Title
PlaneWave at Sierra Remote Observatory
Great Basin Observatory
CDK 700 at Thacher School
CDK700 joins the Global Relay of Observatories Watching Transients Happen (GROWTH) program in India.
NARIT in Thailand installs CDK700 at SRO
NGC 4038/39 / Arp 244 The Ringtail Galaxy / The Antennae
NGC 5194 / M 51 / Arp 85A
NGC 91, Arp 65A
Pluto Occultation
Arp 316, (NGC 3193, 3187, 3189) and NGC 3185
NGC 3372, Eta Carinae
NGC 5139, Omega Centauri
NGC 7635, The Bubble Nebula
Mars
M 1, Crab Nebula
M 51, The Whirlpool Galaxy
M 13, Hercules Cluster
NGC 7023, Iris Nebula
M 63, Sunflower Galaxy
M 13, Hercules Cluster
M 16, Eagle Nebula
VDB 152, Cederblad 201
C 5146, Cocoon Nebula
IC 5146, Cocoon Nebula
M 31, Andromeda Galaxy
M 27, Dumbbell Nebula
NGC 6888
NGC 7000, The Wall
NGC 7000, The Wall
NGC 7000, The Wall
M 33, Pinwheel Galaxy
Neptune
NGC 7635, Bubble Nebula
M 33
IC 5146, Cocoon Nebula
NGC 7293, Helix Nebula
M 31, The Andromeda Galaxy
M 27, Dumbbell Nebula
Uranus
NGC 6960, Veil Nebula
Moon
M 33, Pinwheel Galaxy
NGC 1275, Perseus Cluster
M 1, Crab Nebula
M 76
NGC 7635, Bubble Nebula
NGC 891
M 42, Orion Nebula
NGC 1514
NGC 2392, Eskimo Nebula
M 82
M 81
M 51, The Whirlpool Galaxy
M 104, Sombrero Galaxy
Moon, Albategnius Crater
Moon, Aristoteles and Eudoxus Craters
M 81
M 101, The Pinwheel Galaxy
M 27, Dumbbell Nebula
M 51, Whirlpool Galaxy
M 101, The Pinwheel Galaxy
NGC 5907
M 13
M 27, Dumbbell Nebula
M 57, Ring Nebula
NGC 6960, Veil Nebula
NGC 7635, Bubble Nebula
NGC 6888, The Crescent Nebula
NGC 253, Sculptor Galaxy
M 92
M 27, Dumbbell Nebula
NGC 6888, Crescent Nebula
M 3
M 51, Whirlpool Galaxy
M 63, Sunflower Galaxy
NGC 4631
VDB 142
IC 5070, The Pelican Nebula
NGC 7023, Iris Nebula
NGC 7293, Helix Nebula
NGC 7380, Wizard Nebula
Stephan’s Quintet
NGC 7331 (Deer Lick) and Stephan's Quintet
M 42, Orion Nebula
M 45, Pleiades
M 1, Crab Nebula
M 74
IC 434, Horsehead Nebula
IC 342
M 63, Sunflower Glaxay
NGC 4565
NGC 3521
NGC 3953
M 51, Whirlpool Galaxy
NGC 4565
Mars
M 63, Sunflower Galaxy
M 101, Pinwheel Galaxy
M 106
M 101, Pinwheel Galaxy
M 83
M 3,NGC 5272
M 51, Whirlpool Galaxy
M 87
M 82, NGC 3034
M 101, The Pinwheel Galaxy
M 27, Dumbbell Nebula
M 16, Eagle Nebula
Draco Trio of Galaxies
NGC 6888, Crescent Nebula
NGC 6960, Veil Nebula
NGC 6960, Veil Nebula
M 27, Dumbbell Nebula
IC 5070, The Pelican Nebula
NGC 7635, Bubble Nebula
M 20, Trifid Nebula
NGC 6960, Veil Nebula
Corona Australis
NGC 891, Spiral Galaxy in Andromeda
IC 434, Horsehead Nebula
IC 1396A, Elephant's Trunk Nebula
M 33, Pinwheel Galaxy
M 42, The Orion Nebula
IC 434, Horsehead Nebula
Tarantula Nebula
M 1, Crab Nebula
M 74
NGC 2841
M 63, Sunflower Galaxy
M 81
IC 405, Flaming Star Nebula
NGC 4565, The Needle Galaxy
M 63, Sunflower Galaxy
M 51, Whirlpool Galaxy
M 13
VDB 141, The Ghost Nebula
NGC 6888, Crescent Nebula
M 27, Dumbbell Nebula (APOD Sept 1, 2011)
NGC 7635, Bubble Nebula
Comet Garradd
IC 5070, The Pelican Nebula (APOD Nov 26, 2011)
Sharpless 2-155, Caldwell 9, The Cave Nebula
NGC 7331 and Stephan's Quintent
NGC 6960, Eastern Veil Nebula
M 33, Pinwheel Galaxy
M 57, Ring Nebula
M 33, Pinwheel Galaxy
NGC 891, Spiral Galaxy in Andromeda
VDB 141, SH2-136 (Ghost Nebula)
NGC 6960, Veil Nebula, Pickering's Triangle
NGC 7380, Wizard Nebula
NGC 7331
NGC 925
NGC 891
NGC 6960, Veil Nebula
NGC 6888, Crescent Nebula
VDB 142, The Elephant Trunk Nebula
M 76, The Little Dumbbell Nebula
M 42, The Orion Nebula
NGC 891
NGC 281, The Pacman Nebula
Abell Planetary 85
