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Best High Power EPs for Apos

Started by RobertHowe, 06/03/2018 02:00AM
Posted 06/03/2018 02:00AM Opening Post
Hey friends, after five years finishing a music degree, falling in love and remarrying, I am back into doing astronomy regularly.  Skies have gone to hell where I live with lots of new construction and streetlights.  Most of my observing is from a roll off with three refractors, these being a TEC 180 f/7, a AP 130 f/8.35 and an AP Traveler (105 f/5.8).  I've never been an EP hound, after recovering from a nearly-lethal case of aperture fever a few years ago I settled on TeleVues: Panoptic 35, Pan 24, Nagler 22, Ethos 21, Pan 19, Ethos 13, Nagler 13, Nagler 9, Ethos 8 and Nagler 7.

Due to the skies I am doing more and more planetary and moon observing.  Most of the high magnification work is with the Ethos 13, 8 and Nagler 7.  I am happy with the quality of my views but wonder if there is room for improvement.

My question, are there other EPs that will give crisper views than these?  I recall some lovely views with a friend's Pentax eyepieces a few years ago.

Thanks for your 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8mbvkDY/8Qz8w/Yc/tl/BnVPhh/wsTwvqsd7cOwgXTJT5V5DdFdxjuIuWjCDJZ+VIGVJyK6fYtv3dTyKuYwoxbxL5Wvufp5+W/rud78ffjLpXwg8HT6jLKP7RnXbboMFstwGA9fT356A1+CHjLxvqvirW73W9TmMs905diSfl54Uew/Xr3rofjj8c9e+LXiiXWNVud8MZKxRplYxgEFguc+w9APXOfn25v2YBtxKvwQOuM+tdSSiuSOtzhw9OVWX1qurP7K/lXn5vr9x10Vzu+Xk5PB6/jXS2ELTAIhx7rXnGnSu5jjibJzkdjjt+tfYX7OXwS1b43eLxoKGS20WyCS6vdpkeXCx4gRv+es2CB/dXLdhn1MqwCqVOaTtGOsm9Ukv60XV2S3PfpUnU93p3PoT9jv4Af8ACf61F8TPFlqH8MaLN/oEUi8X17Ef9YQeGhgI47NIPRTn9dqy9E0XSvDmkWeg6HapZafp8SQQQRDakcaDCqB7CtSuLOc0+tVFyLlhHSK7Lu/N7t/okaTndKK2QU1mVFLMcAU4nAya5XWdTCgxIeBXmUqbnKyMJz5Vcz9Z1MuzKp+XoBXC3M5LHBxVi6uS5IJrBuJtgz3PrXqztTjZBTSerI7mbBOTzWBPOS2Bz1p1xcucjPNZcsuBkHJ7187jcS9UepQodBXcDPpVNnzyRRJJk+9VDId3Ar5+rU5me1SgraFgfMfati0gLMARWdbLk4IrsdNtQ21itefOoepRg0k7m1pVmvBC4Jr0PTbJjgFeBWTpVnwCOTXeWVt5S5I5NdWEpObR5uZYtQXKi1BAkS4UYqxRRX1VGioKyPlJSbd2FeH/ABP+KsXhsvoGhssupMv7185W3B6Djq59O3U9qPiz8Uo/CsD6FosoOrTL87jkWynocf3yPujt1PbPyVa6Zq2sSecisI5AXMz5O4k9fUkn1r4ziDiLlboYd69X28l59+3rt9Lk2S+0/e1fhC91S61CcvPK08kh6dTk1saR4Xu9RXzrpWhQ5+U/e6459K7vRPB9laT+fEu+SNdhZu7cEn9a9GstJVH56HPGPrXymGwNSo0fVVsVTpRstzlNF8MWtj+6ghCoSSfUn3Jr0TQPDgvJhFt2ohLySf3V/wAfSr+n6XLcyrDGuWfOPQc8k/Sug1a9g0m1/snTjl2P7xh1ZjX3eR8PJyU5K/Y+bzLN5Wavqch4q07T7+8tYtJTm0TylAPBUnJ/M8k96t2VkmmW+wAGU/eP9Kmt7cWcbO5/evz9KrzS5ySf61+oUKfLBR6HxdWpzNsZNN6ms9pCxI9c0ssv+etU3kyPXNXORUIiNIM4NQtgnNBPPzHmosgdeB71xTktzbl1EbCgE9Kyrm6bdsXp0zS3NyW4XgVmMwBJNeRiMTfQ7KUE90JJISB61Xc5yo6f4U1ju5zj39qsQQPNyeEHU9q8erWUNWehSpOT5UPhhaXk/dHWoLq93L9mt8he5Hem3l5uX7Pb8KOvvVVAI1x69a8xye7PUUeVcsPv7iqvljrzjr6VSlkMrbUHAonnLN5anjofeoM7Bt7msJVFvJ7jtdWQ93CgBTyenuazppPm2g596SWUdR1xx7VQd+Dijle5UpOK5UPkcE+xqszc8HmmFz3NRM7Ekk8VfZMxsPZs5B7HFNLc+tRsw/z7VEWGMj8ulVTSvuRN3V+hNu557Um4cVBuycCjccgDpXZTXmc9SKJuAeKeT8voTVcltu48nPardsCzhj0FelhoNs4qrNCJVijy7Yz1qJQznIP3v6VG/wA/PUDrWzpentdOCQdmfzr2qMDhnJXdzU0XSzcyK7r8uRwf89K+ivCXhOIxJqOpR5HWONhx/vEfyFeC+J9ej8F6E2pR2xubp/kt4sHbuPWSTH8C+nVjwOMkZ3gT9pXV7RY7DxnZpfQINoubbEcqgcDdGx2tx3BB9jXRCnUrRfseny+48bMMzhhXH2sXZ9UrpettdfJPzsfa6IiKERQqjoAMAU6ua8MeL/D3jGya+8PXa3UaEB15V4yRnDKcEGulryJwlFuMlZnXQxEKsFUpyTT6oKKKKg2CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//V/fiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprsqKXY4Ap1cdr+rBFMEZ4HX61rRpOclFGNetyRv1M3XNWMr7EPA4xXB316I4zn77U69vQqmV+3b3rjppnu5eWwByT6CvfqOOHp8q3OHD0HUlfe5IZDIzXErYROT7n2rlNQuWupiScKB09qnv77zSIYRhF4Uep9TXNXtyiJsTp1Pua+ZxVV3u9/yPp6FJRVlt+Zy/ijTrDW7KfTtRt0uLa4Uo8bruVlPUEHrX5gfGr9nvUfCZn1vwWhu9KyXltuWlgHUle7qPzHvX6eXtxhWJOD6V5v4kvIIraRpfugHOemK+dq4iVKXPT/4c7koVY8tTZn4wQzTvN9jt8vLIcbhke2DXok1wuhWL2FsoF3coEnfAJVCchM9evX0ruviVD4csPEE2taTCsV1c5Koowp55kI7H09TXkLTB1M078EZLMMY/E96+xpVVKEalrN7/wCR85iKVNVHB6q+n9MkUyFRh8Z4JzioQ8ajaDwCQe+PbNZEVxPe3Pkqq+SAeRndXQ2unssBublREvdiR07ZzxzWlKi5u0fefT16GUU72S07m7oKRickOI8gkMRuwSOCQDnFf0f/AAb8NfDH4HeAPC/g3StUt1fXVWaO5mdVm1O6lRXeX3yCAo6Ku1R2r8E/h1pNvYsuu2kkVzcI3yLlZUA6/MBxk88HtX2edQ/4WNZWmr6BcPDc6LaR21xppct9ht4clZrLPJgzy6/ejbGSUwV+kp5fUlQ+rTk43d5JqzvbRPrpr5a97HPjswqUV7CC1utXorWv8/L79bWP2eorwn4M/F3TPiF4W+2vMq3mmlLe9QuDtlCA+YPRJBllz7jtXqUviXTJbMXNhcJOrjKshyMfUV8nUwlSM3BrVGtPG05RUkyzq2oLbxlFPzGvNL29L5JPNLqOqmZy2ck965meckbifXFenSoqlHXccZczuyW4nXGe9YNzcHketLc3DZzWJNNk5zXj43EHfQpXY2eXNZ0kueKbLMSenSqMknqeT+pr5vEVFbU93D0n0JTL2P5VLAA7DvnpWcMs3StiziDY9c15NSokethqLOgsLclh8uf6V6HpVpgZK7Qelc1pVuCAQMk16TpdqBtyOKyp3ckdNaryxuzo9Ls12hiMV0ijAqpbIEj96uA5FfTYCCifE4uq5ybYteafEbx6nhGzi0/Tts+uakri0hY8KEHzSv8A7CfqePWu21nVrbRrF7y4+Y9EQHl3PRR/ngV8v39tc614uTWb/D3EqShiOirgAIvsM/16153EOaypRVCj8cuvZf59vvO/J8ujVlz1PhX4+Rx1j4V824Go6m731/cHzpZJDnLtyTjocmvRdP0lf3SMuADubHPfgV0MGnx4O1SB7enStqG2T7irgLj9OtfPYLI1ZOR72KzV25I7FC2sFjj2EZIPP1Jya2re23viNdzNwAOuackWAz9RnNdAZItBtPtc4zdSA7F/ug/1r63L8uTaVjwsRinZjLu4h8PWTQRENdzD52/u+wrmoImXN3c/NI/IHp70yISXcrX12d2TlQe59aJ5txzX3WCwigj56vWcmNmmzn3rKeT5qdJJuBANUXfB6c9c12yktiYJrUc8g5PeqZYk/wB4U9jux/M1EXHOByK4nPQ1hG6GE+mKoXk4GFHQU+6uSgKIfrisV3ydzDJrysTiHsjsp0r6jXYjPPNVzyckUMS3JPA6VPbwGUF2OIx1avDxFdLU9OhRc9EEEDSnJ+VB1zUV3dCVRbW3CDr7028uhKfs8Hyxjj6+9VtiouBz6mvOnP7Ut+x6KhGMeSD06sRE8scc561UuJwvyA/WnzzbRtXrWYCzHkjA61hbm1ZcuyJlO0ZPWqk8p5B6dqWWYYIHQdazJHLHp9KwUeZmrfLGzCRsZP65qtu96Y7Z4/KoC3fvWielkQ13JGbPbmoiwphb/wCtUZbA