acck9M0K23Occ0buT2460CAED3p3IyepJpON2ccYpGJ6j/IoKZIeB2zQG+XnuetRE/LyeaXdtUcE54oETbgq8HtS7geM/l0NRbvf3FH3cHt6UATKwOO/PODzQze2BUO7OePY5pd57D260AO3H16elIzBs9j/OmY201vunnp1oAezbuKj3bck8n3oPQDv3pG9PWmA7Py5zTs+oP5009Omab97+LgUhEpfoM8/SkW4VZdvU/WszUtUW1woILHikt3WNWuJXwO/NUo3MpytsazEMTJJhUHf2rl/E3jqDTYmigAZ16Be9c/408eDa1vaOQf8AZ9K5Ox0+XUpBNKzMvHX1rVROKUhuqeItS16TarMqt07CqCeGppFHnMzgnJyOB7V3dj4eijQu52kd8da1IdJgk3/PvIFXoidWeex+FYtwKJ9CAatx+Hkj+dlAC9yOfrXo0eiqId54Uc+1eceOvFCQ3AsLMgO5xkf0ocuw1HuV9VuUtYhHAq7+hPfFZEbeZJ8/DfnUbfNyxZ2Az8x/nUqL0ZDt4+7UjZI4+XAKgYGOeaWJ/wB2hB5bofbvUaQF4w+3Ix19Pano21QgOWHOOvFISuSqTljzjHc9aezeZCWCk5Gdo7e9Vo38xQSTtY5BNSq29iAuM85pjJTIfLU7fmPSnrwQrZYNz6iq67wuRyAeo9KniY4JB4x3pDexJH8qlhxjkAUL+8Y5Ueu084+tRwyHzMEYXGOlWLfbDNJvDMjf3T3xwaBIRWWRkC5BboRTjHgbjwD0GaZwW25Hr0/SiRtsOB8obj1PpSAT7K2WZWPsQeh96tWse2MDfvbGTUTpKIIzF842/NiljYiRUJw30o20HYnVQ8iELubGPWrKq25lIHJyVPX8Kr7tu0fdIznbTpH+bzAdjKcc+w60IkVJiyvI6kbT60+PZ5Zbhgx/hOMVHGxbduwyHncxxin/ACrIXTd0xs6jNMBRCMbmYrH91V3Z696sR7YhuYZI4HvUC7mSIEYK+h/pUi4Kn5u/Qd/agZPhFUKxDR9eOOaNy7VG7O1jnuT6VGqBfncYXO36+9SRvujwFAJOTz1/GgViUsbmJh9/cMj1J9KW3jMatGAhVQCME8f41Gux3ZQwDZ4HQ0LJuPDc5IYdB+FMZZkdZFVgw+X+LPQ+tWxtz5gXgnqTkDn1qrGB5Kgpk54HUkfhU5XyV3DbtbPHYfWi4mhRMYnkD7QH+VJGPRs8g0sbTK7vIFK4AVRyee9Q3FsLqH5pcgHcMdfYVJYSTeQVn+YsSFx1GP6UgtYtrj5gVOzr1zTo5lkWTY6llOAMcqfSqtvIvnEHLkZyc+vYVOZBuDEgtjGOx96diizA0lvnefM2thti9P8AIqzp9yUWZo5WaPJRScdetU45VkkZd3kzbfvMeCR2pFjEUbeWhCsSTtHU/Sgk17XUgbcSDLfNsXZ1PqSO1aVnqCGaVQ7bFTIJHB7EVzdu4jRF8sLzk+hGfWriyNHkq22Njkc5AP19KgDqrW9Xyyp/hxsIHWr6XCPgqfkJPfp7Vx0OoBZIY3bYFblccrxWra6gykOjA4OQCOOnNWgOotWT7N5k8mGViPXdzxgVIrjnjJ6nuPrWJbXRuI42U5Z+QO+R61oRzrlR/wABJPAyaQzRjXezYz7tn9KUKflKZjP+etNtsSXRibMiqucIQMtjjPtUskYjyshG8HJKnOR6UAUmhSRCT8vpt6fWqctmef4TnqB69s1sOw27VHHriozCjZ3bjjpjofrVCOYutLDZOWDdvTr3FZtxYYyzJHjruOK7BrVZFPybo+hOOPpVGbTVViI4Qq+ioNmfTBp3DU46SHawikWRRncjKOGP1qPyRJG6rlFbuDhq6W4stobK7FAGAw61lzWcnzMMAc4zx+FSCKIkYRljhvL53N1/HFWobxJAnlv8pw3rnj9KpyRlXIDbfl4GMHPpmmMyyRl8eW6H+EdfejUZqLObWYzF0A/iZhz+laEepCTDKVLnplq5+OYnO7DEdAv8zTJtQtrWIPJxJt/gXL/XiluI7CK++VS4O4kkgdPpVlLpdqsI2x03dcVxljrkF4FKOxdvlIcFTkf1rRtZ2RtquSW/hYgY+hpjOtSUSdgRjGDWfeeGNJ1BjJJZxrMf+WkY2n9Kp2+pBocYIwdpz1FWlvwHOCOOODx9aeorGPqHw3t1haW3uJVj/j3IHA9Ae+K57UPhzcrC0gdEz8gkhyQp5wSK75tVaBUYFgp/urkc+tMa7LI6oQyk5HPyn/CncW2x5h/wiOp2sH2e6lWaaMf6wDGR6Cqn9kz26ybsGRzyfQelelXUiu+4HMXHzD7341halbgK7BPM4A4HNGhWp5jfWEi3e4lsLwG/pVaysbmeNnK4K9VY5wc9RXZTabBtklSPZub5Y36j149KyL7SVhuoQgZVk525OB7ilYEY7abKoJh/dupzjHH0xU9uwhPlqjJg5b/9VaM9j80rI8gC/MGHt3NLZo3MiooLDaRJzkHvSsWVr6R5rdHQb3QYZV447VXgmNvgvIyrKMKM5IPoamDXkdwsi2/loGGechh6gVNG/nSKrwMFYjEmMcn/AD0qQRn32DJsTkcHcegI9Km0rXLzQ7k+X88O4Bk5IIqzdKYtxWPevdRVSaOJXaAfJKwB7jHfFTJXGpNao9G0PxBba7bB4vklHWJjz+HqK1VIYdBnsa8atJJbK6LRAqVb76ZyDmu+8PeMEvpEtbseVcbeJM/K/wDgawcWjrjNS3OpUYPUZ9qQ4/Ok3Dnj8aCMjI5qTUP4vQUxuOtKW2+v+9TGbdnrjvmgALevSoXYKDjv0pWYnpxnrUTMADg59aYWGSN8uDwfTPNV5m7noPelkbdmq8jAN1x/SpKFbKsT29ajZiMDoPWmsc4yMfSkbLe/pSKH7zwdxx15NDSeuOmevNRK3c5B54o3ZO08cc7aAJTjn/Cl3jsMj2qJWC49M80vmdh1zSAl4/HNMk+ZeuB060m7vz7U1mJUk5A78UbDInbbkAkEd6pyuVUn243dqtyfLkY4xz7CqcseAT0HUGkBWbKsSBnH9096N27v3zzSN8pyQMCkXHBPI9qB9BTgHKkk/Sm/e9T2zmkc4K+g5pufXdwO3GaoQ5mLKRnH6/hQPlUdx0z2pjSHru+tM3Y2sTtHI6/0p2AlkY9Oozx71CwBXbTlYtnKlSPf9aQuuAMgUmIhYblzj7vQVXkUMSMkdqsbepxgYxULYAJxxjqaBWKUm5WJ/pVOYblxnhfU1el+7j73GB/hVW42tlexHamRYz2+VunbsaryY5I+bnmrsgAHKgKe2aqOuN2OBnFWIqSDluMMegqlcxhQSNx9PSr8in5vmzgZ+lUbnoeufUdK0RBjXLHblkzxxWRdKTnPOO1bk/3Rzkmsm4iPXr6+1aIxkjnryMfNmNTxWFdxFW4yPwrqLqPqfu989qw7yMDI6ljwa1TMpGFI3qpqASHIOSM9c1YuYyrMD0FUGba2BtOOpxVozNGG525Cnj2q/b3h+XBwD3aufWQqwOR09asw3G7BHfjBNMk6uGYMecY69eCaux3CMeODx+dcxFc7cc4FacN0WAzzwSOaY2bqzFn79OeMVMrbcdzn1rIjui3sfryKuxzMeDnjtimBfWXqPSpUuCCQfwqksqtuxjOOnf61JHL8ozz64qgNBZiF5JB9+lWVum25OMrx9KzA27AY7uKcrhWyeAx6Urkmwtz8ykYPNW4rkbm5/WsNJe/bscdasLMd2B1Aq7jN1Ztwxkqe1Trcbs/MPwrDjuzuwOTirEdwWUd+1FwN5LgKAQuOc7sZqdbhV3MOD34/SsKK8G4ZPJ98VMt4TjDZ56e9UhG/DOHK87SeMirHmbuCfm71gx3xb0Axz2/CrK3XuMAZAp6AfcU903nKgHGKsvH+7LEEjrjtVeaMQyZY5PtT7i6H2YBWGD716jXVHkLzK9rcBZMYGAe9TTOtxnjdziqsSsvQkhvSrdvb5wDgnryafQRE0YjkBbg9sc1bkuAtuE/KoLqP5wDyR6VmapdGNlXH5mocjRGg0g+zkHb0qusypBnPes2bUPKjHOOMVEt4ZLcg5Gaz1NDe+3AqoPTt6Uv2r5cZyawvMPyAn/8AVWjbt3Gahb6jNBBu2k0rKoLHpVfzDgc4NKsxZiCPar6WJGTIOMdP1qKb74K/dFTkszAdvXFN8lmOO3tTS6EtjLW43SHJ71YgiV5Gx0PaqtvGVkIx9KuWjHc1aJW3JLMMW2NjgCmjDwPxg05ZDsbHpUEcgVWUijqJqxWWMxkt369alS4Vl/xpkk21T3FQxnzFAAwfetIkM04ZI9uSMGoY7gLckE8VntO0S4Iye1LbtvIYjLZ71dtRHS6bcFZWXqG963LB05HBBrjYrhoZhzitSDUP3gAPWonEqLsdTGyDcuc+ntULKj74zySKylu3jYnPNMW+ZpDyRzXK4s3UkYXiHS8SNxla4DUrU28pB6etewSW/wBsjO8An1rh/EWimPcCM9686tS6npUKvQ44Hj19qXcM4HNJNGY3Knt2JqLdz147V5r0PTUiXd/kimsx9fwqJ5A1N3EHkcdsUDJd65OetGR9T1qLdtXJOCRxTdxK/T260hE/mDPXBIxTfMHT8KrNJ7/WjzPQ8UgLO/rg0vmfMM9OtVvMPY0vmd84NDKJWkByR1zTTlsep7VEXH4Yo8zKigB5Y9+lNOfr7A03d36UKxBHr9aBIRv196YVPTqKf/FnHNI2ecnn1pICPk9+vrxSlfQfrTvv89Dnv1pCDkjvVDBvu8df0oX3PJ70NnbQyg7T+NIQ5c4IHFSK3JwcfWo1zxg571IuexpgO9e3NJu3KTnHtS+g3HmnFe/60AIv0zxRn5eO1Lj34pcfNgdaBjTzjPy/jSnnnJ9uaVe+evTikKnjigSD2457CgZPOOelKy98e3tSqp3DPWgBp9OemaNuB1+tSCP0OKDGeePl+tAEeCMfMMewo/hGQCOxqTye4GMfnTjHhTgZHU0CIGUN9fejbyeQCKm8s8cfpT/J74GeoyaAK3PPpVTULpbGIuWwR6itJkxk9RXAeMdXM19Hag5GecHgU1qyZOyuWmZbiZbguGB5Ge1cr428Zi3t3tYJcNjHWo/EXiD+x7B9rY4wM/SvJY9QuNb1Q4Bk3HG4dK3SucLlqdTo8cuoXBaXnJ6ZrrmjvIlVLeJguOGFcja6NqoYPFE2e4xmu6j1+5W3ht5AqOiheF7+tUTubM+IfD8Mbzk3EnLYPTuazrS6a1UBGYhu7HPeqckwkUsWJ9eetQ6hqK6ZbeY4LHb8qj+lZsexL4g8UXMMItY5yhY7G2kV5vb3Au9UuJHbIh+UMxq9JM99cyOytjBOOtZ+hxrFC3Vdzkn3/GrQjQgkMbseAGPGRjNWQ2GyduO6g1Du3N8y5Bzg0/MW3BA55OeaQix5zLEIw3BNMI/iU/N09/xqNm3RHjheQD39adayEMSyLIf9rtS3Acih1wozt9TTl3KfkGSMjceMelNVsjcQFJ4wf8/5xUiyeWrZX5TznH6Uxol2s0ZkIIB6e9PRiYzgYK8bahMgWMNnPzbeDUmSrN6nHOaWoEkf3s4bA7nvT+D2JJyTzSSMyrGDzzkAdue9O8tfJUs5EmSSq9MUWGO37Vc4w4OSRxxTftAbKnJYj5SB0FN8l5o3YAbF5JxjOelGGcJ8gWQd+vA7UCtoWY7h/LQI2MDbtzjP1p0cBmk3KrFuv5dargqqZ8sK27r61KufOBUsmOODSEP2nzlKtnqSTUrSbtu/aF3fj9cVWmXZCXTkcnntSqrCMjKk4xuoAs3eyPaN2W3YwBwKfBIiht2d2ODjioVJkWJDgsOCW701pFVipHP+0fvUwuXIlPnAkZBGB6A0RnLlGIwD19RUSERs4QjP1qaSYyCIFIyQm3gY49T707ANjkaPChsnOck1PG2BuYLjHX2qpGrZkHckEFeTxUh3yMU5VScfdz0pWGTM4+WNyATyGUcewpIYXhLkv5gzn5f6inJGY49r43LwWwfXp9RT2U7Tjr0YLnJFMCzuKwjaQeODnt6VYjbzoVDct904IP8A+uqkcbXEasykBSSwXrjpk1J5nlsGUgrnn5qVgJGVlmR0yBkF1znPare9PLHy7CCR6Z9PxqhcXHkyEFWBXB3DjHtV4SLIok3I0TAMMn5l/CkMajJCsgJ2ljnEg6cdqmCtFKkbr8x+6/HJxxVeTFxayA4K4wduCQfWnKBIkfmJxHtAJOfyqrCLrKFkXcokZflOCOOvf86Tzj8qB9rBMo3OCR2/GoAxmUr0yMfL6/Wn42+RsyhyAQxGCSKQE7MJFTb+6YgDvg56iljMiM6qsRix8qHr9KiEzI6iWQ7t3LBSx47fSpVm/eFA+FbGdi8DPtTAnWaJZUBYxOc4L9DgZqc3axKJH2iIKDuwcc9Me+aqHb5oJTzGUYBxgH0OKkhYSwpFtZFViSsgyv0z1HY1LFc2Y7x422g5MajJAPy/59K0tO1JZJvLmDsqA4Uccjn8a5uxF5ch1cLNLGDI7p94KPX1qeC5K7Scq/YEY/HNNAdhZXQZsqfnDLhsYPPartvdbtrE7137WYc4GeTiuM/tIwQCXdlQ+8Mg5GPpWyl8s0kUsUmX+/IV4UZ7UxnSCZGx5WdsjMUXPBUetPZirYX5nUbgE5x7ViWt4JJW80N5IHyMuO+eP5VptdiRowqiIKgGAOfxoAuLHJIoKrnvx0FRNbrzkkHOecU+NhGHGc8cY4zVqB3eMuACsbbskdKBGXLZsuXLcA8LjIqlcWec5BBPI3rgVvOvm4IK/N/F2FNmtpJFBALrjBcgdPxpoDhdQtVt1PnYjgU4becZz6etZzwJIhkgPmR5K5j4+tegyWcJ2CeISoOdsmaxrzTY/mESbVzkbW/zmmg1OEXSUtbgzpNMAo27GO4D2rQgcbVaCTdx8pXsfQ1pXtnHayMWDo6jeCoOR74HSs5YSYVUgzlyWDqvNJtgMxPFj5UcNxIM/Nj1560K4dwvlsGUHPBUcVMu8YJGD/tf4U4I80ZCFm2gtj19aQEPmSqfMRdyj5cbun4VaWY+WH8oKWXACjGfrVXa8e0jDqTxuOPw96oQsrzyooSN927y/MOSD14PTpTGbQ1gQ7dztHuIAden4ilS7hVXdCyKzbgpJOPXj0rNRpEU8yFd27y2XBH4jqPehjIwxb7i6sOCD69KCbGl9oWRSyvhGww2/dNVZJpEmVCnyN0ZW5/Gq0ixQzPI80MPykt50oT8uay7vxpo+lQ+ZfavaQAjYf3gY/pU3K1NKRVmbLJ+8GV+cdv61izeVbyNE8qxGQgAM2dvbiua1H44+CbFnik1cyMpyVjUgD05rm9Q/aY8JW6FoLWW+nBHoNwPbpRqwPRLe1MULDczAZTORyv196FWOTeqx4VRh1I+59a8bm/aJtZbsTWfh+8VmbJjUNtcdjjFPk/aE16+DLaeELpmjGXbym4HYH296uz7CPXIyYYyxYbQQMP0+op5t1DSFxIcgkKoyM9c/wD168Yk+J/xBu7FLiPwjKkEwIV5IvvAcYA/KqX/AAnXxVuEYjRSsYwANoG3HFLlY07Hs1wokeUkQyIwBEak89O/1qPalr+6YqS3KK3zHHpmvG7rX/ihDJcRz6VboXVUdWKkbcfX3/Oom1r4mSy/ZmtbWORUyBJIoyBzwfXA7UcrHzI9feGV1cqxMe4Hbjnp9KoSuF2qIj5y8u+7JYdvpXmtxrXxQhWGaWytli25jzIFBB6n86yl1z4h3Ujs2nRM5y5yR+lHIx81j6K0Hxy6W1rbXqL5KDYsij5h9T3rtI5UkjR42VlIyCDwa+Qv+E08bafJvutDZkKkDYufxrrvBn7RD6TNFbaxYywROQG3IQAfr2rnnSktjeFVbM+jGb5vYe1NLfmKoaH4gsPE2nJe6bcrdQNg/KeR7Edquse+fmrI60MZvlx+lVmbg8ZqaQ5Un+IVXfn8fWl0GRM2c4PtUMjenX3pzlQvA+vPIpjNzgnr04pFXIuRgngdgTTfMzyadlQMA8euKazdSTzmmMTOGxu5pOeKdsJzzzRz6D6e1SwH84IHJ45/pSKxHA4JGfSmKCcntS/eIBxk0ASchRnPXtRID1z9fWj7y9sdM0bRyQDgD170hkEg289qrTAtnGVHbFXXz3P0Jqq78YAHqeaQXKUifLjuTg5pm0x4HtUrDOAeRmomGeew/X/61MZGW2rwcgdfrSeY4Bxwvc9zRtxtAxj2NMZ2JHt7UwGmQcDv0/GkVjjknk4PFNkIAB3c9aYGZlUhuenFBJI0jZx0HYUwyHdjvjqBTWbcOTn/AGj0/CoWYL905645pAPZ9oyc9OtNkbcM4xj+HNReYWyO4qBpuSR0yfypk3FkkHpnBqnIxxkjcAamdlZTnp1PNV5HO4988j061RL1IpNrZzgA84z3qrIx+YE/Qmp5T82M7T0+tVZvl2pj8D0q0LQrzEdcKeMfrVK43qCMjg8Yq3MSu7Awe1UpW27c/Nz19KpEGddYVsc/yrLuvu8dfWtS4I8s/wAJrPuV3YwAOOhrVEMx7kE8gAfjxWNfIcfMRnOOK2rnG0AjvWTefKx9f73arMWjBvF6nGB0rHuF2sQK27pdv0PHNZF0pjyM7sdcVojJlB26D8aFmww5zj8hUczZ3YOT2qusgDH0xjiqM2a0dwfXJ+taMF0V5BGf51ziTbQMVbjuNuOcUwOqt7rLAbhyODmtCO8+UDBPGM1ytvdHAAwD3rQt7zoc9DwKRR0sNwWXkYY8e9XI2VVPXPf3rAjvOgO0sTz2/Gr8Ux255+maq4Gos3zKQSBUiyFhyTis6OYcH8eO1TxzEnfyB7UhF9X29OuPWpklCnJ4NZ/nHdgjB+tPSYr3yexPcUxo0xINwGfpg1MrDbkknJ/CsxJOh6j+dWI58kegPSmBoq24e4HSneYSCOw/A1R84tg42n+dTCQ7VKg/QVdxF2O6ZjgjgHginLdN2zx3zVSOTPAPHU04tvcYGKQj76a5aVmL81Yh2yYVfuj2zVlNIKscjPNJa25t7nLDI7Yr29EtDx732JJrVo4cjNOs8xpneOnrmrl0yeWFyoGPWqrMkdsSDk1lzlqJEv72Q7gc1g+IFbzlKdM81uwN8rMcVm3W2aQg5GPSs7q5aRzvlys3z8jr6U9lMDBScbjnrWhcRjzFQAemc1z+p3TR3QUchT+VF9S7aXN1G3EBSc49K1bRx5a5rC0y485cgEnHetONjGmf0pAamxWz6VNBD8316VSimyozVyO6AYYJGBzmmSTCHaQSM/jU3ljd2pysrLnihnCsD0zTTFYqmPbMTimwxnzWFXVi3SeooWER3HrVpkMr28edwHNH2bdA+BlgKux4WY5HFRkj94c4FO4jnrjcm7dziorfUEDAHg1evIxLGxXr296zbWzZmORhvWrQmaPlrM3IAB5HvVqOJd3TjFVEBjjIPAqOPUMZ556GqJtcfeSFZsL1qzZ3IWaMMeagRRN8x61R1G4+zTL/AI1LbEkdjHMjSgk8kUrKBISOlc5Z6puZRu+lXVvmaYgtx61D3NEdPayIVU5xUeuafHMuQO2SRWPDqgjYqD/WrMepGVkUjjPWsJx5jaEuU4XxHoxXc0fB61yUgKMRg5xXrusaf5yg7chuRivPvEGjmGQso4HX2rya1Jxdz16NVNWOf34Yjp7UBiOvrUbfL259KTO/HPFcR3IlZjt57U3cSpB59qacj88cUFT16CkIRn96azE8ngH0HWnHg8cU1lPHT2oGBY+nzd6N3OcZP9aAhGT1Pt3pQp6AcUwDoxPU0q8AZo2ngDkUqxEqR/kUANz789hT1wfWl8s9MYpyoOODmgBDguAf0pOxAwDUyx/LjtnnvT1hPpmkgK+wqv8ASlaI9vzqx5Z64zThH7Y/CmBXEfy8jNJ5ftk/WrSwjd0p/k+w9KLAU/LGRS+V7Crqw9MjH8qQQ7lyvAoEV1T39sUu3jHU1YEfc+vp1p/k9wPxoKKu0859aUKVznoasLHnrS+UWHB49KBFZV+bsR65pREQBgVP5Y44o2cnJpgReX27+9O2dD3qUKcccnHFOCluAMUAQCPrinCPKjn8qmVPmxjmnKoORnHpQIh8rr2FIIx9KnK9zgenFIy4b1+tICMJzkDjHpThH6HAp7fp7UHHT8qYGXrVymn6fLK3AAJ9K8Ul1Qy3Utw/3mJIHtmvRPizq39n6PsHIk4IXmvGby4f7MTsZ3x09auCvqc9SRzHjjxE8zvEuQOR1rI0fWpNMhRooNzf3iKqatb3+s6sB9lmEan5tqHA5r07RdL017OGCezkjCLySh5ro0SONXbHeE/ipM1mbdLRRIDy7DI//XV2TU2uLgzStudjuODgVgX1rbQ3rHSrSQQKcFgmATToY7qRlXyXQk4Hymo32L16m9NqJUAg8HjNc/qeqTXzDJ+WPpk1Y1CO6t7coVkO3k/KcfgazUibyxGY2yeQT196EI0dHhaS1vZsbvKhY4z+X41WsVVrOPgk9SMd63/DcIGh60ACrrDkHGc1hWrYjiUnaGxn0NDB+ZO4G4qcsFGST/KmW8iAhsN+opctGzY+YkcZ703947Mr8Db3GKQiSPIbLMQvJ3CneYZHAB2KePwprjbgFTux25qRdny5GU7noAaNgHKSnH+tTtuAGffNSqScFxj0OM1HEyowZhtX+EVLIJHwRwxO0buB+FHmUSC33R796YycqBjGO1JbyFsKxBFINwjaMLhT145psYCs4TsKL3Assw3DAI28HnqastbxHTY51n/0jzNvkkHpjO7NVFV7jADgFRkqeOKZEz70jUhhSAtq2AVIyBzj+Yps2TG8oPOeAR+tRnMZYEkMByDzkd6bHuxsGduM1IWJ2d3WEkKAowAP50pYKw3Y5BxUbyMyp27HgUqgtcDcARtwvrk1TESxy7lMbAsrfMwQ9R7URvtiUjd1xt69KhTKssZbB6A4qQHhyBtI5LGkMWNpVmAQ7z2Ddqt/Iw2yBTg4DEcgVUjZFVGLN5h/vDpUse7yg74L7t3ynP0pkhJHJJGY0fndx7+1WfOYtCsx+VVwT6VXDHzN64deSwx+tTRsGJ3YIxwT/WmMmjwwODwQcBRxU8HmXjLGiqs/JA+7kAc1WjlWMIR8pAwQMYPPBpTbokyzDPmBuGzgnNAFiNyyszHOcFsEmkTcrfK/yltx3DrUEbLzwwRTwvp61PuzGyJJ5TgB1PWnoIsffbKkqc89cYp0ZU25yQ/zlTnk+v8AhUDTyTKpAAkY5B/h9/wqSBtq5A2bmwwX1pDLEMcdwiK75GcEYwGx6/SiRFkMUflnGRuVcfdqLaJCccDaNoU889QfentcbVd5Dk42qV70hE8LJPER5fCtsKjjAx39amjkRlKkkKFySw9AapWtxDcQyHOwq2WVTg9cZqTy5Gu2ZnBDKRgdx2HtTRZPHdiS2LqcqGAJIyCPXFWXRZF2CTZsbKt+oqo6MI5IV+6RhXUDjtU8k3ylpOSVG4Y5DDg0EE3mO25m/wBY2Tuwc59KWSZ2VZIJlJjkUgHp7g+1RSMdyx43buflbv2qWI7nMBKBlRpAM9SO1AFhpnmuLpSNgcs0W0/czyQCe2KdHJceY2V3lI8eYT1zwen4VAsqTRoXZVYENHkcemD+tLdK9uwKxxtLGCSjE/Pz60CHpDsmnfzNolXDKCcKR6H3qfcegIPGSC3JxUckgmURkrHxnZ/9fvUEkBmIHmgBQGKkEbh06+tHQZpLMyxxwyqIpIwdx2lTgjINWLW9ZMTJINrEIzc5UZ6kelZLLOshJaQNs27pCTuHTrTmV4SwUBAVyoJyUyADg+hxSGdHBdPJvw+UyAc9B35/z3rbs7tWhyxVizBsq2SgHT8P8K4u2maa4JVNxePBVeOhH9M/lVu1vBtdDgkLgEcHrQI7y0ucIVbhmbeVz+A/Cr0beYwJIAPOK5W2vCZC7AgD5d2Oh9K1re6LW