I was hoping for a family outing tonight at the Peak, but the satellite showed cloud cover quickly moving in for tomorrow's rain storm, so we cancelled. I stepped outside after sunset for a quick look at Venus through 8x56 binoculars. Six degrees below it was a bright point, flashing red and yellow, which I at first took for a jet, but it didn't move. It was Antares, flashing wildly as Sirius does in the low haze. Had a look at Mars.
If there is a break in the clouds tomorrow night I need to look at Venus again; Saturn is very close to it now, and I didn't notice it tonight.
Saturday, October 29, 2016
Friday, October 21, 2016
some doubles in delphinus
It seems last night was to be the only chance for the rest of the week and weekend to observe, so I went out with the 12.5-inch to try some relatively close doubles in Delphinus. Seeing and transparency were predicted to be better than they actually were: Pickering 6-7 by my eye. Plus, Delphinus was tipping too low to the horizon to have the best view. I had some difficulty picking out dim pairs below magnitude 10 -- but the ones I did see were quite pleasing. My program is to observe pairs of 3" or less, so I went in not aware of any wider companions in the systems. All at 553x:
STF 2665: Main pair wide and reddish color, B about 3x fainter. A third star half a FOV makes it appear as a long narrow triangle. [AB 6.88, 9.55; 3.3". The BC C is 10.80, and only 0.1" separated from B; so this was not seen. The third star mentioned is a nicely placed optical pairing? Stelle Doppie says there are four stars visible but doesn't show a D, or even a visible third.]
HU 1197: Not seen [7.5, 12.3; 1.2". B star too faint to see, too close to A.]
STF 2673: Faint but well-split, ~3 disk separation. B ~2 magnitudes fainter. A is blue-green, B reddish; pretty. [I saw the AB pair, 8.29, 9.75; 2.3". There is a AC pair, 8.60 & 76.8", and even a CD, 11.43 15.6"]
Ho 131: !! Yes! Seeing needed to be perfectly still so that A's diffraction disappeared; then B would emerge from the dark as a very faint point to the NW, about 3 disks away. Very nice observation! [AB 6.97, 10.60; 3.5". There are also AC and AD pairs, much more widely separated and even fainter.]
BU 987: Not seen. [AB 6.80, 11.10; 2.6". I did not try for AC, AE, or CD.]
1 Delphini: 1 disk split to the NNW when seeing stills. A tough observation; but sure since it is round and faint point and does not disappear when diffraction stills. [6.20, 8.02; 0.9". There is a 14.9 mag C pair further out. 1 Del is a fascinating star that spins once in 0.9 earth days! See http://stars.astro.illinois.edu/sow/1del.html].
BU 664: Not seen. I do see a very faint star further out but it's too far to be a pair. [AB 7.23, 12.70; 8.6". There is a 13.6 mag C, but too faint for me to have seen last night.]
MR Del / AG 257: Uncertain. I do see one pair, but the B is averted vision only -- blinks into view -- but is too far away to be the pair. Getting too low for good seeing. [9.49, 9.77; 1.7" ~2000 year period.]
BU 1208: Not seen; platform ran out of arc while trying to find this, so needed to reset. [6.95, 11.0; 3.1"]
STF 2701: Well split orange-yellow pair, A ~1x brighter. [8.32, 8.59; 2.1"]
STF 2713: Exactly same brightness, very wide split. Must have formed exactly at the same time, of exactly the same amount of stuff. Seeing becoming watery. [9.8, 9.8; 4.9"].
STF 2718: Same brightness white pair. [8.28, 8.39; 8.6". A 9.02 star is bound to both A & B 167" out.]
STF 2720: Well separated, near equal magnitude, slightly orange. [7.8, 9.9; 2.6"]
STF 2721: Nice! Well split, slight orange A, reddish B, ~3 magnitude difference. [7.8, 9.9; 2.6"]
STF 2722: Can stretch this into same FOV with STF 2721 edge to edge. Wide split and nearly equal magnitude. [8.32, 8.94; 7.5"]
STF 2725: Super wide, 1 magnitude difference; both faint yellow-white. [7.54, 8.2; 6.1"]
Tuesday, October 18, 2016
observing last night
It had been such a long time observing I went out last night despite the poor seeing and worse transparency. I also wanted to make sure mice had not intruded into the shed. It is dark by 7pm so I was able to get 2 hours in, 7-8pm in Delphinus and then 9-10pm in western Pegasus, mostly checking out doubles, using the 12.5-inch. Doubles mostly at 277x unless otherwise noted:
Beta Delphinus (BU 151, Rotanev): Bright white A and much fainter, widely separated B. Rich field. [Obviously an erroneous observation as the AB pair is currently 0.3" separation. There are also C, D, and E components orbiting around the AB pair, so I may have seen one of these. S.W. Burnham discovered the AB pair in 1873, while he was still a backyard ameteur, using his 6-inch refractor! Pretty amazing, and inspiring. 101 light years away, 26.66 year period.]
Gamma Delphinus (STF 2727): Rich gold-yellow A, blue-white B, ~6" separation estimated by eye. Very pretty pair. [4.36, 5.03; 8.9", 2305 year period. There is also an AD pair (but no C?) 109.4" separation discovered in 1998.]
STF 2725: Can be seen just stretching to edge of FOV with Gamma Delphinus; but not a comfortable view. Near equal yellow-white stars, wide separation. Seeing is not very good, a lot of diffraction. [AB is 7.54, 8.20; 6.1", 2925 years. There is also an Aa and Ab system, 0.1" separation, discovered in 2008].
STF 2738: ~1 magnitude difference, widely separated white pair. [Sigh. This is an optical triple system. I saw AB, 7.51, 8.57; 14.9" -- proper motion indicates is an optical pair. There is an AC pair which is also optical, and a BC pair which is also optical.]
STT 213: Bright yellow A, ~2 magnitudes fainter B, very wide separation. Kind of a stab in the dark as I don't notice any other possible close pairing. [Seems I was correct: 6.66, 9.22; 70.5"]
This last star is near NGC 7006, a globular cluster, which was fairly small, faint, loose concentration, not much brightening to the middle. Appeared open-cluster like and needed to move the scope around to confirm, it was so faint.
Theta Delphinus: I paused in my star hop to have a look around. Delphinus is in the Milky Way stream, after all, and even though I can't see the MW from my yard I often find lovely rich fields through the eyepiece. Theta Delphinus turns out to be a bright orange star, likely a carbon but I can't find much information about it. Pretty, though.
STF 2723: Seeing not supporting higher magnifications, though I should have tried anyway. Either a very close near equal magnitude peanut shape, or a very bright A and a very faint B widely separated. Shot in the dark. [This time I might've been right! AB is 7.01, 8.30; 1.2". AC is 13.00, 36.1". There is also a Aa, Ab system with 0.1" separation.]
STF 2690: Widely separated near equal white stars. [This is a quintuple system. The A, BC pairing was discovered in 1777! By whom, since Struve was not born yet?]
Beta Delphinus (BU 151, Rotanev): Bright white A and much fainter, widely separated B. Rich field. [Obviously an erroneous observation as the AB pair is currently 0.3" separation. There are also C, D, and E components orbiting around the AB pair, so I may have seen one of these. S.W. Burnham discovered the AB pair in 1873, while he was still a backyard ameteur, using his 6-inch refractor! Pretty amazing, and inspiring. 101 light years away, 26.66 year period.]
Gamma Delphinus (STF 2727): Rich gold-yellow A, blue-white B, ~6" separation estimated by eye. Very pretty pair. [4.36, 5.03; 8.9", 2305 year period. There is also an AD pair (but no C?) 109.4" separation discovered in 1998.]
STF 2725: Can be seen just stretching to edge of FOV with Gamma Delphinus; but not a comfortable view. Near equal yellow-white stars, wide separation. Seeing is not very good, a lot of diffraction. [AB is 7.54, 8.20; 6.1", 2925 years. There is also an Aa and Ab system, 0.1" separation, discovered in 2008].
STF 2738: ~1 magnitude difference, widely separated white pair. [Sigh. This is an optical triple system. I saw AB, 7.51, 8.57; 14.9" -- proper motion indicates is an optical pair. There is an AC pair which is also optical, and a BC pair which is also optical.]
STT 213: Bright yellow A, ~2 magnitudes fainter B, very wide separation. Kind of a stab in the dark as I don't notice any other possible close pairing. [Seems I was correct: 6.66, 9.22; 70.5"]
This last star is near NGC 7006, a globular cluster, which was fairly small, faint, loose concentration, not much brightening to the middle. Appeared open-cluster like and needed to move the scope around to confirm, it was so faint.
Theta Delphinus: I paused in my star hop to have a look around. Delphinus is in the Milky Way stream, after all, and even though I can't see the MW from my yard I often find lovely rich fields through the eyepiece. Theta Delphinus turns out to be a bright orange star, likely a carbon but I can't find much information about it. Pretty, though.
STF 2723: Seeing not supporting higher magnifications, though I should have tried anyway. Either a very close near equal magnitude peanut shape, or a very bright A and a very faint B widely separated. Shot in the dark. [This time I might've been right! AB is 7.01, 8.30; 1.2". AC is 13.00, 36.1". There is also a Aa, Ab system with 0.1" separation.]
STF 2690: Widely separated near equal white stars. [This is a quintuple system. The A, BC pairing was discovered in 1777! By whom, since Struve was not born yet?]
ΒU 63 (1 Del): Not resolved if this is a close pair; night be one of the fainter stars about. [The description is about right, meaning I didn't see the close pair: 6.20, 8.02; 0.9". Burnham found the AB pair in 1872, and also found the AC pair in 1885, the C being 14.4 magnitude and 16.9 separation -- very remarkable since I think he was still using his 6-inch at that time.]
STF 2665: Nice! Brighter A, white; very close B ~2", orange-red and much fainter. Resolved when the scope stops shaking and the seeing stills. [Quadruple system with three visible. A,BC is what I saw, 6.88, 9.55; 3.3" separation. Aitken found the BC pair in 1907, C being 10.80 and 0.1" separation.]
Ho 131: Suspected a very faint (averted vision necessary) B ~3" from an orange A, when seeing stills. Used 553x. [G.W. Hough, 19th c. American astronomer from New York. Very possible I saw the AB pair, 6.97, 10.60; 3.5". There are also AC and AD components, fainter and much further separated. I hope he likes that someone looked at his star; last measurement was made 15 years ago.]
S 752: Widely separated white, near equal brightness. [Complex quintuple system. What I saw was the AC pair, 6.80, 7.30; 106.5". The rest are closer in and 11 - 15th magnitude.
As a change of pace, I moved the scope down to Mars, which has been making a bee-line through Sagittarius this last month and provided many opportunities for pretty pairings with various deep sky objects. Last night Mars was NE of the teapot's handle (too bad it was cloudy a couple days ago, Mars passed close to M22). Mars was visible all summer, and because it's relative motion is eastward in the sky is still in good position now, if further away from us. I was still at 277x when I viewed Mars at first, which was slightly gibbous and with Syrtis Major jutting down; but the view was soft. I switched to 71x and 1.1° FOV to see if any other objects could be seen. No DSOs noticed but Mars was in between two reddish stars, spread fairly wide on either side, and in a pretty star field with many triangle asterisms. Some of the fainter stars seemed to be reddish too. I bet if the sky were darker and less moist the view would be spectacular and colorful.
S 798, Enif: Very bright, nothing close by. Some stars wider. [I thought this was a bad observation but I find AB is 2.53, 12.80; 83.2", and AC is 8.74, 145.4". So some of the stars I saw were the pair, even though I didn't know.]
I tried for an anonymously plotted double star to the south of Enif, but it was not resolved.
STFA 56: The main pair was a fairly bright A, ~1 magnitude fainter B, widely separated. However there were two other pairings in the view, making it look like a triple double: pointed at by the AB pair, a very close, faint red-orange pair of stars, and then further on a very fainy, tremulous pair a little more widely separated. There are more stars in the view but they don't seem to be associated. [AB is 6.18, 7.50; 38.9" and certainly seen. The other two I can't identify. I did a Declination sort in the Carro double star catalog, but don't find any obvious pair -- except for STT 443, 9.47, 9.67, 8.2", which might be the second pair mentioned. A pretty view, and a mystery to be solved.]
M2 was close by, and since I hadn't seen it this season stopped for a look. It was visible in the 50mm finder as a hazy star. It is a compact globular cluster, dense core like fine sand in a pile. Many faint stars resolved; averted vision reveals brighter stars across its face. Seeing was becoming more poor.
STF 2809: Bright A, widely separated, ~2 magnitudes fainter B. [Triple system. AB seen, 6.22, 9.36; 31.1". AC discovered in 1998 13.84 and 37.8" separation.]
STF 2909: Very bright white, equal magnitude, fairly close ~2". Seeing is poor, stars are bloated and flaring. [4.34, 4.49' 2.3"]
h 5529: Too-bright A -- if it's a close pair cannot resolve it; otherwise it's a faint nearby star. [Option 2. 5.16, 12.20; 87.1". There's an AC pairing discovered in 1980 which is an absurdly wide 999.9" -- does it mean the separation is not yet determined? In any case, the AB at least is an optical double.]
HN 140: Pretty orange star, but where's the pair? [Not surprising I didn't see them; B is 10.92 magnitude and given the conditions, with a thicker haze in the air, it would have been difficult to see it even with 61.9" separation. There's also a C pair, and an Aa and Ab.]
STF 2944: Pretty close equal white pair, ~2.0", split. faint blue C widely separated? [AB is seen, 7.30, 7.68; 1.8", 1160 years. There are three other pairings in the system, most should be visible.]
The seeing became worse. The thick haze in the air scattered light from the rising moon. So, having already filled several notebook pages, I decided to call it a night. Seeing and transparency are to be average again tonight, but the rest of the week looks really good so I plan to get out more.
Monday, October 17, 2016
quick looks in the morning
I woke shortly before dawn, and before turning on any lights went to the back porch with my 8x56 binoculars for a look around. Orion was past meridian but standing upright; I could see M42's haziness and the winding trails of stars between Alnilam and Mintaka. Rigel sharp and clear. Canis Major was leaping on its feet; I could not quite make out any clusters. Aldebaran, with many more stars revealed by the binoculars. Finally the just passed full moon, battered and covered with scars, wrapped in a gauze of cloud.
Sunday, October 16, 2016
ngc 7331 from the back yard
I've only been out one night since returning from CalStar. I wasn't feeling very well, and was tired, and it took me some days to recover. Weather did not cooperate. However, I did have the 8-inch out for a little while, looking at double stars and such, and I was able to see NGC 7331: a faint, small streak of light. No dark lane, and certainly no companions; nowhere near as spectacular as it is in a dark sky with a large scope, but satisfying all the same. Makes me look forward to the next new moon. We've had some rain these last few days but the weather should clear during the week and I can observe again.
Sunday, October 9, 2016
calstar 2016
It's been a week since CalStar ended, and I've finally finished transcribing my notes, from over 90 objects. It was nice time; a lot of observing accomplished and time spent with other observers.
I arrived in the mid afternoon. There weren't too many people there yet. I scouted around for a place to set up my tent first. A lot of the the more shaded areas were on steeper slopes or occupied with yurts. I eventually decided to pitch my tent underneath an oak tree on corner of the observing field, away from the common areas. This proved to be a good choice, as it was largely quieter allowing me to sleep, and the shade kept the tent comfortable all day. I rigged a heavy tarp over the tent to further shade it.
Next I set up my telescopes, then had some dinner waiting for it to get dark. I had fortunately chosen the end of the field where the other large dobsonians were. Steve G. was there, along with Jamie D., Mark J., and Carter S. Matt T., a very nice guy from Walnut Creek, set up next to me; on my other side were two Jeffs from the Santa Cruz club.
As it grew dark the first night I tracked Venus in Clara's telescope (10-inch f3.8 Springsonian) until it winked out at the horizon. When it was darker I saw Mars in the same field as M8 -- with a globular cluster in between. It was such a beautiful view -- someone made a 5 degree astrophoto which became the APOD for Oct. 6. The little scope was a joy to use, offering very beautiful views of the Milky Way, M31 and the IFN below M110, M42, and so on. The most vivid view I recall now was of the Sagittarius star cloud, criss crossed by wisps of dark nebulae. See plate 26 of Barnard's A Photographic Atlas of Selected Regions of the Milky Way (http://www.library.gatech.edu/barnard/) for an idea of what it looked like. This sort of view was exactly why I made this telescope (besides promising Clara I'd find a comet someday); I was very happy.
The first night's observing was a march through my AL H2 and PN lists, and I made good progress. Day 2 was spent chatting with other observers until 1:00pm, then reading and napping through the afternoon for more list observing that night; however I did permit myself some wandering to objects I noticed on the chart too. On the third day I needed to "get off the reservation," as it were, and drove to Cambria to walk on the bluffs above the ocean. I arrived back in the late afternoon but still could nap before dark. This final night I observed some galaxy clusters, especially in Pegasus and Cetus. The fun part about the non-list object is most of them are very interesting: Some Hickson Galaxy Clusters / Groups; Arp Peculiar Galaxies; a Palomar Globular Cluster, and even a galaxy from the notoriously difficult Shakhbazian catalog.
There they all are, in the 20-inch, galaxies mostly at 205x & PNs mostly at 333x. SQML was mostly 21.20 - 21.50 -- seemed to be some lingering extinction from the fires. Unfortunately my note taking was lazy -- I felt rushed by the lists. I will try to take better care in the future.
IC 4634 PN in Oph: Bright, small, bloated star. Blinks with OIII. Diffuse edge. No central star seen. Seeing did not support higher magnification.
![Image result for IC 4634](data:image/jpeg;base64,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)
NGC 6369: PN in Oph: Little Ghost. Bright blue green, bright central star. Fainter thick ringed shell, diffuse consistency with moderately sharp edges. OIII provided the best view