6804vQzdtiQsM5ApvJ/GoS+QT/kUmckH1rpglY5p81yUMT1o3ZwWNR7gRgjGetKnzfNj613UI31Oebd77FiON3Ozjmrxco3lLxxUEQ8mLLA5Y9PSr1tA1zKEVSS3evboU7aM4qtVbMs2Fq11P5UZ3dMmvWtG0fyYVkdcRj9SOorI0/T7fStPa/uEJjQdurt2Ue5/Sr+neM7G9AguU+yleACcqBWWLzGnCSpX1M6dCUo89tDT1DS4r8FpFDbhjGOg9PpXkHiH4XWVyTcaePss/XK/dP1Fe8RlHUNGQynuDkUhiQglh+FZYebg+emwqTUock1dHzz4M8S+LPhLfzSiyS8tLrYs4bI3Kmduxx91vmPUHNfXfg74qeEfGYSCzufsl+3W0uMJLnvt5w491Jrzm6060uQY5VB3Doa8z1/4b2l23n2X7hxzhfuk9jgdPwr3frFHEL9+uWXdfqj5ueV1qLc8FPTdxlt52e8fxXW1z7aor4p0X4i/EjwEwtNRDaxp8fAS4JLKO22YZb8GB/CvoPwn8X/BviporVbn+z7+TH+j3PyEn0R/uv8AQHPtWGIyqrBc8Pej3X6rdfl5mdLPaakqWKTpy/vbP0ls/JaPyPU6KOvNFeYe2FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/W/fiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqOoXqWVu0rdewppNuyJnNRXNLYz9b1RLKExqfnI/KvIr+/aR2dzx71a1fU2nmLMc55/CuF1O/WT9yrZB64r6jC4eOHp88t2eK5yrSuV728a7mEcWdoOMdKxr+8jhQ20X3f4iO5ourhbZGjT/WuPm9h6Vyzzkne3AFeJisRze89j38NQUFZb9SWS48tC2fmb8wK5q7uepBp93dZzk9feuZvrxVRjngV85jK1tT1aULlLU9QWONmJwRXyX8XfiHFZW01usn7pOHweWY9EGPXv6CvQ/iX44i0m0kgikAmdScngKvdj9K/OvxR4pl8Rai/lsRbRHCA9Wyclz7nFZ5ZgnVmqkloYY/Gcq9nHcqX17daleve3Jy0oJAJ+UDsB9K5e/uXmH9nxP3+YgcZ6fnTdTvxYqQMmVgQmOnPc1b8NaQ5IubqMlpAGw3X5uQf5V9I6ex49SV7Q7HT+G9CEkaRbcMRlz0wAffoK/Wz9iX9l7TtZii+MfxE0qO5sMFdEsbqIOj54e9kRwQQR8sII6Zfupr58/ZK/Zxl+M3iz7dr0DjwhobqdQc5UXUwwyWaNxnPDSkdFwvVq/d+CCC1gjtraNYoYVCIiAKqqowAAOAAOAK+kxNb6hS5YaVprV/yRf/t0l90f8WneoqnHzf4I+cfi/wDs0eBPiL4a+yaDp1n4d1uyBayurW3SFM/88pljA3RMevdT8y88H8oF0jxV4A8bGzkc6FrWjyP5xkcBbdolLMzSZCmPb82TwyHPQ4r9pfiV8YPh98JdOTUPG+qpaPNkQWyAy3U5HOI4VyzdOTjA7kV+aHxV8Q/Db9oH4V/FP42eIrO70W70uBdE0q3gkKSyTgLLBI7AGOWZ2YK0fIRFIJOcjlyzFYiafO20utm99Leau/l0318TF4zDzcqMndre2tvJvpfot+x5bafGjwh4f1e41PwCliw8Sr5d1eWM0qz2ksZ2Xdtc2Mo/d2zb0ngKjhjhTg4H1Z8Kfiwl5Enhy+YQ3UcMUscbEZeGWNXRgPUIwyOv9PzB0RLXxBeaSPFE7aNq8KxtBqEUJMWpWiPtKMpGHZSpAIByR3rx7RviN4q0XxNcaxbX7vffa5Gdwx2yujffGegwOPQcdOKwr5xWVT2VVe8t73ukjGWWNcrg7/1+B/Q3Fq0c64VhmmyXTcgjt+dfGHwQ/aD034iWaafqDLZ61CMFMgLMB3X39R+VfVNneebHv7GubFVotaM9HCvm07GnLN1JPIrJuJT2wKmlm3dOOenpWXO+QT0xXzOMq63Pew1JEUkuAPWqofdyeM1HJJ1PXFRo+SSK8GrPW57NKGmhoQ/MeOK6XTodzKemfWsK0A3DA4/Ou10y3U4OORjpivMnI9anTSVzrtKtmQqSMAV6LppXhWA471yGnQMFUZyOtdnYLuKhhj0rowq6nDmMly2OnhBwAKkuLiG0ge5uGCRxjLE9hSRYRMngDnJrzfxHrkWoyG1hlAto89x87A9fwxx+dfRquqVO63ex8rCk5z8jK1a7uNbvTcTDbHHkRJ/dXPU+57/lWElso1W2KqOVkz+GK2RdWhk2xzKdw3DB7ZqmLqyS9t5pJVXIlAz3JxXiqhFvnk7u+p7UK9o8sVojaSHYpUdzjP061bSHYvlr9c/WqS6nZFQN+7g9Fb/CtrSZba5hkvZNwtoTyWUruYdhnGfevcw1JSfLE4Kkmldly2SKwhOpXgwF/wBWp/iPr9PSuRlmm1i6e7uSfKTt6+gp+oX82uXbEHZAmOnQD0pk0iIgSPhR0FfY4DBcquzxcTXu7Dri4yOOMVlSzZPPamzTZ6HHf3qjJLzjpn9K9KW2hzQhfcV3z071X3EjHbuaZJIRzUbMSeTj2rmqS0OmLYrMeR1zVK5nVF2KeWH5U64uRGhbHzdqw5JA5Pv6V5OKxNtEdFKldXYkshX5jk46e9ViSfmJB9vWlkfgEnB9KfbwNOxklO2NRyT0A9K8OtWS1Z6tGnKVopDre3eZiz/Kg5J7Cory7E3+jW4xEP1PrTbu68/bBBxGnAHqfWq+BGoCjnua8mpVe73PUioxVo/PzEACJjuKryzmNTzg9qJJABnqBWVJKXfjp2FYSTe5py291CuxkfOck9aSSTYMLwTQzLEpPfpxUEcZnYvKdsScyN/Qe5rCU3L3VsVBJbjFTzA08hKQR9Wxyx/ugdyf0rLmlLsWXgdhnoKnvbz7Q4CjZEgwijoB/U+prMZ80+VbB7TW7HM+T1qFmPI9aQsAeuMVCTin1M7rceWbPXmoWPpzQW4wTUecHI4NaQXmQ5W1JAxxg9qTJP49KjPFPz3PBr0KcexwznrdkgPr19Ku20Q+8eg79MmqsS5IX9a0DzhE5HGPevUo0Xaxx1Kl7WJY0kml2jLHPGK9Q8NaCoUzyjCqAXc/yFZnhvQv3bXd4REkal5HY8RovUn/AD7VsReNtMlJsolMVop+Rj1b/aYds+natMZmMKKUG/eZlChKb5raI2r9EvPlA2xoMKvp7/U1yF/oaS/NswexFdpG9vOgkgcSKfQ02RQw5FeLWoRqe+nc7qWJcNEeeW93rOiPmBy8XdTyD+FdrpXi6xuyI7n/AEeU+v3T+NMntFfHHWsC90NJDvVcHsRWVH2lHY0qQp1WtbM9RR0dfMBDBhwR3pSueOma8etr3V9FceSxkiHJB5H5f4V2+meLbC8wlx+4l75+7+f+Ne3QxsZLU8uth5w3N24sobgFXQMD615pr/w8sLwPLaDyJW5IAypP0NesBxIodCGB7igxrIORg16mHxEqb56bscNalTqxcKkbo8N0rxd8RvhzIsMc7XVghx5U4aaLHsc7k9sED2Ne7eFfjt4Z1lI4ddRtIuG4LMTJBn/roACv/AgPrWVdadFcIVdQwPbHGK8y1v4fWs7PLp7fZpf9nhT+Fet9aw9f/eI2fdafeeBLJKtD3sBU5V/K9Y/JdPk0fZ8Fxb3US3FtIs0TjKuhDKQfQjipq/PrT9S8a/D6686wnlgjJ+YJ80LjP8SHK/jjPvX1r8PviXpPjCwhguZ47fVwMSW5+XeR/FGD1U9cAkjvXJjcolTj7WnLmj3X6lYTOn7RUcXD2cntr7r9Hpr5fc2eoUUUV457wUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/1/34ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJwMnpQAyWVIUMjnAFeUeItaNzKQpO0dBW14l1sHMELfKv615Nqd8sKtIT8x6fWvoMqwKS9tUPDxmJ9pLkjsVNU1HylKL1bj6Vy8kwt4fOf5nblR/U015fMdp52yg5+prnb26kmlLk8Hp7UsZieeVuh6WBw/JFPqNnuBI2TnJOaxrm5PPPTinSz7SQKw7qbGWz14r5zG1bPU9ihFFO8uhg84YV5T418V22i2EtzM2SoOAOrHsK6TX9WisbaSeZ9qoCSfQe9fAvxh+I01yJVtpdsjArEO6IeC+OxPavDp0nXqcvQ3rVlShpueffErxpca5fS2ST5JYGZh0z2Qf7I/nXkVzcw6ehYtuwuORg5ojlCxGSckg53NkZ47HPNcZcvLrN7GFz5eCF9AvUk/wBK+npqKSprY8Ocm1td7l7TLObU7oz3WWjQ/TA/u/1r6w+Bnwp8SfF/xxYeCPC8ey4uwHnnK5js7RCBJcMBxwDhFP3mIHrXz5ptpHGi2tqpc4AGwfM//wBc9q/QC18e3X7OHh2z8F/BzxTaajr+v2In8T6rDGk32CZMeVZWk33MqsjbiN7BhnjpXvZa6NKMsVVs+XZPq+jejVlu1pfRdWUnChT5rXle0Ypq8n82tEtWfrjL4k+Cn7K3w+0zwvf6lDpFhYR7IIM+be3ch5eTy0y8kjsSzNjGT2FfDvxX/bp8U67Hcab8N7c+GbFhtS7nRZr6XJxuROY4hjpnc30r4n8L+GPGfxB1mW70tpr2eVszaneM7tz13StksfYEn6V9s/DH9njS9GuILm4RtV1R2UJJIAQG7bFPC/U5PvXyeOzmMqj5LzqS6vdt/l8x0OH8Zi26mOqckO0Xv6y0k/ly+dzxL4ffAz4l/G7xQs+r3lxb/b/mnv71mnuhDnJb5+QOeM4Gegr9Q4fBfg/4deBbH4beFbFE0fTl5WQB3mlJy80rHlpHb5mY9/biu68P+HrLwJohtYtrX9wA08g9eyD/AGV/XrXG6zL5rFmOc19Bl8qipKM31u/N9/lsvm+oVoUKSWHwcOWC7fmfkt+2B8FPiZqmuzfEbw9cSeIbGFMNZwxlbuzRevlIvyyRDrhArL/dPWvzz022YqZtwweVHXg8V/RVqsIIZwMMBxivz6+Pf7Oi6zJd+MfANslvqjZkurONQqXR6l48cLL6jo/seTw4urSUlpZmmGw3u+6j4L0fVL3RbqPULCVoJ4TkOpIxjvx3NfpB8CP2jbLxPFD4Z8Szrb6oFAikY4WcdMEno/8AP61+Yk8ohla2kBjdGKOrKVYEHDBgeQQeMHp3qO2uJ7eVZ7dxC0bAjBwc54/+tWGJpNpva5iotWlFao/f2O/8wcmo5Jwc5+lfn18CP2lhP5HhPx1PhxiOG6bqD2V/Ueh6jvkdPuiK9SeNZI3DowyrKQQQe4NfMYlyTtI+jwtVSV0aDOc5x+NLHy1UfMO7kmr8HX6V5dWT6HtYe+5uWeRjBxtrstNlZHBHI71yVpFuxXWWYIK+prmqLU76bSWh6Rpt5nAYZrtbK4TAJrzvTUJAZuAK6mObanFejhKbep5uOUXG7NXV79pkNnFyjff/AMK5hdOtTz5SnPX5frWrGFJHr2pxjwCOmP8A69etGnqmeFzW0RTjtIE2hYwo4xgCqEFjbJqCTxRqJGWTJxyeR3xW6FHG3iq9rCZbyONOyuST0AyMmtPZczSsJVGky9awiViz/JEgy7eg/wAT2rA1fVJNTmWwsRtgj4A7Y9TS61qqsRpem8op59WPcmqMUa2UB2kGRuWNfV5fgUkpNHk4jFdCU+XaxCGI8Dqe5NZc02WI6UTznPPft2rPlkyete29DjguoPIQDk1VZyeac7knB61ACc7TXLOpobQiK7CoJZFiTf3HrRKwRdxPFYs84kJHYV5mJr2Wh1QjcjnmaQnHfqKrEgct9OlI8ncZHepra3aZvMk4jHzFuwx/WvBr4iy1PUoYZydgtoDcOzynbGnLE9hUV5di5YW9suyFOgx1x3NLc3rzA29uNkI/X3NVVXYNq/ia8mpU+0z1acYqPLF+vmJjywAO/JNV3k288053x8oPFZs8wIwDwOtckm5MtOyI5pAeAeP51GP3Y3E8nn6U0DOGPAHSq0rsWCDufz9qyqNr3UbRS3e49d1xMIkIGe56AdyfYVBf3URVbS05gj/iPBkbux/oKiuplRTDEcn+NvU+n0FZJYHPPH+eKThbcE046CluM9D7VEzAU1iOT0xVctgmkS1fRkjMT0HNRO/GKaWBOPWmFvbr+laQg7tkSdkOLDAJpM9qi7dKUY3c9q6qcPI5Zzd3ckyB361Oi7uMZ5qAA856CtCEY+du/SvWw9E4q0vd0LCDbhQOT19a7bwv4fn1C4SQpyTlR2x/eP0rM8OaJPqd0jFSULYAx94/4V9D6fpEel2hgXHmuPnI9P7o9vWvTqSVKN+p5yTkzk9Xs42sjpUCZt0wZD/z0YYIP0Hb868s1LwtPbsz2jZUdm9AM8GveLq0Lc45xgn8qxZ7ESrs25POD9a+NxWFnOTqNn0WFxUIx5LHz7Ya5cWU7i3lZGjYqy56FTggivQNO8Y29wBHfjYx43DoaqxeHLSRrqSSIMTPKST/ALxOa5y/8MXMZD2X7wHPykjoPf1rho4icHdf8A6K2FjP4XqevW8sdwgaJg6kde1TGLcNvfsa8SsdR1DSpcI7IRwVP9RXoul+LbW6CxXgETn+L+H/AOtXv4fHRlZS0PFr4WVPU2G05jnzCHzk/T6VgX2iIwLLkH1HFdvGY5U3xMHU9CKR4lP1rteHjJe6YxxUlo9Tz611DWNGf92xkiHG09Pyrt9M8WWN6BFN/o8pP8XQ/jVeexRuwzXN32jKQWA2n1AqISqUwdOnOV4uzPURskBZTu4/A1GY1brXk9rqWr6McRsZIgeh5H5f4V2mmeKbG/wk7eRKegPQ/jXq0sVF6M4Z0nHdGnd6XDcoUdQQQcjHGK841XwFEZPtOmt9nkHIH8Ofb0/CvXQyuMrjGM59aayq2D6816WFxU6bvTdjjr4alWi4Vo3T7nnmifE/xj4OkSz19TqNkmF/effCjj5Ze+P9rP1FfQHhj4ieFvFIRLC7EV0//LvNhJc/7IPDfVSa8vu9NtbuMxzoGVuxGQa851fwIhf7TpzeQ6HIHbPbHcV2tYfEfxFyy7rb5r+vU8Z4DE4e7wk+aP8ALL9HuvxS7H2fmivjfRviT478HSLa6lm/tFOAlx8xwP7so+b/AL6z9K988NfFjwn4iKQNP/Z923HlXBC5Por/AHT7cg+1cWKyetTXNH3o90aUM+pOXJiE6cv72z9JbffZ+R6ZRSA5GaWvKPcCiiigAooooAKKKKACiiigAooooA//0P34ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQkAEngClr4z+O/7QVhpWr3nwy0JiLnyil1eK2FjnbDC3HfcVyWPbhepOOrB4SdaooQODMcwhhoc0t3ol3f9bvoj034h/tAeF/Bc4srLGo3KMPN2sAiqD8wB7tjp2z3rT0j4u6J4wgvH0CZZ7ZWXyZVyPMjZA2SDyCGJBHYivxt8dePFs3Zr9mZ5SUSNSSzt7D096n+EHxX8S+BNfGqavI7abdECeyTBWNTzvXjJcd8Hn0r6+GQ0Ulo21+f9dD5bD5ji6kpe1kuV9v0P1tv78MGnkb5fWuAubg3kpZztjXr7CqFr4nsvE1hbXujTCe1uFDxsO49/QjuKo6hdfIbWFsqPvH+8a4sdW/5dwPocDh1Jc8ivqF6ZPlHyonyqB0/GsZ3GM5zxQ7DIY5AqnIxfJx9K8HENpaHvUl1ILmXqWPFclqd4sUbMW+7zWlf3Ozd83SvnD4r+P4dHspbWCYJMyFi2fuIO/19B3NfL4iUpSUYvU64yUIuUtjzL4y/EeGFZLFX/dRnDAH/AFj9l+g6mviPVdWute1G41G/kBmlPzYUKMqAoCgDAAGKteI9euPEOovck4t4shEb07t9T3rh9TvAkYt4HxI4POOgr3MLhVRhueNPFOb5pbXMvXLmS5uFsbYkgHkDjceldFp1jFZ22JHId8E8dOemfas3SNMa2/0lgDI3K5GeD3r6T+A/wc1f4uaxMWBt9EsGAurgLklzysUfbcepP8I9yK6KuJjTg60tl/mdGHwznO1Pr91jjvBHh/UdW1BV0qzku72cgRxKOoHVjjpX3b8NP2YZJ5IdS8blZMFSlpCSI1A7Owxu57Dj3NfU/wAPvhF4d8HWEdppFmsCqAGcjMj47sx5Ne22enw26hY0HHSvlcRia2IbUfdj+J7+GoYfDK696Xf/ACOR8O+DdO0a1jt7SBLeGEYVUUKqgegHFfSXg7w7Fodn/bd9HtuZFxCrdUQ9/wDeP6Csnwb4dW9kGragv+iQH5QRxI4/mB39+PWur1jUmlc4PyjOK9vJsoVLRbvfyX+bPNzTM5S0MfVb5p5GJOa4a8dSTu49BWvdXPvzXN30itwGwRX0VeXLotjyaUb7nP3katknIHauL1iCPy2UDkiuwnkCj52z/hXH6m4fgfnXzGYyvqz2sOtbI+RviN4C1K0udV8VeAIrS08SXsIjklnhWVZVQ54DZVZPRyDnAyOAa/MDWrLU9N1Wew1iNlu4HYThzhi+ck9up5BH4V+3OqWqyRncM4r5h+LHwv0jxnp8iSwrHfqMw3OPmVh0BI5K+o/KvBoZs6U+Wo7r8j08RlqqRUoPU+BfGM/gq303w7png8SXOpwwGTUL470jknl2ssSI3OYuRu4/Gvoz4F/tF6p4WeDw14xZrrTn+VJCcvF6c/5/CvlXXPDureEdTfT9Zg8uVCSM5YMv95T0INYwNwkh8wjA6nHOOvSvepUYThaTunrf/I+ZrVZwqXSs79j94dJ1iw1mxj1HTZ1ubeUZVl5/Mdj7V0VtnPXivx8+DPxz8QeB9Ti01S93p8nDITuwB7E4I9OQRX6h/Df4iaD8QdJW/wBJfZNEQs9uxHmROemRnlWxlT3+oNeDjctqQ95K8T6nLM2hJ8knZ/n6HtVlxgCu009ASMc1xtgoOCOTXeaXbS3EiwRD5j1PoPWubD4dya0PVr1rK7OtsImkB/uL1/wrodnTGMjFMt4EgiESfw9fc1PtHQdu5r3IUeVWR83XrylK7FUZ4xinfMAc8Z/+tSqHIHp61Be3MFjbzXt7MkFtbozySOQqoi8liTwAK25Ujnct2XUiLuFUZJPA9a57WNUjtI/sFmQzt99x3PYD2H69a+ePEP7Tfg6w8T2miWd0klhODG14uSVlbIAKj5ljP3dxHUhvu816dHqlpBp8GuRn7Wt6Y/szR/OrCQgB+P4RnJ9K9jJ8NGpKS6o8/FYpcuh09pbraKZ5f9a/r/CKrzyjp/Wo5Lp3jVpQA5A3DPAbuKoSSnr+FfUv3UeetdRJZQcAcmqjyMR7jtQ0hJ56CoCR1J69KwqTN4Q0VxWcnk9BUbuFQFTxTZHCDJPNZE8xZsA8H+deViMQlsdFOmxbi4Z5NoPA/KqEkjc7aQt1Gefen28JmzLOdkMfU14WIrpanrYahKbsh9tavPiVztjT7xPHFMvLprk+RD8kCccd/eku7sXTLBb/ACwR/wCSTUG1UXYvf8a8apVlfmnv0PZpqKXLHb8xMBAFU57VWZyVKDv3pZGAYIDzVGeYJx/FXDKd2aRi+W9iO4mwNq8E9xVIEyH5ug70xskY5okkCDA6kVE3YtLUSebAwv41nvcbc7RgkdfQe1RySgkgVTdhyM9euKmNhzlZWQM2OnQVA54J6YprOSeaiLcY601DzE1ZdhSScVESQxBppOPaoiwIOTzVJXaSMn1sKTzTTjIwf0pM/lSBs89q6acdTGU+4vBPT1qVFJ+tRgEnn0zVqNC2B0969CjTfQ4Ks3d+RLChOTxgda6HSdNm1SZY9vyg4JA/SqWn2Ml7cC3hBA7nrgV9JeD/AAzbaZapczJiTGUVuSP9o+/pXtwShHmZx1dTS8N6DFo1ojMn+kOox/sD/E/pW4y5GaslRwc5zTGCn6Vx1U5O7JWmxSkiB+bpVCS2G7d0OK1yFGT61FKAfwrJw1Hfqjg7eyRTPxljM/0NNu9MQ4KryQc10CQhZ5QOczE4qV7bkEnkGuD6knGx2LFNSueZahoVvcjEseeMg9+feuHu/Dl5bHfbkyLnoeGr3eW0yqg+5/Wse60/IfaMAnI46V51TBSi7xPQp45NWkeNWWs3+myYjcrt6o3T8q9A0vxba3Kqt5+5kP4qaj1TQIrmMlk+YnhuhFcXd6Be2ihoD5q5OexFXTxE4PU56uDhNXgexZR0DowbdjGOn51Ayq3ykc149Ya1f6c+xHIA/hbp+Vd1YeJbK+CrcN5Mnv0P417dDGwmrSPJrUJxe2hr3FisnOOema5e80ZWJZcqQe1dqBvA2ncDyCDUZTPynkV0uinqhKu1p0OJtdS1jRjtz5kQ/hPI/wDrV3GmeKdPv1CyN5EvTDHj86z5rNZAQRXNXui5JaL5T7cVdOU47mbpKWsXY9Z3q/cY9qayA/e715NZ6xq2kHy2Pmxjqp6Y/mK7bT/E9jfgJu8mQ/wv6+xr0KVddTCaa0ZbvNPtrqNklQEHqCOK86ufA1vPfIbWQwRlh5gxkbe+Pr2r0W4mK85+lcVd+Jvs188AUSRAYcg85/8ArV6+GxUqesGceIw1OrHlnG6PUtO8R3eklba0n/cRDCxt8wwOO/P5V6DpvjPT7wBbhTC/GT1XP86+eYruG9jzaS53YyP4lrQguzG5UjGO/qa0nhKVZX6+RxckqWlN28un9elj6mVldQynIIyPoadXimieMryzREdvNi/uuen0PavTNL8R6bqiqI5PLlb/AJZvwfw7GvDxGAqU9Wro66WOi2oz0f8AWz/pm/RRRXGdoUUUUAFFFFABRRRQB//R/fiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDP1W8Ww026vXbYIY2bPoQOP1r8R/iHfLoOra74j1yXe007yhCMsZpSS2DyTuY5X0BxX65fGXUZ9O8EXDw/dmdI2PoDnH5kV+IvxX8UafqXxHjhu42ubHQvkKpzvuT8xYjvszgfjX1OS1YUKEqsnu7eaS/4c+Tzig6+KjTS2X57/kjiTavBFL4r8VSY1K9fMaHpDF/CgA9BVuCNblVuN4MJGS44H1zXC67q974n1jYh8uFSSckgJGAcsfpXHXvjWCFvsWmnbpyDGP4nY8lmIPGfT0qFxPNVHGnDRrTy/4c7IZJFU01K1u/Y+lfAnx1ufh3qwhQNdaHNxPEh+f5uskeSOR3Hce9ffGgeJ9G8W6RBrWg3SXllcj5ZE9e6sOqsO4NfkD4f0uHXGfVLqUJYRcvL0yOyKPU17T4Z+I+r/D+6fXdHkW309FAezP+qeJcn5++/vu6ivlv7YqSr8klzNv8T6rD5VyUPabdl+v9bn6QyyYOwHODyOvNUdWlfTY4jdDYk4Oxx93I6qT2I9DSeDNS/tnw5aeLdTt20yC5txcmO44eKMruy/pxz6461oeHfE/hfxxpVxd6RP8AbtLMjwzBlMZR4wCThwCCAQwPQg19o8vp2dOppK1/Q8CvmXLUsum54N468XQaLYvMx3u/CKOrE9K/Nb4l+L7jxBqclnBNvVWzM46O/bk/wr0HvX2x8ZPClt460LUZvg7rEOr6vp4cNZRvlriEH5xCrYIfH3SMqx+XIyDX5sSW7WWlprE0csNnK0iI8qsimaI4eMlgMOp6qeQa+Xo5U6d6sXzdrHY8bKvZ293+tTL1C5+xWwkKbuqjd0yc85FJpNxPc2oe8SPAPAx1B5GKh0/Wby5kmidFEQ4yRkfr1rbstOvdVuobCyt2mubhxHHGgyzOxwAo9zTcnb3tkOCcnZX9Du/hj8PPEXxR8W2Xg3w2B591lpZyMpawIf3s0nsoOAP4mIXvx+43w8+Hfh34d+GbHwp4dg8uysU2qWwZJXPLyyHu7nlj/TFeF/sx/DDSvhf4PkQhZvEGqMsmoz98r/q4VP8Azzjzx/ebLHqMfTl3rmn6PEJb2XBI4QcsfoK8rGYyjKCs/dX4v+tj3FGVFexgtev9djoYIlA+lXvDfleJ9f8A7D01jKtuBJdzL9yBM8Dd03tyFH1J4FeKPrHibxzqUWgeHIdpu22Kmccd2dh0VRy2O1fXvhnw1pvw88MxaBp7ebOf3lzOfvTTEfMx9B2UdgAKWUR9r+9S06eb7+i/F+jIxq9lTUp7vob2pXcFpCljZgRwwgKoHoK4S9uixOTyatXt1kk5rlr25CjJOSa+thFU4W6nz8W27yIbq5GTntXP3EmMk/lSXNwSx/XNYl3d/LjJJ9K83EVH1PQopIq3cxOQDjFc7cNkFsc1duZQfmJ+lYs8wUEnvXzONrtnsUKStoYt6NwPpXnmtQqQ2eetd5eTZBb0rzzWpxyc818tjl3Pdwreh81fFDwjYeI7OSG5TbImWjkHDI3Xg+nqK+FNc0XUNDuTp1wuZGwE28hyfQ1+jXia4j8p1LZ5PFfOeoWdtcX/ANqkTeyHKkkfKfUV63CbrVKns18K1d+h5vEMKUYc99Ty7w94ai8L6e93qRRrtlLO5PyxIeduT6dz61w2lfGzxb4P8Yx+I/AOqGwNrmMo6CSG6jJyUmiPDI2PZh1Ug81V+Jfi6XXtSXwp4ebzYmfZIVOPMk/ubjgYB65rxq6gitQpZXikkBOwncePcV9fjMS5apnx6hdc7P3O/Zw/a8+HXxRlj8KeLLhfCvi2fb5Ftcvmyu3IwUtbk4wSRlYpcPzgM/Wv0G8H6tZyXEulyRGC7PzLv/5aL3x7g9RX8kodZQIp1AXPCk8Y9/Wvu79n79tPx18LHtNF8bvL4o8O2rL5LMd1/aKDjMTsf3qgfwOd2OjH7tJUafL70bN9V/kdH1qvG13dH9FpGV44yc0mVGOME15t8Kvi74D+MnhqHxV4D1WLUbVsLKEOJIZSOY5Yzh43H91wD3xjmvTeduDgj/GuGVPlO+FVSSaDA3A5/wA4r5c/a71XxHoHwgvNf0q0mvtP02TztQhtgWmMY4ibA/5Zo5DOeduA2MA19SgDBAFc94sszqPhjWLEJu+0Wc6Y9coePxqqNTkkppbDqQ54uL2Z/Nt4R+LE7/Eez8Ta8Ta6XDMzTsyNIkcOxyF4GS7EfL6mvu/9nH9sHwhd623grVJJbbRJ3MlpJeqgazlY8n5SwELk/NzlCd33S2PzE8HalDr2hXfwx8R3/wDZCeJ5Ib7Sr6VyIItQiLKsU/8AdinVthf+BwpPGcev/C/4V6h4EuL++8VKq6q4NuLYHesKE/NuJ6s+MccBfrX2+U4eVZLll7u773Pl8ZShS12a0R/QO0rElSc9+Pes2a8XzhCi7vXHrX52/s9/tS6HZaxJ8HfFGq70tNsWn3kvCwE8G1eQ8MinhGP3fuk4AI/Q23gMa7nHzt1HpXPWqPm5b7HXgqyqRvs+pazuGQKgLBFJfkL3p+QMsTgAVkXNwGO3PHauHEV+VNHowp30QT3JPHr2rMLHJB6ZpzPztbqamig8xS8nyxL1avnsRX5btnq4ehe0URQxrIDI52Rp940l1cm52QwqUhToM9fc0yW4M48qL5IlPQf1pnyoAPX1ryqtVp3Z66jFLlj/AMOC4RQB26CoJGA+XPI60rPz7/yqs5+bGcY5J7AetefVnfc1jBp6IbLIqLljWLJIzuWbpTrqfe+0HIH+c1GhCruJrNSsjS3UcXCKc8Gs6aZjnnn2p88oz8vXt61nFu7d6yS1uObSV0DsQcnvVZiccdKVmwc9agc+3TtWlyYKzAuCMnjPpUJYdxSFiTmoXYAZ96EhNLoKzc5NR9W44ppb1/CjJH41rTjfboYVJPohwz1p2CTnpimKBwPyqyit69a9ClS10OOc+oqoSNuOTWrZWsk0qW8K5Lf5/KoIISWCAFmboPXPFe6eA/BgA+23y8dz/eP90e3qa92lRjGOp5853djY8FeE47SFbq5TjqM9XPqfavUCOeRR8qgKoAxxwO1Jgr61i6jkQ4rYZgAE5zScEYxzUhPIyOajPqOtK91di5bbDTgH/wCtUbAE/jUnzEk+lB4z3602luC8jEVf3snoZv6CrXlZPt1pn/LaQHtIP1Aq9t7E/wBKimtHqOpq9TPkjzJt4I7VSKgkhq1mX5t478VXaPa/I4b+lP2SZKqWehhXFrkngkdaxptOXJ6dMkV2DJg4Ixk1Wkg7kZ4/SuWpg0zeGJaseX6loMFyAJVyGOcjqK4a+0a6sS8i5kiU4HHzflXvEtmu7HXJzWPPYB+NnB/nXmVMLKDbSPRhiIzSUjyLTdevdOcJG25R1RuR/wDWr0PTvEmnagQkn7mY9Aeh+hrJ1Hw7BcvM7x7ZONrrxXEXenX+mkybDKg7r1456VthsTOLsYV8FFq8D2t1yORnI4NVJExndz9fSvL9I8VXNsFWKTzY/wC6xzj+orvbLXrDUFC7hFIf4W/pXsUMVGWj3PKqQlHcJ7WGQ9q5270kks0fyn1FdkEYrt/z7c1WZWA4HHvXS6d3dDhU6NHJQanqdgDFN+9jHY8//XFc9cWkc8rXFnIVkkYko3IJPX6V301tHMCGAz7Vz11pW1i8Wc+3vWlOo43RUWr+4c2t3Lavm4VoWHR16ZrprTxDIkQW7xMh4LKOfxrKfzocx3MYdPcZqjLp6kNJYSbTnOw9DXdSxFmjKpSUt9zvEvYpQJbSYkHqPSrT68mnoZrjO1Rkkcjj0NeYrNNC2yXdBIP4u351oJqsjxm3vh5kZ4DDt9a9nDYtPRnk4jBPW5714T+Jb3UCsT5kWcbHPzAeobr+ea9f03xDpmpgLDJskP8AA/B/Dsa+H/KMDC60iYD0UdK6bSfGLxuLe/8A3cvTJ6U8TlFKp71PT+ux5VPEVaDt089v+B+Xkfa1FeHaR43vbdECyCaMdFc5H4HqK9O0jxPpuqgIsgimP8DHn8D3r57EZfUp67o9ihj4TfK9H+HyZ0dFICCMjkUtcR3BRRRQB//S/fiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivKfi18R7P4feHZJw4/tG5Vlt0Pb1c+w7ep/GtaFCVWapwWrOfFYqFGm6s9kc74m8W6V40s/Evg90Mb6Zci3lHSQbRuSRc+rAlT7V+FPxf8ACGsfCnxPqGjeIXMkkxkuLG727RexSsT5vUjepJWReoYZ6MtfV938XPEXh7xyPGoxexNb7L5HbaZ0jPKs3QMVxsbs6jPDGvVviBo/gX9obwLDJaTi6026UyWlyoAmtZ14JwfuSKfldD15B4xX0+PwlKlQdBb6P+vX+tjwMtxFSpU9rKOu2vb5H5lfBb4W+P8A40+JLzwt4ZmW10+FVk1PUZwxitImPyDAwZJHIO2MHnGSQBmvvj/h318LLnTGtB4k14anIhIule1VA57+T5J+X/Z35/2u9e0/s0fDQ/Cv4VWWg3Rjm1HUbq8v7yeMYEzPM8cJ55wsKKACeMke9fRltfW+mTRzzlQA20BjgZNe7WxVHB4d8iiopauyd31bbW3ZbW87nXisXVnXWHo9NPV9T8K/iL8HPHv7P2tx6HezW+u6NNcMiahCGVPNHRLiJs+TKV5XDMrYOGzxXsf7Pvwwk+LOvnxPrNvu8J6HMuA4O2+vYzu8sdjFEcM56FsL/er7x+NenaB8WfD+p+FNd0WbTYNUTybPXNKmS+gDq4YF1wrRNuXoTweoNaXhvTNC8IeGtP8ADXhaFLXTNNiWGCFOdqr3J6lmPLE8kkmuLLMHh5S+uxj+86aaLz7elttXpoaTzSpSpOm3/XzNPWdOttY0y60a4B8i7iaGQIdp2uNpAI6cV8TfG7xvovw28PN8HPA07RSyKZNWut4MoEv/ACxLgAeZIAN/TamFH3uPffjT8X9P+F/hT7TYyJL4k1TdFp0Dc7SOHuHX/nnFnPPDNhe5r8gvEesalqWoSRGeS6urmQtcSSEs8jucs7HuSeSelePneLcpfVKL1e/+RyZdBVG3L4evn1/4c3dO8R6ldeIoZtKkeEWRyHRmRxxjKspBH4EV6JoPxS0lNf1LTfF1r/wkula4EXUomjjdpnQbBM0bbUeUfxMMO3qTXk2qWWr6BoO/SEUEj99IzhdoPpnqTntXl32qaErb3sZicYOeme4wa8+gnh4pR/pnp1Wpyk72Z9tap+zZ4P8AEujP4m+C+qxS2DN89pK7OkbjkpvOZYWHaOVfxAr1b4UfsteNvhXbW3xG8faU0FzqIZNPV2DC1D9TLj7ksi/cB6Ln+IkD5B+C3xr1T4S+ONM8ZWthDriWjASWtzK0Rnh5ynmoDyDhl3q65HTBzX7w/Cb9qv4D/tKaW/hNLsafrF9GY59E1TENy3r5DZ2T4PIaJiRwSFNPNK8MRhnS5felvLt5Lpr1v6Hdl2MjQmpTs3/W3mfM+k3d5pTSfZGLzTAA4HAx6A/zNbtpot7qcwmvGaRmPTkkk9vc+1eneIvhrN4K1Q2nM9pKSYLgjl1H8L+jqOD69R7exfDHwbFBGvirVYtqR5+yo38R/wCep9v7v5+lfmuByGtOt7OtpCPbr2t6n2OIzKlCHto6tm98PfBNt4E0g395Go1a8XDd/Jj6iMe/dj3P0qxqV+XYs7Hmr2tam0zkhuM1wt3eZypNfqmCwqpQ2/4CPgsTip1qjlLqJdXR5xzXN3VwCSM96Zd3bjO3n8axJ7sbSMgk/pWGIqvubUKeg25uQpOTXPz3JPJNLPOGyfX1rGmn5w3Ir57G4iSukezh6Le46e5GetYk9zjLUT3CgkA9M1y2p6isEbOx+4CfrivDdRzkopas9K1le5LI19qNx9g0m1mvblhuEMCNK+PXaoJx7nivNfFVxdaRcSWOrW01hdoMmG5jaKTB6HawGQfUcV+nHw68HWXgTw7bWUUQN9cqkl7Pj55JmGWBP91fuqOgA9c1Y+JHgHwr8RfDU+h+KLdJPMBEEvSWKTqpibqG46Dr6HpXt1skwko8km799LX9LbfO/wCR5Sz987jCJ+GHivXxPKYEYnk5C18pfFb4gPplo3h3R5T9umGJHBH7qM9ef7zdvQc16z+0ZPqHwH+I3iP4c30i395aeVLYz4wXt7qNZI2kXsy5KkYGcZwM4r4CvL64vLmS6u8zXE7l5XY9STzXUsJSw1L2FF+r7nk4vEzxNRynpboMhkJJOR83r368VZ3tJKZZiMrgNn9KqP8AeYjkAcLx/npTXBlYKTlFxz3B/lzWNKhzSfQqm3BtGtbW80yyMDtiUHJ9hx19q7LwX4duPEF4J5f+PO3O52I6nso+vf0rD8MaLqniG6Gk2RMcbENMc/Kig8k/0r3fWdQ0j4f+HktoAN5XEUeRl2H3ie/HUn8K64UlFc83p/WonN3S/ryPSvCNpqfgzUbjx98AvFq+GPGmi2zXGoaBeXSKL+zhBdpbF5SI7uIKCZLSf97H1idgQR+1n7LXxy8WfG/wc934z8KyaJqFnFBIL6BhLpWpRzbhvtJdxZXRkZZYXy0bcEmv5n9JgvvEerPe3gMrB94ZhnHPv6dq/Xn9gP4l6ronjm8+Gb3PmaL4ht57yKJ2+WG/tUDs8X/XaIMHUdSqt1Bz3cvt6fNKKTe1tPnb+vmYU6qhLm/r5n7EFXHT5cCsnUL4wnyYXCuAWdzysaqeWP6cdSSAOvEd5rcVtamaY7GGASTgc8Dk9MkgV5/ql+brNjaHcJCGkfvK/OMDsq5wo+rHk1hh8vmpe+v67nfUxEXpBn4Sft1fA2LwF4rfxl4UsWTwbq0xCR4ytjczEs8T44WOViXj7AkoMYXPgGh/FDxde+E5NF+0vNqlrD9njuGbdK0C/dyWPMiLlVY8kYByQDX9FfjDwD4e8UeFtQ8L+JbOPUrDVYWhuoZACsiN29QQeQRyCARzX8937QfwE8Sfs++JptPLyXfh3UWJ0y/xywX/AJYzEcCaNf8AvsfMP4gPSxWHlCPtac3zdd/69Tlcac9ZLY7X4V+B4dE0aHV9QRbi91WJZDu5VIpRuCjrywPzH147c/ol8Cfj7N4eFp4C+It20umsVh03U5TuaDJwtvdN/c6LFKenCuehr8hfhx8WpfCs40LWlN1pcrZTbkvAzdSATypPJGfcV7F45+ItolskGiSh4XwzSD+LPKoAR09a0xuc4X6qla0lorf1+Z4ipV41ua9vyt2P30urkk7UGRWazgfe6mvzO/Zh/a0jh+y/Dz4mXHlwYCWF9K3EIx8sMzHqn91jyvQ/Lgj9MIIvN/eO22LAbf1BB5GPXNfLTxylFyZ9bgY+12RJBB5hMkp2xJ94/wCFQXFyZ2EUQ2RL0A/rT7m6Nx+6jG2Ffujp+JqCNNo3Hg15lWTveW579JRSUI7fn/wBygInT/69Qu+TwPmNPLE9e1VnkAP+0K82tUaZ0U6aa2GksW2rksayr25wPITGB1PqasXdyIEMSH534Y+nt/jWL8znnPvWDfVnVpsKgBJJ/wDrUyeXAx1HenSyBVwKypXYknPTisnLmEklqxjyZO41A7DnBxQxzUZOOB+taWM5S7DS3GRUDSYyRyPWgkY55qAsD06ClZ7CUtNhWYgDjB9ahZ/QUjHnnoeBTW9uD+VaRhdakynYOMg5wR2pwB6kYpgyMH86sRr1xk5rupU9TkqzfQei47Gr8ceVGQfxpkEWTggjHNel+CvCMusXUdxKuIEO7J6fX/Cvbw1FLVnmVql35mz4F8HyXj/bLsYReuRjA9Pqa95hjWGNYYlCRpgADtSQw29rAlvaJsjjGPqe5Puad0HPStJz5tjma6sfz0PamlWIx0FGRjcDmo9wxzwDWdrod0hw3YGR+VIS2RjpTcL29KTAxx+Bq0u4vMCG9cCkIHQnk0ucn6UhPPHaqJM9sK8uT/y0X9QKusoyaouf3sv+8tXunOayh1sVPYbj0GaRgMbqdg5wO1BK8j0rWxnYi2Bu3NQPHxgDp2qyec+1RtnjvRa+oLUoSRDd8wx0qjJbMQAe1bbbt3I5HSomj3LgjGaTV+g1JrQ5uW0z179axbjTlbKSDgmu1ki3LkCqjW4dcN2/xrkq4VS1sdFLEtbHg2p+CvLvbjVYZmQkFtg+7kDNYcFrqawJcSxEhgCcc4yM173e2e6J19QRXPWdhmzhBGcoD+lcc6UoyVzsVSMl7xw2neIr20Gwnzo/7r9v612tlq9lfKFDeW+Put/Q1g3ugwzI0qL5cmTkjv8AhXJzW17ZnfIvy5wGHtXXQxFtDjqYXrE9VkhBAz+Yqk0YBOB3rjrHxFdQAJIfOQdj6fWust9Rs79QYpNr/wB09fwrujWUlY5UmiCW3SThhmsO50pVDPEdp/nXUyQbunSq8iDpWl7bM2UuZWZxUwYBoLiMMmOp5/WsprBssbKTg4JRv6Gu9mtw3TqeKxJ9OZSWiyOfwreliLKxnKOuhyBlaGXY2beT8gf8anNxbTqq3S4YfxAcVrXEe5fLv48r2PX9axp9Mdcmxbep52Hr+Br1cPjnG2pyV8IpKzNO01O70918tzNEPQ9K7Cw8QQzsrq21h785ryQyS277QTFL02nofwoTUNku+UeW4/iHSvapYiMzw8Tg5Q2PpXSvFd5aXMcsk7lBjJDclQeRg8H8a950nXtM1qPfYS7mAyyHh1+o/r0r4fsNeAcLM24diDmu007W2iZZoJCrLypU4K/jXLi8uhVSezOKhiJ0HeGqe6/rb8T7ForxbQ/iVKpWDVE89cAb1wH/AB7H9K9W03WNN1aIS2E6yeq9GH1U8ivnMTgalL4lp3Pew+Y0qj5b2l2e/wDwfkf/0/34ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDE8Ra/p3hjRrnW9Uk2QWylj6seyj3NflF8VviNqPjXX7i/uXIMhKxx5yEQdAPYfrXt37THxNup9duPDSt5VppTbCn9+QjJJHc84Ht9a/Pfxr4qOg2rTbg+oXIOxRj5F9fbH86+yyyhDCUHiKnxNaf5fM+GzLEyxVflt7kXZeb7/109Tk/iN4shgibRLUh2Y7Z29T121wfw3+M/iL4Sa95tiDqGi3ZH22wZgqyDoJIyfuSqOA3Rh8rcYI8+1fU8+YBL5k7kliR079fWvPrm/m5Xfkgckcke1eA6lSrOVae7PoIUI0koN79Vbc/ajQvj1BceFIPFfgqNPEOj8xmMlkmtJgSTFKgBeNgWOQQRzkZBBryHVPjN4v8a6pHrGoI8Gj2ztE9ranEka92PfPIOT16fT81vAHjrxd4E11tf8KXZtXYfv43BeCeIdVnjB+YYzzwynkEV+wPw38Paf4k0TTPH3iLw/Fp2qX0CyrbuoZogw4OSFOGHIDDIBGRmvWwmXSxEGqzfKvuv8zSVOnSmsQ1r+T/AMzw7XPijJ8P/sjaFqF3HaamNwzC8aMoPAJYbXyeqjdjrkV0Fv8AtAWeo2NtqF6ot3smked4gR50XlsAm3+8z7cV9Ma7pOna/p0una1bwXOmlCZI51V4wqjJJDZACjv2r8oPif4l8Kwandt4Nj8nQoWxbDcf3xGR5gzztP8AD6DB71yZtSWFSlh5tN9P6/yDDulWk4zj5/8ADnLfFn4i6p4q8Q3mvajJvvbw7Iot3ywQL9yJOnAGSfUkmuG8I7re5eW6YnoWJ59eh7157d3lzeX/ANqnUnc/yk9hXUR3k7wCOLapPU9yPQVx4SLgm5/EXCjaNoLTyN/xTrUWq3BtoSY7ODHrh3PGcfoK4h3hHl2N1mQSAkIwyCBxnPb6g1ekBQELhGxxz681KLuaS0W0ztijJc9wGx1x2z7cUpubvzff+pc6cNmZDacqP/oMu3B/1Ttx6ja3uOMH86UXsyFY7sMskbK67sgqwOQykcgjqCKs859Qx6nqcdKTykZjBLCs8KjIVs5H0I5FTyRinFuzHFw+H+v+GPtX4T/t2fFTwJZxeGfHDp8Q/DSAKsepPjUbcAdYLzBL47LMGz03gV+lfwx/bY+HfxRgSxlYaXdIo/ckYaNewaIZIAxjchdfcV/PqumhV36bId4PywyYz9A54I+uDVePU5bW4T5ntbmJtwZSUkRh3DZByO2DSp1eXpcydFy92M2vy/rsf052nizRfElqb/Qb2O+gyQWjPKn0ZThlP+8BWRd3ueAfevw4+Hn7UHi7wtdQ/wBuyy6jBFgC6jbyr1AOzN92Ueofn3NfoX