/LLyScd8cd6BnQCIHYinbzyT06U9YU8vLSgnbkLjj8KzobhX+UruUDIOc/nVyN1Zju/iwBnjFK+gD5LdjH5hGQR8u481UniJPQBj6CrrZ8oZPcj60xcBmQplh0wf6U0Bi3FrtDfL8nfJ5PqKx7zTcqdgYHHBjA3L9PeuwjtTcs6xIXdTztGc15P8Sv2gvAvw1WWOe//ALc1Fcj7HpzBgjejv0GPbNVfoIvf2U8MoVXkmVzjMnQemfSm3drHYsZbySCyRMMZZpREM++a+dr74zfFf4xXU9t4J0qa10t22ifT4Si7QeC0r9Pfn8KsaX+y74j8RXPn+M/FFw0oJdrW0dmdl74kf3/2T7Gq5Zb7C5kema98ZvBWjJLHL4iSRuC62KGUZ+pwCfxrgNS/at8Peaiabo9zqkwQqJncDnthVH9a7DTf2Z/A+lSWzJoxu2HDNqErzBvcjgD8BXa2PgHTLBjv0rS4CBtSWziUZAGM8KMcU+VdWF/I8J/4XZ8S/FkgTw54MuI0Uby32U5C+vzHp+NRNo/xu8TI73d5HpltI2XjadVK++0V9HR6XYxx7neN3twNhYctnjBxVKO+0qwWZkLSQIS22Y5x6r78/pR7i2QvePn1f2efEd80j6n4xuJggxstYzkrjPGT9avWf7MehRxtLqU+rXYACrmXuRnJwOK9dn8e6LpK+YJIlUKCoXDc5OR9K5fUPjZpim7WGRjBI2ScYyoGWIHYZ4qVIdmU7T4C+EraW2eDw7CYHTJkmmLkHvnP0rfX4b6Dptotrb6Hp6x7GkVPLAbcMcg461w158eI8qlmhMflFfm6LmsKX40XPkiJvlaJG2lslmJHC5p8zY7Hsf8AY1urWsjFYkRguwKPukZ4x701bOztJg3m7JMlJCT1XqB74Ir5/vPitq17CoSQWyxv5h8s5OB/DzWVfePtUupjI9wUyoAjzxj8O9LULH0ZfSWAaIi6YGP5FCtjduPHHp/hWcdc0zyIt0uI5V2YZhy+SMjvivnW98X3t5JIRPMEfn5n5xjGOKpyatdbY23/ADsvDBh/L0pWYkfRsmvaXb3ItFlCyYy3I2kA/MGJ4qr/AMJhotu8crSWrDO1X8sMqgtg49/evnRdUuFjwXkdmO5tx4z3py6hPLH+7DKBx1p2Hue6y+NNIvrsyNCygMfLhZ9wX5uijPfr7U+Txdpc11O4jDIuSm5sk8fzrwL7bL855VuvB4A+tNXVJl8vypdpX5gw4wfWiwHujeLLG4mQOxIEZyFbIGBkH6Zrnr7VNOvLeXMcErMoYJtDD3FeT/bp/M3CVmkY8sCeT3pF1CZFOHOcYPpilyjPVfDN0nh66/tHw/cvY3Z62sj5tpl7qR2Poa988N+IovEWnpMIzb3CgCe3bqjEevce9fGy6o7bcHA9uMe9ei+APipc+HL6NbhvOiYBHDddtZzhfVG9OpbQ+lZPvcfTNV5G28duwqvp2s2mt2CXVnKs0Tccdj6GnyP8x5z24rk8j0L82xHI5yMDJ7ZqNvmwTyfXFKzbsfw5446UgBJPb3pDsNONuetG0eoOe9SBAAMj60Bev+c0CIvusR1J6CkCAADGMelS+WOOM4pMBf4c8cYosMj9cZ4+lO2/NkEZ9cUFccADP60uQBkDn3NIoQfN14Ue3U0/jgDjPGeoqPnYc9P5UFs5/u56mgQSY5zgmqczKTkjt06Cpnk7DsQKrSMP4SME85NIZBIdze+OKjfGBnIP86c7gbj05zjFQsx3ZAyPWjqA1lBGcbR245qKTG3Oc9vSpWztBPAx6VEzYyQSaYiBmG77pHtQ3zdOvfac07aQ2U+cfyqJ02rkknigVhhY4wM464zUcjKQFxjHIpxIbGR0FV5G4b5eo9aBPYjkkG7IOcCoXcY56dMelNZxuJHB75qFm/izz7DiqJuSbjySevbtULMep69KGb+EkbTx61FuK8HgHr8vWqEhrMVYnGOM57VWlU/Uk9OanYlsngDOOlVJ2KqRnPfjqapCZXmwBuPX19KoSSbsqT0q7McA81Qmzg5ByB2NWSyrJ83A6ZOc1QucfVuuc1euCOTt5zkbazJm2qSBwKozbsULnbyQM4OTz1rGvTtXAHyn05rVuJgz4PBx17H2rFvGK7zkj1rVGLMq6YNuJBzj8qyLnPJG1eOa0rxzzz25rKumDEhq0MmUpNu3PU/zqlJ69B61ambuORVOZgHqzNjc7ehqWObbnPPHNVy3JxyKYrYGAadhGrBP8o5xmrsN4T15P6fWsGOTbn/GrMNwVxk8fWiwHS293uIO7B/n9a07e+55+YdM/wBa5SK8aQgY5zxir8N3tPcseOtKxR1cV0vQHGR+BqzHcbVHJyf4elc1b3vqQKu294CwBIY9R60hm+s33cDdjrUvmKjDv/T2rHjus9W569OlWY59vG7rz60XHoaXnfMe+ORzVhZyVyGyccbuorJSclQVyM+tSJPlskgNgjaRigRsJPuw2cVYWY7WwSDjqaxorheFyxxwM1ZiuC3I5NUmSa0cgIXPyipQzeWSOD3OazI7kN/Gw9CasxyhumKoZ+nNrdwiNmYgegrLLK0zMQGGTg1lXIngiXljnv0FWbGU7cH8jzXscup5S0RS1K7fzgudo/2ajS7ZwAcn/eNWbqMXE+cFvYVSuIo7W4P+PFQWtTWjmCW+7gVk3EgZiwJqLUtSW3hVQc8dBWNDqRmdsAn2zWLu2aLzNeDE0h6Z96ydQ08T3hK1YtZjHGXzjI9Kje68tGY9TR1HoSabbiGN8EZz3rX4a3XBxz2rm49QEIALcntXQaXMLiNM/wAqrUnSw+RjHx2pFkZZFYdKneAbmz3p7W4CoRwKpIVy7a3BjQg4zSSTM20gZ571DDzJgjn61cto1ZW6ZrRGN3ct27NwTxmiXKzk9zUqqPLVuDjjiq94v7xWzzQBIpZpCMcnqao3G+FmHOM+laFuwaZST1qWS2WR23ck9/WtNjPU53cZMqnWtDTLMyR