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owen_dawson

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Everything posted by owen_dawson

  1. thanks for your response i live in baltimore and i'm shooting architectural photography.
  2. so the good part is i have three completed jobs with from my clients. The bad news is how to i tax for services? It would seem like it would be two parts. 1. the service of taking the photos and 2. sale of the actual files any help of sorting this out would be helpful. secondly how should i create some kind of lease agreement so the clients have limited rights to the photos. i.e. can't let a 3rd party use images. Any thoughts on either one of these questions would be helpful thank you
  3. So I recently did shoot for an architect company as a trial run. A great learning experience. One of their complaints was that the signage wasn't sharp. I agree. The entire image although is very sharp including the brick wall. My question is: is there a way to shoot this to create sharper signage? I'd like to re-shoot, but not sure what i'd do differently? thanks.
  4. This minute Im currently using an older nikon d700 and have several of the top lens 16-35, 70-200, 24-70. Ive recently ventured in architect photography world have some good opportunities. Currently renting a Nikon 24 TS for one of the projects. Looking at the sony 7R ll i like the idea of getting adapter to accept canon TS and my other nikon lens . i'm aware i'd need two adapters. Does anyone know if there are any limitations to using the adapters with these lenses. I'm not really in the market to switch out to canon. thanks for any suggestions. owen
  5. Have two good opportunities to shoot archetect photography. One for an architect firm who has lots of projects to be shot and the other for a large brick company who has several properties each month to be shot. Rented a TS lens for first job and told them i'd do it as trial. If they like the images, they pay me $100 per hr. They were fine with it. Depending on the total hours, i'm not likly to bill them full # of hrs as i've had to redo a couple shots and it's probably taking me longer than a seasoned pro. I do have another job that pays the bills but somewhat flexible schedule. The second company, who is a friend of mine, wants to know how i would charge for travel time, since some of the work is up to 2.5hr away. I also told him it would be $100 per hour including time in post. Am i way off base with pricing or should i consider other pricing structure. any thoughts are welcome. thanks Owen
  6. <p>i shoot a lot of landscape stuff (d700) but recently am getting into real estate and architectural work. the camranger is awesome for this. i can be in another room with ipad and pop flash and immediately see the results without having to continually go back to chimp. i looked at the alternatives and they didn't look as promising. i ended up buying a new -open box unit on ebay for $240 w/ shipp. i would say for the potential headaches you might encounter with another product go ahead and spend the extra $150 on the CR. its a pretty cool toy. oh, by the way, if you get it and are using the focus stacking method, you need to have camera set on continuous focus for it to work.</p>
  7. Curious to know what others are using as a less expensive alternative to using camranger. i'm using a d700 and shoot in raw.
  8. <p>in response to howard</p> <p>this is viewed in monitor output<br> and there is no split toning is the image.</p> <p> </p>
  9. <p><br /><br /><br />i’m trying to figure out how the color profiles are affecting my b&w images when i convert them in either LRcc or nik software.<br /><br />if i do a conversion in nik there is often times, in the darker transition areas, a slight color cast instead of a true gray transition.<br /><br />if you look at the file names on these images, the darkest image with best tonal bw in being displayed on the develop module the other one thats the same size with the color cast is viewed on library module and lastly the smaller image with the biggest color cast is displayed on pSCC. <br /><br />just curious if you experience this in your own workflow and if so, how you resolve it.<br /><br />if you don’t know than maybe you know someone who might. ð��� i’ve called adobe any they haven’t a clue after 1hr on the phone. disappointing.<br /><br />if i change the mode to CMYK in ps the color cast goes away but i don’t think thats the correct way to fix issue??<br /><br /><br /><br /><br /></p>
  10. <p>last year i receive a 1099-misc for 18-Landscape jpg files of photographs which were displayed digitally in a high end condominium complex. They paid me $3000 for the files.<br> from what i've read it says "you can write off expenses related to the production of the income."<br> other than some edits on the photos which took several hours there were really no expenses unless you include the travel expense to take these photographs. i would love to hear what others in this situation are doing with the deductions if any. i'm not a professional although i do sell several thousand dollars worth of prints in the year. it's more of a hobby.<br> thanks for any feedback.<br> owen</p> <p> </p>
  11. <p>I'm taking another trip back to the Southwest in a few weeks and wanted to try some lightpainting of old buildings and trucks/cars.<br> I've done some experimenting on lighting up a headlight/tailight at night but can't seem to get it to look nice and clean as if it was actually a working headlight. I know someone out there knows the secrets to producing this look. thanks<br> <img 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tpx2hXaA9pbOhg6TDpSOno6LrrPdF/pNOlM6RzofOgi6P7SFdLV0XXTTdCt0h3R3b+Fe4v9lvwt01uet+Jvld7qvLV46/w24G3M24y3pW+b3va/nXm7+fbsHdQ75HcE72jesb0TfCfzTu2d0Tu7d57vwt8lv8t/V/Ou6934u5V3h+/u6eHosekp6N/T89JL0H+j16O3pnejD6FPoM+hr6Jvpx+lX6I/oL9lgGHAYiBjYGLgYfjCoMygx2DN4MYQwpDAkMtQxdDBMMawzHDIcMcIx4jDSMHIzMjPKMn4ndGQ0Y7RkzGcMYWxgLGOsYdxinGd8ZTxmQmZ6Q0THRMHkzCTPJMmkxmTE1MAUwxTJlM5UyvTMNMi0z7T7XvY99jvKd4zv+d/L/Ve9b3R+1/vvd9HvE99X/y+8X3/+9n3O++vmCHMGMykzIzMPMxfmFWYDZhtmT2Zw5n/MhcxNzD3Mc8ybzNfsoBZMFhIWRhZeFkkWFRYDFnsWLxYIlhSWUpYmlgGWOZZdlluWGFYsVgpWJlZBVilWdVZjVl/s/qxxrBmslawtrOOsq6wHrE+siGxEbDRsXGyfWZTZNNhs2JzZwtlS2YrZKtn62ObZdthu2KHZsdip2BnZhdgl2H/wW7K7sgewB7HnsNezd7FPsm+zn7GAXCgcZBwMHLwckhyqHL85HDg8OOI4cjiqOTo4BjnWOM45YTiROUk5mTg5OGU4FTl/MnpwOnHGcOZxVnJ2ck5wbnOefYB+ID+gfQD0we+D1If1D+YfHD8EPgh/kPuh5oPPR+mP2x9uOKC5sLmouRi5frEJc+lzWXJ5cYVxpXCVczVxDXEtch1yPXwEenjm4/vPn78+OWjykejjw4f/T7Gfsz+WP2x++PUx62Pl9zQ3NjclNxs3MLcCtw63Nbcntx/uNO4y7jbuEe5V7lPeQAedB5Snvc8AjyyPJo8FjxuPKE8KTzFPM08wzzLPMc8z7yovCS8TLz8vDK8GrzmvK68obwpvMW8zbzDvMu8x7zPfKh8JHzv+QT4ZPk0+Sz43PjC+FL5Svla+Ub5VvnO+EH8GPzk/Kz8n/i/8uvw2/B78UfyZ/JX8nfyT/Fv8V8JwArgCtAKfBAQE1ARMBL4LRAgkCCQL9AgMCCwKHAo8CSIIkgiyCQoICgrqCVoKeghGCGYLlgh2CE4KbgleCUEK4QnRCvEJfRF6LuQsZCTULBQklCRULPQiNCK0Okn0CfMT5Sf2D6JfFL6ZPDJ/pP/p/hPeZ/qPw18Wvx09OlZGE2YTJhF+JOwgrCesJ2wr3CscK5wnXC/8ILwofCTCKoIqQiziJCIgoieiJ2Ir0isSK5InciAyKLIkcjzZ7TP5J9ZPwt/Vvxs8Nn+s//n+M8Fnxs/D31e+XwqChLFEqUS5RAVE1URNRZ1Eg0WTREtEW0THRfdFL0SgxPDF3snxiMmLaYhZinmIRYplilWLdYrNid2IPYojipOJs4iLiyuJG4g7iAeKJ4oXiTeIj4qvi5++QX2C96Xt194vkh/0fhi+cXzS9SX7C+1X/q+LHw5koCSwJCglOCQEJNQkTCWcJYIlUiVKJfolJiW2JW4l0SWJJFklvwkqShpIOkgGSSZLFki2SY5IbkleSOFIEUoxSQlKPVVSk/ql1SAVKJUkVSL1JjUptS1NLw0oTSjtIC0vLSe9C9pf+lE6SLpFulx6U3pGxkEGUIZJhlBGQUZfRkHmUCZZJkSmXaZSZkdmTtZZFkSWRZZYVllWSNZJ9lQ2VTZCtku2VnZA9knOXQ5SjkOOXE5NTkzOXe5SLlsuVq5AblluTN5iDyu/Ft5XnlZeW15W3k/+QT5IvlW+Qn5Lfnbr0hfSb6yfBX5+u2r8VeXr+FfM75Wf+37uvj1RAGsgKNAp8CjIKOgrWCr4KeQqFCs0KYwqbCjcK+IokimyK4opqiqaKborhilmKNYrzikuKZ4qQSnRKjEpCSkpKhkpOSkFKqUrlSl1Ke0qHSiDFHGVX6nzKcsp6ynbK8cpJyiXK7cpTynfPgN+Ib1jfYb9zeZbzrf7L4FfEv6Vvqt89vMt4NvzyqYKjQqH1WkVbRV7FT8VZJUSlU6VGZUDr5Dfcf8TvOd+7vMd53vdt8Dvid/L/ve9X3u+5EqoIqtSqfKqyqnqqfqoBqsmqpaqdqruqh6qgathq/GoCaopqhmpOasFq6WqVarNqi2pnaljqBOrM6i/ln9u7q5uqd6jHq+erP6hPqO+sMPtB9UP7h+SP3Q/mH3I+BH8o/yH90/5n+caEA08DUYNAQ1lDR+arhqRGhkazRojGhsatxqomiSa3JqSmhqatpo+msmaZZpdmvOa55oQbTwtRi1hLSUtUy03LSitPK0mrTGtXa0HrTRtam1ubVltHW1HbRDtNO0q7UHtFe1r3QQdEh02HTEdX7oWOv46STplOp06czrnOhC6xLoMukK66romul66sbqFuq26U7rHugBejh67/QE9ZT0jPXc9KL08vSa9Sb09vSe9bH06fT59BX0jfRd9CP0c/Wb9Mf1d/SfDDANaA34DL4aGBq4GEQY5Bg0GYwb7Bg8GWIa0hnyGSoYGhm6GkYa5ho2G04Y7hk+G2EbvTMSMFIyMjZyN4o2KjBqM5o2OvwJ+on3k/Hnp58qP81/ev2M/1nys+vn/M9TY1hjQmMWYzHjH8Y2xv7GKcaVxv3Gq8bXJkgm5CYfTKRNdE1+m4SZZJk0mIyZ7Jg8mmKa0pnymyqaGpu6m8aYFpl2mM6ZnpjBmBGasZiJmf0wszELMEs1qzYbNFs3uzVHNac25zGXNzc0dzWPMs83bzWfMT+ygFgQWDBbiFqoW9hYBFikWlRbDFpsWNxZolnSWPJaKlj+tHS3jLEssuywnLc8tYKzIrZit5Kw0raytwq1yrJqsBq32rWGssa1ZrAWtla1trT2s06xrrQesF63vrVBs6Gx4bNRsDG28bCJsymx6bJZtLmwRbQlt+WylbHVt3W2jbTNt22znbU9sYO1I7Zjt5O007H7bRdul2PXbDdld/gL8uvNL5Zf4r80f/36FfIr81fjr4lf+/Yge3z79/Zi9hr2dvbB9hn2Dfbj9nsOgAO+w3sHUQcNBzuHYIdMhwaHcYf936Df+L+Zf4v91vz963fI76zfjb8nfx84QhzfOLI6fnHUdnRwDHfMcWxxnHY8doJxInbicJJy0nNydop0KnBqd5p3OndGdCZ3/ugs72zk7O4c51zq3OO84nzjguZC48Lvouxi7uLrkuJS7TLksuXy5Irjyuj62fWHq51riGuWa5PrlOuRG4wbsRuHm7SbvpuLW7RbkVuX25LblTuKO7U7n7uyu7m7r3uKe7X7sPuOB5QHnsd7DzEPLQ8Hj3CPXI82jzmPM09ETwpPbs+vniaeXp5JnpWeg55bnk9euF5MXqJeml72XuFeuV5tXnNe596I3pTePN6K3qbePt7J3tXeI947PoAPvg+Lj4SPjo+TT5RPoU+Xz7LPtS+aL52vkO93X2vfIN9M30bfKd9jPzg/Mj8uP3k/Yz8vvyS/Kr9hv21/KH98fxZ/CX9df2f/aP9i/x7/Vf+7AMwA+gCRgB8BvwLCAnID2gLmAy4CUQJpAgUCVQKtAgMDMwKbAqcDT4Lgg8iDeIIUg8yCfINSg+qCxoMOg2GCSYI/BMsHGwd7BScHVwePBu+FgEOIQjhCZEOMQjxDEkMqQ4ZDdkJBoW9C2UNlQg1DPUITQitDh0J3woCwN2HsYdJhhmEeYQlhlWHDYTvhoHDCcPZwmXCjcM/wxPCq8JHwvT/gP0R/OP/I/TH+4/0n+U/Nn7E/BxEwEaQRHyMUIswi/CJSI+ojJiOOI+EjKSJ5I5UjLSMDI7MiWyLnIi+iUKJoo4Si1KLsosKi8qM6o5ajbqMxoxmixaK1o52io6NLo/ujN6OfYwhi2GKkYwxjPGOSYqpjxmIOYmFjyWK5Y5ViLWIDYzNjm2PnYi/iUOPo4oTjfsQ5xEXEFcX1xK3HPcbjxbPGS8UbxnvEJ8XXxI/FHybAJZAn8CZ8S7BKCE7ISWhLWEy4ScRMZEgUS9RJdEmMSyxPHErcTYIkkSR9TFJIMk8KSMpMakmaT7pKRk+mTxZN1k52To5NLk8eSt5NgaSQpHxMUUyxSAlMyUppTVlIuf6L+Zfxr/hf3b+uf+P/Vv0d/XuQCptKnsqXqpJqkxqamp/albqa+piGl8aaJp32M807LTWtIW067TwdJf1tuki6ZrpTekx6efpQ+l4GdAZZBk/GtwzrjNCMvIyujNWMx0z8TLZM2UzjTN/M9MymzLnMqyz0LIYs8SzdLLesxKyarPGs42zEbJrsT9k/sn9nR2eXZQ9l7+ZA55Dl8Oao5NjmhOcU5vTmbOZC5RLmfshVyLXIDcrNye3IXcl9yMPPY8+TyzPN88/LzGvNW8y7zcfOZ8mXzv+Z75Oflt+UP59/XYBZwFQgWWBY4FXwt6CxYLbgshCjkLHwS6FBoWdhSmFD4UzhRRF6EUPRlyL9Io+ilKL6opmii2L0YobiL8X6xZ7FKcUNxbPFlyUYJYwlEiWGJV4lqSWNJXMl16WYpe9LpUqNSn1K00tbShdKb8twyljLZMpMyvzLssray1bKHsrxyznKv5ZblAeX55V3l69XQFUQVXysUK6wqQivKKror9iphK4kr+SvVKt0qIyurKgcrTyqQqyirRKp0q5yrUqqqquarrqoRq9mrJasNqr2qU6vbq1eqr6vwavhqPlaY1ETUpNf01OzVQuuJavlq1WtdaiNrq2oHa09qkOqo6sTrdOt86hLqWusm6u7qcepZ62XqzerD6rPre+u32wANZA28DWoNjg0xDRUNIw1nDQiN75rFG80aPRqTGtsaVxqfGjCb+JsUmyybgpvKm4aaNprhmumbhZu1m52a05ubmiea75pwWlha5FvsWgJaSlo6WvZaYVppWwVatVsdWlNbK1rnWm9bsNuY22TazNvC24raOtr22mHaadq/9Su1e7antze0D7XftuB28HeodBh1RHWUdwx2LHfidBJ2ynaqdfp2ZnW2dK53PnYRdj1sUul61dXdFdF13jXWTdaN1O3VLdJd2B3bndP91YPdA9lj1CPVo9bT3JPY89Cz30vfu+HXuVeu97I3vLesd7TPrQ+pj6pPpO+wL68vt6+nX7Yfup+4X6dfo/+1P6W/uX+pwGiAZ4B1YHfA3EDNQPTA1eDOIPsgwqD1oN/BksHRwaPh1CHGIekhkyGAofyhvqGdofhhmmGRYf1h72HM4Y7htdHQCPkI4IjmiNuIykjTSNLI4+jRKM8o2qjjqPxo3Wjs6O3Y3hjH8aUx36NRY9VjU2OXY5jj7ONK4xbj0eMl4+PjZ9NYEwwT8hNWE6ETZRMjEwcT6JOMk3KTJpNhkwWTQ5NHk4hTzFMSU2ZTgVPFUwNTB1MI03TT0tOm0wHTRdMD0wfzCDN0M9IzpjMBM0UzAzMHMwizdLPSs6azAbNFswOzB7MIc8xzEnNmc4FzxXODc0dzaPMM87LzJvPh84Xz4/MnyygLbxfkFuwXAhfKFsYWzhfxFxkXVRYtFmMWqxcnFy8WsJZ4lxSXrJfil2qXZpdulsmWOZeVlt2Wk5ablxeWn5aIVkRWNFccV9JW2lbWV+FrFKuiqzqr/quZq/2rO6uIay9XZNYM1kLXitaG147XkdbZ16XX7dej1yvXJ9av97A3fiwobLxeyNho2FjceNpk2RTYFNr02MzY7Nzc2sLdot2S3zr51bgVsHW0NbxNto287b8tvV21HbV9vT2zQ7BDveO2o7zTspOy87qLniXcldk12DXbzd3t3/3YA9lj2lPbs9qL2Kvcm9q72Yff597X23fZT9lv3V/7QByQH0gemB0EHBQcDB0cHyIfsh6qHBodxh7WHs4f/h4RHwkcKR95HWUedR9tHuMeMxwLH1scfznuOJ46vjmBP+E+0T9xPUk9aT9ZPMU9pTuVOLU9DT0tPR0/PTyDPeM60z1zPks5az1bP0c+pzm/Mu5yXnIecn52PnFBe4F14XqhfNFykXbxcYlzCXtpcSl6WXoZdnlxOXVFf4V95X6ldtV2lXH1fY1/DX9tfS15XXEdeX1zPXdDdEN/432jddN9k3vzcEt6i3zrcKt3W3cbcPt0h1wR3H3+c7oLvCu6G707uIe557rXu3e9T71vuN++wHhgf5B5sHqIeqh5mH+4fGR9PHTo/6j/2PB4/Dj2RP204cn1SeXp9SnjqftZ4RnhmfZZ+vn6Ofa54X/bgleLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwagFeLcCrBXi1AK8W4NUCvFqAVwvwf5oFMBUS/N/7HgWwoMjnB8qn56ftiOcn5J9Q4CFbKCgcWigoOpTn58gTKFCT4//4HgX/nwf0B9h4eBmESsQ9pEfka5Ql1Eo0V3Q+9HOMVExRzC0sN2xs7Eyc9zg1uDy4DXhceBX47/D/EmASeBKcvlF/003IRBhFeEekTtRETEzsTDxHwkESRrJHKkQaR3pMJkwWS3ZAzkceSr5MwUThTNFPiUepS1lCeU8lQhVCNU1NQm1AXUR9QcNF40rTTgtLK0EbTDtCh0H3lS6SbvIt9luFtxFvx96hvZN+F/iuhx6aXpDemb6G/pyBkcGIIZ1hgRGHUYbRl7GF8YaJicmAKZlp8j3ie6H3v94Xvl9nxmOWYnZnrmTeYyFikWPxYqlm2WMlYpVhdWctZ91kw2ETY3Ngy2WbY0dg52Y3Zo9n72O/5aDj+Mbhw1HJsc6JwSnAacaZwNnLefWB8oPcB+cPeR+mucBcTFyqXL5c5VxLHxE+sn/U/Bj4serjKjciNwe3JncAdwX3Eg8sDzPPdx4vnkKeKZ5nXlpeWV4H3lTeXt4zPgI+IT4jvnC+Wr4Vflh+Rn4lfmf+dP4+/lMBXAE+AV2BAIESgSmBB0FyQTFBU8EIwRrBRSGwEK2QlJCVULRQvdDKJ8gnuk9Snyw/RX2q+7QoDAhTCYsLmwiHCZcLTwvfiRCJCIjoiPiI5IoMiBx/Rv/M9lnps8PnhM+Nn5dFAVEKURFRA1F/0XzRAdEjMVQxZjF5MWuxSLFKsSmxa3E8cS7x7+KO4gniDeIL4o9fiL7wfvnxxeVL8pemL0tfniSIJHgl1CWcJRIlGiTmJe4lCSS5JL9J2kvGSFZJTkpeSGFIMUvJSplLBUsVSPVJ7UrDSlNLC0trS7tJp0g3Ss9L38rgyrDJyMtYyITI5Mv0ymzLQmTJZfll1WR/y8bIVsiOyh7JIcrRyonIacu5yiXK1cpNyp3Jo8q/kxeT15V3l0+Sr5Wfkj/7ivL17VfRrzpfXb8mfK3+Ovb1SAFBgVpBSEFdwUEhSqFEYUBhWxGsSKzIpaioaKEYqJil2Kq4qHijhKnEqCSupKPkohSnVKE0rLSrDFEmUeZSVlA2U/ZXTlduUp5RPvuG/I3mm+A31W9238K+5X3r+Lb07UYFQ4Ve5bOKhoqDSoRKoUqXyorK3XfM7wzfP3/X/O7wPeJ7wffO78vfb1TRVd+qCquqq9qphqrmqLaqzqmeqyGpUanxqSmrmav5qaWq1amNqe2rQ9QJ1dnVpdT11V1eJv5i9R71FfWbl3mf7ofgD5Ufli/TftqPuh9jP/Y0QBoEGiwaXzS0NRw0wjVyNVo1ZjVONOE0SV/mfBlNfU0XzWjNQs1OzQXNcy1ELXKtj1pyWoZarloxWkVanVoLWufaCNrk2lzastoG2i7aUdoF2m3as9onOrA6xDrsOhI62joOOmE6WTqNOuM6e7qALq4u48t0r6prqeunm6xboduvu6p7rYeiR6n3UU9Wz0DPWS9CL/dltp/U29cH9HH1GfQ/6avom+t76yfol+p36y/onxnAGRAbsBqIG2gY2BoEGPw1qDToN1g1uDJEMiQz5DSUNNQy/GUYZJhmWG04YLhmeG2EZERmxGkkaaRlZGcUaJRqVGXUb7RidPkT4SfJT7af4j9//LT+6fcz6WfZf2b7E2NoYwJjRuNPxt+MTY3djaON842bjSeMd4wfTTBMqE24TWRepnt7k2CTVJNKkz6TJZNzU1jTN6ZMpsKm30xNXub7KNNc00bTUdNN0zszFDNyMw6zLy8TvpWZj1m8WZFZm9mU2Z7ZkznGy4zPZS5lrmVua+5vnmheYt7xMuXvmz9bYFpQW3y0kLbQsrC18LdItCixaLeYttizeLJEt6Sy/GApaalhaWXpYxlnWWDZYjluuWV5Z4VsRWrFaiVq9d3K1MrNKsIq26rOatBqxercGsYa35remt9a3lrP2t460DrZutS6w3raes/68WXqJ7dhtxGzUbUxs3G3ibDJsqm1GbBZsjm1hdji2NLZ8thK22rZWtv62Ma9TP9NtiO267aXdnB2BHYMdvx28na6dnZ2/nYJdkV2LXZjdpt217/gfxH+Yvwl8Ev+l96vX7/8fyX8KvzV8mvs18avK3s4ewJ7ens+ezl7HXtbe1/7OPt8+0b7YftV+3MHaAdcB1qHjw6SDj8cLBw8HCIdshyqHXod5h0OHZ5/o/0m/832W+S38m+j346/g34n/y753fp7/PfG7ytHOEd8x3eOPI7SjhqOlo6ejpGOWY7Vjj2Oc477jo9OKE6kTsxOQk4KTnpOdk5+TnFOeU4NToNOS04nzoAzhjOFM7vzZ2dlZ0NnB+dA50TnQucm52HnFedTF5ALlguVC4eLqMs3FyOX3y6BLokuhS5NLsMuKy6nriBXTFcKVzZXEVclVwNXe1d/13jXPNd61wHXRdcj1yc3VDdSN2Y3QTd5Nx03Gzcvtyi3LLcqt263Gbcdt1t3eHcC93fu3O6S7mrupu7O7iHuKe7F7i3uI+6r7qcegAeGB7kHq8cnDwUPXQ8bD2+PKI8sjyqPLo9pj22Pa084TzxPWk8uT3FPFU8jz9+eAZ7xnnmedZ79nvOe+573Xoheb7zovXi8JL3UvEy8nLyCvBK9CrwavQa9Fr0OvR69kb2JvBm8eb2lvNW9Tb2dvYO8E70LvBu8B7wXvA+8H3yQfAh93vlw+0j4qPoY+zj6BPjE++T51Pn0+sz67Prc+sL54vnS+n7wFfVV9jXwtfP18Y32zfSt9O30nfDd8D33A/th+pH7sfgJ+sn5afpZ+Ln5hfql+BX5NfkN+i36Hfjd+yP6E/i/9efyF/f/5m/o/8vfxz/aP9O/wr/Df9x/zf8sAAhACyANYArgC5AOUA8wCXAMCAyID8gNqAnoCZgO2Aq4DIQEYgVSBLIECgbKBmoEmge6BAYHJgbmB9YF9gbOBG4HXgfBBGEHUQaxBgkFyQVpBpkHuQQFByUG5QfVBfUGzQRtB10FQ4Ixg8mDmYMFgmWCfwSbBjsFBwbHBecEVwd3BU8GbwSfhQAhaCEkIYwhPCESId9DjEJ+hfiERIVkhJSFtIaMhCyHHIY8hCKG4ofShnKGioQqhOqEWoa6hYaEJoUWhNaF9oZOh26FXoaBwzDCSMOYwnjDJMO+hxmF/QrzCYsMSw8rDWsJGwpbDNsPuwuHC8cNpwpnDRcKlw3XCDcNdwwPCI8NzwqvDG8PHwtfCT8Kf/yD+Af/D80fjj/Cf+T/aP0x/+P8J/BP/J+cP1V/Ov6M/1n9c/znMQIxgiCCNoIjQjhCPkIrwjzCOSIwIi4iO6IyoiNiLGIl4ijiIRIhEi+SOpItUihSNvJHpEmkY6R/ZExkZmR5ZGvkcORi5H7kbRRsFHYUedT7KL4oyajvUYZRdlFeUX+i/kYVRTVE9UVNR21GnUcD0ajRRNHvoj9Ef45WiNaOtoh2iQ6MjovOjq6Mbo8eiV6KPoi+i4GNwY6hiGGO4YuRjPkeYxhjG+MZEx6THFMQUxfTHTMZsx5zEvMUixSLH0sTyx4rFCsbqx5rHOsQ6xMbGZsaWxzbENsXOxO7GXseBxWHEvcmji6OI044Ti5OI84k7necb1xUXFpcSVxjXH/cTNxW3Hk8VDxK/Jt4uniOeOF4ufgf8SbxDvG+8ZHxqfHF8Q3xvfHT8Rvxp/HPCUgJ+Ak0CWwJggkyCWoJRgl2CV4J4QnJCQUJtQldCeMJqwlHCfeJcInYiRSJ7xN5E78kKifqJVoluiYGJcYlZidWJLYmDiXOJ+4kXiaBk9CSiJLeJnEmCSfJJf1IMk6yT/JJikj6m1SYVJfUnTSRtJp0lHSfDJeMnUyezJTMkyyerJSsk2yR7JwckByTnJFcmtyU3J88k7yZfJb8nIKYgpdClcKSwp8imaKSop9ineKWEpQSl5KVUp7SkjKYMpeylXL+F+ov8l+CvzR/Wf8K/JX6+/2vwV/rv25/g//G/836W/635e/g37m/W3/PU6FSkVLxU6lTWVP5UyVTVVL1Uq1SXVODUmNTM1PLUptS+1NnUjdST1Of0hDScNMo0t6n8aaJpyml6aSZpzml+aVFpaWmFaXVp3WnTaStpB2m3abDpGOmk6TTp39IF0mXS/+R/jP9V7pnelh6YnpuemV6W/pQ+nz6dvpFBlQGUgZ+BlUGSwZfhkSGcoZOhkWGU4Z/RlRGWkZRRl1Gd8Z4xnLGQcZNJnQmeiZR5ttMjkyhTJlM1UyDTJtMt8ygzLjMzMzSzKbMvsypzLXM48z7LNgsrCzSLPqsD1kiWXJZ6llGWXZZHlkhWfFZWVnlWc1Z/VnTWRtZJ1kP2XDZWNmk2QzZXNki2XLZ6tlG2XbZHtkh2fHZWdll2U3Z/dnT2evZx9n3ObA5mDkkOe9yOHOEc2Rz1HIMc2xy3HKCcmJzMnJKchpyenImclZyDnJuciG5aLmEubS5bLkCuZK533J1cy1ynXL9ciNz/+YW5NbkduSO5C7k7uRe5EHlIeXh5lHkMeVx54nmfc3TyDPO+5XnmReaF5+XlVeW15TXlzeVt5Z3mHebD52Pnk+UT5fPli+QL5n/LV833yLfMd83PyI/JT8/vyq/LX8ofy5/K/80/7EAvgC7gLSAvuBDgXCBTIFqgUGBdYFLQUBBdEFqQWFBbUFnwUjBQsFOwXnBcyFiIU4heSFjIVehSKFcoVqhYaFNoWthYGFMYVphUWFtYWfhaOFC4U7heeFzEWIRThF5EUMRV5FIkWyRWpFBkXWRS1FAUXRRalFhUU1RR9Fw0XzRVtFZ0WMxfDFWMWkxfTFn8adi6eLvxXrFlsVOxb7FEcXJxXnFlcWtxQPFM8XrxcfFdyUwJeglhCW0Jawl/CVfSpRKtEpMSuxLPEtCS+JLMktKSxpKekrGS5ZK9kouS6FKkUpxSylKGUu5SkVKZUtVSw1KrUqdS/1LI0tTSvNLq0pbSwdKZ0rXS49K78qgy9DK3pTRlLGU8ZaJlymUaZT9LLMrcy8LKospSy8rKqst6ygbKZsv2yo7LXsohyvHLCcupytnKxcolyhXKtcqNym3L/csDymPK88oLy6vL+8qHy1fKN8uPyt/qoCvwKogqXhbwV4hUCFRoVyhXWFaYV/hWRFSEVeRUVFcUVfRVTFasVCxXXFW8VgJV4lZSVxJV8lWyV/5pVKxUrPSuNKu0r0yqDK2Mr2yqLK2sqNyuHKucrPypPK+CqYKvYqwiqaKuYqnSrRKvkq9yrDKusqlyr8qsiqlKq+qsqqlqr9qqmq16qDquhpUjVSNW01ezVD9ofpTtXS1SrVutXm1Q7VXdWh1fHVmdUl1fXVX9Uj1fPVW9Wn1Qw1sDUYNYQ1NDUsNb41Yzdca9RrDGusalxr/moia5Jrcmoqa5premoma5Zq9msua51qEWuxa0tq3tey1ArUStUq1mrXGtXa17rWBtdG1qbX5tVW1rbUDtVO1q7UHtdd1QB1SHW4dWR19HWedYJ1knXKddp1J3a86j7qgupi6tLqCuuq6trqBuum6tbqDuut6oB6pHreerJ6+nrNesF6yXqleq96k3q7evT6oPro+tT6/vqq+pb6/fqp+pX6//rIBqgGxAbuBtOFtA3sDf8OXBoUGjYafDTYNrg3+DZENyQ25DeUNTQ09DeMNiw07DWcNj42wjRiNhI00jcyNPI2fG+UaVRv1Gy0aHRu9G8Ma4xszG4sb6xo7GocaZxvXG48ab5rATchNeE3kTfRNnE2CTZJNSk1aTcZNtk1uTQFNUU0pTblNFU1NTb1N402LTTtNZ00PzbDN6M2EzdTN75u5m0WaZZq/N+s2mzU7NHs2BzfHNqc1FzRXN7c29zdPNa807zVfNj+3wLdgtRC30LawtPC2iLbItai16LdYtDi2eLeEtsS1ZLQUtdS0tLUMtky3rLbst1y1QrUitGK1krTStbK28raKtcq3qrXqt1q0OrZ6t4a2xrWmtxa11rS2tQ60TrWutu63XrY+t8G3YbURt9G2sbTxtH1uk2tTbdNrM29zaPNsC2mLbUtrK2iramtp62ubaFtu2207b3tsh21Hb3/TTtX+vv1ju3C7dPu3du12k3a7drf2gPbI9pT23Pby9sb27vbR9vn2zfbj9tsOcAdyB24HWce7DvYOgY4vHQodPzoMO6w6nDp8OsI64jsyOoo6ajraOgY6pjpWOvY6LjqeOuE6MToJO6k733d+7BTulO781qndadJp1+nWGdAZ2Zncmd1Z2lnf2dk53Dnbud552HndBXQhdmF3kXTRdbF28XZ97pLt+t6l22XWZd/l0RXUFd31tyuvq7yrsau7a7Rrvmuz67jrthvUjdSN003a/babrZuvW6xbrlu1W6/bvNuh27M7qDu6+293XndFd1N3d/do93z3Zvdx920PqAepB6eHtOdtD2sPb49oj1yPao9uj1mPfY9HT1BPVE9KT25PeU9jT1fPSM9cz0bPYc91L9CL2IvVS9xL28vSy90r0ivTq9Kr3WvSa9fr1uvfG9Gb1JvVW9Jb19vRO9g73bvau9d70fvUB9uH3vemj6qPse9Dn1CfRJ9in0afYZ9Vn1Ofd19oX1xfWl9BX1Vfc19v33jfQt9W30nfbT+4H7kfp5+0n66ftZ+3/3O/bP/3fp1+0367frf+gP6I/qT+rP6S/rr+9v7B/qn+lf69/vP+xwGYAbQBggGKAYYBjgGBAfGBrwPqA/oDFgMOA54DQQPRAykDuQPlAw0DXQPDA7MDawMHA5cDz4NwgxiDbwapBhkHPwwKDUoMKg7+GDQctBx0HPQaDBmMGUwdzBusGGwc7B4cGZwdXB88GLwafB6CH8IYIhyiGmIa+jAkNCQxpDj0Y8hgyHLo95DXUPBQzNDfobyh8qGGoa6h4aHZobWhg6HLoadhuGH04TfDlMMMw5zDAsNfhr8Oqw/rD5sPOwx7DAcORw0nD+cMlw7XDXcMDw5PD68M7w6fDz+MQI+gjuCNkI28G2Eb4RsRHZEd+T6iM2IyYjfiOuI38mckYSRjpGikeqRlpG9kfGRhZGvkeORmFBhFHMUaJRqlGX0/yjX6aVRyVHH0x6jhqOXo71Gv0eDR6NGU0dzRstH60c7RodHp0ZXRvdHz0Ycx6DHUMbwxsrG3Y2xjvGOfx2TGVMa0x4zHbMZcxnzHwsbixtLGCsYqx5rGusdGx+bG1scOxi7HnsfhxtHHCcYpxhnGOcb5x8XG5cZVx3XHTcftxl3H/cb/jCeMZ4wXjleNN4/3jo+Nz49vjB+OX01ATcBPYEy8maCcYJjgmBCYEJ+Qn1Cd0J0wnbCbcJvwn/gzkTCRMVE4UTXRPNEzMTYxP7ExcThxNfE8CTeJPkkwSTnJMMkxyT8pNik3+X1SZ9Jk0nbSZdJ3MnwyfjJ9smCycrJpsntyZHJ2cm1yf/Ji8nEKZgp1Cm+KbOrtFNsU79TnKZmpb1NaUz+nrKecprynQqZipv5O5U6VTdVPdUwNTk1NLU/tTJ1O3U2Dp5GmsaeJp2mm309zTQtNS0wrTKtP60+bT9tPu08HTEdMJ05nThdNV0+3TPdMj07PTa9PH0xfTj/NwM6gzeDPkM+8m2Gb4Z35PCMz821Ga8ZoxmrGccZrJngmeiZlJmemdKZupn1mYGZyZnFma+Z45mYWmEWYxZwlnKWaZZzlmOWfFZuVm/0+qzNrMms76zzrMxs6GzubOps3Wz7bMNsxOzg7Nbs8uzN7Ons3B5pDnMOaI5qjnmOa45wTmBOfk59TndOdM5mznXOZ850Lm4ubS53Lmyufa5jrnBuam5pbntuZO527mwfNI85jzRPNU88zznPOC8yLz8vPf5/XmTeZt513nveZD52PnU+dz50vm6+f75gfmJ+cX5rfnj+ev1kAFhAWMBbeLFAuMCywL/AtiC7ILnxb0Fr4uWC94LjgtRC8EL2QvJC9ULJQs9C60LcwvjC/sLFwuHC58LQIu4i2iLdItvh2kWWRe1F4UXJRcfHHov6i+aL9ovui/+KfxYTF9MWCxcrFxsWuxeHF6cWVxd3F08W7JfAS4hLWEtES1RLjEucS/5LYkuySypL20s8l6yWnJa+l4KXopeSl7KXipZql1qXepbGl+aX1pYOli6XHZZhllGXcZZJl2mXmZa5loWWJ5a/Lasu6y6bLtssuy77Locuxy3+Xc5fLluuW25f7lyeWF5Y3l4+Wr5afV2BX0FbwVshW3q6wrHCvfFqRXFFYUV/RWzFb+bXiuuK3ErYSt5K6krdStlK/0r4ysDKxsriytXK0cr3yvAq3iraKv0q2+naVZZV79dOq5KrCqvqq3qrZqt2q66rvathq7Grqau5q2Wrdavtq/+rE6sLq5urh6tXq0xrsGuoa7hrpGu0a8xrXmtDal7Wva6prumsma7ZrzmveayFr0Wspa9lrJWs1a61rvWuja3Nra2v7a+drD+uQdeR17HWidep1xnXOdf510XXZ9W/rWutG61brv9c91gPXI9YT1zPWC9Yr1xvXu9aH1qfWl9e310/WbzagNuA30DcINsg33m6wbnBvfNqQ3FDYUN/Q2zDdsNtw2fDZCN2I2UjZyNko2ajdaN3o3RjbmNtY29jfON+434RsIm1ibRJtUm0ybHJs8m1+3pTZVN7U2DTctNi033Tf9N8M34zfTNvM2yzfrN9s3+zfnNhc2NzYPNy83HzcgtlC2cLZIt6i2WLa4twS2BLbkt36tqW1ZbRlufV7y2MrYOvPVsJW+lb+VsVWw1bH1sDW5Nbi1ubW4dbV1tM2zDbKNu42yTbNNtP2h22BbbFt2W2Vba1to23L7d/bHtsB23+2E7bTt/O3y7frtzu2B7Ynthe2N7cPty+3H3egd1B2cHaId6h3GHc4d/h3RHdkdpR3NHcMdyx27Hfcdvx3wnfidlJ3cnfKdup22nb6dsZ25nbWd/Z3znfud8G7SLtYu4S7lLv0u2y7vLsiu1K7irvqu3q7prt2uy67Prshu9G7ybtZu8W71bvNu927w7vTu8u7O7snuzd7UHtwe2h7eHtke3R7zHtce4J74ntyeyp7Wns/96z2fu957AXs/dmL30vby9sr36vfa9/r3xvfm99b39vfO9+73wfvI+1j7RPuU+7T77Pt8+wL70vuK+yr7evum+zb7jvve+8H70ftJ+1n7hfuV+437nfuD+5P7i/ub+4f7l/tPx3AHKAc4BwQH1AfMB5wHPAdfD6QPlA6+HGgf2B2YHfgcuBzEHIQfZB8kHVQdFB10HTQdTB0MHWwdLB1cHRwdfB0CHOIcohzSHxIfch4yHHId/j5UPpQ6fDHof6h2aHdocuhz2HIYfRh8mHWYdFh1WHTYdfh0OHU4dLh1uHR4dXh0xHMEcoRzhHxEfUR4xHHEd/R5yPpI8Uj9SO9I9Mj2yPnI++j4KOoo6SjzKPCo8qjxqPOo8GjyaPFo42jg6OLo4djyDHSMdYx4THlMf0x2zHPsfCxxPHXY9VjnWPjY+tjx2PP48DjiOOE47TjvOOy47rjtuO+47HjueO1493j0+PbE+AE/gT9BP+E7ITu5P3JhxOBE7ET2ZNvJ5onhifmJ79OXE98T0JPYk5STrJOik6qTppOuk6GTqZOFk82Tw5PLk8eT6FPkU+xTglPKU/pT9lOeU4/nUqcfj1VPdU5NT61Ov196nEacPrnNP409TT3tPS09rT1tOd05HTmdOV05/Tk9Pr0+Qz2DPUM94z4jPqM8YzjjO9M5EzqTPFM/UzvzOTM5szpzOss6CziLOEs/Sz/rOys7qztrO9s7Gz2bPVs9+z07OYc6hzuHO0c95zknOac6ZzznO/887n0udK5+rneuem57bnTudd50HnkecJ5+nn+efl53Xnbed/52Pns+er57vnJ+c0F1AXcBeoF7gXJBc0F4wXHBd+FyIXUheKF+oXuhcmFzYXjhedF4EXERfxF2kXeRelF7UXrRe/FyMXMxcrF9sXxxfXF0yXMJcolziXRJdUlwyXbJc+l8KXE5ddL1Uvty5+XVpcOl+6X/pdhl7GXfy+zL4svqy+bLrsuhy4nLxcvNy8PLi8uH67AV4hXmFcEV+RXb6+Yr7iuBK/ErmSvlK80rgyuzK7srlyuvK+Cr6KuEq8yrvKvyq/qr9qu+q7GrmavVq92r06ubq6er2GvUa9xromvqa4Zrtmvea6FryWuv16rXmtf/7y2una4dr/2uw67jr1Ouc6+Lrquum687rwevJ64Xrhev96/Pr++uwHdwN+g3+DfkN7Q3jDdcN7w3Xy+kb5RvFG/0b0xubG+cbzxuAm4+XMTd5N6k3NTclN903zTfTN0M3WzeLN5c3BzcXN/C75FuMW4Jbglu6W7fX/74Zb/VvRW+lbpVv1W79bk1ubW8dbzNvD2z238bept7m3Jbc1t82337dDt1O3i7ebtwe3F7f0d+A7hDuMO/47sjvbu/R3nHf/d5zvpO8U79TvdO5M76zvHO4+7gLvwu7i7v3c5d8V31XdNd113g3eTdwt3G3f7d+d3d/fAPfw92j3ePck9zT3jPcc9773IveS9wr3qvc79z3vLe4d7t3u/+9D7mPvk+6z7wvvK+4b79vv++7H7ufvV+937k/ub++cHmAeUB+wHogfKB/oH1oePD0IP4g9yD98eNB8MHswe7B6cH7wfgh4iHxIe0h7yHkofah9aHrofhh+mHpYeNh8OHi4e7h/BjwiP6I/4j6SPtI9MjxyPfI8ij1KPCo+qjzqPPx+tHh0e3R79HkMfox+THzMfCx8rHusf2x/7HkcfZx9XHncejx+vHp+eoJ+QnrCe3jxRPL19Yn7iehJ4En2SeVJ6Un/S+7/aOw/wKIr+jweQoDQrHTEERBCymbYzs4EcEEIAaaGFhJaEZJMcXi7x7hICSJHeFOmigFRBREBaBKUoRVBQAaUEXkRUBLGhr+XF19v/bC4JId4l/p/X9/UI8zyE7N7M7u3ufPY33/ntdydum9vpHuUe757unu1+zr3Mvca9wb3dvcu9333EfcKd577ovuL+3v2r2zACjZpGLaOh0dRoaSAjzGhvdDaijf7GECPFSDdcxihjgjHdmG0sMpYZa4yNxnZjl3HAOGKcMPKMi8YV43vj1xLzEkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+A9AJIL4D0AkgvgPQCSC+AX3kBspNSXUWP+ytVyP9LAwHvVlhdcUql9DtiKrcLDKnS4M5qd/5219dVz1f7sPrbNbbVXHv34ntm3Tv+vuz7rQ8MqtWzdvs6pG6zenXr31X/eoOrDc8++F6jnQ+9HLSw8cTgJ5oMbtrlYdKs0SN3PnKteV6LfY+uazmn1YiQeKVjaEtwD/gJ5qHdeAWZpFppNxbK7+P/1E6F7Wi9uM2Y8ARLRNum7QLbXW5/OOLlDlMjUzpGRjWO+r3Tmc5bu8x6bFjXyG6Nuv3a/XiP9T0nR8f30no/0PvbPof7ruo3LmZQfx5bO/afcScGbBk4d1DW4P5DWscHJQQmfJt4cujepHXJC/TxKZmpQ9K6WdsMa/V4Q1tNm5F+zf5ZxsnMw0+86djoXOGanzU1e9Rwe07CiN4jI0epTzYbXWdMlTE/j/183PGn9ox/ZcLCiRMm2SfHTomY2mpa7WnG9Mszjs3c+fTKZ2bOyn42fnbnOWhuw3mB867NP7fg0MKtzy1fNOv50S/YFg9a0n2p5UW4rOnyeivuXhm40r3ql9XXXvp6zeW1n7/86brzr5xbn/fqmQ2nN57adPK1jzd/vOWjrSe2Hd9+LPeD14/ueG/noTf2v7l31xu7t+3ZsPelt5a8PXff1P1PHsg4OPSdPoc6HqbvNnuvzpEqR345+uX7pz5458PcY2uPLzox46PRH2eeTD4Vd7rHmY554WfpOfCPVudbfNL8QotPH70Y8hn8XP0i7FL7Lztfjr4S91XSVfvXI76ZLNp/WgVc4ZuKmyuNuaNX5RaBgYGXqrx756a7FlWdVM1RPaFGdM32d+N7mt1b774a91e4/6cHrtQ6V/vDOvvqbqu3pv7CBlMaZj+Y1KjnQ2FBTRpXa3wt+FSTN5oufXhcs4RH2jVv1PzfLU4/urXlrFbWkAilvvJD6GHwIsxCXXEQ/okcVpdSB4viDfh32v6wRa3tbSLD64dfsxxuu6LdqPZ9Ilp2qNjhTOSGjhOj4jqFdK7Q+aMuax4b2bV7t4e6Xeu+v8eCnmnRrXvV6HWh95Y+k/sO6KfEVIo53X9D7MS4gQPwwOoDLw16a/CSISPjYxN4Yr3E60PPJe1JXqFPThmWGp1GrQ2HVRr21ePHbTvTV9pnZmRnJjzxmEN1BrmquX7Ouph9dPiOnNUjZo8cPWrYkzGjI8YoY+uPCxz3w1Pnxx+esGXi0klTJzumDJ7aaRqc3mBG5Rnfz8x7+sAzr81a/OzU2Vlzhs6NnmeZH7LgwYU1FxrP/bDoi+fzXvhg8cElu5fmvrh52Yblr6xYt3LdqvWrN7y0eU3u2l0v71935JWP159/9fKGHze6X6u6uc6WJlvBtvDtXXNjX9d3OHeOe+PpN5/f9dLuzXt27z301rG3T+87v//igUsHr7xz9dDXh79997v3rh358ejP71//wH2s8vHqJ2p/1Pjj0JNtT/U6nXpmbN4LZ3eeO3++8ifgQsKn8y4e+bzKF50uTf/ywyv1v0q7uuObGt/q3+0V7T+3QreKtSp+VenQHa9WXhg4pcrIOx132aqmVUutnlZjWM30ux33DL939H0T7p/2wKxa82ovqrO07vJ6q+qvbrC64aoHlzV64aF5QTMajwt2NUlp2v/hqGbqI42b12j+S4sLjx5qubHVvJARyuDQdiAYVoKfoX14JRmvJtC27EH2Gz+j5YbNb+1s0zscWe61/ND2RLtt7RdEZHXoG4k63t3xatTBTss7j+rS7zGla5WuF7q93v3ZHmk920XXjf6u16Hey/rk9O3V79GYO2I+6b8zdkGcY0D0QGVQzUHfDT42ZGv8ooSxiSlDeySx5MZ6Nf3nlE9Tj6bttK4dtuDxiTZn+lB774yITPREE8cDzsrOX1xXsvKyjwzfnbNpxIqR80ZNfnL4aOuYAWO7jmvzVKvxDSdUm3B94pVJpyYfnLJ16vJps6aPnvH4zLinOz2jzmr67P2zK87+Yc7FuSfmHZifu2DdwiXPzVk09fkxL2Qvti9JW5r0YsKyIcsHrxi8Mn5V4mr9JeuajLVZLz+5btIrT69f+OryDes3vr5p/2vHNp/fcnXrv7ZXya39etMdeGfEG73eTNiVsXvMnpl7n39r9dsb9m3Zn3tgx8Ed7+w4lHt4+7vb3tt6ZMvRbe/nfvDmh/uOHT2ed+LqR8bJuqfo6bgzT+VtOvv5P4LOD/1k/QXj4sDP3voCXFp7ucWVzVcjvj777cjvG197/8enfmr98/Vf91yf+u8YdwvDKN0R5kzBKH+hQvXIgIDKnxjGj48EBFSZFxDw+yzD+G2FYfy+UnQkZwMC9mbFxg0Iyq8LN80IINrWAK3WQpeek9/ftGmbk24LytYdTmuGPTwYKiA4SLcnZSRb7anhwf36RoXw4LaWqm065ESFiZ8gUdvuNJfCg9Ncrsyw0NCkDFuGQ89JSku0p+opGY70RJeSlJEemo2CC2rnOK1FtYcPH64Mx0qGIzUUAQBDY7t365OUpqcnhljtTleiPUkPtlS9K//roh16YvpQmy7WPR901hOTdYe56lnvICq4MhyWNqHF10oWx3jO7eZahR/eqJx/+J2tTlE4woIAJCFAC0G4L9DCMA2DNASoYQAU7OSmykX7iM5yZGY49YJvKlwrKu6RmK5bYnt31xOdWQ49Xbe7nJ6a+QXmSYbedJYFu7lxFTxfkmjTXS49qOC3uW14cHDRNfrPzsOzC7NB++iuoMKFYt/x110ssXObnuQSjeD5mszEJL1Ppp5kTbEmJboK26b4Ef2hRsd0q9Npzc7/0OVItHm28GwSqWdbk/Qoq80lrqXnV3y/mI45SbasZD3Zc2Q31fnDttEZtkSHdaTnWFyOLL34RjcVFtv0P7wyBXspPLG+IzJ1S+FKfJ/MDJdnw5vKvWzXPSP5xnbmSnyP9jdvmV+j2Jad9Ix03eUY0SEtQ5xdQYmnqL09VdBHVM8OPGsFW4b62rTg/P4/zfZnGrqvQ1wra3qWLcv5X2zrlESbs1w3dhebLSvdas8/n56Z5v/Om1q8sNzustxYjI9UC86kWHFxDnzvNX+nUVbdltwzJcaqD7cUW45H8ZF6qkMvuODFa/15kkpyUbTRn4gwN7jzxLviwe6vaeYSZBcedIcuHUXH/Nfz9OevVZDomMPsVlt4sBnegkOL7yXWglSFAUQJpYRoGHq+NbZ4nTgLxArSGAcaoQSoxFMnrnidARagcMIYwJwDyhDSPJUGeG9ebxenxFn17hTxP7tonhCVlf4nL1pvPdlScKHMxeLxVRButxQchWelWGmELUsvLMxfLnlkkXqmK81yYzGeF7twnkKvl7PwWhX7XEJfGvRQU1ROVUq4qhWiWpJ5oAiQCeScUICpD+YpwVCFmGOqYojKOfPiFmeq5P5W5p4oCEPCKVMxK9R6JcBnCoIEI4iY6A6wr2BPCKOUAsIR0cp7rAeKxP6Wxl5Ee00DRAUcYKAxr9gThWlMRVillDPEfGCPNKxCohEiVA5Xyz33FEnwb2XwVUXjDBOhyjEA1Lu4R4omZBChWNUo1XwJHQS5BgFQxT+hmco9+BL7Wxl7rABVU1WVIUKgD5kDFUG9yrDGESDIF/YQqyqHkGLMAcDlHnsshc4tDT5UEAAaZBokUFWxV/BFcOOIMk3DFHPGfAl8iBCiGDBACEG83JMvhc4tDb5oQAbFQVAKMRMh3Qf5UAWinGoq1VChHPoD+YBhCDGkQupriMNyjz6U7N/S7COh4CFhFBOuadR7NpNg0TNwzoWQYUL1eCWfiu5fDAGgBhBEsNxr/FKYh5J5P2ceMiHfmWCeI61IvZdgHhMFUU0MbjEXo2Dv0V5VRJ9BACKIkaKE6G3JfLHkvuTef7lHCmNAhHLBtUaJ94SOao7jCMFY9Arcu77HCuVmMgcIlc9wudc4pXIvsfd77LnC8oM4FoEaEu/jWtElMMpEn6AhArHmFXukUAAYokijYnxc7ke1pWJflNuX3Pst96oY1gJKKBa0MuiDe6BomDCh2hHz4c2BiqoxIqQ9NMUSua2xl9D7O/RC4hCiYkA1Ie4x9wq9KtQqYJRiRCH1lbznZu6eC60EkApv72CPpcjxe+6hAgjnYjSqIciZ9zwOUpAmoj3gCDCBtw/wCeQaAxCLkM/LvROzdPClyPF77kUjmUCrGqcIq8i7PUd03EBQjRnllBOGfT21YlT0HYhpEKr09h7WQom+36OvKUzlom/GQpoz6D3kY4WZ+R4VaIL7Qo9xyTQmFAMFDlTKVdN8fztzXxrzUDL/9zPPhcwhjEBGxHiV+fSkQWLeGUgjAHoP9gQphAqZgxDG4LbO3Jca5m+k9SX2f28qh2tCkwBk6hMfBgWkAEpUxri4PQj1jj0WoR4CQDlADFIZ6n1yL7H3B+yJAjg0kzmmdxh6f2AFFQKIRgXyHDHsXeEgM4eJqGY+0AWUSex9YV+U1pfc/71JTFVFQOgXLIaswDv3om82w73QOar4Bbw7FCBWSL6rTdTiUtr7Bl9i7wfYQwVzCjXNfHUQEe8DWmDqdqwKESMGARB7lzlMQRxoiGMkbo7bO4dZOvZY6hx/AF/EHxVqqoqhacVEvgI+1CjWCIaaIJ/78ihwyDEkCBBMsSTfJ/lS6PgH+ND0kamaObzlqi/wxYAVq0Bl5nu4Pl8qpwxTInoESsQ9IqWOT/KhRN8f0FeJohENiGAuwroPja8yRdwXBBGChIr3kb1nCmOQmtl9AlB5f8uwtJlzSjXey+y9HzBPiAIANhOUqlApXpEnVGEqFaFeFdAD7++aEK4gCMW5iEqMlvvsfVkT55TpvZdZfP/AHyMFYwgooxrz8X4tJooQQ5gJSSQEkXeNj1WFA2KqHY65Wu6VThnz55TlwJepfL9gHyHTRkwhpBQXZZlLPsEi4v7gSBPsa9SHSwepCtA0DQKGVczLP/xlTKJTphFfpvT9g39IFAgQUAkQ3Go+HmWZjn0CCBQjYXGveM/oq2Kgaz7DFfcAvA0mkSqd/jLYl+T7AflifArMuQCJOW+Ij6w+VzAVQ2GhezAi3Lvq54o5S6bQPSoggJf791DKmk6nTFe+TO77B/9YAVQEbJUiAHxZ1rA5MEAqwFRoH8K9y37RoISopjSCAJf3RE9Zk+qU5c2XCX6/gN9MywNCEcr3WlJfk0oxyPNn4NEQgtT7qNccyHFVNSfpgaIDoOWe/zJm1inToi8T/f5yCwDCkMYFvVgDjPl6RQVgDlSOuIAbYOZrDlmgEfONXjP7CTG7rV9SKZX+/x35xavp5p+78HxQ8Ld3LFULynOiLFUDAgL+DwmpflNTkLJRAAACBGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+Mzk5PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjUxNzwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgokxIkwAABAAElEQVR4ATy9Waxt2XWeN1az1+6b0+zTn3P7e6vurSqyqlhVJEuUKVkWI1uSTcmSZdhOHmIgTN7yEgSwA5zACZAHA0YMBHlJHvKUxA4MyICdSI5km4gtUxQFiyyS1d267bmnP7tvVp/vn4fJLW6ebu+15pxjjH/8o5lzeb/+wXaZ+6FVoprVAr5WeFV9iy03Sxa2mKdmZdXq1badnl3ZOJ9YvVW1NJ+bNxraaL5t88V7NrA7tkyubDt8bPcPTm2jm9hoZDazV3zcM2/WsuXYLKyWVlurWdBtWR4Xlma5NZpdy9PE/DS2RuhZOsksyn1rrNdtlsxsOB1ZknuWMJRWu229Tt0Cr7TSq1q1VrNssWQMYwv4rDHuOeMuytiqjbrVC9/qWWiTwczKRmRBq2YecyyK1Jb8baXSMj+cWlrheouO2SK3MEhtUYT27Kqw03Foadi3y6uB7a/cst/81f/C/unv/5G9Kn5iu9HMdvsVm0+f2RdPP7Nud818q1g7Cq1di+yiGFq8SK3KUu5vbth6s25eOrfl6NyaDcbBetcy35ZpaldBae2wZptJYJmlNm5xXdaqh2yaaWHhIjO/KM0Kz4L1RnZ4esHqsgidZssWk4UNEEZR5AiKBWFRx8OJxUlupc+HfbMsZ1LzqTW8HdvYqVp348Tq3tDqkxUbFes2OMlsasdWi+YsZGhZzDBYpIW/sKC2sM1VFt6v2+V8YfWoaXlesXRZWqPVMK/IbHDx0vISIfqRGZOpNhpcp46AMysZeJ4tzbMlwtN4hzYdDmw5W1gyzyxLPSuzgEEGNh6jBGXbKl7D4ti3OX8bT+c2m8cWFDWLUYxkFtt0PkA5EsbYNG5rScY1amt2ma7a1axtFy/PrYw/t+lg144uXrOyXLNy9lPzg5G126F1enU3rnq7a2GlZmXFQzk986sdJ8Qpa5qiDFmJUnHPzKvYEiUsLWAuKFlQ2ChMrILSrXiBRR7vY515q1UQaBgz3jzDeHLkUljQDsvDgjevr65bs9a0eBnbZDi28Xxs3eaKFVlhk/GQK+TWajawMgaVlyxgyaBSZJ1btYIgNuf8bW4L5D9artjV5KZFQY72VRD8AAEikFCLn9nGet/y0RJrrlirvmq+h0DQpnSJYGdYVTGzSi20alBFUQIsKrQ5ApkhmJxBL+Mr3r8wLmCTyytnaT4LUMRYCbbWrHGfgN/kKF2Scc/IkJldjke2QDhtlLNRrdoE7c0XBcqLUsn6rOXuczle2jLo2BClffXJc7T7xLbWMrtzs27jq6FdjZ9ZvRyxeLFFYYHwPBvMZpaUgc1ZJymo7u+jkD73Hk5Gdjm8cq8Fa1epta0M6jZHGDnql1b5XBW7wcbqrGcNg6pWsXCuW2O+Fa4ZligsL95kwduPbh52V9eAOxZjvrRsKWgpEZbHBBYsqG9RNUJzWDwu6ksJggpW2bZFPGGhcxtdTBEkImiMudEFllgxDyucxh07OR1bE+ip8lnMx6rRuk1nZkugzVCIBYLSfZfcdwl+xkBbykAXCMCWGT8XWEaCwFIUxQcOBdWR1RHqfIjVYT0ajxauKBZWa1etsxKxYCmTRVgZgkaT42JuKZDZ7dVspddmfku3YC0so9mpgABofYmCAWdxliLIun122bCmd2Zv3izstQdNW9kJUaDnKOYXoAILyn08EGm+WKAAKFGlCrryc54gFMaGxQznI4s6Nbtx+8DCZs0uhiO7YgFmfC4I2hbwGfAYq09kd7bW4Hf1is1wFTlzwmitxnUC1oSFBVL5/oO3Hx2GSPXs7MxpbJ7mtlgAa2giKMhi+NZq1S3EGqfTsRWYa1mitlxDgp0lIxYWASdNm8z5pTdGi+dWLF9Y4jcRygqL3uPvc8uTAVbPxKtdu0LLkqsrm6GF8+XEmq0AS5avTCxZBpbEka222hanmV0ORlgY98TimKt5aE6BBZV8xRNhmUxQuCYzA1EBIhZxBKyEoAFjTGf4qAwYa9nqmvwO2s396/XQGggtS6e2SHEB/K7FAq72OlhDy86Tmn1ly+xLdz07G76w09OJ5WPfaiGuooOvaqww1wAlnIFQKcJpcWdGhMBCFrcEBi8GA2viy1bW+tbqrbhXBuxfzRI7x+0kuI5aEFkzQhH9ihUBAuSzMYqZggAMDoFhLGUBqmHV8ml7691DdBg/IMmzMLxYF/OBi1odYeFUW2hI4OMT5jNneSWTzrOYny9YxIbN8EeC65V+HbhAS+Op9dHEqH6Bf8iAjQ0WcQMBNLDGgp/PUZozoKDJ51PrdNH+FWyxXAKPWNqS1cda13soDlKSD211e2B+DV8a85kMhSmt3gURvIJ5LRl3ABThK7DOyYKxiVCUNRQmsyXI0e2sWbPeNh9SghLjVyIIAOQlgXSBEqXP4lUattJoWqtRsQQfHnW3rFXOgdgzm0G8puPEsgkKAjkoa6ugRs3arY4tp1MI2QxrxTejzdi5+y8vIwS6BBWaoARuA5cgn9uBsOzt7lkDHxiPuC4Q77P+7Q7KAkFLUMZxvnTEUG4p5BXJULhqicUFbT85nM4nLAyTA+4Efx4QlPBH9BmhVRBegzezeFhZrVq3Khpaq0NA2j23uPJ1nZUA2OL9+KkQVtTEOnc2xUqnNoYsePkKaLhqI/xFp+HZdh9cZ6ANSEYd5VgCL7PRJbCaw2DxZQwxRDFqbSxuc83W1lewQqAUphhVKmh4A0YpBUEJEmA3bEKSgBpG0Gh0rbvSNw9ZxmVqzXbH+v0NGAaIO10Ck8Ag45zGIjA+ipAAa0vGA0xyzQzozCAK3c0PbYx1//DJM/OXLHbQR5lhfRCMADLiMY867DVh7PPFzK1JITuPgSj+t+TeoQ9bjuSzgTasJMSSoSKQpLFVmxXrr63a6krHFhCkFyfHdjUfokC5dWCfHspW4/4NlDFEGhIYXsyCfjM4jDPwFJMM9UfMUv4hF72EUQbOqvAJQEfA35uCAOh5iroulyO0s2brXSaT+iw6uM5A8wqaW8vRMmhstGrr9Rgreox1igDdxCfAqhBYt7W0O3fuMKmmnRwdOV/SQBlKGAZKi9UCphE+q4JCQf1Hkymj0bCYAJ9PFmheDFPMA97fxBL5kBM6IQYLU0A66l2sOSyh5SMbnJ0TNiAUfOsc4Yz5e57gr50gUEYYqsfvE5hxGLTsBycf28ajb9iXvvotO/vJY0uml5AGFxXYRmObEIL1QpkXWFkcz/FZYDPLluB/G4RJg3KIT8L3YQS9VhM/GLF2C5R3aT6We4W7iZdL4LNp/Z0d66x1bQpUzy8JkyAuHrC5Um9aF0JWgFjiHQVWFax2/cNazQPHm/ixAC1kECzuGBytB5gvhGAwHQInJYQEV8nK5/yX4PdmzoQ7+D6crr+0i+TSRnHihIBjYtk8WwOSSrC53l7YTgcVYMFOoHJnk67NR77t9FcRnvwSpAZ45MPAKFaOBbR6qxCj0i6PriwBmlJgMPbBtgrUF80uUBToiPW6ofWwxGlc2hn+T8xwr99j/CIqaDtWVefFpVFG4JowZIGg6kWEQFlwAhSWAiaJ/9ML/33lDSxqhbY8emX3a+/b5Wlhg8nnmE/XZpd9q6yl5musKJD8UwJLXHCvFCIV4WLCyEdpmubBTvuw0B1i06g2A80uUFwUB4LVxDAmlcDOQbhqsLR+PbPN7VULQQn50+HFlb04G9gLyMuiAorVxUgZ6e5O6zAFLydIca4AlnUrgY9Oc9UFuMPhEB/AQCJ8zlIB8wAI86HVHZhcnUWBuTHlwoOuYw0pA/G4XskESkKGHcy/gtadw/RmCHuvl9sWi7mczO2kXLFPng8cpjdbiRXrC7sYL8yD0ESQgQ2gQBF5Cc4laLSH9lfyps2m4ByB8s3tLWt067A46DNEYHxOkIzPyTQJYGg8RaSCRGDGw9oqwHoeYsmVtoVAaA8ClgHBsVgrPjBinAFkIAEewSLrgRZFPLQf/vvvQZh+Yg/e2CTeatv5Vd38BspKcE3QY1MgO0WpY/yrmGcIpNWxkBRLbmL57Qo8AVQyrKsKtFcRcAakVxiTj3Ah19YjJAr4TyGDEGMNhrvTbzn0y+co7unQzi5hogTlQX+jeTgCb0+mwB2aWjJwxUddLCRBCLMZfg4hRPi2Am8q5hjhxGMsar5Aw2aZNeotSAeMB5hNYHUFCxUACxtzJlcFstB1ZSQyqHczkJmfWXgLAUbEe+O5vZz7OHkGOsIXsnitbRxyQDZmlLAQBM1kBjwsYzaCeGBdq922C9CbwFOAIIZAzskppGdIJsWruZDlajTl9yHxpogJAoUQ4IywHmAUVsooSdegKKDr2mofAgLRAY5wQbBnrJj/agi9RjjRaijehMZjk1coX4HdNtYbCB4WiQVPWIcCRdZnEpRHSltFyZv4pioKWmVdphfHFhP7yl/XyC5pjaUcdQTaZW5r9RUYMMaDYSgAXeFz5GfsYG3Xbm/uo0Bd2P3CXp0dWdDpVQ6r+JQ22qebEezgMGFxxBdZLh+VO22Ql5AvUYxUMNTJaExUTww1BU7xbxmw5TPjHP8SE38pfupyXY9Fzvl9slq1OaRwcn4FI1vYa7dW7BffWrMR2vjsjIXNagSovnXKjq0RHL+6OLdjAvEbG9v29oO3gAb8IBq6CYtMk7FNioElE2UxyCYwFoUfeGWsktABK00Y94z7JPhfJI4/rRCaoOzKOBAH+V5iyyHvIT7UQsqFz/CZBRYWNZAkEFlLu8y3Z+1GC0UDAWCe3e4684EQlYQ2ECjdNybOzLFmKWrIhQLWST6WlbAAy6vDESJe8D7WFZ+Jy1FasEqQHzEeaB6MEy8Mbc+w1lXEsE582RlzDYhbwPz6jOnewTbkr2Pe66+tli3ybwGx1mIKi8RfVHGYYIUtiCNCF7iSbcAaZWlAsGNECgEKUkEzMHsynlm9U1i7K2aEoAilfaLCKtmCXWj9bFnYmAC2yaQ6xFQVTPx8moLZz+w+GY+3Ri37oHXXqgy41SagxGrPJhMbEiAfP9iy783Jeoxhrl7TnhPTTYCjTWAubK8AawsyDqBBULMxUCdF6q+uWgvlOiNzckW+dD5MGFPkKHpGVqHWYJSMZzEmpIDqVztcCxibkSx1GZVeA0tMrCfor6yAKII1xtZAuKTfLqb8lWyL32qhJOQYJwhN7FqfQgkVjvRQ2CKICZartk4MprRfAplT8F3hM51u1xKsrcU6b5E1qitzgs9e4O92WP4t3usNERoKHyETQN4KvpaEGGETJ1nFMvT7Chi/BL6WOc5ZzhKqVgGD4W9otGIMCAikwweLITxYlFJZRPAEmksPrYI0+Gh3tR6xMDXUBnIynKLemW0RNuxv7aP9AbnJV3Zwcmr/sPe63bndNquTSe6xXOC6EQgbOcPbY34/n5udzOzm+dD+18GFPcN3NbuwNjIjFwTbVeAN9mIrnT4EhTwiPrOKo07JLCtFVK3Cyta4TGUMKyYGW9uxy8uxnbx8YaNzKLoSyviOJQxunrCoM8YKaiYoW7VNSNEkcCZcKcHQVgdlDGN82hkBbpOp4S48hElmplmJ8EWgC9khj/mFWJSHQJSaK7DOGWOqYq0NrLTJvXzWu4n1P3v63DwyOHm4ak1iUo+YuJKQGiNkKAS5yCKskljnmmkMWiAHH5YY3NhqHwaCQILTShsfBD3N+DmHlCywEMGNBDUlqOVTOCsRFeTBy/EEvqbEZaWuAVRJy6YQl9FigoNVkjcn10jmoBPZU4R19dPH9msM4u9+8K6tvnuXRCHXJLi0z08QEETip88tOCHXSbBtNYR2tbRbZDbe8lp2Chw+RXFwgWjt0gbco5SvxX+ckjRe4H9xmzbCYStHeAqJklMX5fYZo0/qjWDKxYZdAtlQOU4qGoqtEgJsJcgbEIgCSwggPSk+PsFCQw+rYCE9LKcAKcagS0lcWAoeuW6MAs1ZlBmKzkdgyIRMBOBtrpNCiqb4shoJij45Vx9LqzGHLuFMbXkGYyXrT0J5ibVWgDEljStYLQOy1GcdQCIJLIPpemRSUpQ66HfssOQCeRRggAgDTE75wBIHHjCJGGKxINWC5RPPkMSFLgeYdENZA947hjgUCDYHdnQvVQFQOCwPFz1C8/F1I+KRVyO059nQvtPx7G/8xW+Y7bTM/v3/jbBeoAxY1xpmvU+ZZzAkPmPixCt2pqQwo1rvWQ/WqMB6NgAJMMi1W2uMGSaIBVwCPVcTcpxoL0Ubi7HAKbAZdBpuvGK+U1DgjOzDhBhKGfgK/nKnGbr0XACDUyAroXXaZDoQmBcyPuYV4B6WpNUG51gIEOqT6C0r68y5gtDw07iMAUn2MUniBGu7ziiJTVdsB+tqUsY6P31lT55+wTxL22y3bBuY8mdj2wAB6pA4VpPMDevINQTLPgYQwUCrxLsxLDPExVRAoZJYLSDMCkvKFjNMMZ+QIwMuRDKWsCdlRirAQZBCMYsGKR/SSyofYOr6b0GsVVbE8qYwWfJ6pICkl0pstrCuEiLiEQYsiUewajtlYf8ePu+3fv2XzR4/xqqwrNtds196z+zLr5l1sSwE3Z4gwNNjs4tLsx9eINTnZse8Fx/ZxJkP8b3RqEGmHZ+zD+MjMzF6+di28Msh93/6/MgSvs9Z+Cqk6IzSSwHZyIHUchZAuNA+LCIJ5zYOV1A84IvA2DmzCuw3veJzlHMAlmobqxP5ZR4jWPIr2OkOPqVOrevqkgQA5KaGJffQspJQZQoy1VGAiOSzXxIkE//1FBYhCoVCHz3+qT1+8on98gfv2c7ODZtfBLaCBdVY11mfJRmf2fzzU3uwf8vmVFPyBNdDmi2HSSueDIiFKwg+WGvWD0UlJd0K9LMUX4cQqLyhPNp4TKZ9AeUGd8jyEWAjlBo+kJ9TIGWOU87B6DpOEVCAQTJ/6GqtSXAMla1spfbobs9+hYTuf/7Nv8TInpk9e2n22x+Y/cffMsNiwBMzykEEItBLvnJduIyzPNtnNsqKk6xVbpIw3f7J8BQYD+zB7U17+uQJykMBF9+6VCpKoTJhROgCZwaD9hcsWIBfqqKtvhAhAxZBizJouIUmVWlzYF1kIuXvSyBN+di4JAjnd1MYcIbV+XWYNeRoQToqtTYMkXQW4ymA+wJF9biXkjKRUIaRVpITAv3S1kj3jc5gumCZKg1fvHxOMju3RzcPWGrldJk/aBDgolL8ao3MSoXkeQXBV+ADkZipYkcsDRO2YH+tdaiamCYTIKwqTMfDERcsQEbMk0JfFQr4YG3EgFdhiVubLdtYg3oCfbcO1m19pWFzLETXlNC4HAnapm3vo+2Nhd0kS/D3Nt8FDv8MC8J//e3fNHv39WtrIwQwUkxgGiuHwMjJGWzQBny9OuVvKNHmlkW3btrFx49ZitzOSQo/HVDDW2kCLzA8/MUlcZgqEwUMLMHZ9+pdlApogUghSTcm1pI54lPqeiFeBjqk/BTDuALYZ4W5y1+PgbsMIecsELcinqJUBFKU3ggFgKQR/1XDDf4OIWHRlTVSvhLRWU2xGRaPpwXGhjYjm7Ha61Nh2LDzS6ofJKAxAXs5vrTF5YXdu/3AttZ3uecSFjwEQRMIC46eSkIButXwj3XQC3tCLigPPjy4d2P9MMAZ467k81xqJsCJLmFgIhihD4sS40Go6ysEtquU02Vp/owMN+mvVUJAtOzomALo1LOGy5LI+nBFuwvrksL6kKD4rfSA8saRNT8ACt++YfbkcwSIoyVD7iyLbIFRHSDbikMk24r/IrLnKwPDSWMWto7wVk7n9oqxfR9mdvUKJcIS5+UEGY9seIaWQtGrTGY4vWABEAbjzllIwb6yHwHV86iBJcB204iSB5OuM+Y2vicAIWKFNqSQokqfKoSUe8YSw0SVxAWiI3Kr+AmQhZpcdQ2Bsk7Ar64dQc+bLGzEWAPiPUCNYVfs9HLoMjob5BezFO4Qo5D8e7WcUxW/wBrrtrHVtym+/WJ2iR+E6ucwSZQGr4yxRC71NgN6p0gv2NwID1X6yNFAvTLeSHDCRNEVmI4qxCMgUoHzOmShR3m9SkVaWf+QiQyvZGEsAI5+TnBcI71Vo0KdkQUIg8T6XO4/qt+08uVL3FbX/L/yIX7qCcLCb7GoqBOL8DPCwTgYgGNOrMY1CdHPBMGwGSyub81nU/uU7PwTGO2PsYaTlwMQA2jH19bxZVcXVJBBjIhgfqvXJa5mycnsLLAe1erALOCdIJhYrUoqq4piZlIW6oIqrOA2qR/2ES4kgjrYjHxqSpW6jWLX0HIfgkHmnAAdytPo8zcsGyTJgHRPFWsEXSH36DG2IYTuzo3b9v57j0hGHNnlyQt7eOeebVAlKIiBp+DGRcZ8Tp5CdM74XEb7gsKaVUfmKriqiIxSRnx7Tjx5juO9JMUYdDrFYQ5uFExImYyC70ssLUNTQmpjvi6EZvbXxK5UJ2KBoJ5V2JWrJrOeNaW8qH/Np5Bn1sU13UCNgyi3v3Lnvm19cmF/DOw9+gYCI2FrpwN8FqsDMxK1hdVgXVgTgmAQ11bGryksOZ9EdM7veD+FSlICWNS5/YDmnxO0cEhceDWIge1V+/rXP2ThQ5RsjDURzONPVmGeRI8QATLvbarUOHi1MvjgeL5kHvg1VN85+ToJ2xq+RHnDBax1zPiyCBYKkVTWRNkerU0JDE9RDPc7+RrWhD8CpSgd6xeKpvNfg1h1Nji3qJja2w9vWjy4tKsXx/bOg3v2YG/Nzl9c2BjBKUGWYnU9bLqFb/OIEa/4XRV4DYmJl/AHHAW5WtZYxPDG9vphixK32KJ8muKakB+UYatVM7QusM0NGnEoVPpIezkmTpqoaErXELBYIQRQp9TZxRxs1+SkaQt8Aw6fOsZvHtyw/aH8Y2r7Dx+ZvcSHKR+pSiTDxbz5npeacfRVbFPClABBTJiCMAqo5MWfjfKFd5za7+Erzmg0urd5x84Iws+vFpCPut2/dcPWgLoKSrBzawMK34MdplyGOIuxegirwNctgVefoFhloSpfq6rh4TtilC3HvwUs3hIoqxJgh8BdHkPjGZOH1stCqXhej5XPqEYWkrdU45FMzUO5ZYFNlGSJwv3oJz+1s6MXtrayQzhVgxwf2dZGy77x8A0S8x1CApqiuMdrB/ewopYNEbJ4hTrjlOYquedUL/znguRx8ODGwWGHam0d7BUOJw7DKaUrdsEfVYAXukegwuA6wV8AK4uJdYwwIOCiorIzoGw6E1xG1t9YsT0ISHdlTgI3tH2y22+ShD6ireD2zi1WnYmR48N0EAKC4kf3Uo5QcY7gWUIj4IS78zb8mnrnlD9TgA9LHNMd9e/I5h/z9r/5t/6yffBzv2jf+94ze85iTE8u7P5ezx4ebFmd4uloNMPfXkIA8M8UXJEVpAQL4j65d+HqWTUSyU2SyCH1tCnhz4jSwJJQYCXCbyHwhPxfL+oREJOMBspD/lahy0tV85Q4zcf6FKPNaKkosTQfZV/Qk6Luq7BStyHJgyuu+eJU+dlVhBrY5y8/turwzPY39uzh9gNixh0Lez27oFlqgdDqQLpf2zZ1HKjsTQ0WyFRTE9T/wQFEhNpAho9SE0oKewkIOikbWwHcXZxg7ljBWhMNw0n36CQKKOPHOM0aznhOjHLO4ovQ3toN7NENZfIH1vLX7YoeyYdA0yWLdorWvvPGV2CFMMXlC0aCEGJ4vSzK/WNUYi8iIMp0s7By+LZAq9E6zJvVVhwAucHaf0RV4vugUn+zZge3aboBwk4/OyNLQsb/5KV1bvNelPD8nBofDFS9hcrWtKiBRfgktZRgcqAx1Qp8UqOFf6PnA1BydTcxv8Q/hZRAPoouvSWbLic6nF2QvCZLoiUixo2wqgBSk7OYOZCqSLcNPLYYcoDCVn0q7uEmsS8Ep7wCdi8duJx1aeujV/PT50AmCtSkrRA1AMkIbbKJAW60KMaUs/B7KMUFMaAHg88hQsGtvbVDFQY9fFcV4TXorGyQHK1gQXK8FaBSGtUmy9xf7fLaRXuIi4jqu60t2tKubEiitYe19ikahgTbak4ZAgtP6X98Z61tK/DmETd9D6iE514LJFNFklWXFQlW3Pf6WS9mTBuBS3undb7yngXWqXQL/suIb4bnR/aPUb8uPuhyfm57N7fsK195206PzuyL4aX95ONzixFuZ22DcCWDTR7RFEuekjnUgb6U+ymj04g65BVXWVAWBDRJc+gBxEqwykhYk7Zr81NzaQjbTGg2lY9s4FIUM87VFEQFQLFaLB9M+BBhHspT3utBjih+qnKeUyNU+JkhiAVxYA2FXSEsmg1pVKVGqbLNBjAtQVYI3qvUC0meAecK/omVXRzI5ykzBRs7jcMYul16M4QB6WBgWzSNbpPAlNPtrqwyQOADWqrSQ0EHpcoXFX4XoLkR8KlAu4NzXxJfkeS2Rm+TDiiaeKLYNokItoNVOz4b2YdUZynPIgCEhI/AFBAWH8D83YuB/f8+TS5PPm+O74Bh0bXJZ/gsP8I87LsXsf07sjK/8Tvfpoekay/PP8NHYe33btnsCkGO8B34OZ+Uxu7Bpu3vMg8qvzlKcn4xhkTlCHsOTUe/yWykJGoDZc25pzrS6pUuwhCvgN4D+w0YJ+V0hBqTBiOVBYtUpVyteSXzz0CjAjSJFO+xjnE+tAcrbVrntuz81Us4VAH5veFCEyUASuLgS2LbW5sHhE0rFH6v7C4kK8BPzxFySfC/hl8scEED3E8qCGYsalgKbu1UgUekF5Ii0SIhCCpPWJjSVGSrpTUK7hiMJiDyd4V1vQSCJuQU62h6D2xaI8Dt4Ae7wEyZd+yLZ+cUKhPaw2ncIRG8h59aB4oaa+sEKGdk9iWUn1kZpAVmc21tQkv5NUW5CrglJbqX5QIt2sDaECAC+69PFrbx+pbdvnvT/tn/9Y9JqJyA9xf41qFt7u4QBCMUyNH55NRS4seHtx/aCl1Qc+pZjeYa1HoDotBi7Ju4UlkO/ZJSVFDFB/7VO6IKR9UnwSDoQ7F9YrwlSlaltofToJTC4ivoJR+ZqG4IkaqSj6yAVEU2tyF50gSferC6AWGDqGAxD3b3gcEU8qQWB/VFTmg6atseSkH9gnIPyoA8EnwngYHNKa6es/4j8HiMTxvL0m5u5IcevesV/EaIE5V5a/0yPLYy3wGQpKxCoIow+J6y8EsklxCjTSmAopQEgsRkpGe2EYii+5iFmUK7N/qB7azcsEZ/y46ev7LvX6b2jc6OkQA0Iy5Bra6FJYvT7OXH9JLQ1BOtf0pr0apmOT6K/KhNPPunZO//CVXlb//WL9iPPvoT3hSTU6Yphz6TPKPzF2e+e6ODn4hsdHJJovjcXn06AuYadmPvBpYCQwbCezSRqnNM/fYiW/MlzUOqqcFC/YIwhuyHSlc0KaC8MYLW5wh0sTBoF/UwII94zKOumCO0lLiqipUoe6E65Lzs2vHTM4qtAzvYWbdUhWNKQg/vP0C5afK9vI7V9Pd9PreCwsxxMedYmDooV0GBJWuBzim8x9UzDrIvwZ2d9uH1jZQlYL1YM0+LiWUpJeVB8+fEMVP1XmD+rgrNBUsEWWQrCIzUDz4nAZPLnB4GGFiESa/SfdvobtpasWHtR6/bs/GF/elnQ3tEqWNzA4vBqF1DioiIKJ3iMyrALm8kTVBwrQYPipk2YSCyOjTuImva3zme2K0Hd2z//hbZhleQATIHkCcIMd8TY8K+cirTu9uh3bqxjbZn9nJ0TPZhRAyGryD9lVD9PiMxfXV1yWXJmpDSSiESYpB61SIS0NB3Bc0dWsNK4jGHOLBBJWxiNkrEKLpPxiikGzmWb0ZxtYEkFEogzCrx64S02rPLU6uQtjqA8p8jtCfPn9vOas/eunXX4iFZEKzqddjrGjB5xjimpAc3mEc7prJBSFQCz4JjP6Gdjvpc0F+pH0pYNTRP3ewhfqtCqRyAJwEKy2LyOCcaUQBPHK0wfcYEUgbVDmhTwAq0oWJzjRIDVpJDMHq9dRy4csB03XKjy5OBPdwlBXUJqCyestvmipjlAMEI/rg5y+1IB9DstMZZHoJUHyMMbUxzjQywArv7u5+/ss8xvK9/6y6ZhE+QMeND+2ewxgqL3VvZgnQQJwKrAUrUAb5v3txDVWr29OzUjo8GOPM5FJ/foJVVAuUVFqtL928b8qGXx1rM6VAuidkqLGLES731q7014jYaerjakNCAshrkhPuARqkTKqivjD/z8ESoCFwrlIcUPr9EOB6Zpc2NdTrZrkCpS9rquvaIOHObxHN3Y81adCEPUBxlb1bgCMEMRwU5FN1PgPASo/Fh1EFU8w+V7wvIGKhHT+3MSkzmsKucTt85f1MVuiQumw4pz6DNBb4OQKQ0cQUrmgA7gW3v9MlEUO4gz7i1eYNgnSw/qZ5jMuOfDc/tIjyxldvAJ0GvNl98PjyBHUlIKArQKHxXIVW9FjHYveB1Csv6mPjuoENGnQz9f/fkyP416bT/4K+/bS8XPyFgvsQFYwUUKWvVdXwWTp+YSP0kJQoV0Xc5I5cX0bp3594j0mh79vmzUzsdnVBygrTs7JN2wx8B74o3C6BIyYU6AprQPd2jULq/vUur3xCYjOwusFag9WPKPVdjEshkhTx9jsSBdrOEkAVyaMR2dGFh0T2Uf8zcw1YPG1i1F9NX1odp/sIvfMm27m7b009fWeUktt114jFY7RAiph09bZE8YpIQtCtRrhFCm1BaWixFAnFVO832YYzTnsssUdo5wkkxyTnUtg1MBqKrjsKqzw+DYNAz/j6gPE9y36Zo5cmAeIdIf3NvnwbNif346Ucs4hp0nIXDRyawtCBCRDjjT0lBLejTLyjXC5JkaT6xxxxoGQBTM4Q1h51iV64QeKfZtyfzwP6bxyf2h8BV+10sL3kBtlM6QQur5Dk75DRrkIEltFoUvdlY52fSbD5dvNEO5Y0+Xc6ZdbeoTuys2OWLMZo/sqPLga1sraJw6w7+lAseo1Db2/tY35ZNjsbssKkT59OTSeyFsyRWI9OOOxifscWKRtk2LK9VJ2nF2FVj9NTNpnzpcmo3YM9QaStPl/bVrV2UKLEfLS7s8uWR3Xvznr2+t20/vvzUnr/4wvbZWjVnfS6B3DWMog1fwDeQtKcZCEHNEnb50IXcgF0GvVbrMHFtW6LvDbSEaiyOVpF8DyesfkO1dSkt1aAnXWC2UBs546oTewU02Hhgugemq0Yllz5RIZNrDM9PiEFm0H1a5shk9PqUM0gbJUT+4/6KXTx/YZTj7BJBTWmUGYDXanDtU8pXV+3ToGe/e3Zi/wN1tpf4rUdfeZN9cDWSrxPbh9pvoMFrNPeACxAC0lTgfMJrAbEaECakxRr+iL5LFvTi+GNSXR9bf7tre/i5Ah/68vTMXtJ3ub6+Y3sHN0Fo9Syy0BCKFaz73/7L75ISHdjr+GTtA3iKL6oApxG5ycurMYoNUKqvBYtY4ptdNgRyohJNQNwW+AndZEAu3ia5OrcP7tx3Gzz+6Ipc7I+f0PRDs+7mHlCc4Vtpz1CPDUoxoQJbU2MqsW6BYiaEEAlzSFI6utnfF9Sj4LCGZMnQXKd2oLr0CLP4ZMeJh0L6KyISr9r+VCq5CF6rvaBO4B3jaJb4nRoLuUY5YcbANPEvPXrftvp7tIbDhIDDl2hvs7VqJTnL0YszYhay4vjHKu3kL/n++2dz+xjS8SlZjj/GIv4PsgL/03Bu/4gdJ7/HLU/odJbQ43PaCE6xxnFpF0fHlg8gCqTUtAu0SuNOlV2iU8Y4x18UGfm86MB6WHtKV9Zk8QxLZ7tTfsT+gKa9997bBLvc/9UxhdRz12KxQxLXp88yZZNhj3nv7e9ZD1+tHsY2CiL49ymTRLQRPAaq8dgoqrqU5XMYi5gbiK+uKxHxFPZaz2j3m5zZOWUmj7LSb7z1jq3AC35MQP2jY9gwYcGj3W3Gwp67gCzTKrEQH/aI+wIxHtpAcpIZitGUM8Vlsou2UT1UnpEWISaK+ZCHS4CnAeWPGjtiAvxZVT4NUYrQVWAxHoKakfrxcKAuk8DCtzHjXfB/gV/84WeP7dnxBYVQHGy0Yps0+OyktI0dj2wPodwFm/sUBCXEcnpuH/Yi+9Ze375Kdvs9IDbHH/6ISX7CvQZ8P8WWLtHqY+BnQCtAnvYoCXl2fFGnCD6zZ0dTGwxAgxjqzUR9qP9qGyglHoshFB6dwh6VipKdm5gRHU2wVOD17mvvUsXw7cXLV6DBE6KQsb3x2n3b3SClRUhzA3Z3784t1lDlnZKtThfAI4tKzDQlrFFhokrRTdmPGEsw+lgSkuSqP2bEWj4Kw18ZF3EZyYURZKlG3vXXvkQXGtD53XO6rGGxPWDvAb2alEwt71NLg01XqSEKkVNivgQ2HlNhoCkFP0fT0Wq9faje8pxUUp1UlEx9TH1JfQ0etDalVkWOGAlTGMSpaePdnEEsKKesQ3dzpB+iYdopMqMLS8zt6IhuqGO29z4/szeCNXs0q9pdCMoDnPw9UjcbTGWLgWzQbfUlin+v39gn6B3bc+KpCvfeRkhfoffxr60/tL/MjpLXyEm2mQjTgS1SOITVXeC7PLScRkkE0gOGQ3vxgizDOZYIYeJtQGODUKDpSjXHF88djDbJyCsOzCjxj9jq1Kb/UXsVQppkrwb0VF5M7Mtvvm5vvAEdV+wFEROznM8gVJ9/bo/eeoOxxk7Q8DnaAiAe1OiUhfNyBAoRyUGjKjlONeJk7KrZgpDcVBwKGf4YiHt+8tx+/u5dMiZb9v3jl1SpUnujtQMk79hT4HABY9/g/T5V+QyhzRS/Ab8xN5EFBy0/OlR2PoTWl0hHbXPav6wBpQRyrrMBq6qjXYK8FjAhSjqibwPYxXTRQgbn4SM61FlvRn37oLtrX+ts2s91D2hG7dguk2c/OWkkAkPK7U183xaadbDast3VTXvyxUt7As6HHsEkgz3XzhHgYB+f8ADcf0RZ6Mt0LX2Tpppfpk72fmVir4MEa9Df5nIISKjvEiyAjHhYZ0qoMbtMUJ4zu6C/f44w+p0VuvJYBOpWFTL2yjQsZucsAu1sdPq+ekGukutcAa2ffvSZ61J+cOMhkKRSFArIZv7trW07oGPs+OTMjqk0BFWq1WSCKmpqckE2SAUciQFHhAJlR9vmgTcySLdavn15c50cbGw/osXi+eWlvXOwYg+JZzsIZWf3hp3CHZ4T10kJm5C1iFqf0lcx106xtBjfp07nYMUvDrXLs2CxJpikmngqWFeTBp5+n01zLJpaDRJ8TsGWHu0Hq9BUs8quFOyLbDm7PQhEbxH9P2D/1t2IDXPc8C6V3x7XLICEgHxmARwkRsaC6kAF9plSJyuHhT2lKPgJVWwfS16F9jah9DXG48HILoCg88XALnjl0PJWmywGnUv3YFi/RI/K76x49s12bm+TgnsI8K0BUQXJ5qy6anGtbw0Y7uUV7XVApzaBqNmnhM2qcbRFLNmtrwM3BNJUvPvETzd2btg2ffOfPH9m3//hT9mAEtj7X3kPUsBuUWj81s6mg9fLiwuEdoq/J6GOJZW4BnDRApfkhsyADGrwacE8ezCtDP/F+Q1YU90eQu7kjl4CoZ+zH+1eZ8Me7u/bGbnKCyr9Eb6UL3SOXbfSqZlK24ADeihL0Ma1TLx9s30oCNRJA4qP1P+HczNqcbZJ169ybkoUw0UsxgdNIQkenbUYpm3j2zZ47dOI+HZtz3YKPkRDaUBlQFuACzRXgWWBuc/Q6gDM0p4xl+xAoEdozYh6WZ10TVjpUVYBv7HKQLlA8LtJ337p0aaHZSgXmhCrTGhanQD2ExTpDKa2TgPP62xqf4ddlb8CVP25xtzewVnfoS54Qi8LjRzcf9We0ll8Bk0XisRQ+D387972Qyoa4AOseJPa25tffmh3792z3uot++Tjkf3kyfeB+VO7cx+m2t/E6iBS4wFQybURmkc/SkF1PilpZyCs4QtlLG6OP6s0aTWIUQZY8Dq/34ArzEavONVhYG/vbtid/dv2igrGn7x8hkfC52PJY/pcQlCoTjW+gZJXgiusmRxlhaYhBK1THUpCseC3XqseHuBM95jgCvvEPByw8l1L4Mknp0buBDICDKJjNfB2jUC1CWY3RhW7k6zbLjq0H9IXQrLUJ1tfx1Ii+vOCGslhFCBlI0GMxhMbkK/UHi5tPwK3CQmYPQoQcW2KqQyooloe95CvogyL/0KLQ7qG6QLz8AseLJV3OuheQmyWWc+ek63/CGLxmLhoQIDbhUXe4xpfoQvsl/Gb7+OzyFkTg1Jb4zOXC2Ie/OsI0tEjv7m9QUs5Ado5EHqpDmesZXOzR+6S8tNVbv/msx/Z9/7gX6N0x05ou8RbOjLg8WcfAYv4BwLhmXKyxFEiJiMUvgmybFDqepNw6Db7I3ZAl7LkAAGSxBHZ/gilrBGWqPdFPS1LuIHmNwZ9RrgZCUj9IQXCj5EN4OCafErImIeAg72ud7ix0WE7LW3L7IfewvGvkKrJwN6ceKtGka9TBwqJ30I2JGwhoP1omz1mW7Zj67Q+Q/mRqAKFCqzTF/4iVGRAQEubGGmmDP+RowRqL1+Q3km4OTZN2mtADRQSJEYnAhvxFaIgBcm51lItCMo2MOiU7+f6LNqOfgAZYDyLt5CS8dk5C6h474w83hFllhfAlVoDNlji94CFr5PBvwWUToi7HuOnzmZ1+otO7Bz2uQqk3791HyZYYeGoDRKwP9i4YbUbLfv8489grin5wiu2U9HHz33Or0b00lJZpq0hIfkwAFW0G1U1tSVZDR0h0aE6rZLVFHJ1fvSC2i/MkOA/wy+N2LDy4gUbQ9izMAKNnvKe5fmFrW7s2hL4vAANRO4CEETEsNBmD6xSYdKMsXi/+rWDss45IE3ygG00tQnceQqqgaAz9mLNgbQEQfhZix0vNfJksCGyDS2YUk0BCmkt8if8Xb2TCjFkxuoDlMaoS0nVAug22oUZO+gNEYhy0uw3AULxmXR+RSwsbJb3/ey9cuBk2xELlFrUjHHhl3wyAqreUhWB1Liwkb/zWTRQWQltvsjwfzrdJiQeqrMtaYWelU18TJde/ses7x+cJPYROdIfMnLONMCmPXv33gP7xjffta0bkAWU9YjmoxnFUxVI/+3/86dsLPyEwcmL6ygL/DLXW9/bhH7T40FcVsOKPVk/fqcDm9yha60J0tCOapsIocc6EFXBAdj9g/vQ5sLm2pYNsNTf+8EPaHOY2etvfN3GbFY8GhzT/rFgzxrJDiwiRVCRDshhfmo/D27d3zv8lID3akA5o7dLeWUD/4KV0fzfwbHVaJcLsZAe24zWMOM6al9Hyxto8RJ8laVokWJZBsLRZvYc0/cwbRX7Egauxh/tNi2JdyS3Eked876CCoFOAABQXSZb6TM1jmZSBm1e0GeQbgksaktRjB+LUSw10DJ/Z42puxaKwmIVFFbV7ezjxzw0dASDW3IsxiVdV6+w0jMq6DQAkkmJ7E4NZeE2VSBB+xc+pifzx598hCXS1oCfquHP1z2SyCzuKomDBfvJL8iCpMw/wedk3CcT4ya2nJM1ErlSFkRVfjVANfBNIb56DaKyB5E5gKF2uY48Tq0jJt4mribWTOjZpATUwSc3IEdDlHhEm3pVCkOXdkjoIxfls14qlZWsbRDFo8M2KaKvP7pvjw72gENMHJWfsFDL6QnZDuIg8KeCaUYsMsJmsZSrxLtqoYAvD+3XvmolfEuEp5JGqMw3Poq/QnBIxbEwWmBpTamLIIAlVWXBJHSBFxbEhLkQC85qwhC1xUf1qgxo1ebBmM+rozcHOrRhfKGQSwuHpWVOOciB8lX994XriALCGFMFuMvYTiTH/0wpIxZlQc/+Juqyr/3mvFR+egk6/OQZO3uOjmyXgqna75495cgnfN+t+/TeL86h6i/wqSwkZL5BnOVzsoOyQPRbwwqJY4khhT5doLZP11YbgaxSmF0BGlQ1PyZEWZJiq7EGLyFln6nVgLH2Vjj9AXSZMMcCQ2iwnjUlBGhj1CoFjEHJezDfgr/9zXcP3310mwwCeEl3kFq+uL3ynWgXi7QkETtSaYZiHxYBBLvoP1FREIanY4ZqsJsq+bEaGO7ayQQ4xEsJqa4Fgp2C8VrwFIGqn1LBZ4YQlE/D+BE8TpfBkUPihVD4OcERq39+wX1lweoSlnUpNym4XRLPpJCLUtqNrLkkJSwUhXBBm2/dYS8wtzFbg4Z0FxZULyhqUDAn/qGEo9jHhR8oz11Y6kMaRLcX/I2fL0mnPaXhJiHbf++Nh7a+g09nfjsHO9YlYE/YAST/PsK/tTn3QwusrGwNl4LKuZqa9nOvc2RFn7j0FhC9hXKplHOOBodsTFwjLZeyeVEJ95y/ebiUAtPPGL8UVNcKsFitkw/R0ZkoCZMUaQt+8+1bhyWUX6fOCIIKYpkUYSWU9GPqOfOpin7IGstRNQBIhR2x24PIusaiMDYcLolOIRrBiUrvSzBwikAuyToMYUNTBBczwYIAXa3aMTAlYRJL8DvEIF/G9zkWxnI4OFXIM+EaeACuizbTv7FkY2MMDDloBH4qWJ0gN+Fa6tvHPFEAfkcdUL40pf6krUq4dP7OfGBxKawuwI+EpKNmKJXa0mIUtcN1H+C/9jipB9ZjE1q3/+zJUyvOzwmo+7a3s0f1YMVu3XpgB/du2cnVc+Laqa2xmb0N24uAS6FRyGR0lIa2vWvzRY9Mz7YsEbimC4dNlfg6ks4thKXm3yH9nOrM7hA7NojjzknDXfLS3j61mGv0HBOIpbEZhLEuGFvw/oPdwynHHeXCey6cUG6YUsCZTDBNunrTjM5azH6BY4SAomn0nZOiqZERzNlDBa3hK5oOPi9YpBGacQ7FP6PNOk07fIK4UzAmyi8LId0ly9ACwz8QGIPia4n2FyVazP2wWTSK+IqO3wwnAIrzeVJFWFvJh1Tv0wEpQ/yRjiRKZJ3SUt6H68KCaOhEeWaR/BWWCvlAK2CnWC6kZs5rilUuoOaqx2kv9pA464r6XJOw53Vg8SHCzkien5y/sud/+hw/SYKb3SxzWgEmaK4YXky1o6t4AkjURolI/hl00BEYTeajHbEtSM0aBVP15Y+wlBhhtem0aoFKEWm/ASHAjPNQmiiLOgbPgfOEBLmXkYKjiKvNiKqEZwhLmzUT7h/8/Gv9QzX41zloLCZ7PjmfUOvCKmg/jmm6VMuXNpVDOtngjpUBYzWoOddhdWg5Y8EmLMwZEfOJtISWAdwGKMeis3MSqgItF6Si0WQ4SlYVVEZmaCWXABUQlvgb7+f3ChdkNIACVsAicGf5RNF95d507pSIyJxKepFr5wrZCpQgUXOoVETWq6Q3bIt0IZ/Ha5K514FhSxY0xVfnsDyG5bb8lpAO4hbO6dBJCPiNpRgqSglReYue+0fU5gjs7PPPPrajxy+oEHRtY3+fXS5cj5DFFSsZf0ISO1EyGwWWn06BQEWbmxCyHRa+SiD+xRV7wkm39ckyddTY2tK+N9Ycf+qTqksaqyATRxVS52t35pw/QlgE2qAurnd3ykaPGrICIJkZMcaQ/WELcnY6RyOFEKCYzFiLpm+U5lKQh3ayQiPA2efnUIvK5K8ZJJPXsgsm5SwRSoFJq8dE5i3t5xsWVqwKqyY+KAQirJ+O7pugAO4fpEKZVcbK4vE7+UC0VPfwsS7tsOQL1irhcbIOV5Sn0x6EAgaSKingEIBpcS+dPKRb51iWUnUJQZ4OBlOGRZtxVKEPSdm5DqstqtIo3xJLisi37oSXWETDvra/ZR9ikU8hDZ/+s//TTj76M8uwsC0U8/rUOeUHNXrhA9Vv5lf1CKoR7Co+ba3fJTnNpkR2fmpfewrx0ZkrOQe9xbTSKSNVQugm6lEhNqvQYFTDkmu0wDtWDB9QligkO4TLtTABGybs5CxIRXloqJuoFhSNVXYgxY+psVP/1JPnDjjRRFkQF+VyQ0UvKoCKhEjA2soL4gAJaDVaq5ZpbQMuyIRUeb/YZo4vi6DUspyM30mYurdKJQpScxyyD+woPJDmAtZABiqEsrDe/KT9yUAtgtXfSgQmq0tVkkCAHrCt3vtCO3ywzAySIzeqBDAttYQk+Ak5U4hUwsIpCe6jaDpCcA6yeFoD+iw79ET6KOEq93uTLuM9YOvoYmATNvq/5FSECTEtwZwNycAoyaMDZBokD1ZZgQhLwnwRaM2eIbQFoUaLqkOPze+7aw2CdQrGp885pUGbIrkvSjAhaN8nMb0eUHcEmQhM3DxythB7hDJa7VCt8jMaTqpyLPJU0wH+AgaGI9Cm8BTrcoe6YAkVBFnlpdSv3i1LqSIA1Z7I2JCCEpEBkxGOqL+clvrcC7RER88KGF0gDGTklBy0y1IHqbFCLKKaeMhyMPGCUEGfU2samsSL/8ligFhZjrrFtKjqyRThlLPOQAt3UBnWlEpgXEMnt6kVXAAj5ipfKg7pcR9sDZ+BJYttsrZzLKKAkuskOVWNK1QECjR7zjWek0884yikda7RBUbvUV/s0B7wKpjYK5T+s+ErBpFwhC1tDhUKmtxPbW86CmqN0+9Czge7YAPhCL91TEvf849f2Fs7N+whZ4I0qDn6VC7m9HpM6bmpcgjMlCQ8q2HtHN/GV3SSYQKSmi8KG05giD7amal4x6xEr9UzvgDKYupGAQxLVrOUrxHsYUwiBrKNGpVpnRpXciXB5wLNdp22QNT1CQF8kg9Ifiwjd4PNgck+UT6qYFN10EJglPoKVOBjYKoosMQMVsQDeHCWIQXgpWvwD7R1WJ9jvRGMVRsdCnX48jduzb2hTATAPpWGHOrMLVA8/sb4mRojV6MM7W4ItwQFGCRbjXWGF9ZIHjMG1gKsgkQhUoYYoRkq+w8JQybEWPyFVgt2AXFa0BqbOu4zp/NiZK/oEj5isucoa6ytVqBMzIk3Me1yL+jr//3HRxgIpSSk8Lvnn9j7EKKvvf9VNmlyrC8HBFS5T1xcwjBV9mWDIms/0YkNTCCk/BOhsDgF1A62JloccySBNimIMEwwacZNMAgEofFYuyMMEph8Xg1tI7IgmERfla2QgFlc+SF1NClscMLSgc5E+DMUga5JEsmAKvVywZAMSARCvk+1qEyf533akBcgPLdfTsE3v1d2krId/5CImCY/6z/R+5zsSahWP65VkgcUy+SW+AKmphAC/6xcJYaOPxACaCz8R44yp+jrLA/fjZxdpVhHSokJTwcoMInvFlYVMXHB6ZLgW1atgz0Vujyl8blNTW0NlntfMR2EY0pT7SlQO6G0krJWER3DL6mf/fDjxwiDm/CPaJaEfMe+i2V98ic/tG9/8HMoX9PmV8eccsdxvRzHUQfiM87smqUXBOL0kIJwOTlV7TwN3thaPQQXoLfCdugwsdAV5e85mqv4Tec1XW86xIuw0nUWogWUtUjPNFgg1z7OQBwLZBFLLThmXCBI7Rad8Brh8XXtGgJr4jMqaBhDYPqc1C3mguMueGnDfIlGi/C484CRhCiuWh3UNOPON+FTKeRJ5f1c75X/I2SmvMo1CMpRjpgxp2o2AnoXhAUJSWs1mnogAVpAcRlWS0ZHFloqQc3X2GVqUEJa5UIH1YgHlyHkkALrDA8dOKrjb7VfrUb9L6HDLMMnz1m/KbwggTbX8F3rzO4GjVFtrkMKEgjnnnQRZ2LPWJO8tBII+rdkjMkzTi7qb4NcNMgSQyaETA2UvwGChVxbu1VlWDMJjU+rYM3k0ACljbih229FIwt1R/rbSY5yQ1mFjsITCXDEQAlhJrHaICQAtnT80hIfJd/ks7hyHqqbpXQDL2lL0GHP0mhicUdmNOzrc7Suj6LNEb5HIZO8CGPAcslqi0EmlHdChK8sgzst6JrDIzYWGYLhiYiwqBUgTtbAiroAPKXmRrMh5nbhTu7RBr8afizCNyFP5qRQRmKeeN4bawAAQABJREFU8Tveql1AfF7WrdN7QpIAOgyn2eZ7MKWkxlcSUkjTFxCGGSzvHCXcxfxLNpW4NBr3jFmoiZLncIEQDGdPDcawtBUaYP/Gm4/sdxDE58ML++lgTse1Z8/BbB9LepvDXNZYvoxWQR0C2ixoaVeOEnWtqG8RBNI5lYpPI0pPKBWty2xWVx+j8oce9a+AEkKXnTMZC6OjxWtKV5E41ZZXHy2vsb+ZQ9jAeTYs8F+G1jMelpIV4ZvQTRI/SY1IRw/N8RNr9IZ0IA9VhKoztdTsGoRDiqXKRcr62NiDlSvOUs/ikjM/vBif5nPuVVOtZFgNBEF3CYEqHQvv2uaAXC4FpUdjEbyOfaAWykmoWBMLsUDRQgSWo+FTgm00ghdix1pSEuPqsdRe7IhgvCL2y1hkiXpfQkNqrbJm61VOVyAsSDxO2FG5X33+U04SR+INzl7pKiNCpSSkOKyzrJTuU4VcyV0x13OQS9Ymf77T79t63+x19unNaQTKin23dXdAnndBa95MYRZWGkGIzkhEhNT/2FlgY2LeU86gbBCChCGLrDZn6Z3O0EhlvrTUuQcg4CtYQ7eFtIoW6QigDmZaI7MgCFGzScJnlmCuCwt4jwqE0myf63iknqS9KCeLIg2XJ2LBHVFhQfm8NuSLHSgtKvQSL2eeMEQWGu2ifIk1kQh17JbuJqwwY/dKSRyU0SArX6erKmRQ2ioljlOuM6cSry1ZGkeGL9EevAoDEWQLGWS9zMjlUrVt1zlktRKCFh55Ph30rDLPhBSXXx+wp5sAmbwjKsA18KPqJKaqn3ME1BAlZfsegmU8Ml1mgyqT/YFcKbQQE+bv+v0xTHPC5pQRhqLeHPg+UI+/5K+c4GUe/ZYCDR3ZOGGT/iqbMwM2JnJ4Fb/nnC6S0WHGzXWcujbE6bwMV/ZgsdFjJkDPIxcQvWfrNc09csLoERanNuoSv5E7f0Ew7IJjMUk0GWvSmVOyQD0poyqzdjGcDFECQgYISOfOK7jX+zAz0FUsg7BBDpv4S7tbwEeELN8lm3Yzd4wykx/U7hb9CstQKBDLerS7hsz6gnYDMowsJNdjSNehiOyUS3Nvfa6urI8qEcB9LiYCfCp/WuU6OpRFB+CUVM0ZFH4N6+MeOqBFjbu+MkNYX06DqT6XEWPpbDAdnuPRx6KdSBNCHxUutImDJSOcQLnRzCWKVSEUoOMIIwHmQTvtnchYzznky+3SgTR1YKfwElAHGofvVCZCmxp5GoZYI8JibIqntCtGIKTUbSFThTpGXLCOFqqEwxf3zzHKn7EhCJ870shptiaF49T5U0NaAXS6qHbRKMbjDs4RS3AZmO+TQhKXk09y+ULUg1uxstB9rMuD5jJSxkZ6SLEfiiSlUNczBwjzPlgnAgfy3ecVVqjinXDtWFJR7MYiRWi0030xL8y4hiMXi1SQIGXQZyTOAAiqCEoZR8ji8WYXs2Ga+GUd1USCHJaoE1HdqdZ8VilAD2quzyeKObFOjTMgK6PzSlSKEgqlEgbpM05VBuqxZg6jrlaJiaWkCEtbrgJgW/EmIsZsqb+h0CKD8/zEdWInch0hcV8CkVD2XvFLlYnqaRE+kBayElp8n4u4A/xRFQlM8LJk4iUQ5+VjSApWBMNADGgKaSwEgjS4LT6EHkblEtvqMOLX0kL1fmiJxG7csfL8FLrUFT4QBqaPE5hgrPgoAlc9KEFpLL2ckFgA5Sj1aJAApXEb3llDZU0U37ktS7A8VIXrqJ0di1ZCkH+KL3VyA9rJwur3LA+LogyNFK9g/joxR7xOtb0FvljlkgAlUsdVlXxiCAR6BOKKlzQ3FWkrWGmBP07Icbqt0JAjFUS7xIo6wbyCgHKKsTHfq8Sl9VvOGT97EOasc4FCKDeXcW0XFyOMJejUpJ1RR+fC/7knc0NxI557Q28stB2JComUipwCOznmq0dnsJpoteg4GsAgFsJ+hKT+jAwYaeF4dbK4stw6O0vZaJ1z6AGFOtl0SGnGI9vdhPGIeWrTXc4AFfOolqMqsguKsQwxtJRBcUsGiAC1rQ4r0aFopawfnFZMJj+kcr9ymg5VGaeshlHxUk4UqGSCEqx6wSQuARyq5yC6QBlEUEQYNC8P4YjfsDRcBz+kO/BVfrfG3BaOpLAUUh4Wci53wBUl+waxlVIB8mLKi+paQiXFYYViz5nKSsAtSpuDNmLAOtxUGRcdxnlFWUaxWwkHaBG+pFiwcpkAsfO/Otg6AX61Ry2g2BpQWsrIWYbqVyjYqtQFr6WBM6BC3Uk1FjuAKemEGjyU6wThWgiY5YFJKi4vYHlMnVgGjZIpS7j8VwANU1jjkB7KLtqllFEOZeYGztxF9wU5ctCyGxAU6GGBWbkSJqbyirL7ah1zIQQLovvoAGoJw2dxFDvqOTSe8oTaK63sCBCkkxdkcVpYZ0+YruBTwpOFi9sJEpUEUP1Oc9ZRHDVF38xJWZElrFmWFtFioVPS9XvFdDmZ+Qq/r5CGqwmhyDPKlIWWIeuirU68y5EYtSLGlLT0T8PTuY8YJtCIUqkIiYUL8EXkUqrcHlUFuSl3PC+XbZIc8FjnGUqi9gOPjSvIEyGy1h2COZ0h0sZadK5jTpNKgp+LocBtNEtHt2YIQdqkNFfJZFMIy4JFVz7QaTdXazawHMxEmRFh+Ijc5RJy0wHvtbneZ0Aefk7n/ztGx3uGnHQQMHEfwlOQUhJE6HQB7bIM2KgeEQNJY52r0CQ5UEyLKkrNB/gsMBwpusN6WRGPMKAChNUlXBgmoM9EpffKYyAM5qV4UYyTmbLo/MQrBUXcUYdKsTFntRGiegiJN6II2vzgCyXAJTUZ6fMxcOgV6/weYUMQEANjFTEg9cW1xQCnkBh1GGciMXzVcw20bXjJOorIBQhE9cEZzHjIBvgEOIw4DXaddaziWrSho86xSzXQYylfDVNtEQ+GHWks0Fgg/YIGmJWcDXCMYIYD0/EHNZhZowIDlCIyBD1hKULAEU49xnfJGjt06AYJiU/yRRV2psTkkfIFdacKbWHwhTxAgAxErWARRVYdwhzzgIWAxhePgRj31Umm6ocosfIqFQNZi+xWFljl+k3UWadqzFi8mRp4KPD75PtyMsyFamSIAx3E8qTBZCzQ1AW+QRYga1I2RX5bz6lRDrUEcgqy5lAM4QBhMMrE3JqMI8KvNQgLrEI1X4vNguVQeUH9gsA34/4NfFRDZzCCRGK7E+p7snj59wiha+xVzh8pqLEtsaayypkkVR7pJQKVc8ay8qprU5gqcbCghnUpybLo0PhXKJ1HK0KfvYIehc8W2Xgp5IwdODq+MOR+uCTQHzirkmaiFxV4IjFKHLFkUqg/ZXGsAersYAU/o95ExVHMnUVlePIpfK+zjRN83gJFmKF1VXyXdlCKpOghDCJ0ynCUKhWj4REaKj8hUsGPvMAP1ljXUv5R782IB0nfMmBpKMEzDTI+bX2R3oSQWE45KL5X8ItPgyi5YihjiXB6IZaqGEkwlzJOR2gYkf5pcbX7lT/jy/Av0yuL6HvskBFqMnZ60ZyfFwKooqBwRP2Xas/WMRQBL+UqA9BHIOpKSgTVqrZfK7kmzPUhEyUn9ZBaAMVAMpSNFeIaZGLwdx6PL6lOaT1QlYE5KImtx5zovqqzqcPL9dPws0pNMHsmomCT62vD+5IUTcaC61gFsS7FYWrV1mZ0dQPrgDP1HjoIUeqcVS5ZWBGLmIvKmyxVo8O5dlkoLYkStdK8kARzJIjVdSmg6sE+OmNLTEx+UPRdWZkA+NU5wDHWL78ln6ieD4aHIBEmQmI4kAIUAq2TmOZQa51zr0Cbd7rJq9LurAvha1m1sG5x+X/JuYmWiyCJ9aoEJRsVdIX4H6gYVWwlfTE4YR9ZIG6sb5ySqWNsXtDqDnQJ3pVxVvVd7gPv6sYsPCBdzvd8jj5Rbb3NC05rUA0QIiW9c0kH7hHwedw5woat8o1GrDZw/g8BMj5+TkXgHHrgHsQG1S+owyZVO1NSs0qxTq3eavBwMS6CguzzUUEMMMazyipy+tIW4CvEH6iVzFW4GbbATIxP9FkcR3vORMErCFJZOXVRXf9jkfmdMvOxJgIUuYXmzxMyLQETVeHUB7IAbMaGnwKWF/gCp/EoWKJcIn/X6JSYFomAjHEdfuazikuRjUMGrb3MWqRAh1/qMS0KWxQ0Q334j4YcMkHa4M/6M0+xT97D+MQOJXZdt+Ci8q9q5ZO/EyvVGSQ6YQdW4XxXSZWgZDuzILYs2IBP+qtUzAqR0aGnCi4Sxq/AX2PQg4QykAefw3uYH3sOkDhjlW2BSvy+4Pcce6XAkRwc7EsC08nbOrhSCQ5ZRQMi0eV3ekzXHP+CmbgmlWusIwZBYBEvsTnlJd22VaxMi1OgmXpsI7JgnxaBIUuiBhzxetaYGARfxKKq/K/PCxK1OiIqSpsFQLbCVhVUReuVPpKAtIg6z0SpJB6Xh+ZiRwjZfV7hAu93QTNjUFZEiqJ/Eh6cmO9YaK435lpu4fmdYFO4odMMVIAJuU5AQlwylgJc1w01Dv6OVUhQ2kdexafBglB6UReNHWRgDqqn58qwCJVIIsh29D7uzL1QPOavfKlKUkpO14RW/FPjbwqkNFnvCoxRxVsfGV2flIQbU23Nde1CwUtAmLKdgzJhsx5JRRrX9SaIM0sbmIajoToxPITFLMgs+LC1RE2sYmwiKQzLw0KVNeePbrGVrFWPRoplyuJCrER9jqpw65/oPCbEqjIhfgUaAD0MXJbFNecsaIKfiCVU5TWRuK/GGK6nVWVKLAQTdlrJXHRZfq9nzKiDq8E1lCyQYsjydUcJVUfF643uaEDQRtVuvUfNN1PWpEYbgsoiykXpwADnY7iCMj+KAnOexKjzVATgIYstBZCbEFKJtar9QX5c8V9F7Jhg281YY0HoPl+V7lPXluKdglinYF+AlEdrsQT5dMyHE5gLSTRy5qKeeG3B1b5isaqCRk099kk7JgOCRz0cIYMtykH6IiRAk9JQopg5P2fk7xTDSOTKZBCyAbP4LxahwRkgIbtxNIFEFoYyOB/pAnZl3KmnsQjuAQSSB9kXQYkOZwaAYWdcz1k9g2chfPwc3hV2J6sEeumHhJ4gZB1MI/C+Dqflv2RcjNK910cB9E8/y0q1cII+B6H8BO/jN3hWFkqCUZvFVJ/nq2TFZLiPvoGWyzIEhQhYWRDZlyy8Aqwpo6JkAyJhLUAQlkT+Tt1U+BnujctAwbUfUDrNZfjb9bgULkiJlVG5VnbuAZQq3tMxITrMWh9Q6YyUF4ABo9FyVBm0ioA6Qkn5vTHaobZq1bv0ANYAiAMgEBLxEDOmSuUErkJphVEoK6Cins4/ls8WoajzDVwDeTFwIMcD0kSwdWKooPjaRNBwESL+U9+gMioyqgFw4ggMcKQelgoTKFAAHbbJrkMnZJ3rIW3GNp2FYdtuFRRLNZGMfKxEopf+SYuvl5+HbvC3muIlIEzdXUsEQSjHGKTIEgcCYIgqSUlgvEllR+d/BIOhT1sA91c5h58wMtkcd2DNZJ0SHM90YuFpOMJiMlyFfFeBy9Hjna+Fh/JrjUmY63NOmNxfz6jL9ANzl9XpLObQ+UyEyHgdE9OAtGwlrFG+UIukc+fVL+KeHsHNcJUMCpaHpc2QuMsSYIkBAnFnQ7EDdOHaysXqqrRNU1ZnIvJldVYCO3MPw3M9/sBbwFN5xcJ0ZT1Ep4HD1YaNlEyKyhzhjI3nPHMsJchWlrvBA3sovLO4+h3UF9n5KNaUphs1g3YReIYC6YxE/ZNFXjJWERNODeSfvseyGIvC3VPm5Jgo71/lc3oeta7JklBqUUZdhVmEh+8N2NPgLEwwB2qoZ2NGlicJ6cJSO4C8JTFjVQeSca85yWF2pHMx3AfQBmgTh4nwYH44fB0nWHKPKjW+hK9j+lm0VopzVSpagFIEzlanaqGDQVWE1Tn/bSWMAzC5go8BeRyM+Wi84EDn8CrWyMkIFPxRZEAbItROoCBUZ9rrRANlSRa02gEqCJe/oxwFgxL7UT+JdE9kgwZm/qCVY2G5ZkbgKBVQGg0gcJCsDitte9Jpd0syMyFnMQYMXrAtdJDGu7QV7xekqn1uyaYD1pkHAnFdfKkou66putgxCyNaIcXXhqyI34mF6XFjpccCaFEBR+VL6qScxKhzFlWxq9JagcIb7hvTWiWXoGxFQFLWR4lSYi0JMSMm0J4DHdbJj5xy6CgIe/wIjDliwvlJWTs+XC5FaUCd7pOwINrfpuVWdsRVKxiH0EgtFjkupmQvgPr5tWsp0NYyBqO2iVA4LEhSL70zab4oYFT7G5d2k9JCa36eSuv8VluDVG3WRyICx0LhADfXEihK0NsDYiztVdMh1NqMrowEZsx7tABsAOf7Olqqk75VfmDYTFAwg1JwYT18yJ1KzoTVsRWKaShvh7/VCeY6Bz+HKKAJaD3XFAthXHSG8DlsGiJF9syaKJwgSlYcsNAXCFox2V2u84Aj/WYlG/8ZixRGT7CY65koiFHtC4vg1N1DU6phCS0yHGplrORsq8VdEMmRF4Th8pAfPXtbKTT1gaxwuA1675igQhjBt3pgUHVgTguJouCP8YpAJq6IMatQ654F4KBYwkTBIDd67JcadY1nAChOVvcZQry2Eh02os5g3UHBb4nDVagaYhHaTqBshx5bVZLTc007vEfpI9HziPhCgtczpfU0dFmOe8wvwZeCcTl3aYwaUxHz9X14v87P0ineKvcI/93T4lFXBdQV/F3C5nF3FhTv1bZebWrOfBLP+FhZkgLuCv5BuUnlPAV/moJO7VYc1nMESb8d4x+v3cB/CDH49i3O2uLRyf/wJf2MnLN8ovgU+FliCSnlEqJYoFLHTEmgOmjyerNlm7E1eW8PIbRRvB0ySDU6d5b4nQXxmCr0Ie0HOrxaiJOTT1Rs56ICDYxfSrml7Hpm3ZJAW2wwBxZZJOdXdYiMktlLQrAZa6ImqgrjUlFWSinlDIXxfM8/xRASHFbE30WJtdhKPwlf3B40tCCQ45XOkA8Ts5MtaoDKxqtPX9S2iZpFON2ADD8XcFokhqenHCqkdGyLz+hZZtfEgRtyO3lVPfpD3hhDJ14Rc4J9KaEMo4zxXTG5OFUTFI5UuY/bwyb7ZCWkrcpN6tQ2ZqJJIS6f57mE9isQrr95L7Jf2intzy5D+wcf9e1fzV4hKA6C5iwSHvPDPdBo/BXqiDVzVhf5QNXTClkh4z5V1YP1aPK2Bq0Or+MZVzc5e4XWhzpKvRwecwL9AXDJrBBWyGaVHKjTPoKQB5Erd6mn+pYoqhi2B39QOlCthUIHPRRIW5Z1+I7a/PSoSeoKMFggmxpeSlkmoEmWEXIRPuSCV2EvE9UD4OQ/3J4xOUbJTQvOe3PykT7MjQocf+fGkrjgld9kNHCy0rJLBMPiOwFI03nxHuXQ9Izq/+9eakS9JiIIkHtwCRbt2oIK2FOgU96ANeJoF+zHZCoKbZ7njVIwfURCq6BAKRAdk4JTjOWCW+aCm7e7TPigu2f3dm7Y42Zm/+NnL+1fHmFp9Tds6533Yco6JZzSEwtOhw1EsMMTC4FQzmgsfRK8sgIUsaR9gd4C0EYdV5ANaT1w6B1fkRSf2wY1shVOaBjpmTk4WYoBPPl3m7kyKaEZlgJQMmL5WWCe7znDhZ8IxFkntf+JfaqPNENJmgg7w/WoTqCgRJGhnEiF2BhdlRfQssrcRAR0mWuL8zkbRP8EgVpo1IfVl4BlqSAx2lL5WeOmYjFF83qco2i6biHrYA35DFeEIfELxo89KRDlIoJDWbbOEBYkqHYn6q2jDAus3D2Vne/5H/gOFGK5aqHWCUNqzpkKa7iTwgBBM7QArZTfUNQICYdUrO/dZMK79rsXHNHrH5j36Nu2+ef79v4BJRx8lJ43XbKxYvyEjieetzlgXxp6w4lJ7DFn4ZdY7ojTWhdYiHOSQmG2fWnpzzPWDky8ZJfR52yYuB+s2yp70gI6hHMOXeuz+7RBAtSnRzSHWXvKhOBTA0iJSGRIt5q2R+k4eLXnqQquE2RdyQslHJMDrbPeomwKvkOUWMRPQOaEIbFJqVSBdjIFEoOCw04UJ2irrhyoxovWKKem57IEKcE3/ylZqyMl9A+jBSY1JYQI3MgqtF1HT49QDwrScEriE4O5YBwIFFNyJ5SiWXrkl5iU4j7OAUDe2BT+TIqi6rngU+PTI5p9gv+C9MkM2BKR0cExCncEs6tkbPb3vmZH1LSOOXZpa/2O/bff+W377f/sbePZDvYHf3Bh/9vf/99tcPScMxjHtgtJeYPjL4hOYR1oOhv8LikOT6gLDklHjeNdHisZcS0UCl9Ljx5rcX0uyv4b79hXv/Sh/dE//1ccLP0FzJOnNXKNDhs1VWdscVB1rJIMCW41CilZoTNJkqVykWLLrCLzVCAtJBJTlTvSYtLJCSxqTrwX5FBSHGTA5ASR+gDLoThC8KJz+gNgQV8XFETFxOTnlCxVWUQ0W+cTqh5GvzEsDWoOTV+64Jk8B+RElkMSCrYl64X1IXhlX3SUX4XkZpHRkQREzFAUkZyE+lVEUbOKs0fCMDtiLvyk/FeuXf6cNscgESiTByrXiWOusEy22mHx7FkDuqtcv8PDfYo7t+xHMMEePOKdDz+0X/1rv2bf+asH4Epmj//wc/sX/9U/svvT37ev7HH6AJazsYECRPR/nh3bBiet5mTw42SPri7OdmTHyhHnJhftvmWtTfvxk5Z998fneEEyMjSTXn3+wp73r2z7xm17/vTUnnFom07mOZuwWZNdNpu3mT+9jCnsNFb1hIc0tIpjLIttxVJe5qfNJgJ9VbZ5G/fn3H6C94bmRMLD5zjdDj0oDfa58UB0La6cOELTV9kBX9UjoSPf9Yhiltk5Q1Vd4XtYn4CI4iimnLBIEqhKGNq0pwy3yhokNRGXbq7tOZiJ/JlEJ1+HWcPi6fDCh+B4Q3UUc88Qq3Zn2vN9QVFxLivHErFjfI1YpfCAe3E9WhyJ0ZggJYiQH1pKYyHEsLVv+d7X7RlnHj9kJ+Wb/Tt2+P6elbsH9l/+Bgc8B/+L3filn9h3vvVTztZiI30TWs/Dh7JLFJeejZDzFF9MzjUcoIvN9Dy0fZdz6u9uo2RVFSE5hG3Vs//kF3ftX9AD8t//zz/giRkd+zd/+EfOl/+5t37emi/YQDj8sd1mx+clucTlkyHHOFFY5bnf7jABxq86YcRpEYpZtblF28HkP5X914PU9YzTBYdrS4A6HqTASlVjU62OrAyDRZe1kHoJBF3mm+9TFk27XypofAmDk+9TcO366vmM6IiqzQp+XUyhtBMaX1EBD5LhEqhcRx5Ox+85VqUBOwpPpgAb0T41NfXIPSlhim0D2MRU6vdHy3XOsM7H1z8fKFlire5Z2oxFT4bXyeVdLE/PvYl4OsfmwRsc9QBc8gDxr+4d2N//dZjd7J/b3/nrn3Is35/YX/hPqXyTcZlxQs8njz/h1LwCy9rgaFwKnr0zCNSqpZzUo+PcI87i0iOds/NjTkCgXVtz9rTRcG4H/dj+wp/ft7/07t+y7/yDP7bHn/4UJaPrmBN42sEDJvOCDuFTE7kMZ/TMXFKj26VlThkLBDXnCYvu+A3mHaP1im+ZsfPzakxSDpIl5GfWhjXXfsEZ6BOBZsG7d+4fysfiIxEAGo78RHFlNNocyJ+YCG5dcuVDgjGxC0GokpgKjH2EW1IKjzlQmSPg0FKCcHDdw+8pWavgWgKX4HTqQQnr0tm6Cf0UKBlpHGCDG2kjuNoyMuUwgayAIqQyNgJjpc5cNxT+c4bPdD0W3Pv/bew+YyRP8/uwP1XV1TmHyXl2djbv3t4t746nI3miSPGYjqQJi4JpSYb8wjAsGbIB2y9sYF/YEmQDBpwgWW8M40QBNiWZkuijSTNc1PHS3u5tDrOTZ3p6OudQ3e3P96npC4ZFq2a6u8K//