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CELESTRON 1250mm f/10 Schmidt-Cassegrain reflex lens


JDMvW

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<p><strong>CELESTRON 1250mm f/10: </strong><br /><strong>Mania, Obsession, or Just having a Good Time?</strong><br /><br />Well, I’m back, at least for the moment. <br /><br />When I left, some souls speculated that I was past my peak, so to speak. Actually I was only passing my pique. Others failed to notice that I was gone.<br /><br />Some had suggested that I should just take a sabbatical. This is one of the fruits of that view. We shall see how it turns out this time. Perhaps in my absence, my kinds of posts have become passé, or moderation more “strict”. <br /> <br /><br /><br />When I had posted earlier* on various catadioptric (reflex) lenses, some of the more-or-less helpful commenters had suggested that I need still larger, longer mirror lenses to prove something or other. One lens suggested was a Celestron 1250mm f/10.<br>

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*e.g., http://www.photo.net/classic-cameras-forum/00RaKy - various Spiratone et al. <br /><a href="/classic-cameras-forum/00d4Vf">http://www.photo.net/classic-cameras-forum/00d4Vf</a> -Yashinon-DX 500mm f/8 Reflex <br /><a href="/classic-cameras-forum/00XSrL">http://www.photo.net/classic-cameras-forum/00XSrL</a> -Sigma 600mm f/8 Reflex<br /><a href="/nikon-camera-forum/00Pzdv">http://www.photo.net/nikon-camera-forum/00Pzdv</a> - Reflex-Nikkor 500mm f/8<br /><a href="/classic-cameras-forum/00c1nS">http://www.photo.net/classic-cameras-forum/00c1nS</a> - Quantaray 500mm f/8 <br /><a href="/classic-cameras-forum/00bVwA">http://www.photo.net/classic-cameras-forum/00bVwA</a> -Maksutov MTO</p><div>00dp0S-561650484.jpg.db80c543c8105ff49ecd11e2e579957f.jpg</div>

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<p>In the absence of participation on Photo.net since last year, however, I had plenty of time to browse the net. I found one of these lenses offered for a little more than I was eager to pay for it. After a cycle of not selling at the asking price, however the vendor and I were able to come to a midpoint—more than I wanted to pay, but less than what he wanted to sell for.<br /><br />What follows is the result of that transaction.<br /><br />As Celestron puts it:</p>

<blockquote>

<p><br /><br />Celestron's C5 Spotting Scope is a 5" (127mm) aperture, 1250 mm f/10 Schmidt-Cassegrain optical system. Its optical excellence is the reason it was chosen by NASA for many space shuttle missions.<br /><br /><br /></p>

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<p>The astronomical/spotting scope version of this lens is the Celestron C5, and the lens can easily be rigged with various additional adapters and so forth to the C5 entity.<br /> <br /> Here are some basic specifications from the lens manual:<br /><br />Celestron -1250mm, f/10<br />Focal Length 50"<br />f/value f/10<br />Photographic Power 25X<br />Photographic Near Focus 20'<br />Resolution mm 200 lines/mm<br />Linear Coverage at<br /> 30' 5.78" x 8.67"<br /> 100' 1.78’ x 2.67'<br /> 1,000 yards 55.51’ x 83.84'<br />Visual Power Range- 50X-310X<br />Visual Near Focus 25'<br />Construction Aluminum<br />Tube Dimensions 5.5”x 11”<br />Tube Weight 4 lbs. (The T-mount, etc. add little more mass to the object.)<br />Case Dimensions 7"x9"x12"<br />Case Weight 2.5 lbs.<br /><br />Here is a diagram of the lens construction:<br /><br /></p><div>00dp0T-561650584.jpg.7ffab7e8a33afa486d1afa0365ad536a.jpg</div>

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<p>As a Schmidt-Cassegrain design, this is slightly different from the predominant form of catadioptric lenses that I have reported on before. The Wikipedia articles on the subjects are a good start for those who are interested ( https://en.wikipedia.org/wiki/Schmidt%E2%80%93Cassegrain_telescope vs. https://en.wikipedia.org/wiki/Cassegrain_reflector#Maksutov-Cassegrain ).</p>