4B/aQ8O+MrNWN0l0AoDSwqVlQ/9NYDhh9VBHtXZPHXVpKzCjTcXaR9LXF3gs2fu1hzXbDIHQ1nQava6hALqyuEuIW6OhyP/rH2PNU5rgZyOhNeTjcTpoetQhfoXpLnI+br61iXVwM5/lUEt0FyScCsG6vgCe+elfMYms1c93D0x19e7VPODXBa5eb7eVC20lSAfQnvVrUb84LZya8s8S62qROWbCgE15tHFWkmt0zavT9zXY/Q/Sv2wfgbB4btr/xt4ji8PamsQFxaXEcpk8xQA3lCNG8xSeV25OCMgHivi/4y/tn6T441qWy8POdN8NaUMpcTr+8l3fflli6qh4CqMuBknBOB8U+KdUtbq1nu9TdDaRBmcSYIAXnPNfDfiXxJcarq032ZjFYKxEKMcrgev1POK+8q4aSgm3r2PgKdFyqfF7vpbT73+FjrfjP8QNZ+LnxB1z4iayJZI7qWOGLzGeXyraKNYoF3yEtghMgMxOSRnivJSMuQzAqDxnOcdh7Vbk1CaWxNo87JGX8zy9x2FwMAlehIBPPvioEh88KMBRg5Of5CsIRcndfiehB8jehEFAbAPlkDvyOPpk1o6XY3Gr3sdjpkXmTSnaoJIye5PsOtU/szmQQpmWSQ4Ueuf519L+AvD1l4Q0ufU9R4v2XdIW/gjAztB9fU962oxUrqT0GqkbX6mnp9jpXw78NyzSuC2A8rjkySfwqvXPoB+NfPl/caj421lrqdgvPyjrsTsOgHTrWt468XT+JL8OjFLSIFYY92O3LHB6mneAp7cvJYwxBJ3IIfk5HdfqKum1VqxjLboc0aj5XN62PTdC0eO0SGxt1DHGCxBzx1xjtXv3gqDUvD99Y65os7Wl/pcyXNtOM7klTocd1IJDL0Kkg8Guf8L+HYxtkuPmlbk56Aen4V6ZbWiQIIh1x69jX1eAwjk+aS1/Q4atS65Lbn6N+EfjCPiDptuvnNBLfxxJNaMRiG4tyzSIhxyr7lYE8kKPQ17hoSzzuswbCR9W98YwK/I7Sdfu9AvVvNOkMTqVI2nBypyDx3B6f4Zr9KPg58UtM8d+HEIdY761GJowcZ/wBvHv39/wAKdan7LfboaYKbUeVntN26fxkD8a8O+Lvw78M/Efwne+FPFNmt5Z36FSp+8jj7skZHKuh5VhyD+NemXFy07l16DoO1Pjsyw8y45J6Zrya1Zu6R7NGNj+bD48fAjxP8D/E/9mayhuNLvCx0+/AwsyryUcdFlUH5l79V46eeaJf/AOihNTbEaggOecKOjYxX9Hfxb+GHhX4j+FL7wx4qslu7K7Xp0dHH3ZI26o6HlWHT6ZFfgR8dfg34u+C2rf2FqQe70a7dhZ34XAlUc7H7JIo6r0PUcdPm8fTopuHVnU6GnOlojc8F+F7Yh/GHiqVYfDemFWLqd32lm+7FEF+87nr/AHR1xX2L+zj+11D4ful8CeM5ZF8PO5FlM7mR7BOyMTlmhH5p2yvA/LSyv5oYfs5lPk8FYwTtz3IB4zXvXwv8PWWrK+v3smLSAFdqyBZpZ2HyqOpVVzuZsew5PHztel7FyqTd308v+Cz08PXVWMaNOKjbd7t/8DyP6IbSa1vLWK8tJFmhmUOjowZHVhkFWGQQRyCKJHJfOOnavzA+C3x71D4XzjRdZV7vwjcSk+UuXlsWY8vADndH/ej/ABXng/pRpmuaT4g0u21vRLyK+sbpBJFNEwdHQ9wR+o6g8HmsFivaK56FH4rPcvSOFG4jk1SmlEKGUnLMPlHTGe9I0oJMp5C8AevvWXPM0rs7EnNTJXR1QlZ6IgZmkJ7k96CREuc8/wA6MBBz6Vnyyhm47dKwbb9Cpz0siKSXc5PTtVdz+VSsjAE5wP51Udu4qrW2JlrqMZ8NntxUTN+lKzcnHJ7VVZuME4/Wly9R9LIcW65xiojweAajLDOGpu8g5zgmrgmtiJq2iFyOO1J83rzSFd3fFSKhJ56iuulTuzjrVLaMeqg9OMDmrkEee2Ce9Mij7etdVoOh3Os3kdlbDcpI3MB0Hp/n617OFoX3PPqz1savhPwzca/eLGinyVPzN2OP6DvX07p9hbaXapaWwwFHJ/vGqPh3SLXRdOFnbKAy8Ow74HT6VtnHQnj2rpnVWy2Oaw1iDnt6fWk7dKb8v4ZpCV7E1FmCF5zwcf8A1qa2f4uRQdpGKTp8yjJq4u5nsJuToODQzjpikZm6ED6ik59KdmJvsAbnGDQWJySMYo3PnANJggccj1qh3voZsg/eyljjOzFaBcYx1rNnBEszL94quM9M81oLkj5lHvUJasV1awpYY+WgnAy3FKD3A5pnB5PGK0sSw52460HcfTijqcj9KQksT/DQhNsYwb1GOp4pjg+mT1p5AAJDHilLbc46etOIIiK8jnmo9oJx+NSHrn0pAcZ5zVKIIrSwqwIPoa56xt1NvCvTC4rqXXqB1NZFkFxHxtwCPbrWcoK9y5MzpbNfmUjg4PT8Kwp9PDhyRncSB+Nd2yqRms+W1C8evNZVKCaLhXaR4/f+Hy8hkQeUV6Y6H61zc8NzYPidcAH7w6V7dcWRcEAZ5JFYF9piSZYrmuV0pR1OpVYTVmcVY+ILiIBJT5kZ/P8AOuntr2zvExC/P909a5zUPD5UtJb/ACtgnA6E1z0y3djIEmypzgMOn51tCs0zlnhrK8WejPHjkduwqq0Y9eM1z1j4gkUKlz+9XjB/irp4Lm1vBmBwePu9/wAq6/aJu3UxjN31KE0EbqVxwfUcVizaZtyIW255xXTNEc8DiqkqMD2NXaS2ZSknucXPCrjy72PPo1c9daTIqf6K4lX+6eor0iWGN12kAisO408r80TEEdAeldNHFWeoTh03ueZh5baVthKOeCpFdBa68EkI5jj4xk1qXdrDLiO9i5P8XfP1rm7vRpocyQt5sfoOoFe5QzNNanlVctUlpoz0C21VXUPuySOMHmul0/X7i2fzIpCrLjlWII/EV4NHcz2pARtuDyD/AIV01jr0TN5cx2SZ6noa9OnXi9GeJVwLvaaP/9T9+KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooo/CgAooooAKKKKACuC+Ivjmx8BeHpdUuGDXL5S3jJ+/Jj+Q6mu9r8uf2qfHt1L44udC025F1KcR2oB3Iiqq+a2OmEbOfU4r1MnwKr1lGWy1Z5GdYyVKlaDtKWi8vM+d/id4vk1bXdQ8Q3sj3TQq01xgbtsvYn/AIDwfQYr4s8VeJL2+uJdSnZWmn5VScAL2A9h/OvTPiB4oSC2k8PafIXjHzXMoPLv3B9fevnHVrsPI0xG1du1BwS2319K780xSrVVCHwx/E87KaDp07v/AC0M3UNQmRmjQjcxOAR/F1rmmuTM4HGQRkHv9KWdxeTGJ2yDk+49Kruo2JGBxnHXoOvX3rj57Wsj0Xdvm/q/9fefZf7JXwYk+IXiF/G/iS3x4a0mQosbg4vbxD9wesUXBc9GbC/3sfqFpvi/w5reu6j4a0u+S51LSdpuolDDYGOOCQFbB4O0nB4Nfn/+x98dLDTWg+EfiOdIY2d30yc4VQ7ne0Dn1LElT749K+jPH2oeHPgJpOsav4dkaXxV4peQ2onYSfZkLlmdRgfu42YsAclmwM4HH0E8yhGjHl0hFbdW/wDg9fuIxilJ8l72282ef/tRfF62sre5+GPh6cK74/tmZTwqj5hagjjLZBl9B8p6nH53RQTeJ9QCMmLSE/KMYB9/8K1NZu7jWtTfS4pWneZi80zfM8kjHczsT1YsST6mu5tre18NaU1zPjEY6Y5ZvQfWvmKClWq+3rbFU4+yjZ/E9/68jkfF2lWenWEKEL5khG0eijv/AJ71526XitGISnljjk8jtgD1ql4t13Ub+787JLXBySBu2jPCjHTFXLNZzbw/ayGkIPTtz3rad5Nu1jojd6RRPLNbW0m64wvQLux16YFL90tGWG7kDAyMf/Xp1xYWtxGI7n5vLPGfTOTj68etWYhFvZY+MjGTjjHQVEZdWjRRt7zX9f8ADmK9pqTXCTCVVgXgoPvH1/pVoxETrLkIDjJzz64qxcTxCaIFwJjjgDg7uMn05pSioOmZCAcA5Hv9KydVW82EYWkZ8kcjMk8cwVRnchGS3Uj2wKjuXNzGsc6ecMcdtpz2I5FSyK7fMQQBgjnPToOaqFCylskEk8dePX8qUafIndhCo2uV+pi3NlMsYW2m3befLfh+OTz0bim2OvX2mahFc2FxLa3EI+R0Yo6+mSuCK0HibcN+eucnHp0/rWXdtFIhikiEsLcAkYcHHZuo/UUVKTTvfUyjKa1eh9KfD79rDWvDd9Hb+Kd0in5TeWow49BNFwrj3GD9a+8vCvx98HeINEbWbnUIfskSbpLqJj5a4HO9D88Z9iK/DnU4fLdhbvuj7D+L8fWqtre3FsrpHI6K5+dclQ4zwGGecEA+xrypUOe9nodtGpNJv7j92fBnxk8LfEGRYNDMqSTyiKBZQAZWc4TA7FuwPPrXZ64l3pbgXYBWUb43Rg8ci5xuR1JBGQQfQjmvxQ+G/wAQ9f8ACGuWupWRbaGyRu7L1r7K8BfGey1fVIra61A2olnWS4hnIxKCRvMR+6JCnCjjoBiubGZZCpHlp7vu9v8AgbndgcznCSjV6fifS2tayEibB/XFeA+JtdkvpHhibaicnP8ALNe1fFyw8P6Z4fXW9D+0RRExeTdbmuLO9ikdY2Usq/6PcRk52vtVhlchtoP5+fFrxzLZafJpWkiRo5XNvNdBXEayFQ3kiTG3zCpyVDZC816OS5BDDXxFR8zW2mnqY5tm7qtU6W3U4D4r+P8A+2bxvD2ltmxtjmRhyJGHb3AP614sHacG23AKoxk+3tUO9zKcDdnI5HTFPZy0rZkIC5Occg8VMq7k+a+u5yUIKCcUx6MYowqnGc5IHYdx+VXEnCgJtw5Xj1+hHSs9MOFcAscenA/lXq3w68FPq8o1PVo2NlbsNox/rGGehP8ACO/5V14ejeSS+8KlRQ0Zs+CfDTRKmsahGqtH80St2X+8Qe57VD448VXGo4sLFilvF8xZf4z3BPcVtePfEkNgraPpxBcgLIynlRySoxXhs9y8o3SHA4A/2ef61niZWklBqxlG1rdyCc5czKOQOmMcfzJxXUeAdWtfD/iywu78D7KxKSNnO0SDGR9P8a49lklkZwwQKQN2eueMGvpH9nD4Cal8afGCpcRmLw5pRV7+cDAcjkW8Z7u/8Rz8q8nkgVWCozq1E6O6+5eZqpLlu1ofWtvbQpaRtGBgKCGB4IIyCD6Y6VHcyBVGB8yg4OcAD0xXv/xJ+Eknh3SDrvh21ZdMsIlWeGIZEMSDaJFX+6o+9joPm6A181XcqPH5cIPzfKMHOc9xX3sK/LFctzwsVS/ea63Hbby9uktbSLzJpTtULzk5x0+tX9J+Ky/DXW7c6dJteFiJJgDlWBwVIH3l7MD26dq5LXPEkPhewaOGTF5JyxGSUGOxrwDxb4wsvFyTyTXKWGvLyZnGIb1R/fI4jn/2vuyfxYblvnM9zTki6a+I68BRUpcy2P3o+EHxM8PfEzRo9WsJY1nRR50CuHCMehVh95G6qeD2IDAge0SlEQyZ4r+bz4DfEfxp8M9e/wCEj8N3myMkCezclorhc8g/3SMdR+Oa/c74V/GLw/8AFvw2mqaPKFuoQFurVj++gc9mHcHsw4NeJTzC8Lde57Tpyi0pnpWpTeecHp6deK8d+Inwz8PfEXw9eaF4ntFudNnXDgj5gf4WQ9Q4PKkcivZRAs2Wc7Il+839B71jajIZzsQbIx9xf89zXzeOvLRb9z6XAxhFc0l8u/8AwD+dv47/AAF8S/BXXZFm3Xug3bsLO9KjIHJEc2OFkA4zjDdR6Dynwx4u1Tw1OJIG3QzMvmRtyGA7j0Nf0Y+L/Amg+M9FvNG8QWUd9Z3aGOSKQZVwf1BHUEcg8ivxI/aK/Zm8Q/B/UJtZ0nzL/wAMTP8AupyMyWpJx5c+PyV8YPfB64UMwpVP9nrL59/+CLG5bKMfa0V6rt6eR01n4q0jVdLGoWUm1UBJU8FCP7w7Yrsvgh+0zqfwx1ma0nBufDl3KTJbOxAyTgyxE8JJ3P8AC/fnkfCNrq1zZF1DExuMFfXHc1rDU4biJnjG1WbDA8Yxz70llEYX1f8AXc4JYuVSyR/SH4a8YaD440W28SeG7xbyxulyrrwVI6qy9VYdCDW2FP3ugzX4U/AP44eMvhhfyXmnSm40jeFmgkJ8qXP8PsfRhyPocH9kPh/8UfC3xR0BNZ8NXCvgATwMw82Bz/C4Hb0YcH68Vx1YOMrM9WhilNK//DndXMgPHas1mP5VO5xVV25z6VlLyOrVkbSMeM1WaQdh1p8jDkn/ACagY84FLzLTIySSOcYzULP2HNLJk+1REgkqTzVQV9GjOUncaxySD0pFx6frSdOehNSLk4x3ruhT0Vkc1WorWFVeBxVuJSSDjk0yNc54zWpaW0s8iQQKXllOAB616dClfU86tPTQuaZp1zqN1HZWibnc4zjpX014f8MweHNKRQP9IJXe3fkjj/Gq3gfwjD4fsxcXID3coyWPVf8AP+ea7O8YCLI9V/nXbP3YuKOSKvIS14EvpvP8qnP16VXgb5pRkcNVknPU81nTukOSTkMP4EfWk+fnBxTSWGR0pCXYnIAIrS1zPmHAge3vTCd2CjYFLz3HSm9snpV9Sdxck980jEdQevNGVzjPXpTTKmcgcnilKxa3HcZxnj8qUnHGelRGQFskcdyaXPTHfpVPyItboZ9yP30pHB2D+Zq6Cce1Z9w7C4YAcbB1+pq8DwNueB0rOnbmZUtlYkznjr1qMnjIHWjJ2jvimEnPOMVstzLTceGz0/Sk4HI5OcUDOOOT2zTSXUZUZx0FUJiMY/TmlbryMkdzQd5A3D8KPn4Bwe9CYaidD83WmEjdil/Hj6U0nLDI7076k9bICQG3A54rNth9zHT5x+Rq+SMk4waz4AcL7M46+9U0VqXxjB4wD0pkgG5d3SpR8uB1P8qjxnJz1qUiYlRwGHA6cVQmtlZTnjrWuVPJHGPTvVd0yF456/nV7ldTAms1dGBAyK56fSonPzKOSfr0rvHiU5wOTVN7VdwwOMHI9c1z1KF1oaQrNHjt74d8r5oW2sc/TNYZF5ZMskuUJ754+te0XFmsi4boawbrSIxGQ43AjHPNc3JOJ0KcJKzRyNn4iOAt2N4/vAc//XroEuLa7G+Jgwx0HX8q5fUNCMChrLhv7vbHqDWB5txZygsDFIO/+FXDE9DKphnFXR372wwXWqMiOnDgE/pVC08Q7iIrzn/aHWuhia1vFDwuHA7jr+IrrjUi/Uwv3MNoY5RtYZ/UVjz6c0fzQHB6gZ4rrHt9p3H/ACaqmInOAV9j3otKL0Lj5nAXlpb3YC3kflt/eHB/+vXNXWk3dvukj/fxjpjqK9RuLNGB+XI9McVhzWDxEtbuc45Gc1108a4+hLhrqrn/1f34ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK89+LOuX3hn4YeLPEOmA/a9O0u7niK8kPHExDD/d6/hVQjzNRXUxxFZU6cqj2Sb+4+T/jp+1PfaZqV74O+GUqRyWLNDeamyiTZKvDR26n5SynIZzkAjABPNfImlfEvXrrWE1HWNZ1C7uA27c91NnOe2GGPw4ryTUZF0uwhd3d0uFLA543jkk+pY5P6965m11UxSBmbBA5xx+VffYOhTpxUaa/zZ8NDD1asvaYnWe/kvKK6W77vqz9ufg38UND8X6ZFp51Yy6giL+4uGHnEjglW6uD15+Yc5zXutfg14a8YPYXkT28xMkbKVKE7wwOcjHQiv1u+BfxRn8f+HlttYilj1O0UAySRsi3CdnBIwWH8Q/Hvx4Ob5RKF68F7vXyPrcuxiqR5Zbnu9FFeW+NfidpPh62kttKljvdR3bNqtuSI9y5Hcf3Qc564r5qc1GLlLZHfOootJ7vZd/Q5r44/FK38C6E+n2MwGq3qELg8xRnq/sT2/Ovxx8f+M7q6ku75JTGQrpG+ASxfqfzr6t+O0t7eR23iK7f7ZLeSPFKkjsgdthZT8hB2jGCoI4xX54/Eu6uBG0scItpbfHmQKWK7G+66hySPfJPrXs5bneGnhpUsM/fe9/0PAxGUYmWI9tiVaOytql/XX/gHiuv6mZGa2UkgcuW/ib1PTvXnV3dOyqqDdjOT6ev1rrNUtrs+S1yMx3S7o3U/LjOCM+oPBB6Vx+oWs2l3UljdK0c0HXBB69qqlFRXKd7oxu5SWi0KrsXUbm3E8Af1olaOK2YKg39ADxgU2OZo08yaNd3IUDuMcVjlZLlvl/el36cnr7e1XFq6VylUfL7q/QuadDcXl9FHAG3llYbSQ0ZDBgwI6EHpzX1B4j+Jz+KrE2viWWaXV4oVhW8dtwkWMbV3DqPw6kk45rxLT7SDQLIRA4u7hcs/GVVu3t/hVaRmAyD8zhRwMk+vNRi6am7W2Ipzcrvseg4XwtpJuQ3mX92G2tkNnOPmz6DtWRrfieTWltLf5mSKLDhjnMmeWx71zTPK6YmXITqCeR7fSokhSUF4jgAFsAEkAf0Hes3O7Se34GkIXd7E9wk7JmKFSg+98wXGT2z1Iqwsitkq5Gw4HG4g9/xqgJJg481coxyGPI+gq2HRVR0IVv1zWWsfdbuVUk42a/4IlxLehl+ywmeRuCT0UYyatRKhkSWQAkgHjpioYpZCSrqSVzySM5JpGuUtysjPw7dWwMei596qcmtSpzjo/6+40/t05RbRpAYFcyKpAA3Ac44rPL8kEHBPU4zg9wRTmk2s2UAVecDJx3yOvGaFRppEt4Rl24wOpz/AC96UIJaJXIqKTfKhYocp+8bajZzkZ5Pr/npWc0b71X+BM4POT+Brf1J7ICOysirrbj53HV5T1P0HQfnWHLLIsTMVOOCOOazcp2ajt+JXKkrdjKnkXd5IUsoORt55rltXvfLVYSQzbuB0xn+Zq7qV8kIedgYmQbYxzznoa4C8uJZWE07Z3cjB5+vHrWFao21GJmqnPF2IZppGkVY5Dv4Y5/vVueHNN0vVtSis9Z1BdMWRXHnNGZVEgBKhlXnDMAM9s5rDjjcxh1AO4n8Pauw0bSZYI/tN0FjcD5MgcA8nNYS1hyLzOxScY3aJdMs4bJZYBIkssbFZSjZAx6HPT+dbYKh0jILFQCD7+grKksYJ5GnuBluSrKcE49aqzXd3DOYFG9Cud3cZPp+NbOHNZRWm5yKTvfqemWHxE8TwaNJ4Vm1S8fQ52DyWhnfyi6nKsVzglSARuBAPSvedb+N2hN8Epvh54N0z7ZbywNHLYXcaupmlYvJclR96VWO9ZEO/djkKoWvka/trq3C/aA0JeMPHkY3qcZI9a6DwjC76ol7Zyxy3VsweO2Z/LeX/cJIyVx0zk9s0oVOdcsZaN39RwjKEm9DyFYnjKhd2I8EqeuP9o0yTYzN5Q4IyR0I9sV9IavovhTxXJIkkT6TqTAggKI9zHGM5AVue3BxXmup/DHxDpmqR2MiK1vK5VLlDlAvuDgqcc4IzV0sG3pv+htSrpxujH8E+F38T6lsBZbS3O6Vx6dlX3J/IV7v4t8RWnhXSk0nTiEnEYRFHSNB3/w9ajnvtF8CeHkW0Xds4jUD5nc9WbGO/WvnrVtcu9TvZL2c7pG6nPU/T+QroqyjTj7OL1e5zRkpy8ihPO8gd3cyOSW3dW/4ERz3qj85HB2jgsT/AI0xy0hYLtAJ2/KcD3610Phrw5rHi7XrPwx4ctTfalfzLFBCgzljzkn+FQOWY8AA15ypOrJQjuzqjSSR2/wk+FPiH4t+MbTwj4aiKu5M1zcEZjtbcHDSue57Iv8AE3A4yR/Qn8Gfg94e+H/hjTvBnhq38u0s1+Zm5eRzy8kjd2c8k/gOABXl37Mn7Pmk/CHwpDpFmgudYvtst/d4x502MYUdo05CL2GSeSa+6NO0+LSbURjBlfG8j+VfaUqCoxcI7vf+uxlOpf0Ob1bSLa3sTaQICCCGyOuRgg+x6V+Vvx78EaV8J9XbWbGNlsdULfZYyMx28vV41PZcfMin3A4HH6w6lMFjd25zXz78QvCeleNtLudC1yzS9srxdrxPyOOQwI5VlPIYcg1y4nHzpr3Ny6NBT3Pwz8deJLXXml1C2by77nzYScCUjq8eeAeMso+o7geA21ne69qDWkH7qIf60kcKB1wfU19X/Hr9mHxZ8MdXOr2Ejap4Ulfi72nzLTceEuFX8Asowp6EKevmem6ZZWRe4tkKqxx833jgdSfX1r4+tSnzWqO71aO1whHbYtaVp9rpVnHBanZtGAW5/H6/WvQvA3j/AMRfD3xHb+JPDlyba7ixnPMUqA/NG47of0PIrgJZsNngJ1x3AqKSQIpSN/vc888H0qKs+RcpFBXV5rQ/cT4QfHXw38YtBWSwb7JqVmn+lWTffRjxvX+8jdmH0NeuJbtK/t1J9K/n38M+MNa8HazB4i8N3UtleWJDq6EjoRlWH8SnoR0Ir9gPgH+0X4f+LWlrpl9s07xDEuZbdjgTAAfvIs8keq9R+teTUq+7ZI9nCV/ftJ+h9CXMQIwowB0x6V5z4t0DTdc0+40zUIEuYLlGjkjkUMjq3BDA9QfSvR7yYInynLVyV4u8liMse9fO4mhzXbPqMPX2SPxN/aQ/Zdv/AIf3dz4m8BQyXeg8vLb5LS2nrju0Q/Fl75HNfGAIjbrhh94Dj6Z+tf0m6ro0N/C8cqZU5z6H2r8u/wBoz9lcQXtx4v8AhtabWYl7nT0HysT1eAdj6p0/u+ldeWZ7qqOIbv3/AMzgzbIoyi6uHXqv8j4wh8VSW+kix8gJJEmF7Kc/xYHU1q/Dz4seLvhl4ji8SeE7xoJlP7xSf3Uyk5KSJ0Kn3rzr9/bM1pdKVCsQyNwVKnBGDjBBpk9sGzcW/wA8ROPdT6V9PDCQ189z5CNWaeu6P3q+B37QfhP41aMslj/oOtQKPtNjIRvU92T+8ufxHevdJATytfzeeGfFWu+EdWh1zw/eGzvLdlaN0JUgg9OOo9a/Xv8AZ9/ap0P4nWsOgeKXXT/EKDbzxHMR3B6DP+e2fDxGHcNVrE9zB5ipWpz0f5n14zdj/wDrqs579P1qWTn5Tz3zVc9Pf8qxhqtD1ZS03Iic/d596a+TyDml6HB60BT3PWuinT0MJys7iqcgZ7VOo2ng5PekCDIPIq4gCKCwz/SvQo0rnnTkr3JI48EKo3OegFfQ3w78F/2bCNW1NQbhx8inkKK5/wCHfgn7Q663qiYReY0b+de8rsA2IMAdK9aMVFW6nI30FLD86qXZP2c47EcfQ1aLGqt4QICeoJXP51hPZkp6q4yDJaXoPn5/IVYPPIOKrQcvN2+YfyFTl+2M4op25UE7qQ1gBw5zScZB3EUpHfpTFAydw69DWyVjOVnsPAHck4prbT1z24pcnkflTOfbBoSuUmrCFk64x9etIH2rgryKXc55YcDjmmb3xkHOP89atrUz2HfM3zYA9aUkkjvjp3qPLkYPQ0/Bx1wRTehSXQzbliJzkYzH/WrqHKKBxkD3rPuSRPuI6oePxq7Hyi7T2/SoW4nG2xJkk8HkUwgkeuTSblU4PyketIT24z2FaJ9iFfYdgA9cmkDOcZ60wkY47e1NDc7iT/n1pqIth5B6F+nUYpeAMsdwPp/KoznptxkUh64PAqkHQeWPbt0pOe3OKY2cZA9hSHsemKoQreneqMCnJHfe361d3DOCcnis+NipY8Y8w0n2JNAklT6GmnAIC9BTQVYngkmlbGR3qk9AuDYAPbiojnAbOOOwp5IIx0HU00uxOe3aqG/MYTkcdM02QAnIHalG3JGO9Lxk+3T86VuovQpuiuB7e1VZrcMu0cmtE8tgUwg89+ackmLmd7nM3NiHPTvXHavpKzWk0bYzsJBxjGB2r02SEM2TxWbdWSywyjA5UjNcdXDReqOylXs7M8Mj0G7itEmikL5GcHvxVCC/ltpSgZopV6g8GvYbazSSwVVGTtH5isPUtAt71i8sfO04buDj1rkjzJLmNJQhJ2Rj2PiQN8l4P+BAfzroke3ulDxMGz3Feb3uj3lkEaLMyuenRgKp2upywSfuZCjoeQe31FbQrs55UWnc9LuIlHJ/CsiRFAORgd/Wq9r4kikAS7G09Nw6VpnypU3REOh545Fb2UlcVOpZn//W/fiiiigAooooAKKKKACiiigAooooAKKKKACkJA68UteNfFu0/tA6PZHXo9HDyOdkgYCY4AGHUjGzOSD1H0rfD0HUmoI48finRpOpFX26pbu277bnrF3qNlYsiXUyxvL9wE4LH2qS6tbXULSayvIlnt7hGjkjcZV0cYZSO4IODX55TfG7xR4E1PVNA1spqFzprPagSTGRMk/JKgYZIIAPOcZrnrD9oXxnoWtvf32oxzxTkN5MUgljCsN2wEjj0GelePWxNaFVR5NL2/rueTT4koy6aP7l6vvc+fv2oPhMvwY8aWmj6VNLN4e1eF7nTfO+dofLYLNbF/4hHuQoW+bYwByVJPzNpsZ1O7lh3mGC2TczsMLgnHX2Nfpj+0L4X1f4ueHdL1TQ9Ommj1K3F/aO7oht5sYbeC23LDKOF6jB4Ir84vDOgS+Mr+z+H19nTb1rm5NwZcx+VDapvkVxxnecKCeMNkHFfT5Pn0PrHscR7ri7PZ6fzGMKdSreFJWd9NOnle17f5I9J+Hnw58T+NYxqPhGOOy0ZTIkmragCsDhcbjbxjDOEx98EL1y3avrL4V/ErwX8MNb/sHTPihH4iu/LPnxpZRtZtIoJ2AwuzjGMF9525BwRXyP8Rfi/wCIfjFptpp8VrF4c8H6ZEltHpdmx8q6eH5fNkKhT5XA8qEjCry2TXiZ8zTtXsNVtgEW0OxlC9Vb5eAPrjFfoWNh7aj7LDRST72k3fu7b+UbI8PLKlWNblk7Lu78z/y/rY/YvW/jFrfxChmTSpm0zRwRG6Q7hMzEZKyS8YB7BccdT2ryHxnrC+FILO0fZaq0QlxkDYrEld3oWHIzyRg9682j8DeKvCnhKLxvpGoyaB4pK26i32ma1uImbPlahC7eWyqpyGUCRTwGPSvlPxj4+8ZajPcv4pv4riQSl5vs2QjyZyfvEkn+XQYxXxmecPxnhpYeU1G3Vd1+Z9LhMdChiFKMOaXW71t28l5LRHtHxA+IUXiqeGNZSLPTwzK6kbmkYctg8EY4Gcd6+LfFviG51e+1CWOUSllSLcep5559qw/E3jHUNTha3t7hoSMqQGAVl9zjOe1cZptnHc30dtdXothI6iSdyQkYOAWYgHgd+K+JyTh76vK8p3/P5n02NzBVYqKjZHZ6T4Z/tfwrPfi7hhuIJ32wSrKHdSq/vY3AMZAbIZWKnAyC3IrxzVEuraYSXCsoOP3h5ByfUcEV9EePtZ0G10W08MeGb6C+NqPnuoMgPngqSBtYk8kjpXhEBurJytvJuWY5aKUb42A6gg8flX03tueTnJf15ngzS5koq66/dY4mS8fOZmCgEgcZ5I6/jXXeHLSLTbZdavlLE5MCNj52/vc9hnJrOvoLW7vjc/YhZoQC6oxdNwODtB5APpk+1WL27lmCBif3Jwg7BfYdK2fuxuty1zXUlt5k9zeSTSvNO29mYnPqSeOtNEyxgiUHexLA/T0rAub7yzhv42A47H39KuxOxkBV/ugcZIyT61jFpfFsOGjsjXYu0yIRuDgAY4+9wAOOc/rX6W/sv/ByHSNGuNe1CINq17mKUumfs8RUOIV3DksCC5HH8PavO/2Q/gNN4mubX4qeK7bdo9jIf7MhmUYuZ48gz4P/ACzib7n95xkcLz+nXg7QI41u5ETA892PGP4VFfK51jpzth6W/U+tyzCxoRdWo/eZ8zeLf2Pfhx41t5J9MWTw1qOSftFoFMTMf+elu3yH/gGw+9fFHxD/AGPfjJ8OjLqMOlN4o0xAZPtOjo87KuDkyWv+uTHcqHUf3q/cO30+KOPay4G0E8fU16toenJoVk2pXgxdzr8qnrGvp9T1P5V25NT

Robert Howe
Wilbraham MA


TeleVue 85 f/7 // Astro-Physics Traveler 105 f/6 // Astro-Physics 130 f/8.35 // Tak Mewlon 210 //
Coronado 60 DS
"Scopes, Brains and Wisdom--but no Beauty"
Posted 06/03/2018 04:19AM #1
Robert,
I'm not sure that you're going to find crisper views in other eyepieces versus the quality eyepieces that you already have in the focal lengths noted in your post. Pentax eyepieces are an excellent choice in shorter focal lengths and the 5mm smcxw  or the 3.5mm, if your seeing supports the latter, would be good choices. They offer outstanding eye relief and a wide 70mm AFOV for their focal lengths. Orthoscopic eyepieces offer excellent resolution in planetary viewing but have narrow soda straw fields of view and marginal eye relief in shorter focal lengths. A popular inexpensive widefield eyepiece with good reviews can be found here:
https://agenaastro.com/meade-series-5000-5-5mm-ultra-wide-angle-waterproof-eyepiece.html#product_tabs_power_reviews
Posted 06/10/2018 08:14PM #2
Very happy with my Pentax XW 10 mm and 7 mm and would highly recommend them as additions to your nice range.  I have longed for the 5 mm and 3.5 mm Pentax eyepieces but am not sure that I’d have enough opportunity to use them based on my current limited frequency of good sky conditions 
Posted 06/15/2018 04:35AM | Edited 06/15/2018 08:38AM #3
Based on my own experience, i recommend the ZAO-1 eyepieces for high power lunar/planetary viewing.
Posted 11/21/2019 10:03PM #4
Problem with high dollar high power EPs they will spend the most time unused. Seeing being the limiting factor. Nice setup by the way. I suggest a cheaper alternative, maybe pick up a nice used UO 6mm ortho or Celestron Ultima 5mm. See how much use you get out of them first. They both give very good planet views. The Ultima having a slightly wider field but still narrow.