5cYxRHaqsrjGMVoaeVjBGfpT6C6lLUrUR27DAOa5NYZWkz2JruLzE0TLjNUrfSVK5x+FTG+7K8kQ2dvthXgflWFr0O6YdDjoK6vy/L4HAFc/qG2S8G48im3cDHtRIkw6nitNZXZic896ngs/NuOmRVxbL534xWliblKy3zy9z9Otdbp+jtKiuOCKxNJt1iuDu6Zr0LTZIo7Hn04rKXuFx952MC5gG4R4x+PSue1zS1dTxnIra1W6DXBMZyc880HbeW4PUiueceeNzenPkkeM6xYm1uCMHr6VQ8s5yeld54u0nOW2kGuKa38vI5FeDVjyux71OXMiIDmnbcfTtUgj79akWLgZFYmxB5XUdT9acsJ4PGParKw8jjIqTyh+JpgVPK+U9T7UeT82M9qvLCOM/rTxEM8Z/rSGUFgH1AFOWEccfhV0QjsKUQnj0oCxSWE56fnUiw4xxk1c+z7v6Zp4t9x9D0pgiosQ6dPal8rvjmrywe1Ktue/U+tILFHye/OevNPEXft7VeFuevU4/Ol8jvjApgU1t+5FOWEc549KueT69aesO7tz70hlJYfvfXpSeTxjt6Vf8nOD+XpSeSew9s0CKQh+bheKXy9v9OtXfJPb8agkubeFtjzKr9AueT+FK6GQ+Xznrnml8n24/WmyahGvypDIX7KFwaq/a724WYQQwwsgyBOxG76UEtosNHjqABmkK9zwK5u51DXpWQLCFbowjGTSW416znd5YFliIztlNFyXNHQSXNvDy0yKB6tVcavZys2yYSAddvNY0ulvq0LM2j7ZOSxjk4/KseHSbmBGMWlyRkn+JiAfagnnO3huDc7vJTzCvXmkt7iS4kKARxEDlpHwK8/vtQvdOmVDCtszDPA5OPxqtNq195O55iA7YCDq3+FTdhzNnT6l4o1GzuZYYbRJdpwJFyVPvUel6zqmp3ixzbLW35LSYGfyrlFu7pslnZl/u7jTdz+WXzIGHT396RR6FNqFg0gQX8m1hwy4DGqTa1Z2sy+dK2Ac7TNnP5Vw0kLSqrjG/HO0UuGjnVZ1KhOoY4J9qNWSvU3PEUmn61N5guIYEHATl81BY2Hh6KMCaVZJf9lcAfpWVczQm1SGKFVYElperN6A1AuVUY25XjbjHWnd7IOVdTubTxNo9ja/ZbaKzUNyZJELE/pUc2s2t9bsqf2SH6DchB5riRDnIDASKcBcYyfaljh8xmKAHaCxB4zjrT1J5UddZ+F7C5jMk06SNnlbdl2/lW3b2nhm2ijLWxM0f8RI/M81wFrp97dHZawNNn+KJc/nXY+GfDFzY2F6bjT5Df3ChI/M24Re5GT1prm7kNIkbxBbtJJB/Z+nXESk7W2Ekj14rA1LR7XVJg0eluD2W2tyBz9a6+10640u4S1s7N/tzDLJJcIc+4FS69rXibR7ffNDbx/NtCQurSnPTgc1SuRocMfBN3J/o1npFxCZgVkDkAsPpWBZeD9N1SeKxlie2kLlNyv0x2xXrPhPwn42v7ia7tNMliM8TKbu7R2ADdcA967HT/hH4e8LaLJJdaibHXYUMkkmoAKjKQchQeo/WteWUdZaEuSeh80+Jvh3Pp14ws2M0adNxHJ9iOtcZJFJ5jq4IkTjaR6fzr1/xt4/sdLtY4UljugoLLGvy856g9SK8Gk8Ux6nqzsrbZml2vAeGX39wacXzEPQ21IY4HPqM9B/jT/l/1YILDk4FRruaQ8YGPmxSfMWXKrnP31GcUXAtDLYQghh8yseM07zgiEpncvBJ71U8yRZAS33eRxUwUbS29tzEZ54BzQId503nb3b5ugUn1FOZisqs+AcY55H/ANemSbChLHcSM4J549PWmuxjwpYnPr/KgCcTfvATubnjjGanXiMvuUcZ2Y5qruPkjBI5we5p8YJUyLkovfsaNB7DzJuY5zkDofT609ZQvzgHDd+2eP1qJQvVs7GPJx19qDNH5hjjDOAdvPUCkInkbzPLI7fxCljYN5bNgAHn1zTIWXa3bBp+dzbFGQoz6UxjmjWaROyk53NSNdiDAf5x0G3k+1NjYzKWHzbRn0H4U+NTJ1IDL0NMQ+GQLEG8tg4HQ9smpllRohhcOO5HUdqqJM0cLH73UgnuakjUKRv3R8ZAyeaS3EWFkZdmFYoc9sc+lPjd8kYyvU0xpRIuB88injZ/M0rzeXhw3B4Zeo69KQx8mJogqkA8neO47ce1TQt5kyhySx6HOBx61X84yQCElRk5EhH3V9KdHMdxzhkK5BHBXFMGPkMSzGLd5QIxuznmnsJmZhtzCwwDxzxUH2hMEsAX7LjkirczK+0jbsAyNvHagQkMawRgKSWZOMHuans1dY1Z32NIRgxnPGcc1RjUsrvGc8YAzU9uwa4kUt+8xkqB1Ix0oGat00cL3MayCaJTtMitjnsarzRpcfIJMCLpgfkc1ArKkjqAwLc46j3xVibybdtsBcqVAO85P/6qAHQfIH2r5TNjaccN65qdLgwv5gbGBtKgcenX3qmGWaGIKxDqT8yn34xUzqUjz1BHK9jzxTAu7fO8wNgKOOTjHHSlklzHHvjJBGCVOcelZV1e+XNaiYFbZnALpwSK0Jrp8wPFKqpHlQzgHevbNKwE29/ODKBtHBJ7UyK1ubW+FxHIgZWDp8mec9KRfMWRiJgMrhcEbSPQn1qT7UsVwi5cHAb5j+efxp2EWJFjn+dl2HBkK5298H8OanjI8/7PGygbcosh9B0zVCdRNCyKWVm3Dd1IU1PBdtqEMAknWa4g2xqxwrMoXC5/2hSET8M+di9MgAZG6m6hIflIiYoG5w2SAO1NZ1ZSXyC3G3jGc80qTAHKglgS3ynIYAelF7jHyXBVEdSZgVZSkuVI47Y9zT7hWjWM28iAKMhd275cdPzqNVDRqAAzbS2WGDj6U0ONqpjDP8yydOR/CfrVIZNHgeXKE86JlP3HwVbHBqwsjIyHqx5xkVXVgwdkO3aoxHng+tPWRZrUIwaCUYyFHBHsfWgR