<p>The lens-<br /><img src="data:image/jpeg;base64,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" alt="" /><img 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<p>The lens was described as having ‘slight haze’, but when I received it, this fortunately does not seem to be a fungus infestation nor was it ‘obvious’. When I got an adapter (EOS T-mount) on the lens, I dragged out my heavy-duty “iron boy” tripod, and my Manfrotto 393 head. The pictures show no strong effect from clouding and the results were as good as many of my mirror lenses that look nicer. <br /><br />Understandably, a 1250mm lens requires even more stability to avoid tremors at the user end, than do 500-600mm lenses. For the images that follow, I used mirror lockup, wired trigger, and high ISOs. I also focus-bracketed — an f/10 lens can be fairly dim for precision focus.<br /><br />My subject is the same as I have used in my other mirror lens reviews — the world-reknown (seriously: http://omeka1.artstor.org/items/show/308316 , http://dome.mit.edu/handle/1721.3/30746 ) Carbondale Polyspheroid Water Tower.<br /><br />Here is the 55mm lens view of the water tower.</p><div>00dp0W-561650784.jpg.bed34b4b968a83f3b19e0860a94c70b7.jpg</div>
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<p>I think the results do suggest that American specialized lens production was pretty well competitive with what was coming from Japan in optical terms, if not in terms of convenience of use. To date (ominous tones from above), I do not have any of the Zeiss Jena mirror lenses to compare.<br /><br />As seen in the images above, the little focus knob is more a micrometer device than one practical for rapid focus in sports or birds on the wing. I can confidently assert, however, that it does not take more than 1000 twists of the knob to go from closest to farthest focus. When I first mounted the lens, I wasn’t sure just when I would reach a given in-focus position. <br /><br />I’ve also fooled around with various brands of tele extenders, and during my ‘sabbatical’ I found a supposedly ‘perfect’ 2X teleconverter made by Nikon (TC-1). To anticipate what will be a longer comparison of various makes of converters, here is the Celestron 1250mm f/10 mounted on the Canon 50D with the Nikon TC-1 and a 2X Vivitar MC Tele Converter . This translates to a 4000mm telephoto with camera body crop and extender.<br /><img 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SeSrEfMz6M9RD1EEIh9PiYUM8gsLkwd5WuB+QdD1VczGOhGRbV4wLK0HXPrEPUQw9QOxxM9GGV8hlB+IQ9RD0/md8df5A7r7flEPQ9FPbxniJjE/nx/6D8Yh9xBDBD0Q9TDCp8/xiGCDqeiDHoPQjoYD+IegiKvfpnoYD0IhWBTAJjv6h6MTEA6Zx1IhGDnMPoBhHqEEHoEJgPoMAOf49WPSBMYnuAcdD7keomL7H8Sr19iRmAwz3mOmehExAMQiCE+tVx6iJmZ69pmAj0H1qvqPTHpzO0wYD0MHpVfy5mRDgkZh7wPkGe35DB0Bz6cAw5WZzCcQexH5n7wnEAx6vZiYhyo9/wARg6D/AHXvZ6rP9i0UYRT+w/2/EIZn91OLPVY2TWpZm9hB/t+IT+bFxGBisGHosfAwTK0CD3M/8sTExMTExMTtO0MHuR0K4nj3DsJ8iz5RCzGBCYqBZnPX+YemZ3neYMxMTAhg7jpgTxmDPAGeIHpMHQ9MieUzMzJneZM94Ox6Z9GP8FYRnoRmY9efzZmc9c/4wPf/ACQZn/C7Q+n2gOfRj83b1j/IAzCZn8xHrHQdoeg/EevuCPWBCeomfymH1e3+GQZj0AQn/BYxTmAkTAMMxMT26dvzj3PQHMIgMOBBD/gEgQEknoPcdB7Q4gnb8pzB7jE//9oACAEDAAEFAPY9T+Gle0LzxZpdWAMTHqMB6mGA+rtEcTxJgAEJlz5PTHox6TGg9asVNVvn0usIhyTiYgEx6BD1MaCDrnuCeqEhgDi09/WOhg6GNAPR2J6EgQZhPZzlvyGNFh6t7gmZME/8fL9D7/iMEMMEMHRvQvsGHx/jMEMMHQdD6FPTPTMB/ET0HQQmZh6rCB0yYYMQmA+sw+k9CM9Qe/kD6TCJme/pMMPae/oAje3oB7fz0EGT1DdTDDM5ntCOg9h0I9CjEeA5BM9/WYzegGEQTuD5Q95jpmAwnMBxCYo9bN6gZjEx37CdzPBjDW0ZWHoHrZvwZgyZgCZaYniZhxD4tGQgRR6mOPwgZOJjp4mBGgLqr+JKgiWVeE9oDn0n1iH2AMsUVzBmequyxClsZShVA6kQHHXH4v51sJK08y7lj6AcHAsorQCXjxsEHsPwiGD3btr2j49P1aJzUtOBa3lYRAew/BjoYpGWrzr7C+Wl6tCnxr5C5a6V7sTBB1xMdMegz+NS8MKGUTYoel/RqaxZjcla7Ww19nsDF9pmZmZmZmZ3neCH2zM4KXhgLv1bVpeHRtg0XldNFcs3UWX7D3HGIT0/iCYmBO0/WZE8p5QsYpyD2OZiB2WDYYT5uw2XWNa7dOw9B6Dp4meJngZ4zxE8RPET2LdxMzM7THXP4B6O/TExGgOOmJj8o/ARkEY6Zmf8Zxkf5H8MuIRBD/gEmD0+5YYPXv8AmPrY5P8Ajk4gGSVh/KD689CYowDCPxDr7EHPrYwdTCPw+0HUHEBz6T0HpxCJiYmJj0e3Q9AcQNn0EwD8+J7QDMYYPQNMwnoPb82YYsIzCMdMTOJmDofzBSYQAB0bGJ3h94MzvO/oP4Vxk5wc5//aAAgBAQABBQBhg1N3U5HoAhj+z+4916fz1MzM9CehhlC+TaySsYBYCPcBLdoCWbcL2WR6nj1kTxgqJi0wVAQIIFWHAjtCCYqZi14iriDHS1YvY1tn0j2aPLPc+6GCfzDD1PXPXVrlAABtAFuyBLtomf8ASw1apMXWCiyoYurE8BMgTynlDZifLPMmEkwZimeQnlPOeYjrmMMGpu47+gQiPLIxiGAzMHt0MIh6HoYvc0EKFuAl20Zl7DVqFpXqgRKAI4CzYtAlt2WLEzvMw5nxsYtRi1T4hPjxCIczvMtDmEdrVinBrOeo6GPLBH91aBpnJU9vQRMTEIgptaDV2VnyFItjNK6Gc06oESgCBAI7hRsX4m3eTPKA5gHTIixQJkCeQnYzwBnx9/j7/EIaostXsRg1NB0HQxpbLOxUxScgxIYZjoREqsteriPEJTRWCWJR7FnxpalnF1rNZUYqgAJAlloEu2MTY2hLGZyFMUYgzApMFZipAIQYcwEwQCATAhAiezDIsXBrOChz6DG9rZaYp7qYDEPf0a2rbt3UcdXpJZSpXwAJGCoJlNOVWk439D5KdXfTZos2I9pIuJaNTk/BPhgqMFQi1wViBIEhQQpCsxiBjA88hM5iw+1qzuDU3pYS6WnupPkpixexB7dAJ9X49atSzVVpbx+Tfx9oHwv8mtxzxdatYwVY5ljf1N8bDMVJI8Y1YJFQx8YngJ4wD04zCsKQpMGZMDQGA9rFjLg1N3U9ur+10uMX3QZg7RTF9uif7cIqtxJQRgoF+5TUNnkLnsr37c/3cxtzAO2qjX1bN2yvTxPiChzFBgWFYVhEx6sTEKwpCk8T0X2YZFqxTg1nPX+H9rzLfdPeoQwRDnqpxPqXJrdp2bKqNjbYzYuLQsohKiK5Ulyx5PkxZZqcYNX6/wDCALa+1q4KCACFezLCJiY9QEAhWeM8Oi9LhD2NTQe3Swy+W+9a5Na9nU5zKzM9MzV2ratvX5zX2TcXEZlMc+LMlhluxXrHkece6cPr+F+k3z8Ofa/2sJLKIOjwzEInjPGYmJiAQCYmJiEYggMsGRYuDUe6nI6Oe15j9zSsRe1naE96+uZt+Sld0k8ZvAUbXL3a6X/Y9sxeb3nt5De1rmrAJ0nX5OAfz07v1a4wjLCAzMaGCYmIRCsxMQQGZEEAjQQQjtasXsUPbpYZeY3vRjK+15nl+1ZgPXZANb5yADU9rzzZofdZSCW1iSfqtpYchmvZsbMxD1MIg9x1IhEImOoMBhHQdLR2PvWehlh7XmH3ogPa9p5ftU0U9DLBlbF71dw4yB/s64YCUN/01D3+q2EbHOJ47jCGGDpiETHfHTHUieMxMTBgPQiCCWCMO9Z6MZYe1xn/AJUmeXa9pnBqaI0zDPebA8XRsRgYT+1hBORKyQKWIf65Z47f2EYsLqY3QCY6EdB1x0PTExPGFehHQGMJYO6nup7OZa3a4zPdGxPPtY+Yx71NiVv2UzPTbX9lH7P3L9o2ZmVkkazN8nDv42c7WG1PiDSyiysDDQKZ4kT2mMwg9B1x6MTE8ehGQYIfawQHBVuzmWmWmfyGnnC2S3vWZW0U9pxfDvsT7HpjXu/8mH62DBJz0rI8qXInHuRbvf8ATh0zFrLDa02qCYIcCOZWMgqCGXBxiCY6YmJiYgEx1PT+LB2bsVaOwxaY5hMLQNmA929l7GsxDOA4dt+3+qqL9p0vPRcYbsRYCYfb+UODUO2kwV230fRq0jhNbsdZSN5RobTblRh2KmNNlTDAjqSShlt9dUr39dyrI8xMdMQDoejdBGlgwScQvkWGOYxhaKe4MMB71tNOp9i/jtFNLUKTc0k2dfktG3S2x/rVdw+tqbmtStUEpOX0rBF+U28a6bGr4AR8Y5+lbBbp14fVrMOvieN6xdjdWLZtkblFTJfrlW4vgEp451CuVmJieMxD0PQQywSyFiJYZY0Y9BF94fepHc/TeKubkPGFZYPFd+3T5Olq2FaX/G25yP8AZpi4yl4B1HObeS/qW8VsoV+UGWWCc0//AORiMGsYZgGHc61AssNQ8dtiH+u8Z/f3Ob5ejiNOnlUvKOjjE8RPGeMMPQ9XHaxZYseOYeg91E1OM3NtuO+jbNp0PrPHaaUUpU/TYGaA3xw2VjjCSYxOT0U96rlQXbDbFvB80laa3L03w3AjaqO094jWHCqTPAtNanwr27QqbdpM4y6ji+P5PkW5jkHoUhV2KTRyxUps1WD5QILQYep6tLPa2WRantfR+n721XynBbXHvxnCbvI2cR9F1KBr6GrrDxAhMB/6dDgjmOAara2hdUq+zjv0BEBJlfd9HjLno4+v+id9Up4/gUN6bYCuyVkjAmlR5PawqXZu8X0KxffyvK2bD6lISv3j1nxZEaGp6YnIOCu2pB6n2aZje1pwLCI4yeBTXr2qVQV8vxdW/r8Bb/6vcVgyw94RLiawHUrc1vwC62vSp5Cvan2Og623XxxuS/S26oVYRVLEhVJbMXInBfaNXV1tz7Hqs3/tt7kH4BBXxvK3rVyFbl4ta2NTr/EN6weXIt5LtbqaejoUM7VqQjDEdiIFIjE4KKVap1J9BhhPa2PK6LLrLOG5DW1/q3NjZqnN8SNpOC5Y2D36Ex1Drx3JBbrOQroHJ8291vDa92vXyddOxXv8c2tY+3uRrHad+q++CYoJPG6i0T67sl6vt93xc7oXGxeOofIvCV7d2LLrlFjPZubOvStaZzWV8mYZlhIAJMafr4n0ND7mWjI0eK2d+7hfretx62013Vcvxmxwu7wnLVchqkAjnOLsDcJyy7tUxH7D7IbKd7jec1OQr+HXWMQJtM2N6tnm5T4MR6BFRydbVXXCWAz63toifbtpdjm+I2SX19tAdrdRW39zyr3bjnidbuFGT2D5DE+KkDBH7Be7jMPoaEQjJ4r6/dvvpaGtpVdOQ0at7WVtv69yWhv071Nihl5Xj7uP2OL5Onfojj9ftepnUdmrfj/sWzryjktbaW7E2PIzeoYm1CrTBM+CwRUya2CCzY8xUwC/+2Oml1z33a+w2u+hyDNL7gg3NzMpre+3U1zWoqzDgSwqZ2JIzAuT7AgGN6CIFJPD/XGuNdSVJ6Oc4evktbiOQ2OG5Cq2u+vYqW1Nmq/g9vj+Qp3aSO3NU/NpbaFXyQde1gtG9vE237phsVxatGbQpY5E+WyAnIdiKrFEW0ouxcbGEBzNawo1m0fCxizcNqDCqQX80TzRaH/VVGI+MhsgsSceJbriKpY8LwCqAAB6vs/Bjaq+uc/bqWgq672pXt00Ps/X93W2lvruQMn2DTOtvaXC726KeL0tEXbD2Qr5FwQuzfqiPZrtD8Zn9dWH9VoanWEYMZA0ZDhQRFOCzzVp+S3TQIC+I/dSexAMc5GST+oVu0sXyDQHoqljwnCLUv4Dhh9p4E0N9W59bUYjx5Dj69yji9+/jN0WJ4bmlq7V91YCXa19i7/J6Osdjmtm02NdYRWYFAgwIt2Jq7lVdibPF7S2cJq3zc4a7WL1WJ0wHjVMh/2bjaVEoX9WUEeY8bCM4JDFQFEIySDkkksYDFBJ4Dhgo/AYO0tqrur57jLOL3fr/O1b1BGTyXEa/IGuhNeoV2O/MctxXCrzH2TkuVbAmQJ5Ezv07zJnkYLCJqcpsazW86dmpbisOolyhIpxFp/6aNZIqHgt7RiMDsflzD+zeJJALQgh8x27ocz6/wAQbnACj8GcTvMzkdCje17qtrg+R43dO7qEYiVAz7H90TXl1zWuzT3mBMTHTxnjPBmhUwwMwNVwMQNG1zuEoVOMjjLVZEP7XeLqc+PfLLgtnNp7/IAPPMsbMdu/A8Y+/fVUlVf4iTP5zmcnxGpyBCrWiqWn2/7Z5xm7k5OPVkwMZWxhwQ6AQjMwRNe8o2nVrbFFqLv6xyZTe9L03JfWhXJ/Z2DMLe58CbHwGavM7TxGdLSs3drj+Pr0aPxe0MYzIyWAncn7nzraGq75hGZgZx1xmBSZ4rPGqBKjBRCLlnmISCcQpNK1Wmrffx2/ymrVTseJzo7LVrSCUcKRmWHxdm8Qy5LhgScL5Bp9d4r+pWfxH3PsewP+r2eMVwz8jyVXFcZuchs7VpOYiFywABOYMmEATyPX3n8hiIt7CZrsj0kRP2gCrB5A2hNjRWv+xw7g5pb99XYaM5mRm0eSjOcMSrGV+LQLYkUALkQdMmY6nqTiftgy6wLW29+9OySPuvMf27yYqkteg11OTAhaFgPR/PoBwa7VeXVdsieXfhmDW/X++8VYMQ1VllllBwxORCAyY8GAEIUytQDkEdp2mcdO/ozM9Cwz5ZLHA5jbfX1jcxWi8inaua+8dzoJXUjW5eqs2G51H4O3VWKmpg6vUEsrUsNU/Ds0q1PO8ui0866ku3H12/UuKS/aqSwBiwa7soQEk9iBFwTkzx7CZ79jO8xCRAMwxmInvA3ZjPsl6ixWZm5FzVwaxVydhytWPI3L/X14fT/HU9NZsrsL+g/3wsNL2cv9ibP2cqSOO/f6TxGz8HI8rrLrcj5ZJILKcqO0Z8qM4xA0wJ2MyBPLM746ZxMd8jLZMtYV1cqzNYrkpzav/wDOrNdP22WzboVfJfvWed2fwe8/npqEfIR5UqhzUhL8Toize27ztc7ZQwGmpH0uu0MnP1G3jgwUm0sfMkAgsGObUwFMwRA6wkTMYQEz3ntMz+P495yLWuebKf2yFxu4u+psMHW7DY72cenjr3E/L0x+D+ZQxNw7UrU3x8Zqh9y+8cZwnEVl7dqgKtGzUv1apyrKP7X0NHIiscAMT2ZlPfAhUieWRkE9se4AInkIGGSxJyZkQnMySVtNnM80pPJBitmoBbxtqeNmuvbcpdDojOpsDF3Xv0/nqWJIgmouWrqBjJkcHpl7fv3Iqtf1jTW07xUPVseHE5wfr3hd9JVi6DyYqOysqr8lYhvQQN2QqR2aYMz2HcGDELAlnM8obQJksNLB5L7LXYm5cSW09r+rs8vqjW3KBg7K/rxr5r308bT7+j39LuzmalRValCjXR7X1P6nGa3K77cty2gBr08neVquu8NE9j9VAT6jU+HrrViKED2V1+CMvgctMrnKZ8p+8IMJVYttZHmGjWAQ2IB8lbRrv2VmB42xbN77PQtmtlVchQLUG3qVNh/9xrv8GxtVfLUwIPXPb0jE1qSxRQo8vNuH0PjH2/mV2r+F0/lvuZQduxGmxZ5IZxzLrfSbD4261+YNisJ/aqWsbQWyncFt2VgcNMtj+wyz5WgVgxCBvLE88Ao+XcMa6O5dDZrgV89t6/8Aa1dish6bHBL3a9vIaaX0VWhhaoc6uxkber5wgg/gp12c1KEBYluJ43xH2D7EurVr0vdZRXXRTym2qopJjsCFBLc066f1ljkCxxPNzP2Mw08GMWtjBWwijv8AHgrWSBXDXmf1wQtHcVvPj/U64YJVrUndVNf7D51ictpfHy2wllFqXJhNuzjbd3QptqVu7L5SraIFuvVcLdayuEYPfqJTSzOmitZdkqlQssPG6NaNzvPrUERnbS1lor3NoU1s2SzYUt20Na3Z2vsfIWbLBcDxGVqLRNRzBpkAaiwVXYWlzBS0+MCKowFAODlmZZ8lnlnxhsUx2rA8kdftQNddFrNVz+ub9XYZdkLc9LErsRbNri71XS5ezY0NnVswuAWrK7Zwf6toOtS8/o1z+pSIBrJDbgM7sNfX+ZiKNJNrmNi5a6mZtTTWkbm1XrrbYXbJwDk5yePpsRNq9rIPbMoIlRyCodVqKn5FD+dfl8tc+Xxh2rQDeoj3BoNisBnpJbYVJZy1VbNyuj8dv2LiEq5jmdbf0vrm5/Y1HUNVy1f9bdqZNiMnxMfgsW/SImn9j2aq/wCpwHKDc+s8vqq1Fqtg5ASEqZ4mIthSvUcwvqa8t5V8sbLWo1XsOvpjXr2dzwNrl37YJJglaF32LBVTa5Zv4lTEHXHkWA8SO1u3SBdy2rWE5vR8X+zaFU/+tpJf7cQ7/c9sG77dv2M32Ddctyt4Y8juMGt2GIW9hSuwNXgOTt0tphs2L9s1isFgaVXV3l9exAtmTZSlks1bEmpyfI6JP23kzH+w8dYDzPAvP/bcAA/LUZbldgmy/YuIrYyvVdmTQVA1tNEv3bLIWJnl2LHME1wK0tdmIBJPRTg0WkAEGec/vbJc3bdgP9loNe4j+owT+umBTXkUKVr1bc/0NtiOJ3SU+ub1gH1feWL9e3teq2v434LlrNinkal3KdlG1diuxWGjs/HDxGvvDY0N3VZXsSf8WW3V12B04dKzP9Kyf1XBGo2V1akFVeY70a8fkmENjMScxYzDPRVhsIUnMUYXoJU+DXYMIpZqeE5FxX9e5BhX9U2Gn/yVSCr6rpCD6tprF+u61ZTha4OKUGzili8ajz/