NGC 2175; Monkey Head Nebula
NGC 7635, Bubble Nebula
M 81, M 82
Caldwell 49, Rosette Nebula
Mars
NGC 2264, Cone Nebula
M 101, NGC 5457
M 109
M65 and M66
M 13
M 33, Pinwheel Galaxy
M 88
M 109
NGC 5395, Heron Galaxy
NGC 5921
Barnard 147 in Cygnus
M 8, Lagoon Nebula
NGC 6914
NGC 7497
NGC2024 (The Flame Nebula) - James Turner
Eta Carina Nebula (NGC 3372) - by Colin Eldridge
Sculpter Galaxy (NGC 253) by Colin Eldridge
M82 by Julian Hancock
NGC 2359 (Thor's Helmet) by Julian Hancock
M104 by Colin Eldridge
NGC 5128 by Colin Eldridge
M20 by Paul Downing
NGC 3718 by Martin Pugh
NGC 3718 by Martin Pugh (APOD Aug 3, 2013)
M20 by Les Bildy
M16 by Randall Pugh
IC1274 by Randall Pugh
M20 by University of Louisville
NGC 346 by Colin Eldridge
Abell 7 by Don Goldman (APOD Dec 5, 2013)
NGC891 by Mike van den Berg & Mathijn Ippel
NGC2146 by Mike van den Berg & Mathijn Ippel
NGC2336 by Mike van den Berg & Mathijn Ippel
M81 (NGC3031) by Mike van den Berg & Mathijn Ippel
M94 (NGC4736) by Mike van den Berg & Mathijn Ippel
NGC2264 by James Morse
Supernova in M82 by James Morse
Rosette Nebula by Don Goldman (APOD March 11, 2014)
M63 by Bill Synder (APOD March 13, 2014)
M65/66 by Bill Snyder (APOD June 15, 2012)
M13 by Martin Pugh (APOD June 14, 2012)
M64 by Martin Pugh (APOD April 4, 2013)
Lunar Eclipse by Mike Hatcher
M81 by Mike Hatcher
Leo Trio by Mike Hatcher
M13 by Mike Hatcher
M8 by Mike Hatcher
NGC3628 by Martin Pugh (APOD May 8, 2014)
NGC3324 by Steven Mohr
NGC3603 & 3576 by Steven Mohr
M51 by Warren Keller
NGC2070 by Steven Mohr
IC1795 Fishhead Nebula by Bill Snyder (APOD Dec 24, 2014)
Comet Lovejoy by Damian Peach (APOD Dec 25, 2014)
NGC7380 by Bill Snyder
Andromeda Galaxy by Martin Pugh
The Grus Triplet by Damian Peach
IC 5148 by Damian Peach
Trifid Nebula (M20) by Damian Peach
NGC 2997 by Damian Peach
Helix Nebula by Damian Peach
Shapley 1 by Damian Peach
47 Tucanae by Damian Peach
Cartwheel Galaxy by Damian Peach
NGC 281 by James Morse
M16 by Damian Peach
NGC 281 by Michael Adler
Puppis A Supernova Remnant by Don Goldman (APOD Aug 28, 2015)
NGC 1232 by Damian Peach
NGC 1398 by Damian Peach
NGC6992 by Dean Glace
The Flame Nebula by Peter Prendergast
NGC 6357 by John Ebersole
Saturn by NARIT team in Thailand
Saturn with IR Filter
Mars taken by NARIT team in Thailand
Mars with IR Filter
Jupiter taken by NARIT team in Thailand
Jupiter with IR Filter
Abell 2151 (Hercules Galaxies Cluster) by Bob and Janice Fera
M16 by James Morse
M42 through CDK700 at Simon-Fraser University
Hercules Cluster by Tony Hallas
Wheaton College
California State University San Bernardino
Georgia College
University of Louisville
Long Mountain Observatory
Rory Sweet Observatory
Prescott Observatory
Modesto College
iTelescope.net
CDK17 at Ole Miss
Cranbrook Institute of Science in Michigan
CDK700 at Simon Fraser University
CDK700 at Thacher School
CDK700 dedicated in city of Rancho Mirage Ca
Exo-planet Search at CalTech
Exoplanet Research at Long Mountain Observatory
Planetary Transit Study Telescope (PTST)
CDK20 Used High Altitude LIDAR Atmospheric Sensing
Extended Warranties CDK
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
or any related workmanship defects or deficiencies
including motorized mirror-covers
chips
abuse
including but not limited to cleaning and mechanical lubrication (outside of annual clean-and-check)
unless installed by PlaneWave
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
Extended Warranty- Ascension 200 & L-Series