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<p>Honestly, this is one of the reasons that I went with µ43. Even my little DX rig was big enough that I just didn't carry it with me.</p>

<p>One awesome solution, to me, is mirrorless, whether it be full-frame or DX. If there was a Nikon DX mirrorless option instead of the pathetic little "1" series, I'd still be a Nikon man. I think Nikon could succeed in DX where Canon failed with their mirrorless offering.</p>

<p>LOVE the option Frank P. gives, though. I ended up with a 20mm Panasonic f1.7 for µ43, about the same field-of-view as the 40 on FX and the 28 on DX. I love this focal length and form factor! Easy to stuff in a jacket pocket even.</p>

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<blockquote>

<p>I do feel that having to resort to discontinued lenses is not optimal</p>

</blockquote>

<p>Yes and no - or better put: I cannot decide on it. On one hand, I do understand the arguments of lenses running out of steam before the sensor does, and wanting good lenses that do justice to the camera performance. At the same time, I feel it's sometimes like putting the cart before the horse. It's the resulting image we care about, and if a (old) lens always worked perfectly fine, why would the increased resolution of a camera suddenly be an issue? And otherwise, I see too little issues with these discontinued lenses. If they do the job fine for your needs, does it matter that Nikon stopped making them?</p>

<p>So, in a way, yes, I would be interested if there was more current choice for small, light performance lenses for FF DSLRs (and no, I am not interested in mirrorless cameras at this point; I want an OVF). But lacking any announcement that satisfies that need, I'm perfectly happy with the primes I have.<br>

Bringing it to a minimum - it depends on the trip. If I am not travelling alone, and will not be able to work at my pace, I'll bring the 24-120 f/4VR. It's not terribly small, light, prime - but it covers a lot of ground, is optically fine and versatile. If I can take my time, cutting primes to a minimum it would be AiS 20mm f/3.5, AiS 35mm f/1.4 (a tad large and heavy, but I like it too much) and a 105mm f/2.5. Three lenses that have a rendering I much like, and which will cover most of my needs just perfectly fine. And probably I could live without the 20mm f/3.5 as well, but it's such a small and light lens that it's really not the problem. The D700 is - and I am hesitant bringing film on a plane, else I'd use the FM2 more probably.</p>

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<p>I don't see a D750 as a small travel camera. I like the D5300 series for this, but really I too am looking at M43 for my travel system. I've had both zooms and single focal lenses. My last trip a few months ago I took single focal lenses and they were a big pain in the ass for travel. An f4 zoom would have been quicker and more flexible. I guess really my most used compact travel kit is my Leica IIIc with 28/50/90m lenses. It all fits in a very small bag.</p>

<p>Kent in SD</p>

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<p>Last long trip I was thinking about the D750, but still went with the Fujis. They're so small I can have two bodies (one for my wife), 23mm and 18-135 lenses, a water bottle, my iPad and my miscellaneous stuff in a Timbuk2 "small" size bag with a padded liner.</p>
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<blockquote>

<p>Nikon do make the f1.8 line but to me, they are still too big for all day travel.</p>

</blockquote>

<p>That's what I've been thinking too. And for me, I have to add - they don't go wide enough either. I just traveled to Germany - but ended up not shooting all that much. But my A7 with 15/4.5, 21/1.8, 40/1.4 and 90/2 was up to everything that came up (I also carried a Ricoh GR with a 28mm-FX-equivalent focal length). It's not "that" light, but it is compact enough to fit into the smallest ThinkTank Retrospective bag - which would barely hold an FX DSLR with one lens mounted.</p>

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<p>I've been posting on this forum for 10 yrs. about which Nikon equipment to take on my Central America trips. Finally decided that whatever I take - no bags or backpack, just inside jacket pockets. Bought a used Panasonic GX1 with a 20 mm pancake lens, then will add a 42.5 mm lens. Will use for candid street. Back in film days FE and FM with 1.8 primes fit the bill. </p>
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<blockquote>

<p ><a href="/photodb/user?user_id=756069">Howard Vrankin</a> , Oct 07, 2015; 07:49 a.m.<br />My little Coolpix A with its 18.5 (effective 28) was a no brainer. I love it. Currently can be found for under $350.</p>

</blockquote>

 

<p> I second the Coolpix A for a light setup... love mine!</p>

 

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<p>There is no question M43 is most compact compared with Nikon DX. However, I think Nikon deserves credit for addressing the compact aspect of DX. It now has collapsing versions of the popular 18-55 and 55-200 lenses. I have the 18-55 and I think it is excellent. Very easy to use the unlock mechanism and the VR + optics perform great for the price point. So now if you want to go small & light, I think the D5500 is a great option: <a href="http://img.scoop.it/xiZobnn0mzZHhRlGdMPGpTl72eJkfbmt4t8yenImKBVvK0kTmF0xjctABnaLJIm9">D5500 in hand</a>.</p>