![Image result for NGC 6369](data:image/jpeg;base64,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)
NGC 6445 PN in Sgr: Broken ring shape, like thick parenthesis. The arc to the north is wider and brighter than to the south; but the southern arc has a bright knot to the SE. The ring arcs are mottled and have a diffuse edge. No central star noticed. Responds well to both OIII and UHC.
![Image result for NGC 6445](data:image/jpeg;base64,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)
IC 4670 PN in Sgr: Bloated star unfiltered; bright disk revealed with OIII and it blinks like a slow beacon. No central star seen; in a very dense field.
![Image result for IC 4670](data:image/jpeg;base64,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)
NGC 6537 PN in Sgr: Bloated star unfiltered, bluish color. Small but fairly bright. Not much revealed with higher power or filter
![Image result for NGC 6537](data:image/jpeg;base64,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)
NGC 6567 PN in Sgr: Small, stellar at 205x, non-stellar at 333x. Blinks with OIII; very bright middle, hint of very hazy thin shell. Hubble images reveal the red color, dual lobe shape with extensions looking like spider's legs.
![Image result for NGC 6567](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMWFhUXGB8ZGRgYFx0gHhsbHyAaGx4fGh0dHSghGyElHR4YIzEiJSkrLi4uGiAzODMtNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAMIBAwMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB//EADoQAAICAQMCBQIEBQMEAgMBAAECAxEhAAQSMUEFEyJRYXGBBjJCkRQjobHwUsHRYnLh8TOCFiSyFf/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwD5TD+J9wNrLtPMJilYO4YBrK0AQSLXAUdf0jprGC9bHbvprwvfSwuWhJDMrRmlBtWFEUQeo0JuTkkmyBRs5oUO/wC2gc8L8ElnimkjF+QoZwCMKTV5I/pelISFYF15KCCVBoMMErY6WMWNU4YJB+o/zqNOw7TzUIjvkotko5ABPK+nTQK7x0Z3eNeCliVTkWKqTgcjlqGL054d4LJMkkkYYiJeTEI7dwM8QeP1NDGqeCbISTKpSV1ALOsS2/EA2QPjGtf8ImdX3I2ySuPIbkEmMTKuPUaPqAP6e96DzOfm9Xf04798atKtBWAP1P8AqHtrnK3t7Nmzmr++gZj8NJ253HmRgB/L4F/XdcrC91+ffVdy8RjiCLIJfV5hYgq2fTwAFjHW9W8MhiYuJSyqEYqVAY8h+UHIwTgnVNpsJZCOEbvbBRxUmyeiigc120AuZAW8ijQJ6E/73nTG33cYhdGQs5IKNyoR/wCrFerkMZ6VpSaIqxUggg5BGfuNX2+3LuEW2ZiFUDuTgD960Gtvpm/g4kG5V4hK5ENAOrUAXbF0wwM9tK+F+NSwJMkTcRMoV/SpsA3WQa+2tPfbtP5kW727RzxxpCgjVYwGTDGYGyzEVkUbvWBBGrNRbiLyT7aDbbxCPcMsPCDbxyzhieJ/kg0v/wAhNlALavjWdudowkaBJEkVWYhlPpahlgSAaIXGlCtAkMD/AH+uiQrauSrNQwR+kk45H266AbbdwqsR6XvifejR/rrV3O2k2UwKO3IAPHIEIBxTUGHY8lv3U6xdGO8ex62wKFkmh1IF9rzoJKTZJsMbu+udE8PLcwilRz9JLUB+56fXU328kldpZG5O+WOM/WtBSMsQqi2JAAAyScY++gtu5izsxNkm7wP7Y/bT/n/w04k2sxbgQUlClfVWaDdKsjOlt4jR/wAl4gjoxDWCGu+jZ7dNB2rC6Y0pwTV0PcDQMHxaQvJI5EjyqVZnAY5qyL6NjrpeMrTcuWF9Nf6rHX2FXqnCzV9TQJx+/tpnxPYGFgpeN8Xcbhx9yO/xoCeC+EvuZViVkUlWYNI4VaUFjk47aHvt4zcFIQeUvAFFALCybYj8xz1+NC2m8eM2pAPawDVENixjIGm4N1CyzNOJDK1GMpxA58rYyAjpXQLWgQeZiSSSSepOSf3014dsjuJRGjIhKsbkfivpUscnuawPcjSfLTW1SExyc+fmWojrjwyTy8y89Kqvm9AuGNe4H7DWj4uEjYww7ppoMPgMq8yM+g4sdL11fC0EssT7qJQikh1JdJGFUqlRm+x6Y1lj6XoOuRZoUO16KjuY2XnSKeXEnqTS2B3PTTm53cTwoDGRPzPOXlgpQCKEHSqOfnWZXtoCLtXIsKdTVZAQSCcjHXU0DvgO/WCYSNCsygEFGJAyKu1Ngg5+2q7eOKSYBn8mNny5Bfgp64GXr9zpHVgfjQM+IQojkRTCVbIDBWWx2PFsi+taHFuSqstmmFYau95HfRfCY4WkAnkaOOj6lTkQasWLFgnH3094NFBKXWWTyLUUwiMgvvdG16fOgzNpu5Im5xuyPRHJGINEURYz012Fh2J5HAPvfUHRt6qnk1liSPUOnTI7Z0kdB6r8Vfg+baIJGKhCQOBapA3G8oc1/wBQxrPl3EcrPMAkEgMflxRxkox6N1JC9OVGwbrSW88RkeR5CQGdeJpQBxoCgOgwB00uJRjGB/fQbP4o3+4fcmaZBFKeLUIfLHQUeJGbFGzd6Q2PjW4hrypnQCQS0rV/MWwGr3FnRPFfGtxueAmlkk4KFQO10AOgx8D5PfWaK0DO9lLMzs5eRjZYkmycmz76b8QEEW5B27tNEpRrdTGT0LA0bGbFjPfSe2VOMnJXJ4+jiRQNjLe4q/vojNx8qitqOQIWjd36rwxGg5vObsXIbkzE5Ja8+5JJzeSdMeBRq0lNAZybURqzKeTAhSCoJNNRqs6J4t+ItzuZTNLKS/uAqgX7BQAM61PwDPtRvIv4kukV+p0Y2rAEq1r6gOXG6/teg81IrIzKy035SGGQfocg61I/Eb2zQSSlFQXGioP5jM1kSMM0MkXdan4tfbncO22aZ4ycNN+c+5b7381WsTQH3gj5t5XLy79POuVfNY1Qw+kmxg19fprQl8NZVaeFg8SOE5mg1kWLQkkA5F/Gk4YkKsWfiwritXys5s/pAHfQcMTML4np2HYfTTHhcpikSXy0k4HmVe+JAxR6Hr7as3jExi8kyNwsEKKAwpXsLOP376L4r4406xRlVWKK+EagULy3qrkeRs5Jq8aBaFTPKqtIqeY+XdvStnJZjZAz30CWILyF2QasZBA7g6pMwLEhaF9Luvv31yiO3UaDQl8SaSGOF2ASFW8sBBds3IgkCzkk2bqq0lDFy5ZUcQWyevTA9z8a6gsADBJo39cfTWh4r4Z/DSSRSNFJWOcThxfX0sMfB0GSRrqjByP89tc074fsHm5JFHJLJ1ARS1KL5EgAn2zoFY1BOTQ+l6e8J8GknZwoAEa83YkAIthbaz0sjpekF9J9Q+o6aqDoLcM1jr1vTe48PdS4WmCC3KG1XNZIx1xqu1hiIk8xyjKtxhV5BmsYJv0irN6XjcgEBiA2CLwR1z750FOJ1FGt3xT8RmbbxbfyIIxGirzRPW5UVbsTmx21meFeISQSpNC3GRDyVqBo/RgQfuNAodTTEztIzO1FmJYnAyTZwBQ+2poKTOGYkALdkgYAJN0o7DXSFFFbNCyGAq/j4qtQwnkqEcCaHqsVdZN9BRB+mi+KbIwyvEXRyhrlG3JT8q3caADQEKG7NdfbVo9wyqUBoN1rqa6af8BaLkySwCUyLwjJmMYR2IpiQCCB3BoaU3cLRO8R4kq3EkEMLB/SwwR8jQWao2QgrIKVipBoN1KsDV9KNa7vt4JSSIkS2ZqQUADniM9B2vSl6JLuGYlmNk9e3THbQF2saMSC4XpXLubAqxhR3J9hoUr0SKA+n9wdMb/aInHhKsgKBrUMKJ6qeQ6j9tF2e2SSKQtMkbRgFUZWLSdbCFQarHX30CskoY3RFfP76L4nJCXPkKyp2DsGav8AqIAF9dLxizWT/n/rXo/AfBYvOkXdQ7hzCrO8MYVWCKtlmZjiiVBAzRsaDzWe2nvFvFP4iYytFEl0OEKcFwKwBdad/EG727CL+HidKX1q0ocdSQB6QRQoZJ/3KXiGwZEikMUkaypyVmHpfJBKH2x/ljQLPGOKEMttdjNrmvV/f6ae28MEU6iV2eMf/IYa5A0fyFvSQDWehGstgcaf3PhDxwxTkpwlB406lhxJU8lB5Lkf1Gg5uN3GVVBH+Utcmebg/lDC6HH499EXcp/DeV/Dr5gcyGfk3LgQqhSv5a5Zv3b91vE9ykkjukSxKxsIhNKPYWbrTHhHi0kHmCOVo/MjMb8RfJcGj9SAMVoEoZQFYFAxaqY3a0bNfXQ2XAPv/mdEhtiACBZ6n/nR0gV3WNSAWcLyY0osgAk9h7nQJj7/APjT288QZpWcNZccSeIFjAqhgdBou6SLy1iCKJkd1eUS8lcfp4rVACj6gc3oPh22SQtzkMYSNmBEZeyOimulk1yOBoEyKvXUyQCTXxq0RUsvO+N+ojrXevnU3MXFioINHsdB3zFCgBfULJN9fb6aPtd46BuND0FCCL9Ldavofka5tvD3eOSVVJji482x6eVhbzeSD00mdAwihiCWAJOb7fJx07aa8Aabz0XbSPHLIfLBR+JPPFXYwfk6zVOdH2s/F1k4qwRg3BhasAb4kdweh0Dfi3gm4gmeGZD5iC3APKh1LWpIr50rtNi0pbhXpUsQSB6VFnr1+mmZdzJHyGY3cEELgcGzxFfpI7aBvt2JWU+WkYCKlRrQPEAciLyx6k++gWVDpt9syAHkASnOiCDV46jNjIrBGhRRs61eFuh/etE8T8Um3BUzSM5RFReR6KooAaC0GwllSSVIyyQqpkYfp5HipP1OMaUj+g99cDkAizR6j3+vvrQ8G8QmhkM0DrG6IckKbDeggBgQSQ3toNj/APElpSd9swWVWrzxjkoajjqLo6mvN+XeTefpqaAu838sxLyyM54qtsbNLhRnsANWdWlChVUhEzxUA0Cct7nPX6a6u2jWVVaZeNBuaqWAJUNxIwbB9J+Qdc3sqs5MQKITQF9Pv7XnQc204UcXXkhNkA5x7e2h7iMr6aIsBhfdTkdNaG38bMQnSKOMJKApV0WQrXdGYWDd5Hx7DWVIM6DX2fikUP8ADvHCPOiYs5diySZtQY6FV3znWdutyZJGkYLbMWIApbJugB0HxqnNeIFURdn3+NWd79Kigaxd5++gND4iwmErKkhDBirraN2phixWtHwuB1U7vbzos0ZJMYB5KpABYWCvH1FfjWYmzLRPJzQBCF4lqZrv8g/VXf2saP4K6qzGRmWPiVfi1NTewscsgWOmga2njb7fzF2r0sqcWaRE5ZA5C8gZuq0Lw7xBQWMyCXzKDOfVIuQSUs1yIsZsEaJL4ltTtliXafzQxPnmZ7IvAMf5Bihj2vvrKUYJFf50+ug3fxOdtFOf4GWZk41yljVT6hRAAAsV34j/AHOVFvOXFZSzqikIhY0L/wBN2Fo5oDOgAgcbHez9MatIASSLC8sWOn1rQd3W0dApYUHHJciyLIzXTIPXQIwCQCaHvX99O7DaxtyaSYKEZbWiWdSaYpiiVGc110DcBRI3l2yBjxLAAlbxYHQkaBvweLzOUIWG5MeZK3ER8fVYbot1Wb66X3IVVUBTZFlj9wePuNU2k6rz5IG5IVFkjibBDCu4o4OM644LZrv9ul40FpogI0cNfIm1qgpBwL72KONW3G5V2ZlQR21hVshR7CzdDTfiDwyGNNuOCqtfzOIJPVi7DB9XID44jWURWgj3++tLw19uquZgz2pVUVuJ5kWrE1RUEZHfGs6RCOoo+2uD3IxoOs9kknJ07sdzDGFLReZIHJIY+goVoChnkGs3fYaVC8RyIBDAgZyDjNaGGxXtoNnd7yHcGV3VNvSDy44IzxdhxFNk8cW1++sXOuhL6aNuNmyD1UpoELeSGFgiu1aAbx8avIIBx86LvtkYn4M6H0hrRgw9QDAWMXmiOx0sfrp5vEQNv5CqKLc2YqOXIWKDdQtdvfOgpvoHTy3ah5ih1pgcWRmjg2Dg6WVuti8avsyBIhZOY5AlLI5C/wAtjIvppjxTZNC5R1KShiGjYfkzgX3xoAyyqGuMEL2DZ7Ufj30x4h4oZY4ozHEvlAjmiUz2SbkN+o5rShlJYswu71fZRB2CNIsam7ZroUCc0Lz0++g4YTgBWvF389Pt00x4Zv2286yhI2Zb9DryXIK5Xv1vSpma8k9Kz7e30074n4UYY4naSJvNUOFR+TKp/wBYH5T8aDU2v4iRUVeFUM/XqT0xZs121zXmdTQMbiJ0Yq4phQI+CAR/StCOmvFN4Z5ml8uOMub4RLxQGgPSva+v30TcSwtHGojKSqSJH5elhjj6awRmz30EhMHktyL+dyHEcQU4dyTfINftrS8eh2PkwzbV3WRgRJt29XArQ5CTFhjZArWX4l4VLA4jkWi1FaIIYH2IwdLlKJB/9HQSCcqSRWQRkX1FfvrSTwxjCu5HlBGfy6Mi2DQyUvlWbuqGstYiSAMkmh9dH3W4cgRmgEwAPfoT9TWgtuImjZ4Q4YA5KNaNXcHuPnQSAD1ArWjH4fuF2/n+SzQsSnmGMlQ2B+foDrLkrtoHT4bKYDueBMXPiXFUGOarr/to2xEse3kmSWNVZhE8ZZfMYYcHgRfGwPUO4rQd9vjK/KgCSCfSoF0B0UADv++jtuJ5IRF5SleZlDCL1G6XDgWVvFdL0BN74lHJEofboJVAAkS1LZYkyL0Y0VAIqq79seRaODY99aXjIkXy0lg8l1QFrDBpORLB2De6kDHYaSEXpDclyxHHNjpkj2z/AEOgGrVVV76hezdV9NWjS+g64z7/AO2nJ9oHVWhjk4rGPMLEEc+jEED0qT0BzoK+HbiJOfmQ+ZyQqv8AMZeLkim9I9VCxxODfxpaQgEACiBRzee50O8a61Yr76Brb7V3XzFi5JGVD+1sSQGzeabp7aDvHtieIQX+UXS/Av205sXk2s6lkXlEwYxyi0JGQHW86r4tvvOkaQxRRcuiQpxQdsLZoaBOGB3ICqzEmhQJJPWsdcatJtmChsUReD0yRRHY41oq8kUEbx7lQTIf5SMwdGXAdqAAsEgG7rWUQSa7/wC+gb25gKyGQsrBR5YVQQz2LDEn0irONJXm9EjiBwOp/voVVoLrkk18mu2qMRjH1+da+5eD+H2xVI/MBbzQHcs9Na81ICqKNDiTYHbQ9ts23cyxwQhS2KWyB3Zj1IUCyfYA6DL1dY7oAiz9q+50z4ls/IkeJmRyprkjclNGvSe4OqTGHyk4+Z5tt5nLjwr9PCs9Lu/itAGBAWAJoEgE+wvr9tak2xVt1JH/ABUbKOVTsW4vxBI6gm2qh8nWVEtkdrxrssfFitg0asdD9NB6DxHf7Q7SFItoyyrXmzmViHYXgJkLYo9vasXrD3ELJx5LXJQR/wBpyD99dG6/ltHXVg12cUCKq6zjNXjQCPnQFXa/lJdQGBPXpV4YdrIx9RoXHF9umtDw7wxJY3Y7iKN1DHhJY5BQD6WqixJoL8HS6bXlE8nNbQqvDPIg3kYqhXc9xoKxzkCqB+oGppfU0BNvCztxUWevUDoL7/A1zj1+NcXONFlNE+nj2Iv9zoKizQvA6X0H/GdM7SNA6NKx4X6vLosAPYGh199BjnroPqOx+ut/8HbGKecQTpLUlZijDOKzaqeorJwTQwCdAj4x4y+6mWSb1tx4WFVCwF8S3EUWzk/GkxcfJXT1UVIYZHTPuDjWp+KfCoNtuGSGfz0GQ3lsnc0Mijisrg6xtzKGa/f5v+vfQaO13inbPHJLOKYGONSTGbB5FgTQNhe2kdnCjuFZ+Cm7biWqhfQZ64++jQGD+He2l8/mOKgL5ZSjZY3y5X7Y0Hw8IXAkbghsFqJr5oVf00HRASBVAU3qJ/NWf36a0PB/Ht1ACItzJEreglWOFvlgZIF2cV1Osu+TAkmrAJwP/Ax7+2r7tEDHy+RTNFqsge9Y/bQaGx20+8ntn5E+qSSRrCoCAztZulBBxrN3kHB2QOrhWIDrdMAeovNHTWwRGlhCcbwW89lEfIGzZ/0EADPudbPiPgI8g7uWWOEyczHCIZRyphXl+ngEy1GyPT37Bmfh7xCKGQNNCZ483GJGjJJBAIdQSKOa+NUm35LycWeNJSSyhiQ1HkA3TkAe51aDw+J4jIsyo0a+tZGALMS3EQqMsKABJ6E6HudxEUEawkNZPNmNkELQK9AAQTjregVeIgdLLHH/AI970OSEgkMCpBog4IPyDka0/F/ErkjEbzeXEqiPzCvJKpsFcUGsj7anj26SaZpVkmm5KC7zVy5nr+UkEA4GgzDJZtjf17/5jV9vs3kYLGpdj+lRZ61pqF2Mas3rhhcWhYDL2SBXqohTntoO63dyM6L5VkkBCaWzdA9aGgBMjIxVgVZTRB6gjrf0OuMxY8j3/vo24jaldlb1C+TXTGzZBPXOnPDvGpI1EQ8sxc2fy5FBXky8LOLwKrNWAa0A49o0SpJIqlJUYr6wfdbIU2pBHQ9dIyRkE31Ha9VdaYiwaxYNj/zqEdaONA14h4fJAwWWN0sBhyUqSCMEchka5tdw8XGSORkfIBQlTXQ+oG85GnPE/H3njiR1S4lK+ZRLuCbHNmY3XQew1lhR3Pb27+2gtHG8jUAzubNCyT3Pye50K9P7UKsfmLI6zBwFCrjjRs8rsHtVdNJzsCbH+HvoOJGSaGf6a6AVu/ejrhrP9tSWQsSzGycknqdBeaDiqE/rsj6WR/toZOBq0kjMbJz01wCskH4+ugueJUAA8s2bxXatb/hMkm2G8270FaPjKF8p/Up9NEmq5HJSz7a80dFg43k0Per/AG0A266muamgY3eykiKiRGQsodeQq1bII+Dq+xgV5FR5BGjMAZGBIUHBYgZNdca7sIZJHHGNpeA5FRZ9C5PTIWv21pbqCKaTzkjWGKSYIIFkDSKDR9IbJFYBNC8aBDxLw1oeJNMj2Y3BFOoJXkBdrfswB0TdbDcQ+XIyugcXG5vIoflYGsWMA40PxbbiHcSxoHAVmUCQDnQP6gMA/TQVkdlCciVX8oLYWzZ4gmhdZ0Fp2YjkzcicepiWFf5jXYY4vKkLs4lHHy1Cgq2Tz5Em1ocaq7s6Y8I8QeLmE8v+ahjPOMNQNG1sHi2KBGdU8SUF6WFo2ACsjMSeQAtsgcbOePa9AmR06fT20SUqAOPLoLuuvevjR/DEjDq04fygacRlefQ/lDY13xLYeUwHNHBVWUo4YUwuj/1DoR76Dbn5bIRJHuWt2jlmibbsvBlypPMesUx6YPzjSX4snaXcO/nLOvLEqReWp+iUOP8AnXWd6zUhJJIwSbOMX9BWm/B98ixzwycVEoH8woXKcLYBRY4ljQLdh20C29ijUr5LlrjUtyAFOR6gK7A9DrUWWQJt33RebaepVjE+QF6hQSfL9RH6c50hD4TuCVPAjmhdCxADIAbIJwcA4/31IjLFFJXDhKFVjSE4YkVYJU2O1Y+ugHvDC0vJEeOEt+XmGYLYuias10vVN+/J2rmV/SXrnwGFBrH5a6Y0GOIE/mAFgWftmhnvf20xvFEUrqsglQEqHXkFYdLFgGumg54aVEy8n4LdFzHz4giieHfGqRBeVk2t5v08gKJA9r7aDG9GxYPxqKlkDAv/AD7aD0/jX4g27pAu02gg8hy/N5DJyJbkA3JRYwoz7VpWLx31SOYYwJaLKMLyHPIAGPU118EdDrP8J3KRP/NQyxUQ0YkKcjR4+pQT6Wpvmq0jy/buNBv+IfihpYhEeYVVIUeYati5Niq4+oUMflGiR/ihQFHkL6awDQ/LxsCu3a7rWI8iMQWAGACqjrQq7Pc9caDPCyHiRRBzfuNBqnxNieRjJKBKu2pUYEg8gfSSe/SkHbQV8WySAUJi8v0mhXuQAOR+v16jV9v4jGNq8flEzu5/nCZxUZC+gxj0sLBNk9T8ayh1OgenJ9Uwj9EheuS2Bnt8gEZ+dJSo1AkdRY+mtHwbxVIVlV4UmEicVEhb0GweS8T1wNITzWFFUAK/5/8AWgLvpI1lJ2/mCP8AT5nHn0zfHHvq2wmgCSiWJncgeUwfiEN5LCjysYrSZOq6CzHOq3plNsWjaS0AUhePIciTeQvUjGT9NMeBxxNKEm4hXHEOzMqxk1TtxBJAzj50HJ5opASUETKiqojBIYigzOWNgkZx30rtZVVgWXmov0kkX17j99d3I42gIIDYaiL+c5qtBX30HNM+IeVzPk+Z5eK8yuV0LvjjrdfGhyVV2eRJsVgfP99CI0Ha1NH81hhGbj2xqaAe3mZSSjMpoglSRg9Qa7auXWhg8ru/9h/z11SFWsAA22APe9OeK7CWCQwzqVdOq2DV56gkftoFwnI3dWe//J1xVAB5AkUQKPQ/8apyxWn/AA4wsJRLK8Y4WvFOfKQHCnI4g5z8aBAMeoNVn762PHdjukfzd0rlpArlyeX5xa8m7NWaJ1lw0DeDRHpPf3Hxreg8Z20e780bQNtqo7eSQuMrxsM1Uw7Eg1oMKNF5X6igOTWQP+dE2G2MriJF5Ox4oLAtj0sk1WmvDNzGkvGZZDCzLzjSTjYBxbURYvqfnpoDRkyGKNeQLnio9THqAAQLbHsM6A3iEKRNUcxclBypSnFv1Ib/ADVkWMHXPF/C1gK1PDMGF3Exbj8PgUdUG0QROzOyyq4UReWaIzyJe/SQf0kaodo3JEU8+fEgLnJ7V7jpoNCKSBaZ5HdQrKFCgsjccVz9HEsTdZxYzpHeOgjiCspPFuQCkFSWNBifzGqII6A1phZdssQ/lSNMHNksBGUqgOIHINdnrpVvD5PJEvA8OZS7HUBScXy7jtWgEdqTfD1UvM8bPEd+WMV39ta3gIijR5zOiTRkeXE8BkEl8r/6RVDJ+NITcFrg4a0HKgVokepcn1V79DWgQx8gxLqvEAgMT6sgUvyLvPYaATrRIOmIYQ6M3JFKAdTTPZr0j9RHfpQ0qTonl0exrOgZlmQxRxqhDgku/Kw1n00temhg++jbjw6OOaNH3EbRtxLSQ2/AGibBAtl7jWl+H/FI4IWPEvuORKK0MTxcSpVufP1HFkAYBF51gSJeQb/z20FtsI/NUOzCLkAzKo5cb6gE9a7XprZPBGZlmikf0kR0/Ao1j1MKN47fP31TwzYJIW82ZYFCMQzqxDMKpAFBIJvrVY1Te7WSNj5vIM6B7JssrAEE57ijnQE2PhM24SRoYmZYVDSFf0jOTn4OnNzspv4OKVUiaNLDPEvrUuzUu4auuDxGaFe41l7cseQUHK2QD2GTeqpNWDfE9VvBNEA/bQcmhAAo8sdR0vBr6jV91DGqRlJC7MpLrxI4NZxZ/NijY99DKn8pVuR6DN5qsfT++h8DfGjY7VnGgNDuWWOSMBSH4kkqCRxuqPVRnPvjXGdggFgqWJC/OAb/AGGgj/M6suaB6fS/6aDsZtxQyTVAX1+NW3G34HiSLyCO6kEimHY40G/b99EiNtnJP+d9BUkkEmz0F3p3w/wqaaOaSNCyQqGkII9IOAckE9D0vprPOiLLQoff5+CNBfZwh3CFgnIgBmwoJIFsewHUn40XxXY+RK0fmRS8TXOJuSN/2tQvSl6gOdA3BsJmUMkcpU9CqEj5oj513SyzsOjEfQn/AJ13QVQ5wPt763d14jA+45S7VFTgE8uAmP1VQa7a2/oe+svbo0mAASi+lQuWF/Az16nQZkokUQQcg9vqNB2eIjJFA3V981pibeB0AZaZQAhBwFF2CK9RPuToLbpiFUkkKCFBzV5ND651NhNwlRzdKysaAJwQehwfocaC+4YcUIYE8aYcOPGiaz+okZv50TwjevDMkqKrOhsBkDgmj1U4OtP8T+IStK3nGOR2AuQcCSpClR6PSpAoUvTOsBWo2NAV5yxbkQLJY0oAv4CgAfYVruw3EkciyRMUdDyVlNFSO49tBU2dGWHmwSMM7FiAACS3sAB10DW28QKT+dLGs12WWWyHLA5bNnrfXqNI8+4wbvHb6d9OblGMUbNKrEFl8vPJAtUWxVGzWScHpoGw3jxSLItWrBgGUMLBBFg4Oe2g1PD/ABDbwrJcBkkPHy2aSlUgHkWj4kPZPc4rt3RbdWV5AXnk3d7N+o/0H01zfyPKxnkCgyMT6VCi7zSqKFaBNCV42RTCwfiyPt00G/8AiTdbCSOL+E280ThAJDJNzBas0Dnr3wD/AKRrzhAz79ta3hfhI3EwjD0oRneQIzcVUEklRk9unv8AGs7iykgDIuzx6DpfxoOySoY0Ai4sOXJ+RPOzjBwOPTHW9aOx8XK7aTa+XE3mOGDtHydSBxARr9N6y3lYhVLWqjA9rN41pw7SARF5ZWMjBgsUYAKkBSjuxBBQ21hc4HzoFYutswRQeNjqMewzVY0PdJHaiIsw4rfIAENQ5AUTjlYB76DLV4BGtLefw/kxeSkwmJIcllKMLNcQByB6dT/zoL7bnFtpX5QfzD5LRuqmSlp+aAj0i8chnWanliNuXIyEjhRwozy5DvY41Xzo/iMclr5kQjKjy648SSuCWB/V7nQdnuGiZZENOrBlNA5HwbH76CrqvHC9Tj1dBoTe2iJGWzf6s+2e+i7ZggkDMQSlKAoaySMEk+nHcaCb3xGWRw7yMzgKoY9QFAC19ABX00MygqSeRlLXyvFEG77kk99M7PwucxNuVjJijYKz9gTdA5vOlRAxsAE8RyJAOB7n2FkZPuNAJeuK0V7V+pFdD7DWx49tVdonh2vkLLGvBBIZPMN8SR3BLX6cayNxtvLLK9hxivY9wfbQDVvUMcs9D3+upOQSxAC56Dt8D4Gpt4gzheQUEgcj0F4s/A1XiLonF9R/toIsZIwCT8fvqmi7cMWATlyY8QB1N4oV1vpqkqUSCCCDRB6g99BOudV10DRCOPs3Ida6dDj5HTQbuw/GW4hjWNY9sVUUC23jZvuxWz99TXnwh9jqaAm1kZSWWwaqx2v5HTW+nh2yl5sN28QVAf50TMzyUOSjy7AF3k6xCjoKbkokUMB2cWaPyLvXdvA558QxKrZpSaFiya/KOmToH1ba/wAKQVlO654bkgjCf9pHMn/L0pD4ZM8TzrG7RIQruB6VJ6AntoWzKc180OY79XAgNXfiSKB+urbj0+lW9B9VcrrrXKscgP76DqbxlR0VuKyABwP1AGxf39tc2zopYsLtSAKv1drvp31ZNpxkjE4dEcK18cmNv1KDQNjpmtN+NDaCV/4cz+WK4ebwLH3J4YA0F4f4j+DNQXt1lsy+UDTla4mSulV6bq9K+Hb2TazRzxECSNgy2LANdwcH6anhfF2WKSbyo2ayTy4A0RyKr1PbpedLSjJyCBgH39iAc6DWilg4Sie2k5Bo2j4lCW/MHBo0Bn0i7+BpY+Hr5ckgljUxlRwZ/W93lAAbAoXZ76X225eFr4rZQj1KCKYVdHvRwe2gWTZJs9ToJxxePbrn9tRMA4wcX86tAnqXIXvyPS+o1o7WBZhI0s6RcEteYYmR8ekBBi8mz/6Cfh3erDuEYoj9B/MQsqEkevgPz8QPy99c8VZBK6xEspxzAZefe+ByoODx1nUVIN564P8AlHTE3icjLGnIlIgVjFD0qSWPQX1JydA7t220hiHAR8Im8xizsJXAYjAA4XgYxqvh8jbcwboxRSIHICScWDFQL5oDyr1Cifb41mREWC3S8jvX10SfiaZUoYBzd6AviW4ST+YqrGzMSURaQe3AWSB9dKyvn0k119s9/wCuieINH5jGJWWMm1VmtgPYkDOhRqzFUUFiTQXuScAD6nQMSujRciXM3M8ixwVIFEd+V8r+o034Tu9vGWWWMzIykUJDHT3h8KTgYo4Oszdbd42ZHUqykqVYUQR2Oj+IeIvNIZpKLmrpQoxgYUADHtoGZNmJdwYtojEG+Cuy3SryOcDoCdLTbOSMI8iECRecZNUy2Rf0sEaVJs3o7QZI5LheWO+Og+dBJQ45BgRkWB0vqMfQ/wBdcgMnqCcs+lgpOQSKB9xdY96054p49uNwAJpOdALfFbpQALIAugOpzpKDcOoZVYqHoMLoMAbF/Q50Gj+IJty25dtza7gMAV4BGBHTCgV21mbgMCwcHkG9RbrfcG9XfcsWYs1k3ZOST72c386EAWOep7k/30FTq0EgVlYqGAIJU9D8H4Oi7jcO/EMQeKhRQA9Iv2GfqdUnKHjxBBoA33Pc/wDjQTziHLL6Ddiv0/Q9cdjqjNmzm/fvo+82rJxJjZFYWpYGmHQlTWRd5GqTMGYhU4i7C2TX3OgqVpbweXzkV7jVWT0g2Mnp3GrRheLWTysUAMVm7Pasaqvc4/z20BopCAAJCPijqaDw+n767oGvCdjLuJUiQjkcAuwCrVnLHCjVpt7Kry3ISzgq5Vz6hYsEqaYYGOmj7GCMeZBNHMZyQsQRlChzinBBvNdCNNR/hxxuX2+4aLbMilm856FgWFBXlZPsNBlbvaPEwEsbISoamFGmFgi+xFHUSMcVohmJyCOlHFH51WfkzZPKsXZNgfJ7Vpp9pGkMcq7hTKWIMQVrQDoxYjjn20AZpC7WxqsBbJCjsFsnA9tXilUI6siyMygI1m0o2cDrYxntoSlgCOvc46Hpk67sY3Miqn52YKM1lsVZwLvqdAqQO2rIR3zj376b3O0MbtG44srFSQwYAjtYsH6jXfD/ABJonVwsb8eWHQMDyBBsd6ux7HQKfPtp3wcwCVTuFZojfIRsFPQ1kg1R4np00Haws7hFoljVWAP3JAH3OvVeIfhXc7Zv4eTyQgZJJJkIk8pTS8n4jkqjlkVnB+dB5Pchf0E8fnqP2q/rQ1duIjUiryLDZ6917Yxp6RNvH58dHcE4imRmRQQbJ4MtsCLGa0vsP4cF/PEhpDw8sr/8mK5ch+XrdZ0C8G3VgxMiqVFgG7Y2BS13yT9jruzkKMJEYIyEMp9yCOgqj9DjUV2UMOgbBJHbB/46aXH00GhufFuTQuI40eOiXVcyMGLc5LJDG/jVtnuYpdyZN20gRuTMYVXlyIJHFTS1yr/M6WXaOYvMo+WrhOWMMQSBXXoCdM+E7+NG4yx+ZHRGPSy8itsD3NAgBsZvQJ7mIA4JIJOD1rtdYv6aJLsZI445wRxdmCMGyGSrx1XqK1eOWHjKHD2QBFxIoNyBJexn03076WVAVPrA4iwDebrA0Fqdv5rAuOXqZrILH1Ux73nv76N4jvhK8jCKOMObCxqVVfhRZxoCbuQRtGHYRswYpeCwBAJHwCf31GgeMIxFBwWX5Flb/cHQbHl8I5X2oYxNEiTNMqAhmNny83XJCLHYZ1k3H5f6/N5nNjj5de3Xlyv4rWz4nvPN2sKlY4fIjVUW3LTcixZx2U3d9OusIxrwDcvVZsV09qznvoO7qUEghVWgBS3RoAWbPU9T83o/iWz8mTiSjMACeLB1Njlgj4IBHvpr8P8A4el3bkJ6UQcpZCMRp05MOpF+16T8xUBUAMb/ADZyPgHpoB7na8SKZXBVWJQ2F5C6bGCOhHvqjKAK6k9weg9vrqeYy8hZW8EdLHXOtJPDJ4pRF5RMoo+WQGvkLUUCbsG6Ggyg2jbsRgngSRZqxmvf/wAa0vC023rG5V1YE9A3ppWoED3evoQO167vBs+J4FeVC6EuDj8nI0f1E8/cVoE/E23PGJZzLxWMGISFqEbZHAHop+NH/DW5Cz00cEnmqY73CsUQtXr9JvkKx9daD/wDMbkcqMLfmH08QAOmAM/fGBnSG3ngTcxyLYiVwfSXDemjyB/Mtt0zYrQZkgIYjobrv/bRT5PBfz+ZyPIgrx40OPHvd3d9tepgOz82OWHdSLML5ubHL0tze3UgE3dd7qhd6wPLhWIBhUpQEEkkWXUiwAceXy/b30GVqa0txuIOXpisUM82GaF0COl3qaDPLWbJsnqTp3Y7eR2dUR3IUsQgJNLkk12A6nSA05sd48TK8bsjDoVNHPXPyNBeDelEdAiMHAFststG/Se19D8aDEl/8akJHIg9x7nB98ddPeGeIeSsqmCGQuvG5ULFP+qPI4n50DPiuwl2ZMQ3MLrKilxBNzWsMA5rqOusZzRI65/fWs4RdpRVTI8l2V9QQLgA8rok9ONY66y1+R17nQcWEkWBYusfvpjZNMivJHyCV5buBinH5Se1gH9tMRbFTC8nnorKwCxENzcUTYoUAOmT10JPEJEkWVWplojArkMDBFH7jQHjaHjHE8QjcSEvKzObRitAx4oKORwbN9tM73exVOse34GSQFGjeRVEQv0hDfME01sbxqeNLs24jbNuJJMmSSTgFYUD6UHqFHkMnsNZ0kE0QjkIdQy8o2yLWytj4uxoGPw7LCJS04jKBWNSc6YgGl9BDAkkZ+NIrEWcLgFiALOM+5PQa1fCNvAeCzrO5ZwAkfEXyUhfUQSG58MV0vWZvdm0UjRuCrKxVg3UEYNj30G/N4HGsCxCNpd+8rRtGJAShUk+mNASwZSMk/pNawdkn8zgzCO7Vma6XseQ6/bXOXFgyOcV6hakGs1m9N7eSM803AK/mfkI7k8zj6VNkUhOToM+eMLQsE5ur/v30ztt0IZA8YVjwIIkQMLYFW9Jwas0dVlgXy1YFuRLcrWlBBFBT3NEE+2mR4aAYArpM0tExxkl1JYrwbFBjXSz1Gg2vG5Nyhj/AIqMR7ad03BjhWNQwoC0AJKnh2Jq86wtyAsreSDxNhQ3FmCH/VxFXXcaLv8AwfcLOYWhkSQHisbA8iLpQP8AV8VrO6Gxa1jJ0FXCiq/e9ddzfW7z++iwIKa2omuOMHJBs9q0yW5xBP5C+Spbl+WSTkwwT+srZodhegz5VAqj1AOPf59tWgjGGaxHyAYrV11NA9TV6KNsyqCVIEg9JOAc0c6ZiljWGSF4Q0jNaShja1gihhwe3toNDwzYxvO3kzQmMCTiu7k8u0XIDgY5GwQL6r8aw54TROPSaNH+unp4455wu3iMSkAcTJyPpW3PJq9mNfbSse15NxQsxJIVQpLGumBfX40C8qNecn99bJ2k8EG33AAiZmLRMrMJXAIAcVjiCCB0PXFEaS83gjx8I25EHmyHmpAI4g36RnIrtpMSNjJodPjvj2zeg0dh4yyGTmvm+YQW5nqQbN9bv/3fTWqvjNRiaPbRrTANlcmww4iuRB42Se7Gq15hBfXTG73jPwPFF4oEHFQLCiraurHue+g3vC98k0wjMO1hUgtcx4qeKnBYKTZoACuvtelN6iTR84UWN1VjIA6hSoKqOC4N2enX9tZMu7dkRCbCXw+LNn62ffQwQLvOMUehxn9tBfaSLHIpkj8xFa2j5FeQ7ix0vQJG60KF2B7ffR96ichwfkCMmqo/TXNnCrModuCWAz0TQJALUOtDNaBfl8amibuNVdlRuagkK1VyHY0eljtqaAaddS9d1NBZOumd6x5H/O+pqaDi9V+o16z8U7ONfF/LWNFj8+McAoC0SljiBVHU1NAn+PNuib3cIiqih2pVAAHToBga7+Dj/wDs7b43Cf8A9JqamgV/ELk7ncGzfM5/+2lNixKTWbqOh8epempqaAG2Of66XLE5JsnJJ1NTQNboUUrH8tD9+Izp/wDGU7PupC7Fj6csST+Udzqamgz/ADm/hwvI8Q7HjZq/Tmul6vtZCvlMpIYPgg0RkdDqamgZ8T8QmaaSVpZDIJTTlyWFE1TXYrWSxvU1NBaY+kffW/Mo/wD83bmhfnzZ/wDrHqamgy9m5KspJIWM8QTgWQTQ7aSB797H++uamgLMM/bTvgE7JuYXRmRgwplJBHUYIz01NTQK+ISFmLMSSTZJNkn3J76WOpqaCjddNTqOX2/2GpqaBXXo/wAaQqo2XFQt7KJjQAskGya6n51NTQeaPbR9ux4vk9P+Nc1NAvqampoP/9k=)
NGC 6507 OC in Sgr: Two dozen bright stars with many fainter behind. Loose concentration; scattered triangle shape overall, roughly N-S, with many loops and bands coursing through. IV3m
![Image result for NGC 6507](data:image/jpeg;base64,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)
Vy 1-2 PN in Her: Star with nebulosity unfiltered. With OIII it turns into a blue blinking beacon, but central star disappears. Small disk, defined edges.