1yVw0bOHoYpzuv/W3adl9O7Q5ZN2r7FouIGattXYUtUSFr37gLE4vYXZ4qgJZUFHYQMoHnRltnVWHfqUNumNsXN0HTIEJJmIIqwvCYPdsAda+5QrBYFBreuxKIlFgC6qB/BFc69TRdYALVUJ8SgBO7YYkqgz+62pj7VofLrknGlu2ar22Vclq72uaLppcvZQNfa1dtAngdxfJLPIMbHEZiSScn05nl1AiriO3VFxCYOqQOAtRJhdWlhXB9yUJa1kId8Cx8f2AYCSz7lfiHMHkJ8jkEPVOQRb6OR12rdzka+41B3fG+t1wfaAkGjl92iJztLpddU7s2Y3Yn3PXPpVczAWM+eoGYTgdB0U4g7hCBPMiFyC2wwgZCK7EAYlYLPGJ8hny1qASpsPhCwB/2byCu7OB9g0CRdU1btKb3pc0au4L9S6liPT36d/UFJgAEL4hJJ6AZgHiDB1EHup7K+CQLES+xZ8vkPmyQdj5CAGChYHrhNsKVCIf2Z2wLmUEmt/KqX112rzHHvTZYpViJkiVchYoavjdmW8ZcsemxCVxMTHoxApngBBgTyhJPoxAPEd8H0iKIuM1+SlgGOKXHsfnPyeWGOIpCFbnJsIZRhk+SqtUs2LGWsK1v6uxsWvltWuynYp82epkYp2/YDJibF1UHJ2yza1rSRqENXRlq6QSKgf1hcQuYWJ9IBMCgQkeROT39Y9lOIHDBsoC9hlfetm8xgEUr+tjBVNlThMK1lwU+YtKtVaAEqVSrX+FrW3MXPNV+TjYNpt1bKlZC8+MiMsftBBjGBCfwqMw5ELGe8PXHaAQT+RB7/CxSgqg/dSyt5hEMANctawWVujwuohsfxUPYXqrd3ULWgZS1ior2KaGsrFG9r2WV7FPg2vu2IBYtLVtp7pv4+xRcj1MPfEIh6Ad5/HRQCSozo69iDbVWfoOuOvsYIJSt1b/AC0KGZLEV6GJqKP8YBHx2MroxKozf16lNyuzK+GBLFzZD4ly9+XY2Pt1Zr39DNZoeXv5FSwKbmxVLtm20qGneEnBPfrgzxM8TAAIWmryFtDWgNLKcDHRh4n1AQCfMhjM+EUIVs8p2YVOotvsqppbmte5q7D41L2NlVBOy2Q12Va0AvsUqLfIV2qq64WxrtKtxtcfTbubdLU2GMe/aU7NVY+bUcMNF1evXE+KieNQPjX4kjHkBCTPfrq3itrEWqy+oIeh7dBBP5EHsoh8iRcK6jbUzD+uVN1M+FQ/OXPbdTpbVdPG7jizxvYjyVfj+aBraou2xLFlAtQWNWjNTQ1NPIWtx+nraT6WjzOkztaPFh36YnYTOJ5GFu+Z5MJk9O/UdNW1XV0Kmytq2hHQQY6CCIISpFZZYB4ixFdlpwXrQPXxmhvWJZq117dPHBHRGC2ZCG6LXVWQ2CSzt4Mlio5bXFrGv/8AqcrvbVlR5TbsNVrZIHbpnqRP56jqAYIDgo42k8C4ZSp6e8EEEUEwdjY7qTd5VU7DVhz8iUgQEKyuPJnKgW1scDysqdgoSoFUZTakCXNaiWEVjM5PdWnVo16tHVtv8G5XbaxxkzxZZgD0fyehEx0xMTGZjoIpKk+GxUUN4KnJmOgiwZiqZ8gYAIQjKyKfGZRSrGxh5+RsUNY7VxbDnY3KwldqZNZL2+QYawNdRRmFtaDjlbf3rrdstyW0DVbYbX0tc22W6wl+oVhBB/nEx3x0x3mJgdMTHXEqsapnrDpaotUiAQoYIozAMz2FNoaeYhKIVtRmDMSTaR4Zj02hBS2akSsLQPM2K0JLqKytZQW2KEA5O1gq/Hr6d99xPKbTeValjoavwq1a4Gq9zbFQBwep6Y6ex69+omTNe81NYrUm2sFVU58MyyoqUbuo7hTnWsNyVEEC5AptUkAkZRmPmzHuwAaFjZAjuWdqywyAEMUj5aNuqmvjaLb7L/I2cnupXXYwsfitb5LaabaUatVFqKwuq8jZXgkHPo7wzEHv0/n+T09prXiY/r2NUqxFOXqVlZCpqPkv7E12NS9FgC1s5ZHBgNubLlKBbHBs7VoPB9mgEBb6wDWqsxZS91ldz6p3dm3dsstTN1y439j5ba0LNpUGlAlaKFIO1aGGxUxaysBXXIPufaH0d4PR36CZM17EuqqY0sy/GyZJtryf9So8hqbCMNd/CxPN1wMHxhIYKK2DAMqORH/YW1MjM9l8NWwJW4C+S6tOlrqKLAccluXef+zcVp/JK1EVlZ2arJfFdykI6ERqiFeoiEH09wQeuZnrjsB3XtAv9mqlzYCxlhVY9akITWWDVtVYLU19p0enyZQrWQYhbxKvk/Otcd7C6jxVmsE/6M1Jex7PLb27bbqzsXiqraua2zXpayyisLEZKmqPkWJMsFrmxgktarxWu1y9WC9IAauMpEx0z0/joMzEwIFhWBZX5I11YdK3FwbuWLCPAfmqRihFvyJXslZRcLK7EAK3VKtttZCWeMY+Fasc/szLVY0vuNFNAs1Ka7qFflNssRkni9QBVHiSSkRmx5fvdaXgVBGAshJw1RjVEs9KkPV3+MQoM+BnjCsxPHJCwJgAdwqiEHGMDyEqcpLqjUwf5a2c+RZcVWGqy1AJVcayrJctT2I1VrFFPkCPBf3CB1wpZZgFqySf33Nk22mzdsGsNi1rbNWk3WpruoRHQkYljEkvWkY1s/j5Of2OD5OlWSvZh3sTK/ECvxjyZFx8JIFfbxAIXuFMIyWH7MpmGaD/AFUHABMrsXNiNq2Jr2XLYpyf3r17Awsratte7wCFLYtwoNdguWsKCVLkWMzO1mADjYcLUtSV6/xZr5C5WsUTjNT9QKUgzl7nWYyjVsYKrEgfxZs2t5la2XxByYzJO3kxXxYFR8QCFMSzsPABQuYR3bJIBWAeUCrj9PO1mKeBEA8CvjYtbtq2WoQ1Fng9iGp6nW9XUo3Gb9Iqr1EvRlsplO5XaMAzyUkXITUn7ai+Vt3xWWb+0uLGLtp0G66ulwvgWsVfOeag/wDVwV8YzJXBYxJXEsrEbIYJazojFrDgsAqvXYIQ5DeRc1CYQwABQhZsAMGZn8cQISpKhZ55niBFPdq12KqP2lK+Trpi/XZHosUrehUqa9u5FTbpsa2lHlOwagCVDJmbBTNtY10vsSqrbuDMs43WWutbtZgt1Kj5GMJLlrFBsscQNC6KhtfyNuSWe5wrBrDhAWyqlmez9inc1ARs4IADGEYAHdB3ZcNglvEVq7rnyJjMAcYP9n4za9e5Vp15bTrAXleNFqKXpfyXaV1wQSJrbbPCgsqdNioa2yIG+W353RtvZEY+TaOv8tqraVKGNXgIQ0+RQUY+YtXLMLGIDuamAIqLteVTyJVirjCqGHguIcgFcjwJr/UEVsWLYZvIn9hB3mcR2YRVZo7YLXAB72YZLSnYspHH1zWTAVA68txZDAvU9b17KWVMhxKb7a7KLwwusrd6nSbF9aLfaHKKSdOgVVIRnA+R7ASxxPksyDY0yc4/UfrMZNigKA0LfoQVAUw2AsSzEAmM1s8RlmDN5d1IDP3HyZACCPb5QuFDWt4i1Yzlz/NdJaWoqzj68ChcCsS7WTYr5Dje7Bqnp2q70toeuEeMUkTTCuzaDhNp2De7cfUHtVwCLawA5eYBNndq2BOfNgFsdmZGVwgDlo9Yc9ybmCztMsR+swpiKME4XxJbHdvEEuBCwEUsA1ieLbEe4sCxM94tbNK6VSFgq2OpGkmBUO1cSbukuzXuccLDbRZQ2pyCqr6vmChB19iuoDayuw5a2sZammoBKHDfNsoTusQuypX50AygXxYK1ZVVb44WayBlwSpViCRWgiABj5AedZhdRHPlC2AbWIWxwLLAD8hAW1Qz7BaNYTMkzECMZXUogwC9uI9pMzP/2gAIAQICBj8Ax45aRUbj5JyoWMYpxGk+GVFwhQT5N9lxt2ZCPHMk7DlHzD3myvO4DedQUcCOE9zjchgMbAo32w3N1j2W+PBb8B8eBtYzp8RY2O+xQuwknCFWnkuGOKdfJACZvtquK5UocUcXkj+2F8Wd3gqeKG8EY1Q1wBuQCHF1R/LFcIVCYneYKEyt9tO5zhi1wnHtK9w5hbVAErRQ71vueGRkVHFkpWzzTZl/geOZl8Qvf1yjqGZ0KjlntY5eCjcg6i2PGz//2gAIAQMCBj8Ax4RUYJ8qwUbWGVcFkxhULGGXBGqimye+4Kt9hyk1O0HdmCEA8R2k+V5XCLwUcm1xzsTnDewpwbzp7WwIX4KWC99hg6KAdRCh5qIOGwwYL/I+C+VrxXvHMJ/qp1yTCVuigaf9k1VJI1EQoKERtCFVP0Vy3HTIAD9Fek/X9246fNPVAeahC2BITVtTVsIXpqnrqFV05+sQ3ViXfjhVdUh/xj2/yMlX1K/o6Yc7zpzTnkNLrhCsxNAf5oHbSfJVjSuoeKKGLSBtqcrpjb1avWf6X6gZD1DyTkb0TqSe9FHEB3qAlHuXSqH2AP5Xw4nEogH3dSA4IlHgjwxfx1bPEKroV/RW/oPHYiCPb9p1uiusNSIh/NGqotTT47kajKQFpOK4Xpr70KeoB1qP+v7p+l1BT+2uCh6SOK99dFHNOR+WoRjAKbtKmlPVAbKRLBnhQKkCvsR9IAdRqwpWTCmp2SsfMPmWTZl+zYfEL9gcM0/ZbWwTZNrY5WCiv//aAAgBAQEGPwD9rHsXTBUVf7KHTdU6ASrK3t06aqvtt+zhBXTDocqyt0H+yO7CR6gU5wzGvhKYhjzVLJyrK3sEBV+zp0W/ZxDHEzkbALd6mVfyR+8r9PHGLGj1PvKd72V1+oBkBDHcAUZenDEfQTQ9uiMGMckPHA3HTfoLJ/2Bv2SOHDHdKR/uStmMPP68mp5DknJ72gA+ZVfeuQXLVMmFgjmxd31eEGWKY1aphLkUMo7srTjwkLqnRROei32Nv2A/ZT9TIfqZTtHUOCqE8QiRF0I7am4ZPk7o0CroqB0ADXgvV4o+ETNO3pr+3X9sE6L0pFjjB7T0VRo50RMTsL0EUBKV9SUQ7kJnUpyLCNT1Ber9XLw3HXIq37cfspeiyS/VwEmA4wNadRV00SiHvxVUDHWzoNqqqPo/Ty3Me/KNd0tIoQlXLL9TIeZ07P7Jxz9PLys0bEf31Qx5SMfqLMfDI8YnTqT6c00iW1IFU0hT7lARi4lTHb5qX8xkGNtLn3BeR6MSx4jSUzSUvdYIZpkjJjkNoCY17je7+yROJY3BHJAZtfq/FCOPPub6SX+ElIGGPID+YVDcCEQMOJ9CdxLf6kPMybcb1jEbQgIy3E03XRY1BFfghcBoknqZTxu7GQ943KQ4E9D/ANjWt0S4od42rUoxJcVbpkBwJ+9Q4kGFOv8AxU4nURI+SyR5/tx6B9gR0NxDLmLoI8iiFAmxofkgD9Eqjmf+CMD+UgDqKP7wf+wiPbIKccVIHVAonj0A8CWdZH1aQb3rGTJ3Ir1hljyXBixKa39kdaI0QIsRXpCI6io2JlAxPuIWM2tysVimAzFVCePehw1VP7FGbKGx6DioygGjIfEdD8CjzQPQx1ooEBtsv8UA9pUKjJ3YAuqpmujmgO79QT/2H52QfowPvKEYBgNF5gFcZfsPR1x+SB9/SDwKyB7NIe9Au24RKxei3DfO46kCVQIxkHBujiI7ku9DqVQQrphIOqEHp7xTbmTxIP7TjwwDyyEALHggPCK9fRkwytkiQsnp8oaUD2EaFA8Ft9Vglnz5Q+8FtvUh6n07+VKgfTl0j96LN2KHaFjniG6fBQyasxHNU6MGUisZbT1FU0VBUKhZlSZV3CiZRDFMa5ChGAeZLADihPMDLMQ55FGPA/an7JognqQz5oERxxeJI16TLgHXr8uSP/lYch8qeu2OiM2Ow2kg8ROF9sg4+KjhEBCIL7YgAdAUWAcapjc1XpskT3hIbuo3RlE92fe7TfpH8Ufmt3FGWpRDJjRMyr4Yo8kfVZP9vCe7zknkN0593HAalE5e7ImqeJdW+0p7Yjhxyk+rKMvUnbHUaobcQMh9RTQiAG06cgFzE/JeoiX3mUn962auj7AQk6idBZeXMnuUfimi6uoYRUA7iOpNGjOEzsnug10/1lbB4hU9a23kaDtURKQFHJ+aOUn9HF3cY+9W6inxzoNCtmYNzTwKv9myEYByV5m0ilNE04lkI4YFtTwQyes/Unw0QjixxiBwComQHEdLHVeoniDgkziOINVtlSBsfZ5qpoEGTxBrqE0QQZUlVY/UiQEiQG4us3qpWPdh1BEcymaiIbqW4+EIyHUFKUi73UvUZQ+LHUFH0+E/pksG4IBVTpiHJW7GSG00W3KG5pxL7PEMoG2Ug5KjsA2tRlKEogyahU/ReojtL908UCLH2Bk/KXPUhIWIdTlgAllY7AbOt/rQIZn+kqe1pTgWqpiUGwZC4GkSeC34Jg/uld+BbiKqoITKpc8lwCovJ9VEiYDCQDgonFEyJqAoY5TJemOGkVDEPpDHrWXDKjFx2qijAXN0MYsblGIqIChWyNJEoeliWyTHe6kcpHUq36CCtyfiq3TwOv2QhjiZE8FHPPGREVdfyueX6uOgfUdHm4u7mhWMhdH0nqe7nx0L6+xKJ1DLL/TfUFsuInyyfqjopRzS2EWexRxYN2aVgI1Up5qZMh3SHBGGaAmDxUp+nnKI0DrbOZI5qp9miAGqjmPj+S2M44qQFHgEwNdEcs67UZ3J0R0BupZJF4wstxLuadSjEUTAVRL20XJFltK4rn9iIYokg3KE8gE83E6KWKcQYSDEIepwOMRLxkPkoyf9QBpjmmKHrPSBs0K01W3JTNCko8+kkKPqsZ2ziXBHJDF6po5hStpI+XCMTxAXeR214KoRDe0AA5KGTMHkfCNEAC/FSgaLLKJcRAi6EXqo4AaGskRC0aDqRANZLygaXkvMI6kEJX5JxR1xT9HNOD9gJzBjh4nVDHhgItc6nplgyi4oeBTSB8t68CFHJiLuEQdV/P8Ao3DF5xGoUZRPfHiHA9IzAVia9RTgsdGQhl/Vx87oSjJidCjtRY14Ik3Kbooqhky2inPVRxiu0JrcUTE1ainll4pkkreLqRke9PXggd27cHTjSyANSTVAWA6NrWQ6C+iEiiCj7QAUc/qhtx3EdShDGBGIoAPZIFMsQ8JI4M7jG7SiVHJjO6Mg4IRhIOCv5rF/8eZ78eCjkxF3v0ZYM9CyMdQU67pITYxLI1KB0DmOPEG1qfdFETeUmLkMB8UTLH3gLE0604iA+gCoql+tP0EmW3gOKPAi91enTdCN3TA0C82V9E/wRrVAM8zcpk5RMTVOdE90QfZ2gOTZR9R6oPO8YHRMKAe2fVYI/rQ8QGoQ9F6o/pu0SfpQlEuDYqWLIHEl5R73psh7suCEhVwiNCskGoS4PWjOEdmKJrOdB2OgTuzZAX3zDYwP4dVIwAxwOkRtWyHilfV1tpAE1MiEIynEsBGgcphMkdQuhESkwtZODL4H713XPWD9zq1VWh6aB1wKdProog9qEIiiKBAcK1AnKDUbVU7Ux7VuFAUOI9gABybBD1HqYvkNYxOn2JBsUfW+mHdJeQGhQ9F6ktkjSJOqpVShkFTY8Cj6D1ReBLY5lbiXBQ9RmxCRi4juqPcqR2t4epGUInZcylSKMNxzzGkfC6bEBijwFSgZSMnFXVSF4ldBmQlOw4Jp7JE6TDFE4SYcB44/FEyDR/PHvR7dQgZDum0hUHt6O9f8yD1ibSFiuSEiKlOE8u1NoF3fct0hquSKcpjbRNw6WQ9X6iNf+nE6c/szDJESjIMQV52AGOMndAj5KOLJJs8aEcU4Q390xLmQuEMUQZAUG4uT1pgN0zpoF/5Uv5n1bd308Db+Lh2oxnLysH04MdItzOqqqBum/RfpfHM1uDULbOG2XEIt4ZeKJDxPWFv9NTJrgOv8B16rqriSMbxN4lMPCgAK6KtxdVsbotbVGWmibiqnuuiBYI6IVsiT0j1OeP6Y8IOqYUA+0liyxdxQ8CnDx2l+sLHmAMRIXP3Jo3CvbxSKn6D+jyBmHGX1Qqx4Q49alPJIynIvKRLknmU3s06Xv7DS/wBWqDHnEj7ltLD1Z8MrDL+7L9/5rbIGMgWOiHGNim+uN+KYm62Ad5kYyotpsq0fwrbYhOFSp1TMyb39AMh+jDxH7lHHANGIYD7bH50XMS5PEDRRhjAAFABYBbRSI8RU/wCl/wBNm2GPdz5o/WdYRPDj7L9IY9Y6L9Fa9acJzdUQBsbx+8LJlzzAx44uGoZHj1hTzwr6v04fMG/3MYoMvWPq96cUOoUckdDZDLGgb3HguJRkTR7IhtaKI4Lva6phogQWdClQtzKOKA8RqeAQxYx1n7avQ31S+SP9O9HJs+Ufr5BeEDp1y+XSw9qpXiXjXckqjcEzMeaLU4DocXRwZTtjO54HSQ+9Akd/FJjHSQNweUghP0//AMbPEZcBOkZfT/lNExp12RwnwyLrcOF1sgN2pIQGmqAuCLoy1NkN1H+9ACwCrRtU1yV52UfqTtyH2rokpzewCJfuwuVm/qOapiGxxP1SPhj2lZcuee+eaRlM8z0CMRUqnhF5cV8uit1Sns0LKtQuZ96eNeSr4tEXNWo1aoSjQhQ9VD/cxtjynXb9J+5TiRul6MjPj4+VkOzLH/LJiq3Q60cWov1IGJ2bQ1NXW4aXCEj2LbKoayO7sVac1IGsdAiYixugNAq+xX7CqlI0jEOVKRIaD2/MbqMHqay+ah6GEv0fTjdIaGZH3BBCIqTZeSD+pIPkPB/pTPRck0ff9i6YdvFb4CoqUJDWhCrbkp+lme56iJiOu4PvQwT/ANvLu9NkHLNEgf8AMEYENLGTGXXE7UYmLSFDGSxerxi4aQNQx5KM5EMQCGL0K56oxNGqEQK80S7sFV3FwpMa6JtdfsL9FeiqoqIbT4yRI8IgOoxepaRbms+eRpCLA2rKnyWTKanJIy7H6J+qy2xjuDjLRbpjcSd03cO+i4AVJXlwsKE8fswRcJ+KIbuzDjkU4oQsWV2MJA/FGULQzRyNam6MvvX9Rw+GPnzIH8R3feiSau/Wo+sgP1MciJcxuMfvU8Ai5wRMomxbgeKIlrREO0WRjdgqUC3DS6lXqRNymai5JtUxVD0O/Q6omVUwtxX3qMBJzt2mOg3G/wAFIP3WDHqWbLEuZyMTo22Ldt1WyAUMQtchNxQh9cr+3z9phcVW8XiQexSbr96i12q/WgR/2z2tFf1Fvz/KMVEt2r1e4eAzP+kiSwZ5SbFOe2cQBUHQusuEDbEnfA08Mq6KlSNUDaiOjaqUXYmoTjhVE2HFUKaVk72VOiluipXLot0cFKcrRBJ7EZZJmU3gdv5Qbj4rICQK26lhyM2PJPIKcRt6H0R5CiBNo1KI0jYfYt7AjxR/hKBau2N+ahEFjI7ffRZMkhSDMepvwXrc9xPLkY8gWCiRVetBLSMMpQDsY1C/pf8AUcbCOTEMc24gPVAkuuHBMNV3uwoxFtUwIYi6a6qrVVFX3qnTUJwGHsYvTY/+tMAj92Peks4kO9vLgfu6KQBcMJQNv9SgLnD6iQP+eLj5KnBdakWbksmXsUibv9rjoAzClLJ+IKlKReVIueQWEyBlCJ3ED92vzXqfWSpPaTHrsPiVOZqWr1mqxwjcQD9ZXqcALyGDIZAXcuuShOV/TZHidQBJv/cia7dHUdUOD0UoAeC0uKLC9ymZxonB7U4rx6WXJMU6d6Liqum9y6roRA7uDETdqyLLJGcdsd13d9wuVKBDfSQF6/0dzsjngOMsReX/ACkoxOjhUKEy22YcVD+66I4updb/AGTn4U6TJvCHfmaAKMZHbEB3vQKENfFLrNUZkeIiI6tVh/pWI3aeTqFvigZ0BL9gWXI/di5HUBRescsZ4yB/mogQv6jj1hvJ6wBIfJAPQIQHvRq0o6ckSDW5RG4bUwcmOqb4JgWPBMzSTMhovF0clZgFoydUuq3Oi9ZORrAQi3JnRyjaB6iEaDjGoPwXnAiQmXLLHnvGB78fzQNJR/0qUYHdjfuS4wNYS7YpuB+a3CpClDgfmt3Gh+zctagAA+XQAf4pdegXfoSNx/h0HagQKzoF/Mepl5eLGKk3bUrP6wR2xyzbFD8sBSI9yjEFu6y2kknIXLflUseuRg54X6P6lIjxRyF3v3dqAJIHJVyGnyW8yMoNUE25KO2LSFmq62kAkXa9bImwiDt49SY9ipfirsehiVUOVQs2iasepMTT4rjHU6qkiI802KJkBqtxBJ4L+oAw+sVezBQziYnKBaAZm1j8QyIdoO9OBQHeEgXDijaI4SHzemi8WucJP/6z8EccqSFOtGJF00i0TQlEDxaFGJoRcfZVohMh690cT+AQHiJNeZWy5PiKGXIKmw4BD0Hp5Pjwn9WQsZflHUhkkO5DU2dbolowp+JXmP4qAXooh31I6MuQgQllHluPqBkpNZ6IOXLM/JEEnbYoCMnaj6oydgTVRgCIXqTquHBc+KJBdltF+BTT7E8593QLdtVA8TqmgN3MpyzatZMI90aoVO0XQjjO6XyXrIzMQZCM4xNHJGizYJNLJkBAl+Ujw+4qQbazsKliD3hXgUWO6IFJaxf7lH1OAtmwndF/DIWMSOEhRQ/qXogRhkdpjriyXOKX/tT2l9Q5rnoV5WSkxQcwjkhfXmmND9i5BMRcC5W+QaRtHgOATxDE0poFHP6gNrGJ+ZUvReik/qJBskxbGOA/eQiA8pG6GKBrY/iUPT4pOT4z9yA0Fka9SAGpXpvRxG0ZCJSIqCQK60Lrc91Qsr+xVW6iqSLm4Rc3sq1BTGsVthRrm6YyJ4gKm5hou8KCgCpFhwTGj8CqERkea9PkiRL+YxmJcsxjzRBmSfyxDE/4LJi27Y5/1sNfq+sdq3RNH7pHDmj3HlfVuwI+pxRGX0vqRt9V6QvtnHj18CLL/wD0P6bM5PTkgOfFjP5Mw0PA6raQ0xeJT2IsVtzf6vxTg31CLBwq+zHcGi9epPIiX7y2RqdW4oCLyJo6BmPNzXENBzJR9L6LIJ5bZcsfDH92HHrTmsie0rfJt8r/AIIv/uTFA9kTKpN019yZQw4QDkJeMTrtqyjilHZDFAAYwSQJNW+qc9FOi/Wruu6CSLunI2lB6c1WQdd6T9QVpS5Mmjj7SWQBMYfFN5sSOQqi85E6BAEknrRloOaE4sW+pl6X1UC2TDkDNQsVHNKUpGYcRhF2/ikj6mIIzenlvjYOPqH3qc5MMrd8AXGkwOPFENuizV4LbICJZ9WR9R6SQANJwIeEh+WcdQv/ABox9N6mX/8ANKW0E/8AamfkUcWTHPeHeEg2QdY17FxOo4J8ZblomyxfmFUsedE4kDzTv8VWQVC55LuQbmUCS54J5yEI6k/gt+Sfkw+ncP1J/wAMPxUsPpycOCVJAHvT/ikhEByUJyD5D8FExAMqgDmt8juJFeXJHgnPRL1cD4KCrENqFIzO6ci8idVXosqmgqw4osREEOAeKPBviiJZJHhYIESMoniWC0HxIW6BEhqt3d2rdky7eSZyI6OWKYghvquEJuBL6RZ14wJSvAFyjCTSbxyibI+b6mIhfYSH7FGXnbttwLqQwguZOCb0Xly3NjqanbydkZzm+OrMG3Pw/wAVKOKW2UTuABcgPROAPMDmeMf+qA+YRkGniloCWKpMgANtkHfk4ut2P3a9ij6b+pYo+v8ASxpGOZ/MgP3Mo7wW70fq/wCVzS/6PrKMf3c8Ke9b/JlkxXGSDZIEcp43W2UGI0/4ptp9xTG/uVFSJryTCIDVqwKqKe74lNkmJSGke9L8ER6aPl/vnvT/AMEZ5JGUjeUi5QADDiVvk0ToZXKlAVn8lukXK4yKYdAiA5Joo4YDazE6gqpfV0OilF+C2/WS6rTQoPkEWNBE1RM81PymhTef5cjeQqCFtx5DIN4mqSEcknMmaMdAjKMRaxNCu5sEeDbvinhIYxqIih63RlKciT8FvBk/WUWJAldd53KLk7RdHWC2xlsjPul6hluyEShJu8HjJjwiyj6nBjlEQ7sidtRwcVQnAtqOIKbNMY8h+s+GR5tY81LbQhnF/cybIP8ANqFUV/MtwG6PEJ/SepyYm0jIx+Fvgm9Zi9P6wf8AexRMv9UdpXe/pUMc/wA2HJOPwQ3+izgilMoPzXd9FnkeeQfcj5fpWGm6ZK/TjDF/DGvxT5Jyk/E06AAGfUoGZc3ICEotHaAz8epEAsDqbqltUedCqU6fMND8kZEuSXf2YgCyJ1apKF63KMg496eUk+4q5K3GV1WQRaqaMJEtwVMJI0om8puRQAiAy3RkC2rK7xNHFipFjtFZRJUttJRLxQwGf6n0lzupeCyYTjkDCPfEgHL0Uot3eF6KiEMjzxE1jw5gofykxuuYloy7RJSjtJZ3iz/NEsQfh7lKM4hyPEA5+KHlkg6vxVJDosPeqhUT5S5/KPvRjjiATw0RjkkJS4Xqmwjb+8brdMuTx6GGqYe/2DF6cOh+wewHNEeJQex0X+0Btu6aZjCJ1XfzMOIsgZZzPiAhuO4m0SV3oxjwFz2qogInUpgYwiKhgKosRIDiGW6YBmbBA5AzWApRHy5SiNauGUWII+l9FsynfEirqQiCIA06ihlxSaJYltOaMMvemIuYgEiYApUKObYMRN4i7FPGnEIaS1iVEgtIMxBZvl9y2ZgM8R9OQHcP80RuHaO1bpRlgf6iN8H/AIofevMwZseSADtGX3Jok8dPuWrcwUT5giRYVdOcgEuuiPfJfg9U0QWawDfEruxA66rxEA3Ap9iwt0gcPYfVM1Si1ZWCHmEbTZgpRkGBsXTcKODotwgd+oNl/tFjqixlA6Qdd4OeLraQeTFAOnkXOjDRbYyJ4gos9bISlJgNEZGJb6V/MiLGNJcUYSTCRiHeMhojCVJgbpSdzIn6rWRg1LgrmtmaPmY+P1BDypildpoR2f8A29aeTufqOvaSPhMrdIPwMgx/5xA/8xRqW41/xVJH3q5+1aNundw9oNrqiHpd05IAOrXQG0yAtIIS3OPcyGyUoyJsjEVB94KcEH8pNHXeltbTihTvG21d+u3QF+1bY7ibO1AgHk5qSqEcwbqRcMfqIQkJbntA6k6qePJCRkRRuKMgGqxHNFbS5hyuF5hYtSJA/BHocFiLEXQ7++OolcjrF+1bMkDje+23/Jt/9KJhISB1FP8A6VT7/wDH7OtlWgVLew3tV0QA7EA5Y2o5fgn3kZD9C25gDE6hPEkHgmd5XFKoTk+w3i9U8fDKsXqjEwZ6naXdeXKEN2hJQjAwc3GiEshk5oKBqoiHfkaykbLywN0/qAsF3IvOwJr8Fum37ouv5gh4ToWv1sjEjq6N0ahmMTYp8JGPNrE2J5Jpxb4+1f7LiVX2Oft3vRDhonxTlGQPhkVszCo+o1PYUfLYAVBldGIgZSNXAavNbg24B+AW/ZGUp6g0W4E43/KHHwQlEboAVuK9SaIGOB1kznqTMdxvIm67uQiIoN3efqQAk8dHG0Ao4hCtpZQSAX5qIid73Dsw60NxIySPhvEdqkJE2aLBwetbJhgXMJaLaRUdDinBbcoGSPCX4oGL4MmusUTjbJHQhd6JDXcfY1P2Dqv2HHgiCAYmlL8ituVzKFQGFR2IGQtaVuxDZIUuH93YmyCMgbEVC/cNwKJ8UgQdQGb+JGUAZbvEAE8AeBlOoA5Og9SbxN/gmMaCgAoEZTE4gXarHmh3oCJ8HIdSPly3AUO6sSTzR3CAagiDRzwQiww4+IJcvxKMshnMkfp6heVkGzIHaR+pbZBiE6IFjfoG2RDIjJ3gaf3dA+UIkBnFHpyXC2uqOwkjiaKhLBN0cPsX+zEcm0CVBIOxKBLS/eerhEU8pnL6goGBjICz6ckQBFnq1K8lsMzWsTtdmTgB42kRQnqW5+6fFtNR2OtmCcgOYREonzPz2+C3ZpbpR8I4diBjCIIrKTs7cAmiSRHxW9zrf6gnBA0Dd4y6ggcG44IF90qP71um4ArGM7DXqRxSyx2DvS2jvnkEZwid4ckmgiNEMWYjb+fV+a3eKGkgu6Ko0t7HP7PjyRFuXS47fsqSEgfCdCEYCMt4vKn3ox3CTs24OG6whKUTECj3Y9i2xfu13cR1VRy4pVPGvYyBM/LLPKuqBxyMz/8AlIAqdEDPbFuPEcxdbmgK0ALluSGSTRjpOVewJ8hixpEAsWPVdCPpzGIB8USCO1DLllKRq0vEAm2jbetzzTmLwLNEvTq1Utm8TnJgGGn3LvljOXepZuKLVA1XlT72M0MfwRkRuiLCzos2KbOQU8CJBAEMRx+zAJYalNEuOPFeaIiTlmIdSyQG2vejwPsdfRT25wz7e7drEcl3Q5FpOfcnx1xO+0Ulzsu4JQP5QX3ISjKQjKsWDy+C34ZgyNhIV50UTOQmYCrDXixTxjtfSQAB6uCkANu2+4Wf4JspqdQe638SAxgCMWBBNK8kGj58zRhTb+C3RIB0iwvxI1QgC4j4mLbluz7xIMIgAlDICckY08uY+rg63yG+RPdEvDFurRbZZbHvRFnNaJydo8QHFb2aILOm0CpQ8QUGk4AIY8Cu+qBMyb7Gi73egbxJXnY6xOn3LfDwH4Hh0tQ8x7FPYZVfZwdAbR5Y8O0/NOAdhJ3RvJHcBGH0vQ/5W1UhtlCrlz3/AHaIxx1H5Z1ftQySEMWOTvI0P/FGEwcgHgm6EsYlKN3jV/4giSBEnwQkC4PJ6ISm0sgNIh2fmEfNjtE+80KAjmChPDlDmgiePJbjCMpuT5kyxf5I5Jv3qyFJAIzkDKrQiKHr2rzDijKQiQ8iwd+Cnky4jkLkiI7sYnRCDATPi4R7VPD6cgYcMXlI2MuCIOh9jZPHuGhFCg8SGv1ImJINLj3qTSEmNCNQh3me6INrBcSvmupU9jbOuOXiCbxYZ/I8FSsdDx6eX2Bi4c6krccfetIPdAvKBvKNDTit0MrxHiAckcw6aMt4sNp2TH8QRlj7xuYyLEHmVKBpjhRhrIqGbyzsLkNUhuK25Nxi1QKEkWKMMeUCF2nRu1bHBiPHOTNLq4LuCQY0m+7sAXkQE5ZDy71VsPmbYUEdgk8uBRlWJkwGMg90ddEO9tz2DjaOslPI+bLUR8IW3FP9SRdhZuDkOvMySb1OYbcUGe9yvKO05sx3yhKJNeujImIgSTXbqeAiiOCfp604K+fRdN7Xy6PIy2PhPAo4cnheh4HijGVx0PovkfaZRBsCYuat1KoaX0lq/FCU2Mi+2xJB6rIvEiUR4nanZdATlGUhWLcP78UJycA17nHqQjlmMcx9RtRCM54TGI29y1mst2GAOR3jPwgnhXRE5Q+vdIPvqmxSnKQoYyIYjqUoRn5INxFt3byR83NIybw/V1BkI4Yg7S5iXjLtK2TaAN4yJlLrqhjiC8Q5kfCOt1uhIu/ekfDI8kN8xCHEjvBuSnknLd6b09IOSx/4ojHHJOUY3YGppQubI7oyxyNGN6811oD7G/tuCxRxzP6kaxPHkvLl4hSJPyKY3F+nn7I4ojKavfihkaRkKEuHW0VN20QO6OOJqwLl+pMJHcPEXAHK63iW0ioizhiu7F91ZPSnF0wyROvdIJ9yOIVB4kke5bpQxyApEx7rf34IA7dppEk6oyynZLSBfdJtQdF5hnCDl4OSZgdgXlynKTFg4v8A8UTOUYmMSxMnbtCfPJxIuZOS4Fmqv1GD0iSX29Tr+Wx971Gdu8PyrHjBjvkxlO0txrUmlFlHp5ieSQ7+SVRAfivGDs7obVvqT6lWuG9ljb7Dq9gEaFeYP92PiH3raw82I/1N964dPPX2OCbJASFhIj70wEo6EG/Yu8LUJsgY0lbc7fFGUgIzOhYqgM2ruGnuQIEiHciVfgjEYRMGxZmTSG3dQ4wXpxB0Ue9A/llI6fw8QgNhlLh9JfQMox9RkGKYrQGRfmtwnugS5yEMD2IbXnPUgiTcmCMpTEQA5lKTV4BRBkDEB6SMmGjo5vK/RgHlOdDTgOayf1KUGxYz3IR0OjPwRiZYxhBcmZjuly1WSUG8sRLg0L9micp2eMbq24lhTROLC5KYrn7HP2OHRx9kSFRqF/M4qOaNwaqOWNJDxj7+iifppbVBq8UQXlxD6ckN0iYCgN2XeieMSPvBXdAEjqaD3LaYgtcmvzVTGERcRo4TCci4oA5l1knROSTIWZyZdiJE3AqRIbS6M5xG59Bu6nFkZuBiqYioD/FAY3lEXIYyfnyRnEnuUjuoy3TMY477omp5EqLiUmIaP5gmEJMLiNdqh6HASTlYziHKhh2+WKByazldwHTY4RDhtwYRA5lShGYm9JSFuxACpNAhDeBJnJFWfknk41c0B7F3WDgnzJttCJBepr9/sCntV9tjWJ8QQzY645V5EcChlh4Dp+U8OhtVxQQCsz8VwLPIC3wTxqY3iTrxCMMlr7Wdz13VIBn6wAdCjHaAQKSiWcIGcpbbOwcFfpzG24mWiQeBW6GUxNjKI7vYyY7ZxjaZDDtkWW0w2xHhMTYclSe2ILSGQj4AIikotQMK821XeAGu59u0c0MglGURSIN6aiOqc/q5DaQo3uUsnqIiW0EuX8QsGWT15EoSfdjnAjuF+B+ClP1A3bb5KQkew6qYjLbOR8L0bSipbmvMlSMLdaMoAyMi5DA+9MSQZM8p+HmQApM2WIDB47UQxlclg1kSLexX2ePT8/Z8nL/tys+h4ppDdjlfmOScF8cqxKfUWoqEnVPpqnJsm+K8zGWhJt0VvIetSDYJxKkb7jUjgCnJEIm0XZ+aG3ZOA0GnWV3b84gB/wCK6EmIDeGIujLKWJoIxozaFbolwbxJADdqIETKQsGYDqC3TnHHOJYkkiRHyQEny47xcM54h7qjAy0AZSk+0igIqV5YIyGfYzrF6GIi0C8pR17UYYjGJiABD83PlzTyH6cAxL0ke2yJEREPQCqEQHlJCMzsAZmDuShGQlF/3/F2BdyNGeQj8qoB9WAZia8E8i0bM6Li1IjXrK3C+q5/sHk5C0x4CfkvKy+Elq6FGJtd09eHYnFGQIsaIEG6MMvb1owo2j2QlKUW1egB4UTt3XbcPvQAZrgAEbkd8TIA90atxsmIMIx+onbTnxQ2y3M7OzFNLFF5FhKYcR6ggHllINAH+B4Lee6CXuJWQhiiZEmkplwObWUiYibULFvcFWW2fBiAO3ipZpV3AjGbknij6n1EJmWWuPJGkTxEjojGMRipcMdzGz6oxrEChjo4TlHMbR8L0qos8pk2u3UpnJER2BnlV+shMLCrB68ygZcyBIUQaDg1cc14SSQ5KrGqdqvb2rew3sclVOr/AKkB7wvKmWnGkDxHBADixoydmagTgNEj3oPWLokeIXHEIVZrHnwRjOImDU7hxR2B5Cu3dTjR0ROccIuf8F5YzESjQTLsx06ltIGUi0qkLaRU23d0ArbkG6Q8JBoD96JMt0iKxAt1Mqg7iaO33reS0rARYdlLhbpSGPgLAhDGTRqSbRD04mDhxO0j4VsGWOKNgxfrWyAEpCLmcgX7ETIuSXJQhEOTU9ShixAmEB3iSGM+I5IPDdlajVA5oDGHkO9kmBqNApSlKO4173dPbRA5JbgGbdYjlyQLu1AzhSkXMiGANG9yMh3QQzC7fgmFTqTVlSvYn0PQ/wBiGTXa6HBWQlGhHBDNjpIeIDim/wCqLtqtwDxFydVHgbMjBmgWeTOQ2q3DxxvzCPA3/FAWmGaXFATHeFHW1oAc7+9VcSuWL0TbLWHPmhGZ2zuNtXf5IAAylqSw28gQmG1jUGJ7w4uu8XiakT71VvjBscbEDa55Ot0qRtV6lGA3CZZnDFGGYCEfUAS3ZI0l1HRGeSALkbSRuYj+JEan6mY1ToZsgJMvAAhGAIlK55IxxTJEqTPJEuBCRoDZMNtTch+0lfml4YU+KPmz3GNhE0JRIhUDQGvWpbCNAdSUS5Z9Kksg9nsgRX4Ip7AKnR1dLI9NaDVcE5udE0QnNQaEcQhnwuYmoI0RnFiW7w1Qd9wVR3XfrVbG4W6NYyVax0QYh9C3BEyeIFm1R2xEZSFTGIJJ5VoicjiMaShx6wmDEE0EayqnAd/FuDOAgYgRJ/LUIeWAfzE1KBymUtIxeycyaAsZF27EZbgBjDRMrMEPMG6Box8LcnW7HOMQC0YAvLga6IyJJJ4qMLDVR2SANmBei70y8qFjtPajQGjbuSEcbzjxZuxCBkTI1JDUbRCUQ5iLSs62y7kQN0iPkixIHAaobqRFmum3iZZ+7RuTlCNg7lhYJoxI/ePJM4JegF1QUeip1KpqLApwQw+9P8FSvNEmgaiLBxdFMyqGAQ20e/BOdUJNQUK3GoegRhLwSFQnjWBtzClPBGWSAG4tXaNUxDBbxcUkF5UrG3WtpohCXhdHcNpHgP4oRO8xuWLdiEsZMJEUYg9lalPOlbkgFeNo6u4JbkmG0AUBZqDmnEdwNshBdA5C8pAd13HwQwwHfndd3KBJ+/GQao01dSOSkgXAq+3jRERDMTx4pyt0qGVATRNCQlIX/wCK3DuvcIgnk9C3UvMO4A0i54KrbuCHecM5kvE4JqOKeMvDd7BMC4NKgLvQFWq/wW2Pdq5q6c1jxbhRA1Ae5CFyfchoaMAnIreui3F/3YtdWrL3qtGFetVFBqtofaBXqTjjZAypI66rkTbmhVog1TgOOCDARBsAto+NnKZr3Rx5BRu6ToeCOPI/lyoQu/INIPGV6KtYmkgqGhqCtkvGLHiiDoVL03qWY+CZFYveq8vEJTlEGWSZYQAuNpKeJJgagj70MRDgCpIB7FGPio4k7sOEaokjcIjSgRlKW2IDCN2UpibQDkU/FedOMzEOd0WuOZRyCM2BeQJDHku5Exb6Tx7OCPF0A3dF0IxiNgHieiYinI8OaMjHu/mun2ho+FqVW4uTdzYBQhKZBNS9x2IRJpysgIw3GwUYycmp2gBCU3EifCKFlEGmoe5RjA7taImbNEKMBV9AERjA+9OzGyDyO17IF35oE0HKqIcsUHobAcuKYF04aR4aIAkkO7BP9IDlOaB6BAQj1nVMTS/4IsOpAy8XAI87LaW82NuYX8rlLa45nQ8Ojb9Q8JW2TiQX/cHxTEMQhDcTEWD0UTgLGQG7FLQ6gcQicROOWsNEcRixPF2og8RtLU4KMJAxjeMRcv1qOGN/qPDkvI3SL12gsEHjKANQQ9eBIKID834rrVSxNZdS2nGZB/GSRRNCNbsajtW+QjsJelgeDKBkHB+mwbkyEIklrkW7HQND1t8lKcg+jEfFbhEPIt3g7MnctZ2oWW7JE/IDsX6UWiPqP3IwiGLASbhq5RE6TekBZMASbUvVRptETWR5IlzKP5vwQYna+tXKDVBNnTkECwDoAX4lEEVlchEk8m/xRLm9EIiju5TAkxa5QFa8FEAOTfhdUrOr8AE1gVtGnEXTyNGL9aEhcVHWhnxNHJEPOI48ugLzYDvBcJArdbNqOKIIYhPwsU2QiUhYmhot2aPe1kCHBNgUZY+/iNyL9qM8hlviO6jvmIyNSTx4Ib4meOFDopESJ3OwNginZ4x0R7oA1PDrQiYg9VaIbXJ4D71tGMy237U/lsTRy79ieIIArX8Sq96RLvdC2wVeRqgA04xBNDTtVCCOEjbsRiZ74xszhyhHF3NCHc9S25Aa1LF3HMJ32ub3KYE7jR2RBLnQNXtVXiCKDrQBIIFkDGo0CDhgiQLeHrQchjW6LVATsz6IG55IzkV3Az6m6IkX0QOgDunJpoLomxTf3KqpRjad0OjabFExo/xXAhbTTN80xFVzQlufi9UMmM6MR80fLG3bccWXeltO2z68VuEiSzF7H3otQaBAC5URtck948FamkefGqr3mcmT0X1CTMHoFRgbkj8EH7wZg5ot2RyNB8nTCI/i1QepkKdXFEA9aENDUyKFWcuC70TgbhyWx2kR3qW5IbZh9LpjUXYaoHhYcEBGstDwCod0hqy2CQ+Sbc4GhRBYDRfJGTOPvRkXBIstooOSeRLcV8AAnN9AUXLDgjvcgaJxTl0PINFUCHSYSvoeakNrZBpx5hNYjVeXm8bNGX4qo7uklVPE7TyRhMEgsCRoTqt8C8TUEO45EowNALx4Ho3H6bOgMcxI6hqMrRnE3GrnmtsI7Yxqy8yYJAtwQlUg0cs6sC3EsqkCIoRoy2wDjQlGIoSGDVR0kSnfvS1Kv4A3J0N4IiKM7BAM3MVr0Eu9uVENzB+NaIEhndmoESBzLrdIR5C57ESzciiDfkEARVmitpDx4JwaGjKpERxutQBZ1TSyuq9AYJzWSAHQPYcUmKgqQMWyi4tu6uaqGb4da8rON+PQ6hHJhO7HcAL7l3oPkcje/wBPUniTFxStFIvrU80AeKiPCWqRdfoTEieOjIjJDvWpbromDiITAsRdzVGMpEhqMy3BzKwituQgOfBb3kIiJiSPFVGVCRZ/uW7aGFuK3GpFIvpzQo8/yx+aG56fTdEyi7CjmrdQRAi+teAVT3WqhIAPz0QEakVJZAGrWqmbnVGLGI1VfDSp61uB7wsEZm54oEgEDQ6pz7kXrw6bJzU68E5r0UVV/9k=" alt="" /></p><div>00dp0d-561651384.jpg.8b2c89f9011bcd2d0029e298e1bff388.jpg</div>
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<p>The Nikon TC-1 ( intended for use with Reflex-Nikkor 500mm as well as other Nikkor lenses ) does a fine job with the Celestron, but seems no better to me than the Vivitar.<br /><br /><br>