<p>On the other hand, Nikon DX does not have a full range of compact lens choices like M43 does. It has the kit lenses mentioned above. You could also count the 35dx and 40dx, which are pretty small. The f/1.8 FX primes start getting out of the compact class I think. I would be enthusiastic about a range of compact f/4 prime lenses for FX. And for DX, it would be nice to get a wide angle prime but I am not going to hold my breath. Like Howard and ww, I love my little Coolpix A for a compact DX wide angle :)</p>

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I used to use a 28-200 f/3.5-5.6 G as a body cap on my

D700, because it was light and small (just) enough to

leave in place. Sadly, it doesn't hold up well enough on

the D8x0 to justify use as a "I'm not prepared but I need

to take a shot in a hurry" option. I'm trying to transition to

a 50mm E-series as a body cap, which isn't much deeper

than the grip when it comes to fitting in a bag. If

someone made an AF version without the stupid

embedded front element (and subsequent longer barrel)

of the f/1.8 AF-D and AF-S, I'd get it, even with a smaller

aperture. I always envied the Pentax limited pancakes.

 

But if I'm trying to be portable, I generally go with an RX100, which is dwarfed by the body of my dslr (or v1).

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<p>My travel kit is a Nikon FE with a 50mm f/1.8 AIs and a 24mm f/2.8 AI'd N.C. I need that 24mm for cityscapes in old European alleyways (see below).<br>

<br>

The camera is diagonal across my neck and shoulder, and the other lens is in my very light daypack with my lunch makings and souvenirs. Plus I take a 4" tabletop tripod in my pocket. Otherwise, I zoom with my legs.</p>

<p><img src="https://scontent-sea1-1.xx.fbcdn.net/hphotos-xpt1/v/t1.0-9/11890945_10203510416996035_4246963337963831047_n.jpg?oh=1a5b492d72e3e56dde7c07b55b37dcbd&oe=56949A96" alt="" width="659" height="960" /></p>

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<p>light travel primes is an area where mirrorless shines and nikon struggles a bit, especially with FX, unless you go with the CV 40, which is manual focus. the Nikon 35/1.8 is small enough on DX, but the Nikon system in general has no answer for Fuji's two pancakes, 14/2.8, and 18-55. one of the problems with older AF-D lenses on modern bodies is they werent designed for high-MP sensors or even digital sensors. and i cant stand the zoom lock on the Nikon 1 10-30, it adds an extra step to the shooting process and doesnt turn the camera off when you retract it back. </p>
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<p>Yes, an FX DSLR is heavy, especially when paired with an f1.4 prime, but if that is ALL you are taking on your trip, then the weight is not really all that bad. On my last trip to Japan and the Philippines, all I had was a D800e and a Sigma 35/1.4 ART.</p>

<p><br /> Mount Fuji, Japan<br /> <img src="http://www.leonin.net/img/s9/v16/p1503321489-4.jpg" alt="" /></p>

<p>Slaughterhouse in the Philippines<br /> <img src="http://www.leonin.net/img/s12/v172/p1120348177-4.jpg" alt="" /></p>

<p> </p>

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<p>The Nikkor 55mm 2.8 Micro AIS is light, the 2.8 speed is not a deal breaker to me even indoors with moderate light.<br>

IMO to solve the issue, an FM3a with AIS lenses, 24mm f2, 55mm Micro and the 105mm 2.5, if one can't get it done with this kit?</p>

 

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<p>"This is a comparison of my EM-5 next to my D90 (before I sold it) to show the difference in size."</p>

<blockquote>

<p>Peter,<br>

Sort of says it all - one of the travel options that I very seriously considered, was an 18-70 on my D80.<br>

Brad and Don,<br>

Yes, for me, the FE (or more modern FM3a) was the perfect travel/street camera, shooting hyperfocal with one or two primes. But the last place which develops negatives in my area closed four months ago. Doing film right now would be an expensive complicated process with shipping back and forth then my doing the scanning. I like the full frame perspective, but with Nikon digital the bulk is too much. <br>

So I'm back to mirrorless m 4/3 with very small pancake primes for travel/street.<br>

<br>

Gene<br>

</p>

</blockquote>

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<p>Before switching to SLRs and later digital, I got along just fine for years with a Leica and three lenses, 35, 50 and 90. With a rangefinder, there really aren't a lot of choices. While I appreciate the flexibility of using fast zoom lenses on a DSLR, they are heavy and bulky. More recently I have returned to the simpler life of a small camera and a handful of primes for travel - a Sony A7Rii with 25,35, 50 and 85 primes and a small bag. For walking about, sometimes the 35 alone is enough.</p>
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<p>I haven't bought a Nikon yet, but feel my personal interest into light travel primes growing recently. I had a 90mm f2 and bought a lighter f4 and am pondering to replace a Sigma 24mm f1.8 with a Pentax 21mm f3.2. As much as I am tempted to get into Nikon on the side, to have decent AF when needed, I am not sure if they are the cameras to start building a light travel kit around. - Since there is never enough light, I'd love to have in camera sensor shift OIS, assuming that VR lenses weigh more and die faster. </p>
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<p>For travel snaps, I take a D7100 w/ the 35mm 1.8 DX. I used to tote the D800e + 35mm 1.4 -- I'm glad I got over that. Unless you're printing BIG or trying to sell your travel images I don't see why a crop won't do for travel snaps.</p>

<p>BTW I have TWICE purchased a Fuji X100/s on the theory that it would be better for travel, and I have TWICE sold the fiddly little things. I know many people love them, but I just can't give up the responsiveness of a DSLR. I hope I've finally learned my lesson! </p>

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<blockquote>

<h1>"Would you be interested in some light travel primes?"</h1>

</blockquote>

<p>No, not for my full frame SLR bodies.</p>

<p>The SLR is my workhorse. I use it because it is well-built, reliable, dependable, rugged, flexible, and precise. I do not care how big or how heavy it is as long as I can count on it to capture the images I need.</p>

<p>The Nikon N70/F70 is my smallest and lightest Nikon SLR. I can carry it with a 50mm f/1.8 Series E, a 75-150mm f/3.5 Series E, and a 28mm f/2.8 Vivitar when I need to travel with a small, light, expendable Nikon SLR.</p>

<p>However, when I really need to travel with a light photographic load, I carry a compact camera with only one, two, or a maximum of three lenses.</p>

<p>If the compact is too heavy, I just carry a cell phone camera.</p>

<p> </p>

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