NGC 6058 PN in Her: Central star appears unfiltered, with a bright ring shell with diffuse edges. Blinks slowly with OIII as a more even surface brightness disk, without central star. In a triangle of stars.
![Image result for NGC 6058](data:image/jpeg;base64,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)
NGC 6166 Gx in Her: Moderately small, diffuse 4:2 core with very faint thin halo around it; orientated NE-SW. Fairly bright patch to the West is another galaxy, MCG+07-34-055. There are many other non-stellar / faint patches surrounding the galaxy, which I matched later from my sketch to Aladin: MCG+07-34-076, -048, -050, -056. This is AGC 2199, so no wonder!
![Image result for NGC 6166](data:image/jpeg;base64,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)
DdDm 1 PN in Her: Best seen at higher power. Bright, very small non-stellar disk; bluish; blinks strongly with OIII. HST image shows the morphology as a orthogonal elliptical components in the central part surrounded by an extended halo.
![Image result for DdDm 1](data:image/png;base64,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)
NGC 6239 Gx in Her: Fairly bright, 3:1 NW-SE. Bright long core, well defined halo. Gives the impression of an inclined spiral. Stellar nucleus visible with AV.
![Image result for NGC 6239](data:image/jpeg;base64,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)
NGC 6155 Gx in Her: Fairly bright, pretty large, brighter oval core NW-SE with no nucleus, diffuse edges.
![Image result for NGC 6155](data:image/jpeg;base64,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)
NGC 5985 Gx in Dra: Astonishingly beautiful field, with three galaxies in view. 5985 is a large mottled oval halo suggesting spiral structure, 4:3 N-S, with a very bright nucleus. 5982 is to the WNW and is a fairly bright oval, small, 3:2 SSE-NNW, with a very bright nucleus. Further up WNW, in a row with the other two, is 5981, a long 6:1 faint streak NW-SE; its core brightens with averted vision.
![Image result for NGC 5985](data:image/jpeg;base64,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)
NGC 6015 Gx in Dra: Large, fairly bright, 2:1 oval NE-SW. Slightly brighter core region and generally mottled halo suggesting spiral structure. The east side of the halo appears brighter.
![Image result for NGC 6015](data:image/jpeg;base64,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)
NGC 6790 PN in Aql: Bright, small blue green disk, blinks with OIII
![Image result for NGC 6790](data:image/jpeg;base64,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)
NGC 6181 Gx in Her: Stellar nucleus, bright oval core, mottled halo suggesting inclined spiral. Diffuse edges. In a triangle of stars.
![Image result for NGC 6181](data:image/jpeg;base64,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)
IC 4593 PN in Her: Central star seen unfiltered, with faint cloud around it. With OIII and UHC a diffuse milky round halo appears, central star disappears
![Image result for IC 4593](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBw0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ8NDQ0NFREWFhURFRUYHSkgGBolGxUVITEtMTU3Li4uFyszODM4NygtLisBCgoKDQ0NFxAPFSslHyEtLDctLisrLS0tLSsrLS0rNysrLSwtNzYrLS0tNysrLS0tKy4rKzAuKystKzctKys3N//AABEIAMIBAwMBIgACEQEDEQH/xAAcAAEBAQEBAAMBAAAAAAAAAAAAAQIDBwQFBgj/xAArEAEBAAIBAgQFAwUAAAAAAAAAAQIRAxIhBDFBUQUGMnGBImHBBxMUQpH/xAAYAQEAAwEAAAAAAAAAAAAAAAAAAQMEAv/EABsRAQEBAAMBAQAAAAAAAAAAAAABAgMRMSES/9oADAMBAAIRAxEAPwDxVFEgACCoCgAAAAAAADUwtlsl1NbvtvyOXO5ZXK63fPUmM/5AZAAAAAAAAAAAAXput+m9flAAABFQFAAAAAAAAFuvRAAAAAVcstzGak1vvJ3v3ZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQFAAAAAAAAAAAAdM8rcMJ1bk6tY9/0bv8ALmAAAAAAAAAAAAAAAAAAAIoAAAAAAAAAAAAAAAC9IIL0oC7QAAAAAAAAAAAAAAAAAAAAAAAAAAAAWA3I1jhaYR+q+Wfl2+Jszy+jeu+5Lfbt3Lele9zM7r81ePXm5cvH6vZPjvyf8Png/wC5x4dPLJq545ZY6yk9cLve3k/jsbMrL/r+mT2kM6/TnHJL4+tGs5qsi4AAAAAAAAAAAAAAAAAAAAAAAAAAWVAHyuCzcey/015sMuHi45jLcMsuTOftbJ3v408W4bNzd1+77zwHxzPw+phe0++r99F+s/Li68e+fMni/D8eGWWscM9TowuPVjnk/n347cf8jl1r68vp1JvfeTT5nxb5r8X4idOXLlMZ9OOPaSe2/N+fue73TEcfHZe65817ubXJ5soaWscMst2Y2zGbyslsxnvfaMunHz54TPHDPLGcmPRyTHKyZ4bl6cvebkv4cwAAAAAAAAAAAQFEUAAAAAAAAAAAAFlblc1lB0zlZ3pLlWQKAAAAAAAAAAAAAAAAAAABjN9oAAAADpx442Z3LLpsm8J029eW/Lfp23fwDmAAAAAAAAAAAAAAAAAAAAAAAAAAAADUwy6blq9Msly12lvlNgyAAAAAAAAAAAAAADrxcmMx5MbxzLLKYzHO2y8dl3bNee527g5AAAAAAAAAAAAAAAAL1XWt3V72b7WoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALqa8++/LXp7oAC2TSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAKAAAAAAAAAAAAAAAD/9k=)
Sh 2-71 PN in Aql: Dim, fairly large roundish patch unfiltered. With OIII it is a diffuse irregular glow, brighter on north side -- horseshoe shaped with a long bean shaped darker central region. Central star flashes out with AV.
![Image result for Sh 2-71](data:image/jpeg;base64,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)
NGC 6741 PN in Aql: Bright, small disk with slightly diffuse edge, or very close-in, faint shell. Blinks strongly with OIII
![Image result for NGC 6741](data:image/jpeg;base64,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)
NGC 6781 PN in Aql: Wow! Direct vision unfiltered as a pretty large, unevenly illuminated round glow with some thicker bands in the shell and on the rim. OIII brightens the shell and reveals stronger banding structure. A faint star flashed within the nebula but was not centrally placed.
![Image result for NGC 6781](data:image/jpeg;base64,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)
NGC 6106 Gx in Her: Faint, small, oval; brighter core, diffuse halo, no nucleus. 3:1 NW-SE
![Image result for NGC 6106](data:image/jpeg;base64,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)
NGC 6807 PN Aql: Stellar, small blue-green disk with faint shell, blinks with OIII.
![Image result for NGC 6807](data:image/jpeg;base64,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)
NGC 6852 PN in Aql: Unfiltered is a moderately large, irregularly round faint glow in between two stars. The shell is brighter on the north rim making it "C" shaped. OIII gives good contrast gain. Very rich field of stars
![Image result for NGC 6852](data:image/jpeg;base64,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)
Hu 2-1 PN in Her: Small, bright, stellar. Blinks slowly with OIII. HST image shows an elongated shell with bright looping streams of gas and is quite beautiful.
Sh1-89 PN Cyg: Small, clumpy bipolar nebula, bluish color, brighter to the NW. Elongated 3:1 NW-SE. No central star seen.
![Image result for Sh1-89](data:image/jpeg;base64,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)
NGC 7048 PN Cyg: Appears as a fairly bright, moderately large smoky roundness direct vision unfiltered. The shell is mottled with diffuse edges; brighter sections to east and west of shell. OIII brightens the glow. No central star seen. Bright star to the SW.
![Image result for NGC 7048](data:image/jpeg;base64,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)
NGC 7026 PN Cyg: Very faint glow, moderately large, elongated N-S, no central star. Seen with OIII only. In a triangle of stars.
![Image result for NGC 7026](data:image/jpeg;base64,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)
NGC 7082 OC Cyg: Widely dispersed open cluster, with a dozen bright stars and a myriad of fainter stars behind (which may not be part of the cluster, it is a rich field). Brighter stars form a large triangle pointed north. [IV2p]
![Image result for NGC 7082](data:image/jpeg;base64,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)
NGC 7067 OC in Cyg: Very small and faint mist of stars with a few brighter scattered in front. Not detached well. II1p
![Image result for NGC 7067](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExQVFhUXGR8bGRcYGR0ZGxgfGx4YICEaIB4fHSggGiAlIB0fITEhKCktLi4uGB8zODMtNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAOEA4QMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB//EAEAQAAIBAgUDAgQDBgUDAgcAAAECEQADBBIhMUEFUWETIgYycYEUQpEjUqGxwdEzcuHw8WJzsjSCBxUWJDWSs//EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwD5z0fqNu2rLcsrcm7abW2hb01LeqguEZ0zDKBlIjXUSZ9H0noVnGPafB4a6fSuepiVuMGzW/UBVFEwTkDLHPJrxCg8mn+h9XuYa4LiMf8AqWSA4/dMHUUHqr3U+nF39XD3UaEUI1tHKsqWhmLMweFYN+zDLnj3E54VHpLYMswuKtz2OzsbNq1BL2YVbeYKIt23IymZvmCCSR57GN6jNdJALMfZ2nn6UDKeNZ2ig1On9SspdxDNaXEZ7RW2DaSyocm37si6WoUOPZDGdCpYkbnReqdPsOLttLqlc0hsrOc1yzlCklllUF2WAUgZdSZJ8g2HYKGIOUmJ+nFVw1l20RSxgkwJgDn/AFoPcJ8YW1S4mGe8jeo11PVAcZvUUgsS0MDazL8syeTqPG3sY7XHusYLkzGnzb6DQfSlWBB1q1wgn26DtvQXtsmZc+YrInXUjmvTYu5hRee9gHNlbaAhLrCW2DAEn3SCdK8xfuAhfaAQIMc+T5phlU21kDOSfdMaDSCO1AAtIIjczoP96URsIxMiTCydIj/SmOh9XfDM7IqMxES6hsvlZ581o/DHV8PZa62JsG+HQqBOWCef97UGR1DqL3ipfLKqFGVQogfQb+aGC1zSSYHLbD7mm06YHt+sbltFL5chMsOZgCY80jeslY1UgiRB489j4oB5hMHYdqYvXpKSvtHG0+Cd/vS6EDca7/WnbeNLZkcwjRJygn2zH0oKdQvK10tat+mp2SS0fc6mf60PElTlyiCB7tZk9/H0rRxeK9Z7AW3aRkUKIGUMRrLEmCazShZjrLE7Cg5YdgwKkgjkb1a9a1OUEjnxPc960ejLbs3kN+011TH7NWykzpEwYOu1LXsI732tIrA5mASZIidD3IA/hQJ4dZIFWWzMjeNvtR8VhcmWHViRJCz7T2Pn+9AbnWgqHIBEkDtwftzR8FYVzlJ9x+UAbnsTxSw8050vGnD3rd1YLIwYAiRpwaBrqFtQCr5bdxAFCBT795Ymd/51mXpJ1G+3n+9avxT1+5jb7X7iqrNAhRoAKTxDXWtozybYBVDxpuB9JoLdO6Tcu2711AClhQ1yTEA5iI//AEb+W5Aq3WOmXrSJcu7X7ee2ZJJUKh1kaaMvNNYLHmxh3yFhcdhmJVGQrldYhkJDQ7rI4dhzSt69fuWiWCsiLl+RA0KmUe4KHYKoA1JgACg8zUqVKDZYjjjvuf7UZPlmBAIEcnz/AK0HUyYp7B4q0FCtaYkTJDxm/d02EH9aCl3DZ2ZxlVQdYMwJjT96va9C6Lbuki1i7FtrNsvbuquV7pbcGf3YjxNeNw+Ht+oRfuFVgmUhzMaDQ99PFIvdO4+0aUDuDC+sPXzFM3vy/MROsTT79QWziLl7Al7dsaKrkZiOQQDqKzclxgGzTlEAT7gPA3NCTB3SM0EgkgH6b0Fwj37jMQJMsdl8k9qcwnTmQJcdWAcN6RWCSy+CdBSdkKysDOcaj6cgmf5VLbm46Kuh2zSdPPig7ZwJcFi6qZggzppMmAdOPrVcGyhbmYmQvtAUEGSOSdPqKLjUuYe46ZlJMqxRpUzvtQsMwttLA5lIIUjQxrDA8baUA1xjAsQAA2hAHGlFTD3LuZkSQgzNGwHf/imviHBXxcF27aW36y+oioFC5TtAGwrOFwjY6nf/AHtQccmQR+nbxTLuBIXKxZRMrsT27Hiatdu2RlyoxOX3Zjs3cRuPBq9/E539WVRpEAAwIHzdtxQd6e1gi5+I9QMEi1kAPu7NJ2rNIHf+Fal+ypsC7Deo1xpOYQQI/LuDPNZzxIifM0D3ROnDEXCnqBGCkqSCcxA+UR3oWGvhFYnMLsjLAECN5J1B+lDsOUJaDqNI01P9KafD27npjDi41woTdDRAIknL4igvYxd+9cZS+Z73zFzExrqTttWejQQQdZ/Sht31zd5q2QgZiDB2J5jt3igcFo5WvZ7ejZcpMsSeQIOnmab6OmD9K+MQbguhf2JQaEz+aazWwzqqllIVtQxEBo3g813DBcwNzMVnUCJ/U6UARr2Edqlm8AwlcwHEx/KpeX8w77VW2Ae89vH1oGMRhQGCh1aYMiYE8GQNqri7RQlJViDupkfY0G4NtCBxXXQgAEEcwRG/NBof/Ob5w4wxaLOYsFjk+d6UfEfsyjFiAGKwZEmOONt6FbJ0jWnbqFLTOMhF1WWCASIiSBuv1+tB5upUqUGxaEEiYnfxUcAHQz/X7Va1fKh1hTmETEx5B4rtyyAisGBJmVEysd9OaB/qeHw8F8O7ZdAUuRnkjUiBEA0MvbWwFKIbmac2ZswX92JiD+tLiwBazZ1zFoy6zHftHG9E6W9sep6to3JQhSGIyN+9pv8ASg5axpt5WtEowB1B11/lppSzXSSTt9P41a4ikLlJnmdBPjvTGMsMjkXV90bA+BB5oF0gEF9Q3auekZO/mmfWX8P6cHN6kzGgEd+81qX7thbTLla5dfKReLEBdNUyx7u0zQYD28rRpPinkC3fUe7cb1TGXQEMdJzHiBSpsujbEEgEfQ81634T+FvxWExFw4i3b9IFghGp05M6Aj+NB55rDN8rEtbXWWBiDHs7ilruFLMwXZdSeIG5oVsw3FdQiYkAHmgvgyPUUMQFndvlH15iiYtfc5zKwDQCJAI7jxSguZSARInb/Wn2tWjaZ2ci5PstqJETqGPB7UC124wOUxB1jigRqTVi078URbRCZwy7xl/N9Y7UFHBnU/ansHjLdu26NaDXW0VyT7O+nM+aB08WyxFzNGUwVj5o0Bnily9BGWNDof40W5cc2wCSVXQAnae3agF5mmFxBBVhBKgbgR9xzQWxuN9TLoRlEZZlQf8ApB2rtm+AVVxnTUxMax3il7ibNI11IH5fG1UDbb0DvSMA2IvJZTVnMCTGp81brPS3wt97NwgOhgwZH60okgyszvpRVts7EnMzxPc/U0A7IWfeTBB+XeeK7dcuNZYiBJM6ChmY5o2GxLrIRsmYFTrwdwfFBXC5lJZdYB4280N9VfXUAnf9fua0MFgQ6sZGZBmAOmcCAdSeKWw+PNsXIVDmR19yzGYRI8jg0GDFSpUoPQWXtiCi5m1BVvlM6CANZ/rUtWj+bgxl/NpxG4oCQYga8ef996IwuZTvCsdQNjtvQG6nfV7k20VVgAKo7d+5881XEdPuJkHLgELHuIPiu9NvOjZrZKuBodNO8zTeDtnEXWu3rjhFjPdALldIH67b0AL2KQ2EtLaAdWLO+uY+PAFLu6FEADB5OZpkHtp4FFt4hlS5bVhDakmNQs99Z8TXMV067aW2zoyrcGZSdiO4oO4zA3LaoWVglwEoxEBgORQrAJKrcLLbDa8x3IE7xXMZjbl0gszNAgSdBHYcVacy+54y6BSNT/Sg0urdHyqL1lzfsxLMFYenqQFfSAT2BNY6ZtlMToR4pqx1S8tl7C3CtpyCycMRzV+n4FDfFvEO1hfzMVJy6T8u+ulBzFCyjMLZ9VSohmGUhtCdJ15GtLYdmkqkkvuAJ/1qXbS/kaYYxpuOG+/bihM5mRoe9A1YwRuOq+xS+gJIA079qXL5WK7ldO4/1qtvzXWvHSIjjQUFs2kQAe4MT9a4qtERoN/E0MruDTGBUGQz5RH1k8ac0AEGuu1O371o2gmQi6pJzDZlP70nccRxVLi5oAUK2gyiSW7n60q590RQUYnQ0cNKgaTvTOUlEe4o9ENl9sKWjUjTX7mlCew+n9jQVutpBiJq9lCxA0A7k7fWiLcYoLcL807DNJ0id4ruPwNyxcNu4MriDw2+og7UAHIH2owxEEG3K6QYJk9/17UF7ktmYZtdeJ/SmLFzXNbAQgyCdQNdN+1BzPIyge6YBmPtFPPgEYOSVttZC50ZiWuEmDl0gR2pfEW2l2uwrkBoIMvP5hpHmdKsmADWg4cM7ExaWSygfmOm0UFcffRnAJItqIGxIG4BiATSWIZMkKDMGZ/p9q2sB0e2q2b9+4psu0OttlN1QO68TWV1P05YodDJHgawDQYVSu1yg9SmS0byKEvAgqrkHQA/OvY7b96U/GuEa2GYITJWdCRsfrQLaTxqTECmbt1lQ2WRfmktHuEaRPbxQVu3khQoKkCGMzmPeOK5grwUwzOLTEZwvIHjYmg+n2H3rj0DNwBWYrqhnLnGpH25quIxr3IDszQIEmYHbxTHQuoLZuZ2tJeEEBbnygn83mKHdxETCjPnzB1O3gcRQLvc7CPHahhpqzsSSTqTqSe9dZdRyNNRrv8AWgb6bhLbsPVZltjUlVzd4HiTpS2IeWMEkTuf9/am7eJvLauW0eLbEBlmM0TGm5ilrtyQqhApUQY/MZmT54+1Bq9J6Ir2mvvftKq6FC0PJmIEa61jM58RxVWJHFEA0n7b0DOBYktbBt5XgF2EARrox+XtQLFhnJVFLEcKJ0HNNNhluW3uhraQwHpScx8gRt315pn4d6xewl3NhpDlSp5BB4igz/UZWk5WkDzQVf3ZuZnSpiCSSTuTr9aNgcGbhKp7nMBU5YntQOqwu3muC56RILAuZkgbSOSfFZ9gsHDKAxXWCJBjXXvW7/8ATtn8NbufiVGIe4UNkgnKASJMSf4c1ldVw9pMgRnLhYuBlgK2ug1kj60C4bOdSFzHU8LPjtV2/ZE5HDassgcaiYI0mtDo9vBmxfF83PXy/scsZZ1nNrWSggEkfQUA410+1NYew95wiIWdtgASTE0LD3oI0Bg7ESK18Fj1R0uf4bKAA9sZGnltNCeKDJvYN1+dGXUjURqNx9qqHOWNfPmtLrOMFwgKzsqggl2JliSSw7T2rMUeNDQMC0rWWuNeGcMALZBJKxvOwA2igWQR7hsN/E0z065kfMSVBBBIAY/pNc6dbVrq54yzrLZZHaYME7UA1Kkw0x4+n96DjLagsFbMsaHadO1EvAFjlkLJgE7DgE0JvlYEcH+VBlVyu1KD1GPwq4e4bZK3JVZO+UkA6EE68TQbuKbRCylYEGBpI21EmlQwYgGBrEnz3rY6t8M3rGGs4l8np3flhpP3HE0GMGjUMQfHFciTqedTRsOyT7gYg6Dv96s+CcKGIiToJE6+N480Ar1pRsfvwaewCWCg9QXFfOMziCoTwNy1J5MlwC6DAPuUQG87+K0evYq3dKMlr0xljVpLxoCeAY7AUGfjgguOLRLICcpYQSOCRxVsFYVnCM4WdmnQfXxS5WmbeGJB1XSORz/OOY2oBXbRGkRr8373kVo/D2KsW7qtfteqomVLEDbfTXQ60DHYchimf1VT86Syie3YTSKLrNBa84LtlEKSSBvA7Ua6c1tBCgruVGpkn5u5+mkVbqN207lrSm2sCFJzEkASZ8mTVFxThWX8rRIjeOaD0HwV8Lvjb62gwUbljGw8cmmvjj4OuYG+AryG1Rl0P030rzvSeo3LFxbltipUyCDXo+ufH93EYX8PdRGbNm9Uj30Hl8bbE+1SMoGeSDJ5/wCKEbZQzJUwCvcz/KjYfqJ9G5ayKc7K2czmGWdBrGs0O8jBB7RBOh0zbDTvFBzCsQ2YMVI1zDcEbHTzzWh0zBriBea5dRGRTcl5zXGP5Z3PemLGPLWLdhlVVXOczAJnngvzFYy2TqwBgASY4P8ATzQMdP6XexLZLNosQCTlHA3P2mtAdLtHBvdN5fVt3MotZTLAx7p7b0bpuJWybBF5yzZg6WpDIJjLOzFvvRsHebBXL637TWzdtEJ6iAkB4IbUdp1FBS7jsI2GtWbGHjEmRcuMQQQZ2kwp81hDW2VadD7W107jf77VLFzLKOBlaJYCWH+U0fqFq2uX03ZyRJzLlg9hrrQL3HEFUc5NCQ2ksB2FUw7CGDLJI9pmI1386VUWoHH3/lXo168t1LAfDWCuGGo1U3Z0hiDJ70HmrVxkOZe3g7/WqZzvTdzD57kWwBnMhdhrwJ37Vw4dVVw+ZbqsAFiO8zyCKANxwRsARvvr5prGqgsIVJMhs0ge06bEGSOaSI0P96vauL7hcDRkaMsbwY34negx6lSpQa19VzsEkrJid4H+lOYjFh/SUKQiAAjOTmPJAPyz4q3SuqPZuFkygMpVpUN7W3iefNCewVJYe3lcwMsJ40IoNXp+Pw+HAuque/mOVWGa2qkadiWB+1Z+NsE3NGF1nAbMkxJ4iN+KSFskAnRZ3ra68LNi5b/B3WZfTXM8x7mHuEcfSgXx+HQXUtlGsOoC3C5zQ3LaDQeNaUTDOS2Ug5ZMzwORO9HwjWwWOIFw5kOQoQPdwTPFKhmUzJBj+BoN34bv4W2938Xaa9KezK0ZW81nYWzluyyBgZAVpjXbzpTXw4Ee8BctNenZVOUk/UAk19G+Deg4R8b78yMnuWy4ggztO7AedaD5xZxF2yGWyxWILkbNBBEjsDRh6+HT1XQD8SjDM4BzqSJYCND2PivYfHfSOn2cY+e5cylSSluCVczAJJ2mvBC4Q9vOxCqRBafaAdx9N4FBlMIJ79q1ehdQvWXNy0qkhSCWWQoOhJnQb13r72Wv3Gt3Ll0HUOwCkk7kgba0K71W46orQVQZQo9sg66katr3oF8USHKtlJHK7faK2vh34MxWPVnsKpVNDLAa7wBuawFG5J40Hf8A4rQ6F1T0HZpuiUIHptlMnafHegA9l7TGQVuW21128R/WuYqy4ZTcbV1DCCG3mJ10+laOOFy7bsKLZa4xYl8nvck7ZpJaKyWVlaCMrKdQdwfINBMVibhIV2zZdAOB9KeS2Gw5aWz5hbCgjKRvqJn+lTpWPs2zdN6z6udSF9xXKx/N/pWt8FdEw+NurYY3Ld0jR1gqYkkkGCO2lAr+Aa3hiwtq7EhvVViWswfkYbCa0LOPsXrV1se9y5fKD0CGnLGkNppXpuj9JXB4q9gcbeZMLcEwrexyIiTuN9qwOpWsHhMXci1+Jssh9ITAHEn6R/I0HmE6mwXKyW29pVSw1SeRrv8Abk0kLjMQO2gHenLio4Z1GUyIQTA78RH3ohtlgoS3ldiIIJ1iBztJ580CDLEqwIYH9PEd6veTKq5XDZxJUT7Y4Om9TF2HFxluTmDQ0mdedeaZ61h7Vq7+xbMoAMzmkkAkbDmgrYxmd7YusYQZVI0yj9O9GtPZT11uq11yIturQA0/MZHu04pU3UZVlTnkktOh7ACNIqL6YtsGDeqSCGn2gR270AsLbJ0g6ztrNavUEwowdtVDjFe4uWPsywYERodqzBfMBR9/J713qGJe7me42ZssSd9BAH6aUGFUrlSg9h0Lpdi89wXLrWkRGcPlzSBsIB3NZpuMSFJJy6CdI/Wh2kLGJg8URbBz5SQGJiW01n+FA5j8DlsWbkpNwkFVaW07r+Ws7YxTC2G9QqQCwaJBETxrtXUb02bOiu0EENOmb82hEnntQaPxBhLKegVKqGshjkf1Pdrv+6T24rNweLFuSR7yPadIHeQQQdKX9OVzSDrGWdfrHajygWGRs+vIjxpE0G78L/E7YO/buhEYKIOgBIPmNx3rd638c3MVcRxbS2VeQVEMRxL8/Svn9tTO2/FahuXsjI+Y27RAZdAV1JgcjWaAeIx7G7nJls2YTrrM696d67jfUv57jetaX2rqFOXfLoNNfFZlxMyG4CAFYBV3JBkyTEEjn61fqfU7mJuNccqpgaKAq+3QGBzQB/BDK7K4ECQokkydR4jzS9kAEZtuY3+3mncHbdc+VwMye6CNRvB18fWlLVxgPaBrOvMdvpQcxpSf2YcDgtuf00rti3IzCIXUyY/Qc0/fw5a3ZDXR7pyA6KuusnYUnd6e6AMwhTsx2aDBg860GsetKGGItO9u+ryAoARRlGo4BniKQS3dvu9xjJg3GZue5Md6UukueJjgRsK0cHaVbRcgSGAWZGY/yK9xoaDMWdu5mvYfD1jC4Rw+NW9Jg2zaJUR3zaTxtXlLhlpIHuOmXYfQVv4vrV3GKLN0Nda0mW1lWCoXcmBroKDKxfUWNy42ZznJksZJB2mfpvT2E62Q3ttgL6YS7C+pIGhfWYbzwarfxAe/au31V7eVM62yFOUe2DGx0qtps+IunB23Fs5jkmSEGsE8xQA6p6AvOuGa6bBiM+jGByPrNWsYa5dZLVkXGe5EKf1gT51mtDDvcx+LOtkEpA9SEUBV0OkDNWQt3LdJFxkZPlZTyOARsPNBfrfqi4UuqRcTRgdyR3rR6Fi7Bs3kv20Z/Ti0xIUoZ8fNvudorMFk3Wd2dnMEz+YnudDpSyqBB/iOaA62RZvjOcyo2ptkMDzE7UDG3xduO5GXMSYG30jai2MC1ycpHJAJgt9OCaVMk66wI/Sg7ag6ajuYJHir+kPetyUhTv3ykgffb71W1dZQVBgNE+Yq/VLcMyhxcMTnUkg6ee1BhzXK7UoN/EYV7eWcvvUMCCGidtRsfFGPSb7WXxIUtaVgGueT35oC4ogtoFBjQDkbUymOv3WKm437QywzZQxjtttQZ6O0QD+vmi2iVPu1MRrr9KJicpYhFiNtuO8aTXOpqocZDKlQZ+3aTGtAaz01IIN0JdDH2MNIAmc078RXce6ZVuK5Fw/MuWAI2YGTNIi02XNBiYnie01fFF5CvMgQB2HFBewTdujMdWPzHzyaPjMAwxDWUJuMDAgfN9pNc9O36Qzu63AwAXLoF5ad5nihYlwlybTnT5XAKk+e4oBXLpAK8TqPPf60IDXSrBSRyfPmuhSDljX/AHpQVKma0ktO9y3YS2BcMIIkZie4P1in8P1HCDBXLb2JxRcFbg0yqAP6jbzQMLhXum2UuQ5DO9wn/DA3ZzplCgSTJ4jWgcf4c9G8y4gMEsMvqaxmZvlsruJY8z7VBakviItcJvObaszlRZT8gG0R7coiJ5q3Verpe9gDG0h9rMTncx7rjd2eB9AAONc/DW/UXKo96y0ydQBtHHeaA3Qjh1vKMVmNmfdk+b7fehdWxgditst6SEi2G3A4mNzVerBDDW0KKQNC2Yk8mfJ4ol7C2lw6XFuhrzMQ1rKfaOGnYzQJekwjMCJ1BPbvTPS8T6dxXk+YOUkHfXiqYdAfnYgbT27AeKmMFsFPTmMomf3uf40F9A7BvfI9sGNeD5jtXtPgj4Mv4yxcKXFRFOxJ1aPG3aa85iHAQWDZtlgMwuroxBBO4MEVr4HrVnDYO2MPiLq4i6SL4WQoXjTYnzQebx9pkuMpCggkEDbTSg43RtAp0HySRsO/PevTH4atYq76eBuvdfLmY3QEGgkwZ71iXsNdw2e1dlPUUaaNPI+3mgRwzHMYbJppE6z+XSmenWrbt6dw5NDDnYHzpNM9Ax1i1cRr9oXUUyUOk6d/rxSONuqzuVUIrMSBvlBJgUDVprVq8jXrTva3KZipYdw0bc7UPqODdQLuXKl2SnuBMA7HnTzSRusQASSOJNMYO+qqZUOWBUAz7exGu/jagvd6Uy4db5dIZsoTNLaakleB5pdLzIGIG6kE/UEGPsa2vhXo9jEXXXE3xhgqEgxOY9qzcfhBaXdXDoxXU6bgGO+k/eg83UrtcoNvMpaSCAe2p/jTbWQoKeojBlD+0SQ2vskiQe/FP4n4WuJgUx2dCjtlyg+5d4JH2pf4d9Z8RZWzaW66tmW3AOaBJB7iBQFweAw/4R7rX2GJDwtnLuP3ppbpmKuWWPpZXe4pQgoGjNpAkb+RWm3XjbxOIuXcPaLvmUoVgWm0EqAdCKwfX9sAa8kc/wBooLizeP8A9uBcJDH9mJOo3Md45pVZDeQfvpWt0HqX4Z/We0XUgqpkqQxG4Ydp2oXR+qNYdmEe9WXYHRh3Mx9aAnV8Tau+mQrq4X9q5ObO3cDgVlZtNfsJpvpjXpuJa5Q5xp8oid9vtSuHtkuIgEnnQfWgvf0y/Lt+Uz+vmu4S9kcPrI2jceaPjLD22a0Cj6jVIYE+D9+KDcsZJVvmnX+NAZ76m7+ztE5m9qGWJk/LpBJPitP4hsPhE/C5SrvDX2ggE7i0pO6LyfzMOwFNYay+Fa04dLmLuqrWY19FCPnM6ZyPavYSeRTPUPiw426Tioyi3klIUgAgkgGZPiRQeQsW5JEqCBMn/e9dbHO3PjYD+VMYr9i5CsjBl0IhtG4PZv5Uo13Y6E9ooNHAYdH9gD3LrRlAMKO5PfT9Ipe9Zm56Qn5iAuh1+o3q6YC4LXrorBJyl+Mx4B+lFL4f0SFW565Ye8sAoHIiNdeZoO9O6Z6rOiyzKhaANZXcfTfWg3LtxbHpe022bPmC6zERmiftSxsOgLgkLtIPfitLrOBxFqxY9UEWnGe1rIIPMcUCFvCs+tpGYKktkBbKBuT2H8KNhj6jIt1gluYzBdQO8AS0UaxbVLHqLfIus2VrIBErvJbYjxSNrFOjhgdRMcgT24oHrLXTntWHJtLLmYWQumbjjikMTezGde2uu1Sy751K6EnT9a5iUZWZX3B12Ov2oAsTxWh+INwBCqDIpg6LPOp/MaAltVUOGDNm+SOO5PPaKinPPDE7Aaa8Cglm2XMDcAmDptVbIkHbbWf6U6uDeMhQJl97PyFMcTrE7ClcXfzvoF2j2rlkDSY7mg5aOYhQQJPzHT9T2o9nDqVuh5nIxUgjcDzuPprrR+mdPt3XdXurYAQsM86kfk+ppPDXbcOLpeBbYJlOzxpM/lnegwKldmpQer6F0l8TdFkPbSVJm42VdB311pexdNgk27jLcViJXYAaSG/3pQLMQTm8QN/+KobkRA+uu/8AaguozFszanxMnyavjcIbb5JDRBkAjceQKBfjMcsx5/33oovMwhjzz/eg6mLuOq2SzG3mlUJ0k6T9TVcVgmtkhgAVMETOv2quMs5GZJViPzKZX7Hmqm+WCg7DbTb+9BUtm0IHH3/vTOHgxbgA5hDs0ZRyCNh9aa6PglIe961tHtQyo4JLnxplP0NAt4lC91ry5y4JGXSGPIA0jxQAv3VFxvTJVZ0kg6eTtT3SMOonFXhNtDCKT/jXBsvfIu7nsQN2ovRenW7oKn2/me7r+xQaTGzMxMKBrP3plOpAO7m2no20Nq3ZaGyA/uyPnn3F9ySfEBj42+bjG45JdySxO5J7DgRAjjQUe9Zt3fTNsrbOUh1JIAI5nu3binfhv4aOLuonrWkLgkZj8sd+08Uh1vBG1cdWKnKxSU+U5eRrrNAXpYtOVs3CtsE/4zEgL3mAZmI+9LXsOBdKWjnAPtaIzfalwBEEHN34it/pPQbl+yb+HGU4cTddnAHcZRvtQA6b1t7SPZceotxSoRvyMY92o3rKxCsjhWUKy6Hz581zFIxAuEyWY6yCZ50mRvzTFzp133ep7WVA8OYLA7ZZ3mf4UHMLmulLAye59JgGTpqx4rTPrWbF629u24VwnqyCbZU7Kex/Sk+ldPtFbz3buT00lIGbO3C6bfWs1Lp1G80DSKHIPzPmJZBpIA1M/SeKDibis5yKVWTkBM5RwJ5qrofmjnepZCkGWhhsIOv34oNHC41xKlrbkxDOMwWI0E/ptWbfulmJMbyYEDU8Cj3rK5FZBcJH+ISBAM6RHjvQ0CTOv0oJ7cpiZn7R/eiAZQrI2p3AmRQ7bgMsaGR4/wCKfxYuYW+QCA++hV99dxINBmMTtz+lFI2hSsCGYGZPfsKL1DFveuM91pc76AT+mgrl+8AoVXLKRJGoAb6cx3oFnOYyT9zzTfS8f6PqkqrBrToQwn51IkdiDB+1JVaTlZhwCNfINBkVKlSg38NeymJAnQmNQDvH2mrreRLr+mvqWyCBnEGDyQDoRShtnQnY/wAa+ldJ6FhMQ2Bt2LRD+iLl0E+6+lxrttpjbI6Ltw//AE0Hh+rdKeyEfK3p3BNtiIzjnT60gyE66bbTNeyOEZbuHwZtYdnewjH8Qzyzvvbtspi3lPtAUDVWJJ2rN6jcXChLAsW3F3Do9x3z53Lgn2kMAoQ+0ADUoZmg86tonQD/AH9al62UYqY0MSNf4ivQfBOd7vogWYce9risYRdXb2suw117AVv9NxdphZw9uxbFjH37wYEEvbVCqplaZXLOc7zPag+fm0Ttrzpx9aJglY3FVB7ywCzETIjfz9q9/awmEt9PNqyYxrYe3iLrkNBtuLbMJ2gZgMo3ync1g9Tu2UsWTcwtn1Lha5lt57cWtVWZZtXMuP8ApRf3qBXqV9SrWbdxcqe932/EXdiVgfIskIDGknc0pibFwYe2zWwFdiVcGSxXQjf77UrednC7+0QB2FcvWD3lTMQe2+nFA/0fot7EpcNhGZrQzudAAv8AeazlQsphS0akxoPr2q2ExroSEZlzCDBiQeD3rTxHUby2jaULbQKFcLE3NSQWP5qDGJ3DSSNtaPYvsiypMH5gJI+42/WnfiLptuwbPpuzh7auSVy6ncDXUULFdKvW7KXXTKlz5TmEmPG9ArbuLEkazMnb6QKPaxCtm9WSSsK06rG317VzEWcqLOUbfKZJkTJodlBmlBmy6w3jv3oB37sjRQo8Tqe+tDayRv8ArV7rEyYiTMcfatHHm+9uwLhzJli0BEgTtA1370CtjDtdEW7bHKsuRqN/mP7o81U4YKhbOpM/KDJP9PFbt6xienJHqG099Cr2oIbLxMjYzx5rAG0EDaZ5H01oNj4Qwl2+72UvW7SshZvVICNl2Gu5HFYbqVZlMEgkSDIOvBpm5lVECXJLassQF4Gp3oXprJDGCJ21k/rQbHQlw6Wbt69D3cpW3aZTBJ/PIIgjisu1aBKSAZnQHXTv2pu7ZW3bIuFjcMNbAIKZW/ejnxWdI/uO1A3iMK6PFy2UIiAQV40P9adt9Lz4c3UbPcDH1UAJKLw5jYE16r/4dfgHuFsc2YkaFycojv8AbavL/Er2VxF0YVmFokwe47eR9aBTrOGFoi2MrSFbOpn5gPbpppQsXbtW1Hv9QtaJge3Ix2Bnf7d6W9TbTzrzXL1uZ/ykz9qDHipUipQb+LuhjkBbIs5c24BOvgd9KawnVb1sobbMt22Mtt1Y5lX3So7D3Mf/AHGs1j9z5qLcMzMHxpQa2G6njEi0mIuQdQFaYLbwd1mdYI1mg2+sYm0hw4u3LaCQVGkTOYDSVmTIETNA6U49a3muNbAYS6iSuu4HiudRJuXnOcuWYw53byaAVjEvbnIxXMuVo0zLIOU9xIB+1M4XrOItq6Wrr20cklVOkkQY7SNDESNDWeKOuQg7ggaRGp89qDVwHXcZbtBUuXPTJygEArMzlEjvrl/hSvXcVcuPN8sbohWkRAUABY4gAD7Uh6rHQEwDMcT3+vmjth3ZDeOqzBJOpO/1NAzfxN5rFtTAtpmCEAKSdJ13PFUx160Vti0mVlWHck+9pmY4jaq+sxUllzCMoJmFPiNJ8VZulutkYg5fTL5PmXNI/wCmZjzQB/EKwcuuZzEMDEa66RrP8Kv070Tn9bP8pyZYjNxmnj6a0z061hhmN13MocoRfz8Ak8c0tdwFxFzMpyExnGqk9gRpNB25ezKg9TRdADJy9zttQcVaIYqHDhdmEx/GuO3siBvuNzVhaDOEzZQY1bWPJgbUB8Z1UPatWvStr6ZMuoh7k/vGmOsYi2xtmzhzh1yRqxJud2mINJ3cGihz6ikqYAAb367jTT71S7ic1tVMkj5TOijtEd6An4l2trZGUqGkQFDT5bePE0PB3GVwV0KmRrGq61zA4G5cz5Roilm2EAc6nWuCzlgsDkOx7xvFB67q3XMNjU9fFfiHxYGVUXKLZ3iOQNjG9eSxQZZQ6RuOQf6fSq2bkZWBylSCpGh0M79/NVxN4uxZiWZiSSdSSeT31oHukILtxbQRMzDIGJIgmfcfI/pUuYNFtC5nlxcKlCukAbzsddIrPJAOk/ej4jMpCk6bgBpAn70DvRVsi/bN4O9omXRPmjx/zTKX8CL18m1dNpgfRAYAqeC3ceKy8Pimtt6isQ2o0kHUd6ECADOpPM7UD3VbzZx+zW37FICCBERm+9J2MuueYg7AEzxvsKCWPOvmmMNgy+pIRYPuaYJA2Hn+9B2GFsMCCBplJ1E+P6123jXW2yhssK225DCCJ8iqBQEnMJJjLr+vaoUY2WiMiAzsD7v4nbzQYVSpUoPS4TA3MQ2W0he4TOVF1I3J04FDu5MkEEXEJBEbjuTO4OkRXOj9UvYZ/Usu1t4ILDseKoWe4zEyzGWJnX6+aAe33riwdzH8a7bIU7/f+tdxCLnhGLDvETPjWg1bnQma02IsZms2wA7NAOYjWByJpDB9Ne8SLQnKCxkge1dzr/KrYbEKraqSgMlJ0P1NL37gJJUQJ0WZjxPNAEKaKlssDAMLv2E8ntVAp1j/AIp+3gLwZUY+it0SGclVYakGeRQC6bjPTbVFuLB9jzlkgjNAI1FL5tCDzt/xXHQzA1I7a0VGJAB+WdvNBSwSDIMa1qXLeINtkZj6aDPBMLrAzAUrdWzmgFhC6nQgsO22hqz9RvXLK2mLNasyRGy5jqSaBOwBmCkwJ1bePOm9H6iyi6chDBdAyggMBzBmhWW90qo+h1qX7mvtGXSDzPc+PpQabJ+JuC45uZYHquEnJxMCBH6Ur064iXSYVrazo4MONeODzVMJj7iW7iJcdQ4AIGzR+9QXC6RMkaz38eKD0HwZ1DD2cQWxFg37bAqE7E7ac0Pq3VrPq3ymGS2jDKqGT6X/AFDXQmsR1IgqCIgTqdav6OYzm0iWLaaxqPM0BbvSr6/4lsqAoeG9pKtsROpmlPTkM0QBxPn+NGudSvM63GuMXUQrTqANgDVHYqCGAJaNTqRzINAFjrpt5/nWz8L4bCXbipirly0CTmuLBAEaCI3nmsgaAHmf5c1p9Bwdu7cb1xcFsI5LowQKVRmGYm2+jEBBoDLDfYgDFNbzvDMwmFY8rrx32p298NNbw4v3biW1dc1pZlrkGCNPl+9X6n0Czbt3L1rGWr2RlAtgEO8kAmJMKN+ZHathfhfCObeXGJ71UsDetoLRYCSSVMhWkZAJbOhlQGIDxuHtrmGaSOQu9ERbjISAxRdTuVWeewr0SfD9kXAHuMtoulv1BeskXCzGXkArZT01Yw5LKzW5LAmFz0yyl5LDXCtpgxa761si4FRiCMiN6IJAGVgzCdp0oMQmZjRTHml7rHKfoa9Tg/hmzdM28XbZS4CoYS5lJEEg6ghTmMKR7WmI1mK+EbYLKMdh3hJGQrGYoxAl7i6EgKGAPMhYEh4Ka5UqUGuvP2/rUX+tSpQWxW5odncV2pQXT81DG5+ldqUGj0X5b/8A2j/MU18UfLhv+0K5UoM/pfzfZv8AxNVwv5/8rfyFSpQLXOPqa1cD/wCnxP8AlH/kKlSge/8Ah7/661/7v/Fqz+q/O3+ZqlSgylolv5l+v9qlSg17e5/z/wBDWRe3NSpQcXf/AH5qHepUoIea9Z8Lf/jupf5bf/kalSg8vb2X70Cu1KBq1v8ApT/xP/jH/Kv8hUqUGZhPmP8A2rv/APK5Qb3yH71KlBl1KlSg/9k=)
M 1-79 PN Cyg: Barely visible unfiltered as an irregular oval haze. Need OIII to brighten. Pretty faint, moderately large. Dark lane slices one third of the shell off from the rest to the SW. No central star.
NGC 7031 OC Cyg: Rather small, scattered cluster which nonetheless is detached from the dense surrounding field. There are about 25 stars with a wide magnitude range, some in strings and three pairs I see which could be close double stars. III2m
![Image result for NGC 7031](data:image/jpeg;base64,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)
NGC 7027 PN Cyg: Bright, moderately large. Green, elongated 3:2 NW-SE disk. At higher power appears peanut shaped, with the NW lobe brighter than the SW. A diffuse hazy glow is around the whole.
![Image result for NGC 7027](data:image/jpeg;base64,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)
Hu 1-2 PN in Cyg: Bloated star unfiltered; blinks with OIII. At 533x it began to elongate NW-SW; likely bipolar
NGC 7392 Gx in Aqr: Bright, moderately large, 2:1 WNW-ESE, slightly off-center bright core and almost stellar nucleus.
![Image result for NGC 7392](data:image/jpeg;base64,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)
IC 5117 PN in Cyg: Very small, stellar, blinks blue-green with OIII
![Image result for IC 5117](data:image/jpeg;base64,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)
NGC 7377 Gx in Aqr: Bright core, stellar nucleus, 3:2 elliptical E-W; a distinctive trapezium of stars is to the SW
![Image result for NGC 7377](data:image/jpeg;base64,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)
NGC 7600 Gx in Aqr: Stellar nucleus, bright large core, 4:1 ENE-WSW elongated faint diffuse halo. Edges fade imperceptibly to the sky background
![Image result for NGC 7600](data:image/jpeg;base64,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)
NGC 7218 Gx in Aqr: Pretty large, fairly faint, diffuse halo, gradually brighter core. 2:1 NE-SW. Star in NE tip.
![Image result for NGC 7218](data:image/jpeg;base64,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)
NGC 7541 Gx in Psc: Bright, large, long; 4:1 WNW-ESE with a bright large mottled halo suggesting spiral structure, with faint tips fading slowly. Stellar nucleus. NGC 7537 is closeby to the SW: fairly bright, small, with a bright core, tilted 3:1 WSE-ENE.
![Image result for NGC 7541](data:image/jpeg;base64,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)
NGC 7562 Gx in Psc: Pretty bright, large oval core elongated 2:1 E-W with a faint halo fading gradually to the edges. 7562A was seen to the SE: small, very faint, round. Also in view is NGC 7557 to the NE, which is small, fairly faint, and 3:1 N-S.
![Image result for NGC 7562](data:image/jpeg;base64,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)
NGC 7785 Gx in Psc: Pretty bright, small, 3:2 NW-SE, with a very bright compact core.