v/n//xyHgawZYpNQkfnL3/U0CAbZ4Oe6ztdfvvTD0vv9Ovl8//dt8uFT/zz8u/8tcHy5W8+ZES/QmHoL8PPdMpP/8zZ8vxLJ8v5j+lu8MwZ47dOQ5bh8sRTV8qVj5tXY8rHgQzfockz9uNAa8Jb1H7N1bD/ndvvlCeevFX+8q/+WtkxAvnVP31T528xsA11e+0LmpRN2vx5rqeEsChS+lyN64HVK80+DbqDdKmJ2KNsJNOtIiSkDkfpi80j5SP9QxIdSPlWZP2Qbkqt5y9efTmtHDogWXkqNhl1uglqSVuONGox8qKQJI7kDFVAxmJM8DQve5z4UCLKIcHbYUfluJgLffFd5hsWFCFba88gQjzkNaBI6QhRWmaVfzEL0sYoIfY9WcI8fgQy7QoZbrKbwhaTnBO/TJwAGTLX0ZhzjU9v8NQzWOXZ8oGa8auQ5A8/vlwGH3yr/IN/ulSe+Wwpn/r5J8sb3363HB9cLZ/5zV8vlz/3b5jU/pHaqe7D9+6Ud97fKzdvWbvrZHZMdPaqIFnTgYj7jpqCi08fKycvMgkoTnc+VBN95nEdzO+Wg1tfLp/7+V8oxx67WF77v75sHwfL5Qt/vTz79H9e3rnxBwzkB1rY0ihpvGchQU8NLGvtHl6FJSbImZTD3Fecxzyi9ocZhcv0sIVqEQpAZq+GB9SkfuTycy8nmyhe+Lim0vMxwOpn8UeGhbpSYRJIx2BMWVBVQ2iDHepqK2o79eZQgXxHTVbmah6yjfZhUZ9+Wu7eJqBKXCEVo2k3eyiTNwI47Ca2VIvqnLBLm4mgDA8mom4sZB/FZnRzhsGm1ns3QAqbhQBhp6vMhMS9esevlInTjxk5CUVg8d/7aE95YeVr5b//7kb51Oemy5RBC7dv3yw/dvWpcvrp/6n0fPo/LuX2/1bW/uFr5a33bpR3b2gsxjvS0R9kUyeCeY20m0qLd8nFdR18BripFlZvlubIbjnz+ElNX4bLPIf3t964US65sYmfGirrv/sn5ZO//NPl8mf+XNn50pfKyv6FcnngxTK5e1O/x/laZ530tzU+xwPjTLbI6NUIdiCKFyRNa0JhYYXZ40T2414jPap4qvWDlPgBDuPWi08883KSNh2HmmIUR1ezlcEwVNHNo3cim5+waCLTDZsFnaq3PKOH93UL3WDvpGAh/sVQZ6z4yjbDai0m+f/JV4zSE4M4njgFtD5jLOPbMQvasc0AvQ1REoWSkY/f4/lkKtrFHkCqPrrXj2rTsYFPn3rJNAnTKxTh/Y0LU+X53rvly+8vlk/8xbEy9ukXyag3y2UVme0X//2y98wvikh/UMrX/utyqEdI/3HG9YQJisJO4QgbS7B/W5mU9Rwqzx1ih512jUv6W545fRrFaOA23CkXPnqqvHB+oHzjlYdlcH6/THxW/+Svfrk883O/WT72y79WZr/0D8r962+U//k3/na5eW+l/J/3/7ScGDxp9IgpGDO577HKMrPvafRWOw3Z/xqaik1mX/aiR+AsBwC9TUk6oPhNDB1HaU9eJtOqfockEzUI9oM6KRhDNyp6CssqJdrmYEY81Umv7gtlANq2lkXLKSagOMSsTZiEVwfpG81YqbQLMD4zlJh8B1qTXvqZbpvA5Y6JFYnF9TE2+xjQhyh3j4zcQnJxdAXIYQ2ZbJT4WKpTnREmpsXuFQrIULm20F+ePXHCMKLrWri/XX7ipwbL8z93whTLV8vFp14q7eln7c4XSuvpu/rkWtz2W6XnWfJKn4/3rzMazLHZ6ecMYK9dPnmSF2ZVh2+Ia5TXMbJ3LMNV7zM5HkJCLZjwfvJbm9sz+lndeqDDEcB9+mOlvP9KGf3kv1XK1d2y+HWNPu8+Xd7YntNU+21Oa19LiiF5naFJ6c0ST1Ocw93izVAaMSVdLjbtuvujYkFglwqFMnMmuLFaz19+/uUm9TwFd2FVBwC0zf5a54g9ZHt1aIP7ifzBvB6b3O+LfbSddKg5bLNDoniw3PdpWSk2SCwjth/fP1syDhghHouV5lABFt94zICwv3RlbfHvDVpk+nZlrnYaqa0xXjFQi9SGSO5lkn6SLh0XUhSXAAzrt1o3pF/jxjqbRnhoZmbKQPQPyzNnV8ov/NtKhvTAH9MUrPzG75ZtY7p6mp/n9n8RGzpRGnd/Rxs5crfvHEPaFKur/eWxUzr2nEodHvmiPaCxolbfNG6Ez2+N8jT7kOENcS8cczMs3lmLOLVbRj/+fNnSK7I1cKn0pNv33a9qA/jL5Xf/4O3y29/9g3Ju/Jny48cul1dm30mwHlIymMbJe/Vpq/Z1U6LPjr1KmlymjkQv39RkO8bWAUdqv2vtq1+LqdWblvbgR+yQEbTHpGklf742g+Tw4+vArpjc2bUqHGE6ykomEmcKFX2SqjfaTeuOlhO6wAKTB5i4UJ+gZUs1aGwR7LjmfSSs0iMnvQebGGJIxlZrKw2q2mkYKw9H2qYMo7g05UyMLOOn0g6pRiScusbIrFwRS5lbuq9FxFs2n3a2eb8cp5R89nPk8VOnuflPJKaic6bS4dnvlHL6V/z8ldKYe6/MvSld8LrJgNfeYCZslxOGow/pZDpBvj648Wa5lvqx48at/Cpk/gVD64bntJJ1E2dgTfkm4MuyumjvDu+VwxP9ZfpZ97v7ZQC9jXr/SCuLz5dPGrxuHkd55vIT5cqVz6jhHtZxzggW3VV7tpaZNbgSfSJeqbgh+mJecW6kg4QeBKhdkBX6pqfWnqw3AwFQIjJ4/sozL+M+2B+m6EsRgPE/1jw8efLNCEUszVsg7dthd55W7zrKi6d3lwG5S2tMeU+PH4jqeOfYdRFkHjskYZSYEG0nSpByKFSjsjHSMh7pfkYy+nG+bjJN9M6Hylkjx1LouEXdxpAqe4wWGa7d0dR6B0Yeiv4+cXqmzOy+Uz519rD87F+HQDO/WNZf/C9M4b1G6fg2qvheKRNnneFtJtRXyJbH7ftCaZ/VKfwMAHOZ9ZwEqNG9Mga7T53vLVdefLK0L9msSU2xH0Nhp22Uis/CqDZIuzQuQ1r+xgaVvkxoHz/AP2Y4A9FkGGt/OX3hhfLdL/aUr15/s3ztznvYs1oesbgBnGuHvMo4sD1m05E8i5M5VUq5uZSI1eEMuF5orgZKoXOLUxoFcp/IYajCPv4upNrCy9KIIrw08i0esKjsUUDS9SYScB+1xfmZ+uXqU8TK0AfKdEPhXaipDhjwvTyidsAhdpubt6h92NRLve9li6TUKY7jalQCThrA5JFOdNCOlyAe8lCY60dYW3aej2NrRc7/ALfVKbbe4wzXn/6s61/BevVUHGIIh3+Uzrsog39m9sP0qy0bo0+UqUvjpfcnzpT+T/6buneeAgif3Zkl64x2/lirnH1GV9MFnXlWAH3y75Ry/mulPPfvlfIS6j0BWe/cLVvfI+MY5uXhdfd00fOrzuN++/29/WaZPveV8pm/NFDeMXnj3ORPlp987j+A3DwhFKzBUWNcsqfssVBbilFq04DoF+47Q9SjhaUPSkrNjS+kLKkkcmlhsLiZ4owka9zgXlP7H2GBPBKADLQbgo7JKI40CdVl01JP3MTekpSadLBU/edRfZj0cVsll34RdWgtxEGK05NbFudnnzmhBRig6xyK7FP7FSdvEk5rNzpq9HaQQquHxJUSI6uqEiUpXe4iMfmfyqQhQA3s7HDDMB4tZZ8gJ67+MhIU6t/ux+znft/mMkUyHTFzTpcfIAEYrrtO34m3ys7obRt+rRx+8Xtl/nfR8fJZgPkrCqL/Il4Occ6dKvvHYb7p8UX7373m3zI48W+Xw2coJc/zoAx8BGZ9wrEzbvw8avtNcvKFsv7GGwwq3x+aLy99fLQ8o/npJed5oDWj/n26nouAczZvaaeU2JqdhszZW8gJQKR3/dfCDpPEtMcE65HekSqabeGh1keuvvRyM29kw1M2hHJiiYUCD6mYNZPKe3FJxT6LyytapvMThViewNyeJpT74k0BXOiq682XJm7iRLwhYYl1YhQ2F9Mx6nvcNhnqnUdyEkPdSdJpJJgIUVaw23kmxAa1MYV3yVY+gJUZUJCVjJjc1K+4YWtnmj9xvHxscqN87PnlcumvkbGN/4yd+Snh5Z+xcS+x775d1m9jqavMmYFXsDYUojXiq//Nevn2b32lDJ/S6fSXPmPDr/IKMXEPb5eO4UCt+SG+TB79XvKw76SroqDGZQrNL1k0u41zuww/BViAuomqO4TezAvMm3kUfV/P+UkTHH+8fPdr6+Ur3/zH5R6qneQsnmL3DU4LLVHEEkNL+kNCLgc2Je2oahm1fYmsW7Vj4XI8jlVjj2nXev7qUy+n/AjNVRsK+dCuqN1kU9IJ8tXqqLXxMa7j8AzFZWK66JC4oPBE2psnihlmjjp9xQ9hqookG5y073gwUl+c5O0DHgdcHZAsAC0Oej+9hpsoOi6sNar9vDkAixSg2oWCBttIVQ+5WPuBQI1hof5laQG9NLAXjh
  12. We have been fortunate enough to take some cool trips around the US in the winter including Acadia NP Yellowstone Moab area Monument Valley Bosque Taos and surrounding area Great Sand Dunes, CO I know you could possibly spend a lifetime in anyone of these places capturing landscape images but I'd be curious to know if anyone has had good trips in other areas of the US in the winter months thanks for any suggestions Owen
  13. <p>Very new to off camera flash. I currently have a d700 and sb800 and want to add 1 to 2 more speed lights (yungnuo 560III) for lighting interiors for real estate.<br> In trying to understand how to best get the three flashes to sync i have a few questions:<br> 1. the 560III has an option to buy the transmitter with the flash. I assume the transmitter sits on the hotshoe and fires the other yungnuo flash an the 560 will then fires the sb800 via optical slave? Yungnuo also sells two transmitters in a set. Not sure how you would set this up with the flashes.<br> 2. if i have the transmitter for the yungnuo do i need to buy pocket wizards or similar?<br> 3. i may have all of this wrong so any suggestions are welcome.<br> thank you<br> owen</p>
  14. <p>I'm trying to educate myself on off camera flash as i primarily shoot landscapes. <br> I currently have a d700 and sb800 flash. i have an opportunity to shoot some home interiors but need to do some practice before i take on some of these projects. <br> 1. I figured out how to use the commander mode on camera to trigger sb800 using bounce flash. I know that's pretty easy.<br> 2. i like the look of being able to see the whats outside the windows without having blown out windows. I've been able to achieve this by shooting manual on camera, metering the window and shooting. If theres a better easier way to do this please let me know. I don't like the software version of HDR even when it's toned down and hand blending would take to long when you have 20 or so shots to do. <br> 3. i definitely need another light (yongnuo 560iii) as most of the time parts of the room are still a little dark.<br> 4. do i need a pocket wizard transmitter and receiver or the like, to trigger the flashes or can i control the flashes via by camera. it appears that i have two groups that i can control from camera?</p> <p>Any suggestion on any or all of my questions would be most helpful. Also any good links on this type of photography would be great. <br> thanks<br> owen</p>
  15. <p>Just spend a few hours printing on the new 3880. no issues......</p> <p> </p>
  16. <p>after cleaning heads multiple times and going through IMO every conceivable options to remedy this issue, it seems now that things are getting worse.<br> the last test print is not only banding but the start of the band pattern is much more noticeable see photo. <br> I'm convinced its a printer issue. this printer has paid for itself many times over. I just put an order in for the 3880. </p> <div></div>
  17. Everything i've read on the 8bit vs 16bit printing says there's zero difference in the two, so i don't think thats the issue although i will print a test to see.
  18. <p>Not sure if the link is working?<img src="http://www.owendawsonphotography.com/crop059.jpg" alt="" /></p>
  19. <p>Ok so i've read, it seems, most every post on vertical banding with epson 2400.<br> It's not really an issue with images that don't have sky and or smooth water, probably because the image is to busy and it's not noticeable. <br> I just finished printing 8 images for an upcoming photo exhibit and I have two images that are giving me a fit with the banding. I have printed these images in the past with no issues, so i know it's not the image. <br> that being said here are the fixes i've tried.</p> <p>1. replacing ink cartridges<br> 2. set LR sharpening to low<br> 3. change media<br> 4. change operating systems Mac to PC<br> 5. clean heads<br> 6. align heads<br> 7. tried different print resolutions<br> If you have any other suggestions NOT listed that have worked for your banding issues, feel free to leave a comment.<br> thank you.</p> <p> </p>
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