<em>So now’s the moment of truth. Those who took the trouble to attack my mental health when I left (in posts deleted by the moderator), can now tell me that this is nothing new, of little interest. Do I dare to eat a peach? Perhaps so. However, at 4000mm equivalent, my lens hood is bigger than their lens hood when all is lined up. ;)</em></p>

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<p>Welcome back! Fascinating report....I can't imagine even lugging that monster around, much less shooting with it. Seriously though, do you attribute the any of the image softness to atmospheric temperature differentials, or is most of it from the lens itself?</p>
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<p>I think that the "softness" is simply what is to be expected from so long a lens, especially when viewed at 100%, nose-to-the-screen distances. You will note in the specs above that Celestron only claimed 200 lines per mm definition.</p>

<p>Remember also that the focal zone of "sharpness" is extremely thin on these really long lenses. You have to look at the sharpest part of the image, not the full frame or even whole crop.</p>

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<p>I'm glad you're back. I was at the Second Sunday camera show in Wayne, NJ on the 13th. A fellow photo.netter recognized me and also mentioned your name. So far I haven't been tempted by any mirror lenses but I enjoy reading your posts about them. The closest I came to getting a mirror lens was years ago at 47th Street Photo in NY. The lens was a Sigma 600mm f/8. At that long focal length I wouldn't ask how sharp the lens is. I would ask how sharp it is compared to enlarging from anything shorter which I have. Somewhere I have a Vivitar focusing 2X which was made for the 450mm Series 1 mirror lens. It's in T mount and comes with an Allen wrench for adjusting the orientation of the lens. </p>
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Welcome back JDM. A sharp reflex lens no doubt. The thin correcting plate allows large SCT optics to reach thermal

equilibrium with the outdoor air somewhat faster than Maksutovs of same aperture. An interesting accessory available for

Celestron SCTs is an f 6.3 adapter. It would allow your lens to operate as 787.5 mm f 6.3. Thanks for sharing.

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<p>...but why a "Schmidt-Cassegrain" system?<br>

The special thing about Schmidt systems is that they use spherical mirrors instead of a parabolic one. The spherical abbereation is avoided by setting the entry pupil in the center of the sphere of the mirror. Theoretically, all light beams are reflected exactly to this point. Practically, with an opening greater than zero, the light beam has a certain diameter and so minor aberrations will occur. These can be corrected by the "Schmidt plate", actually a very thin lens with an aspherical curvature on one side. This lens will have only small chromatic aberrations. <br>

The Cassegrain design (with the secondary mirror reflecting the light beams to an opening in the primary mirror) was known earlier and was combined with Schmidts design. The secondary mirror can be attached to the Schmidt plate, thus avoiding diffraktion from a mirror holder. <br>

And ... welcome back, JDM!! It will be a pleasure not only for me but for everyone (I think) to read your contributions from time to time. </p>

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