![Image result for NGC 7785](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSEhIVFRUVGBUVFxUVFRUWFRcVFRUWFxUVFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDQ0OFQ8PFTcZFRkrKy0rKysrMCsrNy0rLSsvLS0tKzcrMisrKysrLSsrKy0rKystKysrKysrKy0wKystK//AABEIANkA6AMBIgACEQEDEQH/xAAbAAEBAQEBAQEBAAAAAAAAAAAAAQIDBAUHBv/EADkQAAICAQMCBAMGBAQHAAAAAAABAhEDEiExBEEFIlFhE3GBBjJCkaGxFEPB8CMzUrIVNFNywtHT/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA//EAB8RAQEBAAEDBQAAAAAAAAAAAAABEQISIdExQUJRkf/aAAwDAQACEQMRAD8A/k/sx0XhzwYr+BLLNNTWbJFS135YqMpqlvylvtZ9Z9L4XG1KHRak0q+NiVbeb8b4ex+Sijc5yTOkx+rfB8L/ANHRd/5+L04+96/ufK+03T+G/wANOUPgQypL4awZYzk5N7pqLpx92vU/Pjt0+GMruajSbV3u1+HYXnLM6ZP3yY4gAwoVehCgQAqj3AgAA6YcWq/NFVFy8zq6/DH1fscwgB6sPh+WeLJmjG8eJxU5XHZzbUdrt3XZHlLYUv1CIgAFAUrYGStkKBCkKgADQAG1p0u9Wq1XGnTvqt83x+pgs6t1ddr5rtddwIAAIAAACDAGppKt7tXt29iRlX7cJ8/MKLfG4EKyzjTrZ/J2vzGSSbtRUdlsr7Lnd9+fqEZAAVTphUKlrck1HyaUncrW0rapVe+/ByKpbcfUIgACgKhL2/v5hEAAVUgyFoCFFhysCFDIBWwQoHTPjUdNTjK4pulJaW78jtK2tuLW5zDDAAhQIUgIAAKBvHllG9LatOLptXF8p+z9DAAAFQETAAA1JKlTd91W3tT7mQAAAABACghUwNSm2kvS62MAoRAVkCgKEAFkKAQIAKCAADounnoc1GWhNRc6elSatRcuLpPY5gLAAA65cOlJ6otvsm21snvtXeuezOQAAADUI26uvd8L5kaIAAKpU7XYlgACzi1s00/R+4EAKBCkZQFkLKNOv2d/sQAUEAFAoCFBqGNu2k3St0m6Xq/RAZN4MEptqKtpSk+OIq29/ZHMAACgbWeWlw1S0tqTjb0trhuPF7vcwiFhV73XsAruQAACogApAAQAAAAAVEAFZAAgbeOVaqem2rra0k2r9UmvzRg1b4vbmuwVkpppe/8AfJkAUNgggRWhQENY8so2oyaUlplTauNp1KuVaTr2IjJQBZMgAFACSp0GGiAAAgLJEBYwbuk3St0uF6v23QHbq5Y24/CjJLTHVqak3OvM1SVRvhHAtkAA1odXTq6vtfpfqZAocSFQHfrnieRvCprHtpWRpz4V20kubOAFBAHbLCSrUmtk1aq4tbNeqfqc9IGTrDRpd6te2lqtNfivv6UcyxfcKgYBALFbM3ig26R9jpPB5Tx5JJSehRbaWyuSRcR8MlnbPicXTOTIoRlRGBCtNcr3+nqDWTJKVam3SUVbukuEvYowUjAABBgWXJAGgOvT9PKerTT0xlN20vLHmre79luc0/1IgEenquhnjUJTjSyR1w3i7i21ez24ez3PMABbBC0FQ0iACpG4QszFH1PCOl1yS9xEejpuiy56cnKWmKgnJt1CP3Yq+EvQ83iHR6LP2vBg6Ho/D9T0yyyW3Fp1+h+M+M9Xrk2jdmRmXu+RNENP5GDDQikKFe3pc8bXljaVd99+XufqX2O+3ODpuizYZ9PHU1tS2ne3nt9j8gTo7x6h018hqY9fi/VKc21CKt8K6X5s+bJlcvX8zIFsyUhFQ1CLbSXLdJe74IWlXO98e3qUMkHFtPlNp/Ne65BkAAAAAAAUAAYBQABqCAhD7Xif2czYOnw9Rk0aM6k4JTi5Un3inaPisI1E+l4f1eh2fMTNqZZR9nxDxiU9rPkTmYcjNi3TBsgYIqm5wSUXqTu7iruNOt9q3OZZSvf5dq/YAUyUgNgWRgUgAEAK0UdcPUzhGcYulkSjJUnaTUq343S4ByARACxf/oKgAAAAAC0QClRkoHSeVtJNtpbLfje9jnYAQKQNAAAFALIEUENY420rStpW9kr7t9kFQG8sNMnG06bVxdxdOrT7o5gUEAAAAAAAAAFsgAAqft9f6EAAAAVFZk3W139CDpPJD4cYrHU1KTeTU/NF1pjo4VU9+9nAoZQQohqb32Ve3IG4Qt7V+Z937UfZXN0Pwviyxv4sFkjompUn6o/n0z0TlKablNeRJJSlu1dJRXeuTUxm689GoqOmV6tW2lJLTW+rU+V2qjAMqAgCgAAA3r8umlyndebZPa/Tf9DARWuCAICkAAAAKAoCIGVkYV36TLCLlrxrJcZRScpR0ya8s/LzT7PZnAAAAbnBJRaknatpJ+Xdqn++3qBgpGAB9L7PeIQ6fqMeeeP4qxty0NpJyp6btO0nTqt6PnEA3myOUnJ1cm26VK272XZGLKWtud749vWwMgFQRD1dJjwuOT4s5RkoXjUYqSlO15ZO/Kqt37HlKBUveu/z9jIAAArCoCkSAAFYEAAAFjFt0k23skt2/oQACoAVQbTfZcmQAAAAAqRAKQAAC2QACkApZJqrVd1tyn39+DJXJvlt1svl6AejouhyZm4446moym90qjBXJ22uEcJwqvdX9GHLZLba+2+/q+5kIAAKA6rD5NeuO0lHRb17pvUlX3dqsy8bSUuztLjtzsEYRRQCoDq4R0atSvVWipXVXquqq9q5O3QY8MtfxpyhWOThpjq1ZV9yMt9ovfcI8gACtY8ji1KLaa3TTaafqmuDNgAAAABWQAAACB26nqHPTcYrTGMFpio2o95VzL37nFhAABRldEAFIDU4NVaatWrVWvVewGQVGlkdprZr0CMAAAVEAVUQAIrK5bVt68b7+/fgPj+pEBAdeoxxi/LNTVLdJqn3TTOQGnVKrve+K9q/UyAAPT4bghkyRhkyLHF6rm1aVRbVr0bSX1PMgC+jt1WDTJpN1b02mnKP4Z+lP5g9njHUSmsLbbXwo1fbS3CVeivG6QLU422d3fwfpFXxG8bk9owyKUlU1KKk4xjLdS0tXyvzM/8AAZf9XHxfGb/5ngx/i+UP3ib7fSf/AJmNrNl23W+q8PcZS0PVGL06tlfl1PmtuTC8OytJqPK1c069Xf0/M7Y/5vyn+xzx9/mv96JtNrj1HSSh95ey3W/yXJwO/U9vr/Q4s1G4gDCKoCsAGg2deo5X/bD/AGo4gf1n2F8K6TP8X+IqU4paMcsjxpqnbtNN718vqf1mT7LeHJbYsTdv+dl47P8Azf79j8nZk1x5Se2o/XH9lvDa/wAnHem/+YyVq/0/fOT+zPh23+Bj/Ff+PkdV93b4m/f8vc/KAanPjPij+s+3XhfSYJY/4dpSaevHGbnGPGl222r32f6H8qIlZzVD0Rww+E5vItakorHplbi1bnq42qq9zzgAAgB1nglGMZNVGd6X66XTr6nIR5AAFfb5EQH0Ok6bGsazTkpVlUZYU6lKCSbeq9k7a47MPNgVyWCcldefJtvvsoQjT9rZ4H/QiLrPT916Ot6lT01BQjCOlJNvbVKTtv3kynmYI1Oz/9k=)
NGC 6596 OC in Sgr: 30 bright, widely dispersed stars in a roughly oval arrangement N-S. Many faint behind and in a rich field. Loose concentration. UHC showed some nebulosity in the general area. II2mn
![Image result for NGC 6596](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMVFhUXGBoYFxgYGBgZGBoYGBgaGRobGxgYHSggHholGxgVITEhJSkrLi4uGCAzODMtNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAOEA4AMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUHBv/EADsQAAIBAwMCBAUDBAEDAwUBAAERAgADIRIxQQRRImFxgQUTkaHwMrHRQsHh8SMUUnJigrIVNXSSswb/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A8dkNJIOmQHYsHHBGeftS4APJQ79u+KpVFQXOKJRYBQPf2pvSG2yLmtGJWkgeNeAy1Y0g78qlLDz2Pb61QKRHrQFet6ZGJMSiQ4yEonzEhgii6bpzOSiYgoy8UhEKIZyeUMDmlVPegO0RndrwoAhvLfGl+6oQKlGI8GgkZkAgHEsEd0Qf3ptgSkcRMxHJCJGkd1sPOr6qBEyJAMaWBgfpH32fm6GF2QJ0GUQWECdjuD3CoFKrohD8+1XDfj3FBq6e9D5U4StxM5mOi4SQYI5/9KIPOyFZgMHP46sQL075X4/ahEV+1ARGNiwc9h5Lgt81URywPrVSqYX5j3+v0oGG7JaXhv3GH35q4hUFqJkQAGeB3o7IJOOx7bAM5PpQFPyqGeeffJVRc0UrnhTCEmB6759hzQWZEd8fgorUYa1MnRyYBleQK8qCBD232HYvzplqyD4dSlqAD/SuWd91x3oC6WMB47kTKAkBIROklglajEgbGkTTKYHAOSuMqiNs5isgljfb7f7oYyBxIy28PYZG/knt5UDum6aEwdV2MCpHxA50hgOLyTis0Qds+lXcAHn2PcZDXFXcBCbGOQse9AyfUa5apafaMRwAAggsD96d8NsSuS0QhcnIvRGDLkuwBY06mBU634bO1GMpICaMQTHWYEOMtIJQP9qz2rsokGMjE8EEg9txQYKt0Yg9s4ZXH+qXGSLH80FynJGLIDZjwxhruifrQmrdQj0++KCacNYqhTYQmImQB0nwmSwzkBkboE+1LBoIKYB3pdNEcMHPI7ds880BXNyyz33dMs2ZTEkIqAMzmIKwMPJ4wHQ22VFZOBsN/wDPNSMd854C3oFvvT42SADKBUokxOQDlageQ6AAj0pk7mo7FZ0xBkREE4AZJQJoKuWzHjjxArBPoc8GtdjoJSiFOEIzjOamTCP/ABcMhSkeAHk8Vj6iyYy0y3HkR57EA/Wrbj4pS28HI4BBywEKCX7aJjq1aYhIFBokFpIkg+f1pNsB529v71DR/NYAMRg7rO2AfL+TQDbNMH9v8/zRxlFnw6sEDJjniRX7bVToHWISlgQkcSkUCcRH6jwh34FIGxwzx/etFvqVCQBRJ4ADiQQRqGV/6dqSCSDEAJs4DwDsfQ7elBUraKO+D7EMfapMhnAHl78f5qtBHcHkIinWbE7so27cTOZ2EQTInc4G+BvQJ04b5Sz237VJRI4/j8yKoCrEcf5H7UDbcBPTGIGuUluAOwDkUA+/1qrd6QByxlsA8b5/egkBjdoN/t6UfUEHIjGK8JAJOe+SSvPagk7QCOoSYBwynwWNxW74T8On1EhZtWtVyUgpZayF2XLPauaJYXetvw/r7lu5blZJjOJGkxbMu+5yWv7UHGMquUFzujgg7+nPlV/MOAcgND1oVQSJ8nViBPGBv2D2Z4oagNAUkEi+Txmm9HAykIDS5nT4yBEPnUcR9aQqP9RJ8I3PERjKCwzwKAoxAkpbPKTXKNN6e0JTEdQAJWo4AHcvYUqEwF4Q85OWCEkcYznz8qZ089EwfCTEsMCUW+QcEUEMYh5LBQ7Ecl/Sn9GIGY+ZIxid5AMjHAYeaSTk8en5tVUG/repMpwuwtQs+GOkQacMGWSckgk1jjMxII3BfByKluL/ANUfUWJQ3IfMc6olnEgRvh87ig6P/wDovjt3rLnzrogJaYx8EREERG/mc1yYjydMnbCBDOBqYSkXj6DeoZeEBBgnPJawfRfegGzaZAYD5JQHqaGMRz+dqf09uRKA1blegZ+2fag9aASEf4odWc0+/wBQZiEdMRoiYsBEhmTkScnJH0oYRlJiIJQJkgSUMklcBe1Ayz0c5W5XIgEQIByHkE4i2RgsgYobk8AAkhA5O0itS44rT8KlOOuVuUYn5cwSyCIlMBcyB0jgs1muoIAEYUmQXIHJihgJBZ9aAodVMHUJHUd5M60Y6SG9lUAAETCREmWQSEENPGD+rk/yuG+EUOfIef7Vq1m5KMTciBEaRKQ0gBPOkEkvDLO1BfSdZGF2EpWbU4w3gRLTNP8AVll0FrSJGc4hEGUQRJSyQBgggN5fFZzuXv680y7MIESkZEOeoDdlIsk4WcUF/wDTE2zPVFAgInxSYyQFkDn1FLjEMDDzgrSO2SfX7b1JApF449fLjiqjbbIBIG5A2G2ff96CWwOQ2MZ2L/fypnUWwJyEBiJO5ZQ7nD+lXaihqiTqCI40kZe/fAoLtwyJlI6pScpEksknLJ3PNBgEcgHHt35o4WZmMpAExitZGw1FRfqR9qu45ywD4ioxZksoRBOSsAUssMfUelBRFQH0oorljOTuF6d6b1kYiUowmZwBOkkaSQ9zF4dAkxKdDTLlwyWokoCIfAGwHlUJJ9qA5QjpiRJyLcUtKS8XLz6Kn9L0msXDrhHREy8RRkiBpiFmWWqCai4gxmDpOoCXZkBo8o44xVW1z/mguBXbI7P/AFRm0tJKGoMZfKZW3OPKgHAX+S6pKgIncPH7raiuAIaAUhqJX6s7Liq17Z22wOaPpRAGWsE+EoArxEYO2wOV5UFWpAFkal3291lUcUGT4sYPD8xvjPvQiTQKxjYd3k8n1opwESPEJMA4BT/7S1tsSMUBiMkCGmhLbPOff70qMeauOa127xiYzjicUkBgjYqgT0/TFGbmBACWoAYchEHcFMrHNLtwMpRhF5OkBBnVjyb7Gi6icpSM5EGUizwz6AClCJO+37DLx9aC7kTtpWko4O7O/n/FEIR0k6/ECBGJByC2WMBL70dyBEjbjMaWM6lGXaRyhg+1KnFYYLA2+qPmKCjcwiAUEMLndjc5O/8Aami34ZSBAAIGkkGWQSwORjJ8xQQ8UgyGTuSh6nyq4lMILZ/cZ4NAG/bH+60/DoWpH/llKEQczEdYARQ0hFmSy+9KtAYa5/D5Vp6/4bK1btT+Zal8watEJ6pxRIU4rBw/egzXrmAAWwzgvtpZOQFimW+qnCIIjELD05ZOoPulhtUi6SSZSPifi23LLAH5mpIjU5xl5ho/VH9qC4zjyzk45X/l6rC70MU+wzw8rb61SGc+g3fvRWijx5Pg9wucUGWMH4Rk8e3rSyab084h6gSCNgh4t4skPS90j50o0B6vCnyxFdwiX7DHnUsRi/EUEc+aK2B5X+N6gAJOCytIHdjd5PPuaHyoC14A2X74Z+1WR4Xjdb5PLIqjaQEsIk4BDx5bj3qXCGUWO6T9mVQXHb7f5pptoBnPbyIwX+bUPzfCI8Ak8blfwKuB42HPP8OgZGKR1B5KzhHDws8J0VmIMi0ME5w8NNUFsb9+MCrmDz6fb+KAd/X7Kn/KJiZ6gwQEZeIsEtcjG/mKK30zjOWuA0AEgyRLklEf1HnHFLttjSGRlJ7Z25FAsyx58063a1zhGES5GMREHUXgHfuWV51LlzxmWCyShECL/wDHbT5UMRz70GuUIQnKLnpEkkASpJEAoFeuaEQ0sEFogg4Ik+QRUlLXKUyYwO4ABAJ7RA2NNgJS1XTA3IgxMz4kDI7SlvnI396BMrWMEPctBdgCd+6FH8V+GzsyMLgi8ZjISGY6kDEkbEUoAkoDzXaoSP1PLPhHGMHOEzt5UCB+okee4G3ptUpls+Ex0xJkQif1RIPBfNCYAGQJyNls3y+E6C4ny8KZzsUm/X96q7KTLkTncltYB88UVq6kkCCZCSLYGB2THbmlG7nKO+/570FSk+cvIX3/AMVIFyBkSAdymceTD4pcqdMxEYkSJkG4mIUc4ReQQz/O9BfUlzlLSgSSAOOcHsMUsTCzFlgt8ZYXnj6VJXSgGcPnGVsOPPvQyk/V+SoCiDlcZPox/dU+x1JhG5DTE6wAXEGQRfhJ2LGSOMUFi1IghAvk8aRqIBHKpcaDPKRKZwNqrbcbjHlsX9H9abZgcy0sRDllIHwgv1IpL86CNev3oySiO6PH7+9WLsh5+oBwtPPC27UMaCtWEfb6uiBwAhjnk+tUsft2xRW5kEEcZ7/vQM+VpKmJDDASLIY342orFgzKG6J3A/SCTuewrf8AG/jV7rLvzLxiZaRHwxACiMYFYYEoh4JBI7pr6M/WgsY5B/b71IXSNuVwOCx9wKIr8+1X1ErZI0CQUYggkFzXiIwFF7CgIxZlqKP9WpttFoetKtTMSwUe9EYpNrHljvTLt5yZjEYGI4GAnznk+boFxtFNYa/v608AAalhrS+4YR/OKKz0+YzuiYhPUBNYMhuWdwCQwM0Fyz/yaIET8WmJG0soEPjnNAVvppaTJPMQwQwSDIYGdgfSga2/wV5etbfivwyfT3NNycNaOrTIS0lkaZGOxXA71klcgRMmKkSDHSTpj3CLJfGcUCjd3HB/P5p0YgAGds5BILIY2xwVIb+VZ5JYozcwgDk42IW6HLdAu4c4/PXGakUww85HfypliBliIBPAWUAST9BQzvuOlDdgrI3w/wDtycUDeq0SEpQhKHixFmUYxIONRDJa34pMgNMZAEFnUXjhaeQd26Gczvqb/YbA/nFXGzIxMgCQCAcEgNpnYNFehoNHRW4zlpncFpoAmPgAO5kRkBdnvWTkCRQwyO2+3Pem3OomdJkARAERcYrJJyhnJO9Iyt/z+9Ad22iYot4ePDwxwUjVfLAEmfECljbLR7sD60Xzhp06IBBagDq3bZO/HpQLDD7Httj9jQHcuxMYgQ04AkdRJJBLKOA2MeVATVi0+2XzsvM0y1aHjZaGFyeFjagz3b7jEaYgxbkAXJr9WVhYQFO+IdRckYC5KJMIxhEjTiMcxenBWrff6VkuSZf7BD6ChiqBl4jUUSfM4zz93QUyxKAkDKMjHkCSJxwVjOdq2/A/g93qrsbNmIlOT3IAAiGSSTgAUGGQHDI7kLPbf1qpzZZXGwAGPIVdyGkmJ3BIKOMFHbf1oZSwBjHln3oHTI1OIQJYiyUDsGd/WnCTWBgLAT3ye586zwFbOgta5CLAZDJwB5kooDmgG7JmglDb/P0zXS63of8AmuC1GcrcBEnYkAiOWMLUUD2IeawRjLJESUGSjgE742yvrQbOq+Im7G1C4IAWYaY6Y6ZSGpokD9WTk1mmdMyYMAsxKWCx/IdDciisDblrnehPbtzQOs3pERi3AF6T+l854dbuk+F9QbE+phb/AOGEhEzIBRkwhq3342YrnxueHTpCbf8AVts9lzWvpvi8xZPTGcvlSnqMWUClqQ3XZ8UGWZKCZTK/c+mKGfUy0m3Gcjb1als5AIFd0SN602On+ZeFqE4qRMYykdESCwCWfCCFg0PWdNCMoCNyMwYRMzAHwnkeJMj6F70CjILAJ38jkD9lWcjD/PWn9TZIEJGMxGTMZSGJLBXCB7PekSOF22FAd+6xCJiImLZSlJluT3XFLQW9FMvLJPc+gCR7bUds29UBIy0eHWQACn4lnJycmgXb3xxmilekpAE6SQSAxFhrG2GV61r6u3Z1zNmUzDWRCMg5mKYMlhNA/tWeMvCY6iAwTHhjDT3DI96BMo4G3+ufemx6WWiU9MsaUQjEang+ZAwPWtF7oxGBugSNuRMYEhZyQSQw/CfC3zWa3MHwyKBWU0spJ5KzQX0XSm5rAIGmEplssRyRgHPrjFBGZAedjEEMLGQ/c486q1AkgBgkILknC4wTimXunlEmByRutgRuM8g4J8uaBUSeKdoCB9pDl9+yPrSjErbbB9fwVAMUGM0UcgRADZzyWsEtIf3NCQt/SoDQVThcRcDIb85R4YoYAI98ADL9cY/3QqglQ1ZiV5Hn0qW9/wAxw6B1ohhtcpP2rVEg5iNOBhk57+9Y9KJDBRTBYK5B5HnWy0D/APt5b+nvQAbp1HJzv5+tWb0kmRE4IBIBGDnvkA+1BdGalsAkajpGWU1jZNrYUBWUSNTXK3+9db4p0NuQle6cy/6eJhbBuGHzGYv9Mcpg58xWLoer0XhcjGMclBCURqC2uEvD3qvivRmxdlblOE0AzblqjkAoHlY+lAV0XRZjqGm2XOIxF6nHUBvIeAh8JVlsIEgxlIlaUVljcJkEMYW4qonU5SkQgUclniIPHepfmXGRkSSIkFsgAaQPJJAdgKBmJk/0ssdgPWghgahJEnSY5Zim3suE6PqeuncIMyyIiAKRMY4i12CHsKSd6Db1XXyuWbdqS/4jJSMpEkT0nSATpABBOFuay3mZPdnCCJG23bFTqIMRIMSSFpiMjTjxBbnehiDFSBRTCORuMrY4+hoBnJloDyHoq1/9TKduFgRioSnPUI+NSAeqQzpAHtmlWLmkEgZSBy4nuEecjLwa2dD8WvWoyFuYhEgiQiBqImBGXiIJyAOVnFBz0QfD9Q6hjkvG2/mKOV5yEjEEYGkeEIABY2f7up82UpR1S2QZyg/vvQFe/piAYgokEkxkUtYC5z7Uu7bWMY7ZfOP5pnUQlGRjOJBB2OCOUuN6l2WS5aoxAABw8jAT2Z7YBoFwtylAlSIhkqJIDIjk8ZI/DXS+E/CLt2zeuwiTCyB8zSURGR+hGAxXKEjnKB4ZyGEPP37VpvXBAEWrslMeKKlEcFF/qRY/9r5oM+heR7Hf82qxPHm9kF9fpij6aYFyJlqIYelGS8nglVd0gy8MUAOxJ3JDfOQPag59uOQ1krJwOGVlB0V1YW4wVsUdw++/HpV9TISkTGAhE7RZKx3lk/5oNGHwWjwVQQxw3lpZaW/byqCRS4NELR06l4WnjdEpb7A0zq5AkEAgmIJ8IiNXOkRxp/zQJFQkjH5mrIXI2+nkfzmj6iY1OIQ3A5GA/Z7UAwFbOmrHCtlpbc99htQScC+c7UIA7ogf4/k1s6O1blJXJGIaxvkHxM4QKY5eKyRuFGIOCWQt9LR+hNAuc2XgemBVXLhJJJZJZPc7n3o5adI/7hv59qURQWZDH+KuIyAUPr2x/artW2QDglIkqKzu6W6DRZjMxJAOkZkQNn4cnt4gPetvwrq42Zi5K0LqlHwk/wDHKO5jJd0OeDXPtylFSBSPh9Qjsfar+YSCycl7/wBXdd9x70G/rdMndHglOciLUYkRjbPIkTs3FeVYtKDIx/j/AFReF/1JcptfRP7VSRfu6CXCNP6VJgt40rZL3bpcpSluTwGew2Fa+tnOUjOQPAZZAIAxn02rISMjK4/BQQyJLGD5UQC4BbDrRZmITj8yEZCO8QUxvmUd9+/CpEs+25Xc0BTvEQ+Wo/qEnpGpohat1nbZ5qQjAzzqEUNgCTJDCYw37UHyy0MnbGf2qae2w74+lBcLUjmEZOAciGUjucYAwKkrhlpedIWwHJOVvvuc1cLkgxGRDClkhjGD3DAxTuh6O5c1G1Ek24G5PbEYbyzwMUDPh/w651M4W7UAZnUgFFiMWSTIp4NItXtK8ISRBJzutjsMFbONOsz+bIa5qeqAEpFRR8JMllAAbDZ1ikESAWigRsV2dBkojLCoasKgoUQ7vI9adCzAwJ+Ypj+kxOcgARkOUSS1tzSD5UBxKyQ2CvXv580M+y5o7ZL2ayd9vUbChEGQGBnc4H+qAoU+yc1msyznb70+JGN/P1/jag32RAsTeRgx4L7chPHpWSYIZDyx7U25AoHuGH2/26TcmCPOgAll0QiM5yElsd3QgnGCQ8DOVuPvx3qYC789hQH1PTShLTJA4O4O+RmL4pOnK/arVCaCavzmrAqq3dJ0JuC9MSjptR1HVKIlLKGkH9RZG3FBp6mzYHT2ZwuyldOv5sNCjACQ0qXLZrFIpI+ey/3WeM170cT/AAvLig6V/wCKX5Q0TuyMJSM/EWDIjSZPclYrnd9s08dXLVqb42xp2IXAXaj6a3b+YDcJ+XvIQI16Sdo6savI8UGTFFGXHFS4ESM++/vUBIztvkfQ0D7UYpEIEsTycDcLY8UEfCiYvkPYh/tvQ6hpSJKCz+nJaA7hUd21K3LTcjKJCJiQQUQJDB7gg+9Bp6T4fc6m5G3Zt67hY0wCMhEGRkWez7bCuv8ABup6GPS9THqIXT1MgrZBx+PduuH00tE3C6YIkC4NQwjlDxZGPesusjbfvyPegol4A2e2/fKqC5u2Sfz60Vu4NJiYAkmJ1suIDYA2z59qG3ucBopvs8Lmgz35s4jpHAyV9c+fvS6kpPJJPrUoL04fFQVYARLzhDOW39P71pExGMJQxJTjPLOdsEIDSVh+1Avp4SJ0x3ON03wScL1qo3CAQF4gjgHDBw9sjiinpQ06mvE0mzsuEt+XSpnFBcK13dPh0g/pGp/93JHltWW1JbP8/wAVpkJc747POR60A3DisxnR9RcJ3yvzfmkxgTQa+h665bnCcJGMoFxPY96aYykVHxZJ23J7E5LAf9qQbZBIxgrBBHsRuKuEjE6o4IIII4IO9Bp+JdHOzP5VyBhOIBkDupDUMehrITWj4l8Qu37krt25Kc5IEyJMiEt+2PvSrcgZb6InB/qKIzjn/NAMplAcBnbk7/sKLpr2iQlpjJFgSDixsxyPKtd/obY6aN4Xo65TMTZzrAEQdZOyJ4rBEbUB3pmR1FBngADC4Favh3UxjKJnCM4RIlKBJAmngyjnYkUXwr4ab963aEoQ1lapnTEepqrvQSjqKEoxkYGUSxqRIR5CiT7UAXppjQIgy1LkPYajlB7UMp4AIOoIBnGlbJbstulnJp1rQBLUCZLwIgASYLkCMhaggs0ENsyQgJSkWUAzh9mSFmkw9HTrUyHKJIICYJBzjcfT3pCoGRgT4thykEslea4pv/1C4IXLYnLTcMdQKOoQPhct2MbUi3IBsem2/HtWq3biBP5sZa+AzEgnOosH0X/qoLvfEbk7NuyZDRbM5RGmIRkiTqGTtsawGmQsy0SkEokA5G5aQ3O3FDJDAL24XGceWaDR0vSajGLiNYKJmAAY5yzjkZ7ussZ+Qz5ftRSyGT+BfntTOnUTGchGUScw1ZQIb5i3g+tBzqsGpbI77ZGGz2qCgIP8+tXKJBX9358VInlPcZ8x+9VKQO0QBjklfXuaBlt7dyN0PTJ9aCRxUdabVxwMIQ1Sl4pExEiBESJMTvELf0fFBmBprxShKjii8gYeXnyC5oBnT4W8ClW4g7nOEFv3zW3prErk4whEylJRjEbmR2oJ0t8w1IROqMoFgHEgiux7EbUq575H1/wxR9VclqlretkSe7GM/nFIB/igGMO30rR/1v8AxG0YwIMtWrSNYICCnvp8qzyq709RZQwBgAbBDA9MnmgW6aYkYIR7HB+lDakiy/Jd+N+HUncJLJJPJJZ+tB0ui6c3AREOQD05MiAySB5AEnyrLiqs3kcY9KYVj775z+67UEuAYQWA2WzyfL0or5GAxIDAPYHK2BOZHJHFP6uxkGJiRMGYGoSlAAkCMpFeIBY8xWIqgmsYQI7l8vcdsVpuWI/LhONwSlIkSgiDFJEnYgvHoaCZhIHGghd5CX6Rzt/VJ53VFKJjqUsY5WoE48JyRgH6UBRkBCU4yETI6PlhvSQ9TONLAC3rPOTO7+1NnPIICY8izzxh0/4j1RvTNwiAlLeNuAhEILAAXD9zQYcLl9+F6KlyPP59q7PwL4xCxG/q6e3d+ZDQDME6CT+oef8AFcqR2jpH0yed6BYPajFwNrvj1HepqbySSn7bVUhwUETxmgwk+W359aZYgZyjFgaiA5FAPGTwKSKIUHT+NWp2Zz6Y3Y3IW5FfLlqtsiLMTy0PpXMNEY41MbpPOza7edMFofLM9cdQkBozqIIZlskEBu80CnVxktvT60NFbfGV4j7d/Kgh8quSeGuHvVzvEmRQjqbEQAA+AOB5UzpSpCQXh8WdsZ259KC4lEYflmjiUIkSzvyNJeM/elylnB532/1UlEhMEPI8x3H3oGxIy3sUt9XG/DoKAyqamsfn80GiMgImJ5LJQeBgA7p7+1I1fTlUycFjG3rSTGgoSD8vv9aZGXkKq7MzLKeBsBsABt5AU6Urfy4gRkLgMtUjIaSMaQIrCzyW6AYRP53NMJ8IOkjJD4OBj2/vSYTReMd8j6GjtQBeQFlnnfYJ7rNA2Jzj7r19qqn2ZRNm6To16orUTqIJL0xWS0yTt61lJIRed/Og3dRdtSt2xGE/mjV8yRkDEjGkRjwg6xyIpZm/p+wqp3OEvfeg03IS0fMJBGrR+oGTAB/Tukd0qG0NUgBzgZAD7kniky8MtwUjhEZD9DRDsfV+R9PagqROz2ortxoGWoRwMsAMnD4ZND9PvWrrOou9Rcndm5y0uZEQFGIEWQEAAFQZic4249KoA9v9URkEly2vF6elb+v6t6AfF8u0LQZEhiUj4TEBBS7nnJdB8+KIUUNKLJBxpQCOcs+j71RIQxtz39aCE81dqGogMB4Z2HqqbO6JiERbiDEEOL1TJJLl3I2xwKXYjEyAlLTEnMlqQ7rmgCpV6t0+x8/wioDQFNPAIHmXnngc1duQz9s/2oHRCBWpFNNFNNPuuKBkCsoFF529/KhnJlpcoYA9B2qo1Z+lBpjZhKctMgIRiZD5hAkUB4QgtZJKG2Kqz1Eo6gBFSGmWInDBwSMZA2oOnMTL/k1aUQNKbR0jP9Ooh+Tqoxw6DTdMW4RMQgMnUWvEWtiX6Umds44BwCcArfNX81A7bdqRcuyIAJJAaDKDyV2dBUlRxFB8o489qeLpQicgNAkqJO5A4OBQXGRgTgFHIIcSjhj1pvXXZ3FdnFAuMTGKj4ckD01fekFA9xj9vbmgztlb+XrQFbuaZd990dwuRV27gBaB8jsaGzPSQUwExwQC0fLFQkZKQeBn6Ogoy9P7feoC2z6fnpTrUT/TIPTJ+W7GeSO1VdMBKRgCY7R1rUPM6cUAQDQCZxum+7KAp46qY16SIiY0yjHYhgoeTAqup6jVIy0wDIl4Y6Y4Gwjsu+OKVbn9f5oGwA0nJ9hsfM+Y1bHjNEJARGky1ss7BYS5e/2p/WfCZ24RnIw8RnHQJCVwGBAlqiNhkr0NIsaYyhK5Ayg8xEtJIG4fB9qAZEkAY7lY5WfzmruWSIQnhSMgMhuKbHAyF70N8wxp1bZfBZwO4SyeXTegvCBMtOqS8GSNM2FJJSXag5QqxUqUDLP6qTUqUFmrFSpQSu5a/wDt0/8A8uP/APCdSpQceNVKpUoLhTJ7VKlAU9vrSePerqUGrp/12/8A2/vSZVKlBQ2pln9M/wDxH/yFXUoECi4+n7GpUoANNt/pn6D96lSgWP7UyO3v/apUoH9B+v2l/wDE0q7ufWpUoAFN6L9cf/KpUoP/2Q==)
NGC 6578 PN in Sgr: Very bright blue-green, blinks with OIII. Non-stellar bright disk no central star, hazy shell.
![Image result for NGC 6578](data:image/jpeg;base64,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)
M 1-54 PN in Sgr: Very faint, fairly small, seen with OIII only. Irregularly round, fat ring shape with darker central region. No central star seen. Seeing did not support higher power
NGC 6717 GC in Sgr: Small, faint, but with glittering stars (part of the globular or just foreground?) in front of the milky core, which is generally raggedly round. Beautifully set next to bright star [Nu2 Sgr, 5th magnitude]
![Image result for NGC 6717](data:image/jpeg;base64,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)
IC 4846 PN in Aql: Small, bloated star unfiltered. OIII blinks it strongly to a slightly larger green disk.
![Image result for IC 4846](data:image/jpeg;base64,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)
M 3-34 PN in Aql: Small, quasi-stellar, blinks blue with OIII
NGC 6814 Gx in Aql: Stellar nucleus, faint diffuse round halo. It is a Seyfert galaxy, spiral, seen face-on. No mottling or spiral structure detected.
![Image result for NGC 6814](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUSExIWFhUXGBcXFxcVFRUVFRcXFxcXFxoYFhcYHSggGBolGxUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAMEBBQMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAUGB//EADkQAAICAQMCBQIEBAYCAgMAAAECAxEABBIhMUEFBhNRYSJxFDKBkQcjQlKhscHR8PFy4TNzFTRi/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/APjuoDEnbzV3Q6UcxmTNLal0LbSRdg17HqDmTAnu+cQkPvkbwGB1NJr4xDJG0W6RiuySzaV1473m3xLy5NFp11W5GjagdrAlCTwHHUHOE3FECiO+Sm1Tt+Zib688YDick1+mew82/wAPNboYkncB42AJaMlghPZjXHXr0zxAz0UfnXXDSvovXYwuNpVvqIX+1SeQOOgwKPKkWml1KprJmihN7pFFkGuOx4vvnO15USuI3LIGYIxFblB4au1jnMuGB7/w7+HUssEM4nQLMsTcofp9Qybg1H+lY9w/uuuKOcuTy0qRmeWaWOG4VBk0rLKWmErA+mZK9MLC53qxvgAE3XN0/mnWIqqs7qEEQWtooQs7Rgcf0mR/vuN3jHmnVA2JB0RQvpQ+mojLNHsj2bEKl3IIAILtzycD0up/h5LGsxacbolY8R2ryJHqZHWNw/1AfhWHALgtyigEjBrvKEkSSyjUI6xaeDUBlVgJDM8a7IyaJC+oCW/8ePqznTectc4YNqGIYEH6Y/6hIGYfTw7CaYFxTH1Gsm8znzJqjG0XrybGiWFlBpTEm3atD22KL60CLokYHe8I8oTzxQzJMoeeVU2FTaROZEE7kf0F4ZF6Ve3mzQweI+XvT0x1aT74z6BS49jsszaqM7huIQq+kkFAtYINjpmSDzZrUCqupkVVVEVQQFVY2V12r0DBlU7uvXnk3ZL5m1k/8ssJNyomz0IWBEZk2bU2UpX1pKKgH6sDieqc0+HwyyvsiUsxBoAWfnNWj1/4dNRDJp0ZpF2XKp9SIg3uX2bLfKOr00epR9S0ixi7MVbr9ue2ByZSymjYOR9U57L+KHiXhk0kR8PQqAn8wkMoJ4rhuSa6nPNeA6XTyTompmMMRvdIFLkcGuB7nAxNMTiMpwmADEKbWzR6WL4NduMhgT9Q4eq3vkRVH3yUKWfisBFz74bziNUPfOn4R4HNqI5pY0LJCoaRgQNoJoE2eenbA53NXfeuvP7YhIffJ6rTNGdrCjQPW+DyMqwJh2J4sk5e2pkRWi3MBf1LZqx7j3zMvXrWBPc9cADHJLKRjSBiAQOCavtftlZwNBmJ5wylWx4FmpJsj5JyjLtSfqP3OU4BjVSegxZ6/wDhl5j02h1fq6mH1UKMv5QzISR9QVuD0r9TgeRN4s7Xm3XxanVzzwRelEzblTgUKroOBZF0PfObFp1KMxcAiqU3bX7YGfDJOlZHACOcseB1AJUgNypIIB+xPXK6z3nlSWHXxjTeIa30YtNExgsL1PUX3qhx1OB4PDN2n8Kml9RoYnkSMbnKqSFUd29hmHAbfGWxSiwGFqP0/wAc0+Ba9YNRHM8SzKjWY3/K4qqP7/4ZX4tq1mmklWNYldiwjX8qAn8o+MDZ5j8CfSyJGzIxdFkHpuHFNdA1346Y/Knjb6HVx6lVBaMn6WHBsUQe469c5cM7IwdTTA2D7EYppmZi7G2Jsn3OB1fNvj767VSap1VWcj6VHACqFH34A5++cfNmj1ioHuMOXUrZP5b7jMeAycVYwxqr4xYBiOPC8Dd4jNAyxejEyMqVKWbcHe/zKOw+M6vhP4VdFKwlkGtZgiRBLRoz1Jb9T+w4zzmWRyFGVkamFMCOoIwJto3AZiK2kAhuGs/B57ZXHO6ghWYBuGAJANe4HXJarUvI7PIxZmNsT1J98qwHyfnJwwO7bVRmbnhQSeOvAysHNnhfik2nk9WGQo9Ebh1phRHOBjIxnETfXDAd9u2InDDAmUruD9seRU4YEp/zH75Xls55P3yMag3bVQ4FdfjAFiJugTXPA7ZFWIN9x757H+Hvnb/8YZr0yTCVQPq4IIuuSDam+R8Z5HVS73Z6A3MWodBZuh8YEGOK8ZIrpz74bDV1x74FglsANZA6fGV5o1mlCBCJFfeu6lu156N85REoJAJAHue2Ai2LJOxPz2/bEwI4P3wPQeF+Nvp4pV00zxrJHsmUlbe+CB+5+ec4MSbmAsC+5NAZZoNI0siRILZ2VVHuzGgP3Oet86/w51Ph0aSSsjK1i0a6YdVNgc/+8Dxsgokda4/6xbu3bFk4u5qxXPx84EMe01fbGt81/wAGRwGB3r/bBjz0rO/5H0Wnn1ccGql9KFz9TdOQOBZ4Fni8PPfhem02ski0snqQitr2D2BIscNRJF/GB5/LdNpnkYJGrMx4CqCzH7AcnKs63lbx6bRahNRCVDixbKGWmFGxgcyaFlJDKQQaIYUQfYg9DkM6HjesaXUSyyOJGdizMvAZjzY+M5+AYytV84qxkD/fAGNnp+2DqQaIIPseD+2WQL1bcFK8gdyfjFqJ2di7sWY9SepwK8MlHGWIUdSaGW63RyROUkRkYVYYFTz04OBRjRbNf9Z0PAxpfUP4syensavSrdvr6bv+m+uVaaGFpUVpSsbEb32klATya71gYyO2BzR4lFGsrrE5eMMQjkbSyjoSO15nOBNmB7VjyAOGBbqj9RoUMi8VAGwbF8dvvk9ZEwPIIB6H3+2VA9lvnAHkJqzdcD4yOadZoJYiBJGyWLG5Stj3F9cz2PbnAAD+2bl8YlGnOlsekXEhG0XuArhutfGYUNHnp3+2Sl2kkrYHYe364EMm8RABPQix0yGMH3wAZZJEAqkOCTdrRta98qx1gSglZGDKSGBBBHUEdCM+j6zTeK+M6FtU0olTT2PTsB+gLMEUc8dz7cZ81OdLwnx7VaYOIJnjEilXCnhgexGBzTjVj279cL4+cWAsmAWNAXk9PAzsERSzE0ABZJPYDJzaZ43KOpRlJBBsEEdQRgafCtZHC6SGMSFSSyP+QjsOOcyaqcuxYirJIA6AE3Q+MhWIDAtKJsJ533wP6a+/vlGWBTkVS+B34wLNNpnkJCKWIBPHYDknKlNG+4yxg0ZIsg9DRr9MqwLdTqGdi7GyevFZPSNEN3qBj9J2bTVN2J+MpUdDf/rLdS67yV5X5FXx7DAowGGGBr8J8QfTzRzpW+Nw67hYtTfI9s6XnTzTN4jqPxMyqp2hAqAhQo6dbJPJzhZr8K1xgmjmCI5Rg22QbkauzDuMDJhl+v1XqyvKVVS7M21BSruN0o7DKMAy3TRBnVSwUE0WboPk4o4WYMQpIUWxHQD5yvAukQBiAwYAkAjofkYsrXHgafEJyxAJ4XgDnj7ZVotQY5EkFWjBhYsWpBFjuLGd7x/WaJ9NAkEDpqVJ9ZyxKOOaoe/T/wB55vA9x/Eb+ITeKLApgWP0rJIO4sWq+a4Xjp/tni9Q6k2q7R7XfOV4YDvAk4sMCbPdcDgdh/niQDv+2Ry7SqhP1Ejjgj3+cCnJR13v9Ms1cQVyoYPX9S9DlJwPQ6zReHjQrLHPJ+LMlNCV+gR8/Vurr079889hgcAxgYsmowO35X1GnjZ5JmlV1W4TFXEoNjdfQfbnOn5t8Q0U8MDQrL+KO46l5DYZj3HPPN55ZEy9IsCj08BHmtYstj0t9BfF/pgYRFfTHp22MGIBo9D0ywqRjdrFV/hgZpjZJ98q2fOaooNxqwvyenTM7DArwwOGAYYZKJbYC6sgX7YEcM1+LaaOOVkjlEqivrAoE1zx8G8zpJSkV1rn2wIYYYDAmjsAwBNH8wB6j598hk0jLcAdshWBu0EEbXvkCVVWCb630wzGpx4E9T1/fKQct1PU4lZdpBX6rFNfQdxWALIP7R1v9PbOh4n4QY4YtRuj2zbtqK4Z12/3DqucvH0wEcMslcsSxAH2FD9srwA4Yy3Ayck1qq7VG2+QKJ/8j3wK8m0LBQ/YkgfpkMMCToR1BHfnI42YnqSfvls0ACI29SWu1HVa98CCwsVLUdoNX2vJxjILIQKs17dssjbivfAuGXoCTkdPATnZ02jA69cDFHpz1/wzSulJHXOzotHfNZsm8LATeCA11t5/fA8jqNPXXMSMFYXdXzXWs9Lr9Gdlkcj/ACzzWpSsCucizt6Wa96zPJm55AVX6ANo5rq33zBLgKOUg2OvyLyBx4hgGX6LRyTSLFEheRztVV5JJ7DK4wL+o0PgZt8D1whl9Q7rAO1kJVlbswOBl1ukeKRopFKOhKsp4II6g4aRiHUgAkG6bkH74tVqGkdpHYs7EszMSzEnuSeScrUEmh34wJSMDZ6GzwBxmjW6H01jbejeou6layvw3scv8Z8B1OlbZPEUbarUf7W6HjOdtNXXHv8AOB2vK3mabQPI8SoTJG0Z9RQ1Bu4+c44JN/vl+kEbEiRit/1da/TvlUTlTuAsXXI4P3wILhjU/Ax4Epm5yom+cudwGsixfI9+cpcgk0KHt7YCGTDEnnIVlscoA6c31wPaeWf4e6vVwPLFHaDiyQNxHNLfU55nX+EtErFmAZW2GM8P8mvYZ9L/AIefxR/B6ZtPJFv27mQg7avs3xefNvMnirameSdusjFiB05N4HKzbqNarQxxCFFZCxMgve+7s3wMxZu0vg+okiknjhdoov8A5HVSVS/7j2wMOPbxf/eLAYAcMki3fNULyOA1zQi5UjdBWXw9cDseGr/VnZgj3Ee3U5w9NPQquvv2+xz0Phzcfpgen8qeEfipljBodz8DnPT+cfKaaeNXQ2Dwb98855Q1zaaUPXJ557jpnY86eYpJ1A27VHYe/vgef0q6I6ef8QziUL/KC9CaPX9az5z4go3FQbGei17bRyc4vpjlm/fA5Ei1mWfrmrVNZ4zAcAAwrDDAs08LOwVRZPTtldZ0/LehgmnEeo1A08ZDEyFS1ECwKHueM50gAYgGwDwelj3+MBDFjOXRafcjvuUba4Jpmv8AtHfANRrJH/PIzcAfUxPA6DnsPbKbNVfGLDADj3GqvjFmvQ+HPKHdR9MYBc2BtBND784GVQceX6qJVchG3qOjVV/phgV6kc5IsNoA4sDcT7j2zpea/FBqdQ8whSHdX0RikFCuP2v9c5o1j+n6V/Ru3VQu/vgVCQ1tvj2xiTiqHW77/vhEm4hQRZNcmh+uSOnbf6YFtdAL9Vn4rrgDaliSSbJ/6yvrmjUxhB6bRssqsd26waroVPQ5m64EmQjrnc0Pjmu02kkgjZk02pvd9PD1w21iOOODWcZEAcBzQsWRzxx0/TO/51bSB44tFqJJtOqA/wAwFdrt+YAED47YHm8MMZU/v0wGj1fyKyOGGB2PLnhP4ljGj1Nx6amgGPf6iQBQzEqlGZT1BIPfkcHnOh5d8s6vV7200LyemLYr2vt9zXTMehCLMqzbgm8CSh9QW/qoe9YFxc8D2zsaLX/TR7Zm80tpBqG/BM7QcbTJ+a6+r9L985yvgetTXdOT986D+LPsKeoCpon9M8VFqmHQ45JmqzdHoeawO1rtUl2Wv7ZwvENfdgChmaaa7zE7YHr/ACD5Ml8SldI2VAi7mZroWaAAHJOcPzP4M+j1MmncgtG1Eg2PuMs8t+ZNRo5N+nlMZI2kjuPYg8HMPimsaaRpWZndiWdm5JJ73gZomUHkbhR71+uIoQAffpkThgGTMR27u111F39sgcYr2wFgcmsLFSwB2igT2BPTOnJ4A/pRSo6SF1ZzHGbeMKaPqDt74HKA+cbsKFCvfnrkcMAyZtbH70f+XkWWq5HS8VYG7w/To17n21VX364ZlQ4YFmqPJ++ULV85dOOTkZtOygE19XyL/XArPXJxyFWDISCCCpHUEdxkMtim2kMthgevbANTO8rl3Ys7cszHkn5ObvA/AJtV6vpbP5SGRt7hbA/tv8x+MypOzL6W1bZwd1ANZ4rd2HOW6vTS6SYxvQdKvawYci+q/fAxSxlSVYEEcEHqDkcsllaRyzG2Y2Se+E8LIdrCiO335wIBT7dMWWJMwUqDQbqPesrwDPaweadEvg7aL8GDqi1ial/v3bt35r22tdM8UDj/AM8D03lHz1q/DllXTstSddy3TAUGHzRzzsku5y7knc1se5s2f1yrDA0aqRN5MYYJ/SGrd+tcdcj6mU4YGlZs7fiXmyabSQ6Nwnpw2Upabm+p79c83kgcDQ62q0wJJP0jqPk5Z4hBAqxGKUu7JcoKbQj3+UH+rjvl/mLQQQSBINSNQpRWLqpUBiPqXn2zl3x0/XAWMgj9R/hgF4vFgGGGGAYDDGMBX27Zfo9TsJNXYIqyOv2yjNs0kHoIqo4nDMXcsChX+kKvYj3wMWGM12xYEiKrjJyFTQUEcC+bs++Vhsu0MqpIrOm9QQStkbh7WOmAIQLBHOGOeUM7Mq7QSSFHNA9r74YEtRQ5Bv34zO+dvy5pNPLqVj1U3owte6QLuI4NcfesweLrGsrpE2+NWYI9bd63w1duMDN+Hbburj/bKssSZluj165Am8BYyffJSKABTXY54qj7fOQwLI5aUrQ5rmuePY9sTuW69u/+5yGNWrjt7dsBHN2koxSj0d7fSd43fywDyeOOfnMObtB4vPCksUUhVJl2SgAHeo5o2OP0wMOMqfY8fGT08W5gtgX3Y0B9zlmlgllkWKMF3kYKqg2WYmgP3wM+GX67RyQyNFKpSRCVZT1BHUHO7J5L1K+HDxMmP0SwULu/mcttuqr83a7wPOyRlTR6/wC+RwwwDDGqkmgLPsMWAwM6Gk0sUeqSPUtcQkQStEQx2EjdsPc1nOwwPR+b9Pon1vp+GkmBtiqXJA3ng0W5C9OvznE1cDQyPG1blJVtpBHHsR1GVxzkKyiqar4F8c8HtleAE5YoUg2aIHAq9xv/AAzreM+H6eGLTvDqlneWMmVAlei3FKSTyeT7fl+c4uA/88WGatb4fJEELrQkQOnINqTV8Hjp0OBlwwwJwNQgeQF1T6UADFR9K9gW++ZmGTjnYAqGIVq3AHg10sd8gykGiMBDAYY8CaqawxBj0wwJhCzBQLJNADqSTwM2eN+Bz6Rtk67H4tCfqAIsE/GYnYq1jgjuMlq9XJK2+R2du7MSx/c4FGGGdLxaPShITp3kZyhM4dQFV74CV1FX1wObhjrv2xYDJyUMe41YHBPJrplkGqZFdVqnFNYBNfB7ZLw0xCVDMrNEGHqBDTFb5CnsawO34P5WE2h1GtOqijMBoRN+d+AeOeLuhwemebAzqeYH0zTudIrpCSNiyG2AquT97/fOdPEVYqasexsfvgIRnburi6J7XjhlZWDKSrAgggkEEdCCOmR3Gqs17dsWBoQNNJ9T/U55aRj1PdmP+edTy/4bNq5k0K6hVVnag8hEIIBJaulmjVdc4YU5sHhr+iZ7UKGC1uG+yLsL1rjrgQ8S0ZhlkhLKxjdkLIbUlTVqe44zNhhgNWrkXfuMWGGAYDJUKu+b6f65HAYyYgcqX2ttBotR2gnsT0vIWKqub6/6VnTi8b1I0j6RXP4dnEjptWtwqiWqx0HF9sDmKPkDFjb7ViwDAnDGo684DJFfPv8A6VnQ8K0undJjLK6yKv8AJRU3CR76Mf6R85zcAT2wAjscMMZOAskinI5OKVluieRR+R7YADhjU4YGvT6pY2JMayWCKe6F9/uMu8safSPqFXWSvFDTW0Y3NdcDvxeZp4CKsfm6H4zNJHRrA7kPlDVyr6sELvCwmeOQlFBjganZrb6KscGuvF45vJevU02nYHciBSU3M7s6qqLutifTY0LpRuP0kE9Lyt5q1exNCkkCRbJUPrL9JSQTb1druj6p6VyqX0yrWeetWxkU+kNxUMY02giORXFAGjxHCnS9kSqK5sOR4p4NqtPGomQohZwAWQ/VGzI3AJNbkcA9DtNXWc2GFnNKLIBP6DO55g83anVxrFMVKJJLINqAHdK7uf0Bkeq9+boVwNpwFgBhhgdzU6vSnQRRr6n4kSMXsL6ew9KPUnpnDy+AJtbdu3V9FVV//wBZRgGGGDVfH+OB2fF5NGBENI0wJiA1Hqbf/k7hK/pzlQuNy7wSoIsA0St8gHsayvA4HS8f1OneZzpYmigNbUdt7ChRtj83mHTsoa3UsvsDX+OV4YDDHnnr1xxuVII4I6ZGsCMAOTl28bbqhd+/f9Mhk4JArBioYDseh++BDHedNfwn4VyfVGq9QbAK9ERd773lnlYwrqIpdSCYI5EdwIhKHCMG9NlJApwCvN9elYHL3gqQRbXe4k9KqqyvPoU3jXhJRFji9KRIzGJW0sUoLMIHMskTcOdyalADuoTAigqgVeIePeGsdCY4UBidTqN2kjCz/wAuMF2RGHRlf+WDR3X8EPBYwM+jr5h8K9ZGEQESy7pEfR6eQzqfSqmCr6SrtcUoFgAmzI5zZD5o8D2R7tCu9YdnGnUgO0CKxa2/mESINrMGP1Me5OB8rzRDK8fKkDepHY8Hr16Z9L8b8w+CzJPHHAkZkVxG40ca+kS4IP082V6EdKI4vK9P5i8FWGNG0YeRY4VLjToLdBpw7kH8/wBUcjUfzWymw5oPl4zeNPB6Bf1j626hHsNV7ls1+O6uEzuYV3IyItvHHGQwjUOypGqqBuDUdoJHJ5Jzj7cBpX/OmXaTUNDIkiEblIYWAwse4PBygjCsDVO5kZpJD9TksaWgb9gOMMrLswAJPHA+BhgdX+qP7N/rnN1PXDDArH+uPDDAWI4YYDfIHp+2PDAS4Hqf1x4YE4OoyEvU4YYEBj9sMMBp3wXHhgNuuN+mLDAqxjHhgBzu6D/9KX/7I/8AXDDA44xYsMBL0ywf64YYD9vsMcf/AD9seGBWeuI4sMBnHHhhgW4YYYH/2Q==)
NGC 6818 PN in Sgr: Blue-green, round to annular; small bright little milky disk, slightly hazy, in a triangle of stars.
![Image result for NGC 6818](data:image/jpeg;base64,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)
NGC 6803 PN in Aql: Very bright, blue, stellar. Blinks like a beacon with OIII. Higher power bloats the "star" into a very small disk
![Image result for NGC 6803](data:image/jpeg;base64,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)
Vy 2-2 PN in Aql: Non stellar at lower powers. With 333x and OIII, it is a bright green central star in a small round haze.
Cn 3-1 PN in Oph: Small, fairly faint, stellar. Blinks with OIII into slightly larger green disk, non central star. During blinking it actually disappears completely then pops back into view.
NGC 6548 Gx in Her: Bright round core, with the halo rapidly decreasing in brightness to elongated tips, 3:2 NE-SW. A second galaxy is in the field, to the SW, 3:1 NE-SW, small, fairly faint, with a just stellar nucleus [this is NGC 6549]
![Image result for NGC 6548](data:image/jpeg;base64,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)
Pease 1, PN in M15 in Peg: Using finder charts from Doug Snyder's website, I quickly identified the trapezium finder stars, and from there the triangular arrangement of finder stars pointing to an unresolved, cone-shaped star mass at the NW rim of the core of M15. Seeing was not perfect but patient waiting while blinking with OIII revealed a very small, blue green point which flashed in and out of the field. I let M15 pass through the field 5 times and was able to glimpse the planetary two or three times on each pass. It is very small and stellar, easy to miss if you don't know exactly where to look.
![Image result for Pease 1](data:image/jpeg;base64,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)
NGC 6804 PN Aql: Unfiltered, pale green, central star in a rippling mottled shell; annular; faint haze around it. OIII enhances a little but loses the central star. Rim is brighter to the east. The shell is slightly elongated NE-SW.
![Image result for NGC 6804](data:image/jpeg;base64,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)
NGC 7619 Gx in Peg: Several galaxies in the FOV and more seen sweeping the general area, it being the Pegasus I galaxy cluster. 7619 is bright large elliptical, with a bright core and stellar nucleus, with a faint diffuse halo, elongated 3:2 NE-SW. NGC 7617 was closeby to the SW, faint and small, elongated very slightly NE-SW.
![Image result for NGC 7619](data:image/jpeg;base64,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)
NGC 7623 Gx in Peg: Bright, small, with a stellar nucleus, elongated 3:2 N-S. To its SW is a very small, very faint galaxy tending N-S elongation [this is NGC 7621].
![Image result for NGC 7623](data:image/jpeg;base64,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)
NGC 7626 Gx in Peg: Bright, moderately large, round to oval with very thin diffuse edges. To its SE near edge of FOV is another galaxy, very faint and very small, a thin streak, seen mainly with averted vision [this is UGC 12535]. Comparing to my sketch later, I also saw 7611 (extremely faint, seen with AV, small, elongated 2:1 NW-SE); IC 5309 (very faint, very small, round to a little elongated but too small to tell the PA); NGC 7615 (very faint elongated patch); NGC 7634 (small but fairly bright core, rice shaped E-W elongation).
![Image result for NGC 7626](data:image/jpeg;base64,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)
NGC 7742 Gx in Peg: Pretty bright, fairly large. Seems to have two nuclei, but one could just be a very bright knot. The core is disrupted and hints of spiral structure. Diffuse round halo.
![Image result for NGC 7742](data:image/jpeg;base64,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)
NGC 7814 Gx in Peg: Large bright disrupted oval core with dark patches, stellar nucleus. Very large diffuse halo elongated NW-SE fades slowly, like M31's halo.
![Image result for NGC 7814](data:image/jpeg;base64,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)
NGC 40 PN in Cep: Amazing view! Bright central star, with concentric green circles radiating around it. Pretty large, slightly elongated. OIII didn't help, UHC was better, but I preferred the unfiltered view anyway. Star on the SW rim.
![Image result for NGC 40](data:image/jpeg;base64,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)
DeHt 5 PN in Cep: Faint central star, blinks slightly greenish color with very faint large diffuse cloud around it with OIII
EGB 1 PN in Cas: Rather large but extremely faint glow, no central star, seen with OIII & averted vision only; difficult
NGC 7762 OC in Cep: Pretty; large, rich cluster, loosely formed but some greater concentration in the middle, mostly 9th magnitude stars but some mistiness behind it; elongated NE-SW in a bean shaped oval. II2m
![Image result for NGC 7762](data:image/jpeg;base64,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)
NGC 604, M33-KNT in Tri: Bright, oval shaped haze at the tip of one of M33's arms, NE of the core. Easily seen.
![Image result for NGC 604](data:image/jpeg;base64,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)
NGC 410 Gx in Psc: Fairly bright, fairly large elliptical, elongated 2:1 NE-SW, with a bright large core and stellar nucleus. Other galaxies in FOV: NGC 407 to SW, a fairly faint small streak 4:1 N-S with a bright core; NGC 414 to the SE, small, faint, round; CGC 501.119 to the NE, small faint and round. I missed seeing NGC 408, which would have been a small hazy point just to the west of NGC 410.
![Image result for NGC 410](data:image/jpeg;base64,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)
NGC 672 Gx in Tri: Pretty large, fairly bright, stellar nucleus, slightly brightened core, diffuse halo elongated 4:1 ENE-WSW
![Image result for NGC 672](data:image/jpeg;base64,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)
Simeiz 22 PN in Cas: Very faint, pretty large very wispy crescent shape open to the NW. H-alpha filter has the best response. No obvious central star
![Image result for Simeiz 22](data:image/jpeg;base64,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)
IC 1747 PN in Cas: Unfiltered appears as faint, round disk with a slightly darker but not dark interior -- cell shaped. Moderately large. Blinks with and without OIII.
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1747](data:image/jpeg;base64,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)
IC 289 PN Cas: Nice! Smoky round orb seen direct vision, grey-blue color. Thick ring structure with knots; central star is plainly seen. OIII brightens slightly.
![Image result for IC 289](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMWFRUXFxoaFxgYFhoZGBsbGBgaHRkdGBsaHyggGBolHRgXIjEhJSktLi4uGiAzODMsNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIALcBEwMBIgACEQEDEQH/xAAbAAADAQEBAQEAAAAAAAAAAAABAgMABAUHBv/EADcQAQACAQQBAgQEBQMEAgMAAAECESEAAxIxQQRRImFxgRMykaEFQrHB8AbR4RQjUmJy8TOCov/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwD5I7KbfPnG+XHhyfxPy8uXGq4eLvvSxGsqCNIdtdf0/XQCPDzztvrjxoqvPK7+VVq0/XTdqOzZ+HGUp0XmUgGTnLUQGutA/qfVRmP/AGYQmz5cosgI8aYEFQOXxX3eOtRnu8gvuIRKAKtfiruVvbmq9jSwlT4c+cmE9uzSrecGejQU39qUZMZFMe/NfpismfnocsVXnvP6e2jsbUl4wtU6GrrNV5cYPKFW6pveo5R24fhwjw5FxjU58m/+455JVGMGgnFZSDMnrFrQVj7a9X1v8Z3JyfxeHqH8A2oqWQiBxlDjVTj7+63evNjuRjFONzWKTJNxM3EB4t3HLkqvfXpf6a9fv7Etzd9O7UZ7W3KTKcYs+Kxi/hkhuR+wy0HkSnbePtjT+mkcjkoeWuX2SyxaHPnV/U+kg7sYenlPe5cAuHGbOQXEjatSaHzrllGlGxGke7O70DzvC4XNfJ6r2Pr8tV9T6Pci7nKCcGJuJVRZ/ltjjPisPjXMap+B/wBvmMfzIxv4igeTHxH4qv3s8aBvR+lnuzjt7ZynJqMfMn2LxfnKdalyA/8AYflX/OdOxhxzyOvZF/mvqumir+epyKeq+ugA51r00sx8YS+hyYo7em09y+zR2SS1EyjdFtAr+wv20HT6Ta2U3Xc3JQYwXZCF852VGWfgKtvPWkk7TtRjXx3JlL4unEYI4xV2f+VPWuatdn8X9FHZmQjuw3vhjJnBePxRHjkGy6dB0+j/AIzuw5S/FkzlZK1ZJwq2T37fY1v4V6Ge/wDjpdQ2mbU4xBJHFly/NAXIZ9tc340DZlt8V3HcjImT+AjxbGNZlcu7xk0n8N9fu7G4buzJhMsJFX8Qj38l0C+u9HPZlwnGlLHxKL+WUX+aEux8mmlCM9yJHcQkRGe80DxCXJjdQGw+ValIULivcYqqnHjg/wDif1+ml249XiK1yR4mS3F3QihnOg6Z/A7m3FhIYxuXwy/8ZPCXjOGs1Y+ddP8AFP4jGVbeyfh7VReBOTFmRqU6l0rePHu683dw0SJF3YJ/UE+mtuAVUhsFocL2Nhk+WPZdBpS1XehEjBjPlKQ848U4VKgtxOz4sdXWpEcXZ9Pr7f57aHJqvF3WgMmv99Pu7bFYyKkNJqd6banx8D3VnuOcPZhNB0bHpeUZLuQhxgyCckZfEHGADcm7r2F0mzc0hyDwMpEYhlyuAv8Ad1JktWrQBb0HQX0arLYIwhPnCTPl8BfKNNXLFF1ZS40CnLiyzV8V8W5p/Rx8tCOzFD46VlZxWgjY2e7Z8qt1LV/TzicmUeXwoHJjUnA47runDoOaNnl/XVYRFiMuIpcqWhctGWjNHelTTR35Al2Ndg/lsj2WALg/saCk4gyIy5xJSIypjyBaaclmadbV/Rx2+BynTnHBfL5vQ0HJWHIW1VN+99VWDzf766P4t/EJb+47s47cVIlbcCEfhiBUTF4z7uj/ANJM2jelDc/CnPiT6jKUbU5I3I/31L0hNWMLWUUQMoHJD7R8ZxoO3+EenZT57O5wltk9zMiP4cYkanzfz5k3GJyqLQ3rzZ7ZFSxpSz8rWLjdNP000drlfE6GVWYD5+catvkVCAYK5Fx5YM8ZLTd9d+xoIJj9Pf8AXS66+H/am/hjU43ucm42SqJG6Rpbprj4883HF2d9efGX5Z/Z0C6ts+onEQlKIxlF44smHKMkq4tFjf01OQZeXt2Nvv8Ap/nto/Kqb7z18z/OtAvXTrTqiu/P1t/tX76FapKBxHlbbcaqvZHz+1fPQJWWre60+1ZkUke3dU23/nfy0sflj/P9tMR5dRyFtW4Kz/W/r40FiMVHclUBhH4YxNxhVXGP5WVGVcrle9S9NuMUnHuCSjgQRKZDYl1hEdaLUcXcsPVUI/Xs+Whu7fHDfIvkJ0+M3nHeCutBiHJPyl/MPHbeC9KYpzfeHqnH30rro3Np4w3EjU7Ixixt/D4kuQNwWxtPiVTQL6qVzXhwJZjHOIuY584TNZ786i6rs7UpsYxiyboAvMkDHuqHzxp/U+llCUoygxYtMZCI0YTw5P1NBzjWf8/fDqsp8Jjt7jZSTiMG68eSnF461NV+2ldAZYsqr8V1T1nJWm3pRa4xqgHNsnzJvq/YxjRju/CjbaP5vhwJbGsyzhvGe7wYSAurfmYr39xuutAIwUsChC/AvVv2floTiVYq23jFYqs9ucfTvxbd3IcNvjBJjLnNlyjPIxqKVFiNJm7vXOaC3oowZx/F5/h2c3bBmRv+Xli/rqSl46vF+3i9AP21tA8pX7H0x9tGUhVSsH5TFgGbfOVffTbW3FjJZ1IrhHivJWkvqNGc99aWEBQWhat6/bQPHYnX5JJnPF/lBlmvAi+wjpdrbEk8ox4lg3cshUaO83msDrv/ANQbSb02XqIept//ACxkrKvhFHJ+Xp8cfCa8xNA0Z0JQ2VaXWRx7OO/a/fWnO80HXV+CvN5av6ur7UHelNZ7UEhKbyrbi8Q+GBEpm+IgXnXMvl0BrSz/AC9def8Af9NNHWY6Dun/AAj1G38M9qUZUNKdSCUfPkR++trmh6JS61tBSLOcYbEdyUz8T4Nu6hykBZbxJPXX312ej9ObMI+pf+m3w3ODsTZL+TksonH4TJY/mPOvOj6dYc6WHLivjlSh9at/XTHrZm1LZjN/DlKM5RoplEQffFpoF3JkpskIiqEcke0C26MHvXu69L/Tm/Db9RtTnCG5GxlGTUe0qTKg6u+qTPdeOapt5qJhcZQLX3ejrtrvQet/qPehu7u7vbOybWzz4hHoUUMt5Ir7Y1vRfw7a3Njf3XfhCW1x4bTGpbhJI4TA4HzryZ2LG/OQbLLLxh85PfTbMypiXZj4kzZmj8zV4fd0BZcquXGAvEzIiOcHtdX5dRvXRPaJcTaJyw2PFlyC5MYxyQ4l59nONJtbkb+PlKNNEZVSxqL8QnfGysh2eAWIuC2hQLfrj7a0WPkfytVRnxfue/nTvqfgIcIFXcqeTaJatfDSFBiUu70sonYlVYLb7Vg78+NBpx/KVlO793HyNOxgxjmTuLIkSAgHw8Eldr+a7AKMun3t2U4R5SnNgVEVYw2x6yYOU3pr9TXNRTnN9fref0/XQW9YbY1t82mQ8mD1J48WFj8NW2l3WNRGr6yex+3t9dW2R3HiyBbpUjEVGTJrEaFxqTPJjBWMGD6H796AxI09skONdDy/mv8A9R69z56EenP1z37fXOmltS48+KQ5VdYFtC/ehr34vs60oHESVrdxpuNVVtU3b1fWas0HoenNvd3IbZ/24S4RVSxqBOUkicoqKHjvu77/APVf8Ch6fenE9Rt7tcbReUmYuDN1WX5nvrwdzFFSEM3725MFFVhvznwU9V6qU1WskRwfygD8nGXvL7ughuf0xqpOUX8WEWEeUiLSxLH4RldvFe8+fnqTK6z0Ufu/fS8mqvHdeL9/roG4JyKbD4islP8AN7Zr9tW2PS3CW4yiRjKInIJy5X/+OL+aqz7WanU23LgZMcgKfmrAXWGs1ru3f4xN9LD0rGHCO47lkQmqVTLtDP66Dzgto89W137rg+vWn3IxOpW/RrowXlRU6r4cLekhKkaGnpun5NZrV/WzgvwhRGERiMSVRqUpEleS9013g0ErKoFkpn9bK83Zn5dZ0NvaVAMvXR0X26HJw3114021Es6/f+2dA23uRp5DL4ah8ScWxus8iuXw4/NfjQ3aKIyUoekLovHybL+WtuIkQjxQqTa8m1unrCFHtfnWlTVYQCrW+7c4PGP+dA21uTgtY5QRwNxmZ7MWeTOl3AxSuM2VUvIUtlVnH00dv08pCxOVRZSoXjEQuXsWmfme+p6C/q/UMuMLix2xjFjELLyrRKVuTlkGsalKRwDiXa87bRAI1dUIvV5+mr+n9IrEYTvcK2sATky4xzKjjZIsez61zSKa9tBXYhGe4DI2oykDJ5SIC9tXJA9i9EkRfhbRc0MU6Gk777+WoOmg+P8AMaDrh6sr2+gVra5q0NBtyFYsaeykfo/ppQ81Yd+MX7+NFg5w47x1ms+2dainvlZWSqzd4+nn3+wdEfTx57kWXDjGdfiReSx6hQPGb1bi+60npN2tyMv+2Z/nje2Xi5Rp+Ev2dUdjc3GFbfcYxGJRJlNjGW5JaJSkMeSl199cu5tsVHsafs09aB9yHHjmP5B+FuvFS9p+5obOzKSEYslQAFVegrt+WsTCMjiN1lu41/401nzY9HWhs7jFJHY2WCfo2P30F/Uxl+dESXCVxjEJQK48TyRI3Z3ffbPc428WVcTsLWjkNP5eV18qwanCF31gVVrrPb2/Lt0041XvV1XV9fqU/fQdUvTO3ubm3wNx4Sq/Bx5G4cZYkROVK1kTXJ+FK6p65Yzirv6VnVeHOPUIkB+S+cr+aV/ugVpd2UfgY4kByqz4haRtynF8U3RjQLHcRGOHHXeP6ONKfN9j/Ppqn4bWSVpyMdmbfpjv6627u8uJxgcY8fhK5ZXlPOZZq/YNAfUKSkdHK6pI+eLxchTi806WTiVFRaq6k4/9qK+1e2lnuLlVfdbcAGfoH6ay+La9vn50AL+vy+lv++vQ/jEg4bZtG27cAk/zTZHIlOpJdSArxV51wDX/AN/7aWIdeP00FLCkc4fo3+589NKAEJRkSlK7iDcEaBUpUyVfzzofjS5c7btbPhy91XX20kWsh7h+lY+edB0Q3oyPw2MTlKFbs2TKAWJ8OOGRfhWo40I7yc4fDImlyY3L4VzBl8Ubu3q8X1rmrXRs70RjLhGUydvMvbY1GhhGrzyX6mgnH1CR4gF3yRRkPFCeaYjGwrtXOK0d0+EYRau8yGV9cs4rxVfO9B2UjGVxeQ45ClNfEGY9Xnsp8623ssmirpS0DAratDR1567rQX3KOMYRY7kVJSNwbbTCVE+opVZ1zQie9Y9vNYP1xp5xjXwr+Z7KePhawebzrbW4chkcy8xtLPazJ9dAnjrz39fH7Oqbs+VfDE+EPhHKFW2tye2sZwGqbLOBy/7kYzhOHIwTwco24Y8uPIPH21z+P2rP/wBaB9sjyOV8bOXGuVeeN45VdX50J1bXV4vsLxdedU296JGZxkqRIpOuP/nZXx8iwLKvzpJ7dKcoteRaf/jjrQISrrRk3VFY9/3zoz3JNCrV1bdeWvbOdC66fCY+fv8AZ0D7G9xbYxn7RlbH7l57fvqfHF/bQ1X021zaJQjQtykRPhLoXuTVB5caBOOLs7qvP1/z9sWus6ZbrBj98rn5/wC2gr/ENs29yUCcNwjXx7bcHB+VQX261tdvo/47vbUCEGHEur2dqTlV+KUFcr262g4CTTAaJJdtDTjl4S6fqDqcjOGz3r/K107myc2MH8QtIoJyB7B6sOn31z0ecfbQBqqPPfz9v2rV/R+qdvchuRjC9tiglixf5iVj4s6+WpbcSpWohYEbvORb+Gi26eq82acTsSuSEV+ICqZYrN1jyODyFvW+rdzcnNIDNVIwIhyb+EOvb6Y1Oe4pAx8NgEQct5TM8r3daruMfgk2coZIwIAlwKuyd8bZFZZeTUNhCRyurLY/mq8sbrNXV6BpbdRzhvBReLJcm7jSGEzb99unVInsYp4x5Y77xfmmtU2yPN5EpLGXEySZy/Kyt93li7x76gSe7+mg0YmbaoxY5yFFGGlc0YfNDauEoSjKMqqXSgknEiQX0NZKT5mj6rgJwbuNyuFEZLmMbVQo+Kxbr6t/EvXfitm3t7ZckNuHH81YW1YnHArVtd6CnrNuUpm7MjW7e5I2mPwxdxJXGNm1nAIFcca4Rx19866za2pbvHnPa2V/POPOUSv5owrk37e+uMdA8Hjxl8Ms/lc9JiQZB/30JztWgtWgwZ6LtA60+7E4wTtG/iJZJIYoYY8K33gaAbTJ+GLlaD4pft333RoElGsefrf9NV/6f4VbOuLVxVBTl4lSNZ+2lnx4xoR+LlJcLZXH2oS/rp/+pfwvw+U+JPmQv4LY1KVf+eIl+16Cc4h1aZ4qUpfkFp+Vus7kqDwXWPer/oabcrjEuVl8ovVr/J9gu6686bc2okg5cvy3xwNltSek667v2yFPSej3N1Xb2pzKkyIR8RCU6ooARqsCa5yK0duAPr/z/XVv4fvz25k4bjtzjbGQoiF4TJfX31zJ76BhZUWvgz1no9i1fvoTgxWKUiifMadZK7H3Po9f31pRqr8l/roMuq+q9O7e47cwuEqkRlGXXYSjcX6lmm9JuyhKMopicXN18LZaZrvpHGoJ9tA+7MVBkQt4km0FxdYuqtDNawx4ox+JkJLlVFNnHpuxvxXz0Z7UiMZsUi2RUolxfip/mpc6VkuVvoy20FH2AA+mgWvGt3ow+g+ctYPHfn9fbS6DS025uLmWcB9gA/YNLrGgyav6v1EtycpzeUmsoDgAwYMBrQ3CBdSNwlGUZXRECxCr5XSN9eLzoer2ZwnKO4JMfiHu3OfnnQSvWNaKiJhOtGPegIOtqnqd5nOU0jHkrUI8Yl+IxMB8tbQIhnPjF6DMLrKhnJXV4GnyZ1WoxZEo8njIxKuM7obLJhXRhvvWjO+iKyDbkz4UK/CwuuHwxDl4+K0vQU29tgRt4TmCPLDtTjIeXC2J2ItpLqtcrQpZI9y6+p1+jq/rfUs5RuMI8IR26gAJG/iacybVkd6pDc21/wC7JlW0EGETvjiM2QNl8eXxcajXIiGg5YyDxyx5sL+VNuP3/cBZVW9/YG/P9vGk00oJXzBNA3JTy+658Y+mD9vlox2+mWIvKnvMTquzKH31TZ3YVJ3LksJcaLea4ZKlGZN/F1SZshZxCs25vsxRXiqk35v5aB4w/K8onJxm+NNXILQzfTdNalq23Bqy8vFot6v+z17an2+Dv5H7aBuC0Ba+Bt7qqMjY4+n3acovADiUE1kyuVtyCvhKQ4l/lu86G2SixVlCxlGVI4sGL/8AKLHkdI+2ljC6I2yWuJH6ceNNqt4r27vAU3vw+ZwZkaja0yujmgVZdoNYq3zqZRIsuN9LVl9KdabclKiL+WF1iqtLvF91376EtzCNKytlnl+r4e9Bkavo6/z/AH0+xTUaVWsLapUSi7pzgtutaW18VDFoMkjjkPMq8uTxn2vT+u9Y7nASIQ2yBUSKkVblR8UsuXPWcaB3ZhL8M2ucpSj/ANw4mJW4hT8UarLXbobxLbJ7coAvHLGkI8urL+KzPmjXu/6D/jOz6beZbpxw1OmSLVY/XJnOj/rn+Lbfq9/lskmMIUyRuh7fYGX76D81PaRTEq7Y5PHk8ZNT1We7cIx4x+FWyJyeVYlLtCsHi331N0GnH2fB+51p9uNGUqQmHOPcpaumvNaFmbG/HtVPecZ4/v8ARXQFPn/n+f10E00koopzbfftjxWn3IlQ4xkNJJUpb/lwcQEG198daDM+RTKiAsIrJLUsh3xXMm6MPyNTiGbaoxi7bMfLCt/KvOtI1mr9z9NA/ptuMpRjKfCKhKfFlxHtoy17GhvTtvH2AKCjAHg/x0qadjRec3SdJiz386CWmlDA2ZvF5xXZ47/Z0CN1V3/f5awe+gt6r1BPi8YQYxjDjCNDxPzSzmb5XvSSoKikhIq8apq2Jfs2Wd1oTrxdfOr6zkPe9GEI8ZLKpFcY8V5Wt56jXz7vQJomtKKNOtoGlJW/6Y/Y1tPHYk+HW0HsbHofSbnp5bsvUGxuR3CMdr8OU1g285InKZ01Q8TBevI3Z2QIM34KRAbVZRONso4O8/LGoSEsREfOE9xPfTS6GuJVXmlP75MHy0CxhaAWtAGVVwHu6wvj6mjOXJtYl1mqCirqJ8s0W95XQIo0vFp7+nWPfr2zmjOgbeiixlFjIUkIiJ3Y5G+yjU9X9XtzHlOPFlaD32jYtmR7+ukjA4yeWSqK7zTXt3f20Eyq+d9VqkNspZLH4Vj8N8kQ4+Kxec9fPUg0y46bxTfinxWbxm/Hm8AWzp9yz9Gnzj+ut+G0vtns9w/qmjwYuSsWX5HpPc0ugM53n+9/1+dv30xu/loRKzybsVsquOKPtfnWixC88rPp231n/wAfbz8tHdiPKQxMnwFlcuTUbu4xqrW8x7zoH/6yX4n4l8ZL3HHimtSjVJxzim3AXeOm8d+2ttioHbgzXeO/vrMSu3ldVWKru77usV879wENtkkQWSgAKqtABlVxRq++ARgw4yL5ttyvJh/LRjHekd2TGIrUL4/Lk2/q6bb2GRKXKJWficybL4hlfivNYJe2glWjXya17uz/AAvafR7vqDfIpuRgbLmchzlKEsvrx8teNstTGoypEJFxlT0nkaqvN6CN6PLu835b7vv5v199aRn56MYjeQQvL38jHbj9HQW257ZGGdyM+TzkUxIIBxjhZfnu5A4PnqUtulGmj+VEyYyWeT+nekjougvCO3xzJZPgPy1ywqg28XF/USldz1M5QhtslhBkwiuI86ZUeLov6aPp/TS3JxhAGUkD4iJbVXKSAfNrU4SM2XhrNZ8Pz+mgfhHiPP4uVceL+XiPK+qtSu8XqX0f886aOZGLz15c9Yyr1pWCdifU9mnQAf10ZH75/XQT/L/z21q0Dbc6bofqCZK6ca21V5L+Tfk7xnDT9tYryPXvX08fTXX/AAaWyb0P+oJO1yOfBCdf+q6Di1q12evdllF2CYeYzSSN4+IAR9qx7uuaQFkipDWEqxzfy760CaY22mVNCC1gW6F8LT+joUVdl3XGm6rvqq8d3rr2P4hOO1PYt/CnIlKJR8cRIKotC9edB1ek9b6WMA3PRy3Jncz1MoX/APqQQ/XW15nH562gO/z5v4hJndy58uSufivNvz1Tc9buS2o7MtyTtwkyjtrglLEk9mtbnJm8p8uQE9yQ7lCx+JUZCUFmcId5hIpaRLS/f5g5B+egEbKRp8Zzj+mqel24soi1HuXxEcGWlEJIUYcp3pYQX9F/Qt0OHw8vnThx7K9Zz5v4XQGU2X5pLUaOTeDoL6O8axu90RLiRfhHBWS74y+H8xnL7ulUaorH6/P/AD2026RPy8q4xu67oZdfy8uvtoElX09+u8/t1rTlb2tYL9jo+Rqnp2cZcoDyjbYXVGfsGljsLGymrsL5RDj8TiiKyoz4esWHZtbc9th+JtxlB3GiVZdp4yGUfjIHLIIPZ1ZD1m1KMlY8YylLjxvggj8K5lGmKX4TUdgORcWRZcRpfkNNfo60oNEk7X4urSrPtY/fQKPvomaP7/74NNtTT4qHCfFEkfFFOnz2j4QfGm2tv4WUhr8sUlEqdWWOWND/AL6A+q3uby4xh8MSoR4nwgXXu1a+VdJKV18j5/a7+x9jShfvf+f86MEqV3dHGnF8j82MlX1Wa9q0HX/Cvw/xofiwlu7fL4owUlI88WrH7a5okWXfGPhc17XWtyYpks66ke/zHvWKIuBWqbbK7qms9ZvrxoNGeE+n7X/vobkUw/L9yz9tD/j5Z/y9DQPuDFRBRbRv7WPFPp+uju4uHMkD3FeK12WDkrsNLLbQJIg2Raoaq696s/XRluySItkRInsKyQ+6v30GnNW1Vx224AC/kAfbWjWe7r4a97O/cq+vNaxFRaUO2ur6t8XozCqsW6wPXiurtXs8GgQ1Xbi56BM3jBn90NLEKkqCVQjbbmqKKM5/roH+ffvQNCEeQSlUbLkHKi8oWcq9rzWmJyoSTUV4lvw/zY8FtuHsdH1HqWZASJwgRGMSKgtMqPilmrc0GpCmSzsss8Zz9H99BX0kCUo7axgSmXOWOPjK9Qzb9NSI5+JxjJl6xRZetEtbawttttWH1XTbxG48Ffhjy5AfFXxBS3G+nC+xoHh6TclCW5xkwgxJSpqLKyAvi+KH00s4FKIkZUN1JG6ePtj7X9NaW5fLwKtRxG/GHwW6k6CnqdlhJhKri01KMj7SisX7OlhJjdY5RT6l5/pWhuGclfLJ/XT7W5V3X5ULiS79r6fn40A2JRH4osinBLjlPhbpwNNedPv+plKMYM1jtibY+CUmUq9rkr99T2+NjK6z+XvrHfzr99Z22uWKuuy+r67rHdVoCQf8TW0ho6B47iYtBEePbm6lkssO/bUyN9eO8/5+2m4Nvmu0z5q79vn9NAq/loBXf+fprRm5BQu6v26+5b+uqen21li8CqGSIfE1eaL0LZUBaGPejkuD635670FT08pwnusotTCVzPxFkSkyI/mkfCrLxZfeueca7rocI/mBOnDT12dOdU9Nt3I5XGNhOVXxFp9s94Ut0YbjCZKKEgKaELjkREvKfXQKbkiAEnjyWr+G6BePS0h9NRj/AJ/xqnp4KtA8Yyki1gG3sujNd/XQuzu/f3w15/t/bQVfUXGMSMY8RGRiUrldyV7MBVYPOh+DiZcHjI6RlL8xcK/NAyqY6dSiats1dMuI4XsBw2GZYXBoIkuqrDd+fH7Ffu6rtZibcYxZLZKqkV4JXXGi6fOovj6Z+Xy020Rzd9Yqu/F340BLDHSU9e4/UyGk17n8Yl6T/p/T/gEze4v4zJGN3ij9deLJvP8Ax58B/TQHb2pNVFbeJQtvse7kx89LZ3d2Xj3zX9tW2vSspx2xj8cogsjjcmrX+Uvu+jR3/TkJzgyLgyLPiGUcNJhio0+2gQ3TjXEbrL+Yq+qem82PR7aWcjGM+W7vOMeKMfbVd/elIiXYXQRI0zbQoz8S1+1aGztKsakIT5HEs4RVMpXTftXlK0EU0axfjr9b/wBn9NDT7cq8pYj9H3+V6BtrcalHlIjL8wdSY2x5FgnLy9WpfSgXj+rRpbrXR6r05t8TnCalyINkb/lZdMu7qwxlvAc5o60m/l4wB4/rrp9fvE5suBBe4QiR241gIFrVEe8rffeg51P8/wA+mjuRBabLw9X86cmj+I8eItKKXhSwa9wkn3ffQpPcsfuefroLes3YykSjtm2cYlDJFjEJNubXL9dQ10+k2vhlN25ShBiTRoCTguvhlLihJvzh1Eh+VkSIq5ruk5cboUsxfk60Cac2vgZeBD6rkK+gt/TSLow3EusWI4Onv+mgVlowqzlfGy67q81eLq+9PseoYxnEXjOISBQakSLD81MTDqToH3q5S43xt48q5VeLrF1V1q0/TbkduM2NQ3OTBsb/AA2pdZKXyaltyiErjanwtpxbG6MOLKffUq0Hbseu3IRIx3JxDwSoy3rahGB/5H7/AO2toJGngHLNpea7o9r/AL6WtdPpdrblt7rKZCUQds4MncWQMeQ1ABZWnjQc2mlsy48uLxurrF1dX71nQ/EePHFXy6Lug7q6x1daV0DNh5Bz5Bp/RLH9Nbf2pRakU1fYv3pw4cOf11pyXv8AajtXGKPOm3aZXAIkn4Yi/DmguXfjPz+wCzjT7JWtO3K3g7fBgq/GtuQ4soyCxY1f5US6pp6TyZX2dL/n+fvoPf8A9Lf6fl6vejtRkRXNqVgtyeesa5v9RfweXpt6ezJjJhhRK1z/AMO9XPZ3IzhKpYyeL/o6l6/flKbKTyk5W77z3oIVV4H746fb7P203pfTz3JxhCLOcsRidr7GpoX2171mvpf7XrSV+J83483bXjz40AJdabcHC/zfEUn/AJJ4/K2OGvD0lrEPeu/2Pl+n31iOgMYq4Hy/YLf0BdNCXzTu0fDivHz85vW2+OeV9NUmGsdji6sPnk0IV5Pf9ax5960GGusP199dno9rY57buyn+CobhHj+KVGLJiPw8eS8V7puq1yCxzaSKrxiu77PH6/rbY9NKUZSjEqJ8VyiKq1xioyesRHr56BNtCQgSDLGeBBWrEWwOkbUPGg7KRJYq07LsC7Ozsz1ro9H6RnHdyxjtw5yKW0lGAVeG51fjXJoDAPPtj62YfYq+tNvzGUkKuShagK4uSrWC1X30Inn7d+4/t/nnQmeMfU+edADT7kU7Trwj/TSxaTF56zn5Yz+mq+n2pbkiEI3KTUYnlegv66COrQ25T4/EdkDlMKt9l+GNyu+u/nqMW9Fesdfvnzn7Y9tA27BiyjY0o02NYwmE+ehKfQXR7vlC/lVmsRW08Zf1D+qaaETuV+QDu6xd/wAtv7OgIxIoxuTxYyJYiZ5DEMrjtKr56k6acKw2PSJVI5H56EJ1k7+37j3oH/E5zHcm5TlKuUgwLVnJDxZ141Tc2KgIrUkkccRKjTzFFc48cfnqDBq/F1+n9vnoS3Ggtoui8F1dHi6L+hoNoarsbcW2U+ADWOSypYxoRBquXRqYF/7aCtLmg+hraSMfpoaB/T7UtxjtwBllOhaLbVCgiv66Un1ZYVjOf7l6pJYjFhH4yMi8odiU1kem/tpfTemnuMiBbGEpuQqMC5Oe6PHegG/uinwxiF0F+ZKCrb2F90Gr+l3Xb+P4JcobgEox3Ks4smL+RziXYlnWuc3EyLeS7fyseKfRGvpjQEqqz5b8V1X1LvQbwuDrzltfu/X6e5oTlfWD2/p9/npjbsZF0VbjC3R3kw5+WklJTvrrzXn+ugxG8Aq9Bpt2Eh+KLFryVgx19k+o67HbmX6ja25Q2SZEV5hJL4qhyUFquu/nxcZSty+V793P6LoOuG5tfg8eFbvNfxOUm48cRImB5H5v/b5ajsfFuHd3fw0OMteBoX7ajy/z6aEjQPIhzfzcLlWTlWeNtVfV49+tTdMRzX+fvrMdA0yUeUHGfiBEuN+Sx7cnvoD/AF1pZ8dB1/V0pnQUor537+EwVVqN235Pqi8VXz6L6fPdZ6+nsaM226Lfag/Q023RZPkYa41+YHjd+L7TNXWgTcS/hEKO28gW3R2214Gs1bo3ZTnHmv38Z1pyvwH0+nn9NU4sJIhcVEaSzD05+2gn/n76MisYenGey/75P9tCLX6Vrs9d6uE9vYhDajB24SJzA5bkpTW5IZA4gPWdByNufaj9sf0027tyisZCJ2e2D/jW24x4yuSSA4nGyTyLtv4ajb03VY70rBAaw9aAJn3+mgmq7u8MYRIEWJLlIW53KzkLRRgqvnpeFjLwIfK2/n7Rf00Cap6ecSQyjzPMbYjh8mSmn7abYhtsNxnKRMI/hxI2SeRyJN/CEbfN9alOCd/8P09zQYPbP2z/AMa6PQ+t3Npk7c2LKEoSqsxmVIz7mts7JwnObOPjboEZ3GyVoxOCt0+Nc2gfd3ZTVlJkqqqqrlVe1e3SOs6FaDVraLrLivF31n9e60Go0NbRIvtoG0NE0NBTa3OUjnKru5Nt46ay3VffTep3oSlOcYm2yncduNsIxRsJSkyxgpuxc+NbW0EL024RxV3m3x3ivNVXehraA7uyx7/zr/c0/p/Tyny4l8Tk9FChf6p1ra2gnKWDFV9f1+v09tLWtraCuxsMmoltSXPiMWT/APyP6anR5ax/bB9+tbW0A9/fx9fn7Hem3uPJ4cuN/DyrlXzrF/TW1tAujEyHz0dbQdO9u7TtQjHbrdjKfPc5qTGuAR6jVOfN65tbW0C6bW1tAHVd9jYRbCIWxItuZXV3UmRblA66NraABG8qnuYzWO/n399PtepYwnAI1uEeVxF+GXI4rmHzrsw6OtoIXoXra2gye+jd9/fW1tA+9vSkrKUpW9yVWihfnQH20kZU2dmtraBZZ7866PXesnvbktzdkznKuUntoA6+QH21tbQD0k4E4O5FlAkM4jSxs5A+FNel/qP0cTc3N7Z2nb9NLdlt7Yy5IxjGSN/F1Ib+dXo62g8aR40ZTXtWii28BQZ8HWtraC7KDajG1aj+Uz0WrX1dbW1tB//Z)
NGC 499 Gx in Psc: Area crowded with galaxies! 499 is pretty bright, pretty large, with a bright oval core and faint halo; oval shape E-W. Also in field: NGC 501 to the SE, bright, small round, non stellar; NGC 498, to the norht, fairly bright, small and round; NGC 496 further north still: very faint, small, elongated 3:1 NE-SE, gradually brighter core; NGC 495 to the west, fairly small, fairly faint, elongated a little N-S. There are another couple smudges on my sketch which I'm trying to identify. [in fact there are at least 22 galaxies to be seen in this group, definitely worth a more patient return)
![Image result for NGC 499](data:image/jpeg;base64,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)
NGC 513 Gx in And: Pretty faint, small, oval shape elongated E-W; slightly brighter core
![Image result for NGC 513](data:image/jpeg;base64,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)
NGC 214 Gx in And: Pretty bright, fairly large, oval shape 3:2 SW-NE. Core is bulging and brighter, with gradually fading tips & diffuse edges. It is in fact an inclined spiral.
![Image result for NGC 214](data:image/jpeg;base64,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)
NGC 315 Gx in Psc: Fairly bright core, small elliptical 3:2 NW-SE. I missed seeing some other small NGCs around it
![Image result for NGC 315](data:image/jpeg;base64,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)
NGC 2366, Gx in Cam: Large, pretty faint, elongated 3:1 SSW-NNE, with diffuse halo and almost stellar nucleus. There is a bright condensation just to SW of the nucleus which is bisecting the halo and is irregular in shape -- this is the KNT. To the east of this is another irregular small glow, which turns out to be NGC 2363
![Image result for NGC 2366](data:image/jpeg;base64,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)
IC 5217 PN in Lac: Stellar, small, small disk blinks with OIII
![Image result for IC 5217](data:image/jpeg;base64,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)
Me 2-2 PN in Lac: Small, blue-green color; slightly bloated star blinks with OIII. The middle star of three in an arc.
NGC 7640 Gx in And: Long & beautiful inclined barred spiral, thick & substantial halo with some brighter patches (HII regions). 4:1 NW-SE, very large
![Image result for NGC 7640](data:image/jpeg;base64,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)
NGC 7662 PN And: Blue Snowball. Blue, bright and round, moderately large. Bright bands looping through the disk, darker in the middle; diffuse edges, no central star.
![Image result for NGC 7662](data:image/jpeg;base64,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)
Vy 2-3 PN And: Bloated yellow-orange star; very small even surface brightness disk blinks with OIII
NGC 7832 Gx Psc: Small, fairly bright, stellar nucleus, glowing halo, an inclined spiral 3:1 SSW-NNE
![Image result for NGC 7832](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSExMVFhUXGBcVFxcXGBcXFxcVFRUXFxcXFxcYHSggHR0lHRcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFw8QFy0dHR0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLf/AABEIAOEA4QMBIgACEQEDEQH/xAAbAAEBAQEBAQEBAAAAAAAAAAAAAQIDBAUGB//EADQQAAICAAQDBgUEAgIDAAAAAAABAhEDITFBElFhBAUicYHwBhORobEyQsHx0eFSkhQVI//EABgBAQEBAQEAAAAAAAAAAAAAAAABAwIE/8QAIBEBAQEBAAEEAwEAAAAAAAAAAAERAiEDEjFBEyIyBP/aAAwDAQACEQMRAD8A/C99dnfE2z4GMqVUtdc7y298kfr+/pq2fk+06mfpXY9P+ric9ZHikiNmpIzGDbpJvV0lbyTby6JN/U0eRkgCOVCUDv2nDXDGUZOXEvE3FxUcS3cE7fFlwu8v1aZFHnBWQoFkut+V0/qCAbxsVzlKbq5Nt0klbduoxSS8kqMpkCJgtgEZVCjiyrYBEQYAFsgAAFkq9p/g0sOTfCk75bhWWGq/P1HuiAWKslAAT3qDQCP13eXb1i3eUuez8+T6/wBnxu8cH5cnByUmnVxdwapO1Lf6HHExTCxdpK1915FnMkaep6l6uuMjDNyXqYJWaMWBRBk05OqvK7q8k3q69F9DLQogNEKC6JQAAIAFFIVBhSiFARUQWAol/kCyAbUsqyq+Svl+rWul0dsfsnDCE+OD4+LwxdyhwuvGqyvVa5HCcrbySu8tl0V5nbFxp4s+LEm3KTSc5W9Eoq3ySS9EEcJdPUXTLiRptWnTq1o+qMhQMCghYJaAHocjWJhNcOniVqpJ67NJ5Po6MuD5bcWWeT51p6mLLqNwg2pNK1FW+itRz9Wl6mTIWxFWJ+in8PQXYv8Ay/nQ4uLh+V++v+Vcj881Tp+/oV4r0z6E8LXNkNNmSIMjZSUUAwjUY37/AABLGhSFAFazIFCFv+yBGs6Nxmqa4Yu6zd3Gs/C73319DmyxrO70yp1ntdp2tcvuFZAAFICsC5Ze/QjK5ZV9euuf3MgC2L+xGEKAAHTirR661+CSNYOHxSUbjG95PhivN7HOyGKQrZCighCDaiqu870rbPO/OvqZLXvqJJbO/wCs/uBGQUaUSjJTSSp5vitVyqndu9f07bvkZIoUcOV/4v6a+pVG/TPYqIRm4taProk3dZZ5ZXXlm6ZlhWSgBBPp/rNe/UsY3y55tLTz/BBl+d9tl5hUBUiMCusqvrfPp0qjUMWUdJNZ3k2s1aT81bz6swAOvZnBSjxpuFriUWlJxvNRbTSdb0zE6t1dXletbWZY2AthbkKBb90ga+U+cf8AtH/JQOdgM045J2vLdVzCMgAgEPR2TszxJKMaz5ukvNnq7z7HhYVRjirEl+7hXhXRN6jR84r6AgBgsQwIVhIuVb39q8igipq+S6a0Sw0Bmw2VkYULT9H96FZa58v5v6/QgEK1Xrn/AB/BCgQWUjAt55kNwcalfFxZcNVWvi4t9NK3MtgQsq2vRa86z9LIgwBTUeGnd8WXDVVWd3vyqupkCWAABUAEVH2+7vhnHxsHE7RCN4eGrm8sl5Hwz39n71xYQlhwnKMJfqink/NbiZvku/TySexzZZOzJIrUYt3Wyt+Wn8kAKgUllJARaB0hEKwomuE9WD2e8kbxcCttCaPnsh3ap+/ucZI6GQypNut/5IwhRAwANYkafR09VKk80m1v9PQiZAqkAAIAAClik7t7Zb27WX5z6FhBvRbX6eYGAaoEETr3zASOnicUs6jb6Ruk30vwr6FRzCYoR1z0AgKyAKK2DeI1+20mlabu2kr0SyvOvIDFFRGEyDSO2CcopXm/orN4TCvtd34e597tfYPmJOOGo0v23m+bs+F3ZjJzvZvTkr02P6x8J92xx48Kq6Me+var+Pd49jcHTR8ySP6Z8cdyyhOTlbd5t5t+dn877VhUzvjrYWPJIjf2/BZGaNEXEm5NydW3bpJLPklkvQR2u6vZW9udX5WNtM+f8UaTtZy0XhVa281a01bzFo5lIABYqyACyVNq76rR9UKFAAHype/f3AQFpglAaPodzdlw8SfDiTcVwycajxNzrwxavJN77H6Pt3wfiYeF81wfDVpn5XsWO4SUlsfpe3/FuNiYXy3O41SRLqeX5Sapte/f+TB65dnj8r5vzI8XHwfLz46q+Plw7HKeKnFLhimruSvilbvxW6y0VJep1hriensONhwcnPD404SjFcTjwza8M7WvC863PMVHNmruDiQ6OVaXmqd0751lln69TmVBhFBARqLMlQHt7LjUz+k/BHf/AMqSd6H8tiz6fd/bXBqmZ987HUr+v/GHboY64t2fyTvePi57fTRH25d88Uab2PhdtxOI49OYPkYiObO2IcmbogB1nKLjlFqdtt34eGlSUatNNPO3k1llbo5BoBr3/oCBlrLoVrLr5fz9AMs38x1w3lfFXWqszQSAI1hxTdOSXXN/gkYXuuebS/O5KAgNAAmLCexCIpuFXbVpVlpfrqZT2KVBvy5aV/fmQ2oiUGtcsk/Rq0yjDDlr7/0SQIrr2jCipeCXFHZ1wt0lbcLbWvrTOSFFCogN8xQR9DuXtcMOUniYSxVLDlBRdfqk453+10nUlmnVH6HtfxD2JprD7O4PxuMnhYEnGUpxbuMm4y4kpK2vBaUVKkfj2Isg/V92/EOFDBeFiYKl/wDHEw1JQw+JTm3UuN0/DFYdSfE01PJ2muXf/fODi4bWHDhlLEjN3hYUMoYMcNuLjNyhxS4pOL4k7XiVO/zfFRYSp8VJ1s1a9SYMyZlhv36FxJ29uWSSWSrYvwMsFypO8+WeVae+hGVSxRWlSzzztVpyz3sy0BUitqll59fTY1Vcnvs+Vf0WMuFftfEq0dx8W3J5LNXlJrmBiXvcheHK8ta1V/TWstTJBWQoKFAV0+4AFBaOUEVMQjbSyV5W3SV5ZvkaxJ8TukuiVLTkUVA79hwsOUqxZuEKl4ox43ai3FcNrV0ul2eatiypjCRaNUaja+6+qp6hWU6TTWez5b6e9TLRqjtg4Tk6W+nmFkeegkj2S7HJLNHmlAFmOegsvUgQLare79KIyAGRlT3WqIwL19/YgAAqMlILIsYNpuslr9aM2ard/UKjfL3zCAKO+N2OcIwnJVHETlB2vEoy4W6WazVZ0cDeLJN3GPCssrvNJJu+rt9LowRaAtPqUIs4+JpZrZ81zMFTAFNGEaQRtMuFC2YZ7OxRzRNdcc7ce7/02Jwwnwupq11ptP0tP6PkcMbsLjqmvyf1D4D7gjj3C0k1m+q0fvyOXxr3Phdncoqpyjv+1em788ujM719vT7Of5+38qeDn02bPp9y4HFNKnf1Z17uxlHHUpYaxc/0O6l0y/g8+P2iWHOS4fl5u45p66O8zrbWUntr+j/EXw72bC7PHG+YpzlXFBPdq7bXM/lfeL8TWSSeSWiPoPvuTTTbaap/w/Q+PjSt5nXz5p1f1zdcmjLQZEjpiqREEalO0lSyvNJJu3fie4GWQqElRBkFLKNJZrNXrdZtZ8tNOVcyiMELYGlHV8qytJu7056fglkCIFlIAqhgAW3zBLBQKSwQUAIDSZ7Oy4ii88+i/lnjTLFjNJcuv3PdPxVLDjV8K2Ucl/fXUx353/8AOjrmspXq1s/TT6H42OKaWO0Zz05Ph6PzePh68Dt8sOaxIOpRdp8mt0cu8u3zxpyxcSTlOTuUnq3zPLJmGzT24wvWrZqOI1n0azp6+ZzsWVyjLFEKmB6e2934mEo8cXHiXFG8rT3R4z1ds7diYrTnJypJK9ktEeZvMBWVi+n+s17z5kAAAAQ3lW93nyrKq+5kr29+9gIaUnmrdPVXrWl/VmRQUTFABA02q6+eVcqrXrZgrIAIQDtxLhS4Vdt8WdtNJKNXVKm9L8T6VgFQUCJYCKioiBRpMlkQsDRrGw1F0pKWUXa08UU2s91dPqmZjW7r3yI0CICACkCCABoACAWAFGpPJZJVurt56u3XTKtOeZKKFX5MvDk/FajWfE06pJau8jNkoBFbLBW65mWJZe/5CumPhOEpQllKLcWk0806eayfocxRvhVXau64ad1V3dVW1XYGGKAaAlAUCI0EA2FKNQg2m0slVvleSMHWEeJ3Jvzq82m1q92vyVHOwLLKqWt53y2qvv8AYAjvjdlnBJyi0pZxezS14Xo/Q86Z6u094YuJCEJzlKOHahFvKCbtqK2A8zBBYAJCgAKokRQDRk00QCFCAHp7AoucePKNq303PV35DAWI12ZzlhZNOa8Wiu60zPmphsKlEKQBYLeTy8umeZADLJq3WSvJXdLbPcjAHXtPZ5Yb4ZxcXSdPk1afkzkWUm9W35uyBCgABTIBIqlQBUGAAIOQAFZAADABBr39iR9/YAojNPQAkGUWQAAAFEZff2AIJ7/Bff3ACow9ACoMPUACAAD/2Q==)
NGC 1360 PN in For: Bright, bloated star with large, diffuse grey glow around it, slightly elongated NNE-SSW. Glow is slightly enhanced with OIII.
![Image result for NGC 1360](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUTEhIVFhUVFRYVFRcWGBcXFRUXFRYXFhUVFxUYHSggGBolHRUYITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFQ8PFS0dFR0tLS0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0rKy0rKy0tLS0tLS0rLS0tLS0tLf/AABEIAMIBBAMBIgACEQEDEQH/xAAbAAEBAQEBAQEBAAAAAAAAAAAAAQIDBAUHBv/EADEQAAIBAgMHAwMEAgMAAAAAAAABEQIhMUFhAxJRcYGR8AShsSLB0RMy4fEGQgUUsv/EABcBAQEBAQAAAAAAAAAAAAAAAAABAgP/xAAYEQEBAQEBAAAAAAAAAAAAAAAAARECEv/aAAwDAQACEQMRAD8A/IqKkplTwvCmVjxUTa2Kc2hyl3vxvxMlgCCSkASaqjJOLY3vF7xxkyANJTZK+mJGEwARCogAqLUolWeqv7rEzIAFWoTAgKgn57/YCAFqUAWtaNW+bp8oaEWmMMeuHmhGwAAIBpf15mQIAA0Q3K3YznSIi2U8c+HADDK117/cU1NNNO6crRrAgFnz+SF887ACCSpip3tbThoAQIABUy7utvMsQ627NgQh1W3e66LbraqdlM0ppfVEr9zthxwRzSAhX50LVQ75pOG1dZxfo+xkCp6X8y8wLu44KPIREgASBt0uJhxvPL6VMWT8wRNpTF4aTl0zwlrGFODU8UwMGsJVuGTzya5YojQajEA39vgUqQ6sFw86kArUeSQrEAQFYgCGqIzmIeCTvFsdYvzxwIGgAC/rzLMJw7PqvlAQ1TVZ2TlWd7XTlQ9IvOL5rIAFbIANvd3c96XN1uxCi2MzvT0M01Q54BimM/HkBCtcOuj4FVOE4PjhExlyZGBDdFKhtu6iFH7r3vkZI/P77gfT9FT6Np/rVeopqmy2dOzrW7CxqqqpvM5cAfMBTVUdcv6zBCogNe5AVsCwrzM5YRqZYKBCotKd466KUpektHt/4f0tO12tFFdaopqqSdTwpTzYHBbavcez3mqJVbpmE6l9KapzqirnEnnPrf5D6DZ7Db17PZ7VbSmmqFXT+2pcT5TJLq1JLGfTzsQqWOFl90rccfkqBEABQru76/cIgGq8bOck+Kyd8DJp3dlxcKXCV/ZGQLASx01XxmQoAEKB39F6X9Sp0qqin6aqprqVK+lOqJebiEs3BwZUXdLhrBaaW2ksXZdS1vl05vq8czJBalDaaurcmghJAPVRXs0q4pTmilfW3vKuad6qjdtk/wB3+recHlK17jICGqa2nKbTWas+Bkqq5X08jACAADWzrjhwupLUlaJmL4Yy8IyiMdSVRlPXy5kCiTWzdOabWcOH0szAA0mryp63T4+a4YqEAsm3XhCiFe+L46GKXHDgQDbqkzAQS4AdNts4VLlfUnVuremlS4mVmrqG7NHIrqfHQgFppntNy08vOJC7tpylrtE2xzQGTW9aMse8fhEbAELSpsgapThuWsuc5dr9AMpACkBBD6229bsH6ajZ07GNsq6nVtd5/VS1andyg+SJVsdNi7qT7v8Akv8AyPptstl/19h+k6dmqdped+pY1aH8+mHzNTpnBmqtm1EpptJqVimpTXMu22W7u3pe9SqvpcxMqKuFVsNUczKiO/pfSV7Te3KXVuUuuqMqKf3VPRHA3Q9Yt4gMMMM1s0m1LhSpfBZuCDJW/Fb2RaovExNpx66kbKIC1PTyZuAARa0lg07J2m3FXzIBvY00upKqrdWdUTGsZjcb3mqbUqXF0k2qflpdTmAKQrZAB0dUKLTKc45WS7uenAwGA59SGtps3S4qTTs4eqTXs0yKn74wsFOfwBYtMfgyAARrrjiu3nQkeeeXIBWGCAACpgGwnkEABDVdbbbeLcvVu7MgAy4vJS+i7gBFsen3ID0+o2FFNFFVO0VTqTdVKTT2bVTSTbs5UO3EDz1IgLNsOt55cAEW/qb6YvAhSAUhZsQAAAK2WqJs5wyjK9pMsAU1VTGaxdllGuDMADVUZTgplzfPLALOZvhwxz4kkb1om2fQCFtGsrtefsGiACxn526BUuJhwol5KcJfR9iAC+fBAABSAXzzzI0qTKPV6WiS8zbjPVya89VEeYGT6e39OoPn7Sk13x5TjudzXMFgNmGxCM8vz/T7AgFCj5/ghqmqGn+OmIGTTal2teFOHC+Yqqlt8cYhLGbJWS0JNvJy/HyBDVFUTZOVF5tdXUPG0XlXekSpuFOGC0vMLhdtxrqRIAAAABWwIAUCArRAKIl26Fm0eeXZkCimpq6s1dPg+IEgGQFYGlabJ2jJxN7amUvPMQyAaoavKm1rxDlX1tNrYmSqL+3Oc+NpDAhqpQQAD0emrg8xuiZhYllxLNfXe3mlK1sLJO97vF9cD5e3xLTtzntJN9dbGOecrBWvOItGc25Reft7kOborLXREYXU2afeMHoROztwve2nC/2G955yAhpOztjg72jHzUTplb2l+w2tDpqdNSaqTaaeKacNPUDKAK1ZR1useWShr35IFKv4l3yEeYhcvL/ldiADdd3jLd7KLu7UEppnDtnll1JGdrzwftliBAAAAAA1SpZk1RGc4OIjHKZyAUu/FfJGEwBaq+XaM5yJVoE4842Z29V6Z7Pdl0vepprW7UqrVKUnGFXFO6A40qXCu3ZdRGvnEggCkKapcqLLFy54YW4/PC4EatMWwm8N8+JlAAWTpsdu6N6EvqpdLlJ2bTtKs7Yq5yKiAlOmrwFau4cqbPjrcJXgVMoVK+PUVRlw9yBAVMhVr5wI2ABbdcrd7zyDXXzUCuIWM58OREQsgQrqbiW7KFopbhcFLb6sjK1ErhwunfivkCAFVVo5ZLKc8Vj5CABlbtgs3Od4s8rR7vSMtADpsNmqmk6lSs6nLSs8km9MMzC/Lx0/ggAFTAEkBG6m4h4P6stVlhyAyQ0ljp78jIFTKms1la8Q7Xdr2yt+YmRsAUL+iAUTYgAGt60ZWb5qY+WZKwCZUr28jmZAFTs7db25fyQtShxw4Q/dWY8/sDp6v09WzqdNUSowaqV0mr0tp2aObj8gIBHnuFxjTvMdcewgNgKY1z+LMhp0w7xgnjOKnJ+2RIAgZaVLS4uOHuarSTahqLRqrOfcDDRUKjTrly9JiFhbIDEg1U1eFC4YtdTIFrS4z34L8x0NbTaOuqam23i6nLeV2zNLaw5dHYjA06bTfF5Wyi+efZcbKqGsU1hioxUrurlqoaSeTmOlnYlV3KwyvMdQMgFATMYLLyAvfyfsQAGCpEACQAAAAAtKm3zZd3gQCpEAABsqWuXiCYELJDVDi83TTVp+bdwMlDEAQ0ms+Fo558Ru6rD7TmRagFT/ADy8YTLu2nWPF5iiNARFq87BIgFNUwsU3isYhw4fRw+hho67Dcn696J/1jCHxznd6SByBp0uz44XXLDFdTIAFAF4z4yGtlEreTam6TSbWcNppPWGZgACFAkFSZGreZadQBd58Xay0XBd33FSWTnDS8X9xVTEaqeWOPz1RAK155zIWwAKrtKcZOOPd9y1uW3CWcKyXITllN+am8dX3JUBDaqURF7y8bWiFlg76mS1tZKLLCYsozeePNsA6Hd5Jx1cx8MbNJtJuFN3jC5LEyjW9aMpnxgZSBWgloBAU1TXVG6m4bT3bw2k0nHFJvuwFDifpTs8ZtNt6zxWtjBSICshYzy8/D7BAQrVp5rtj8oAC1q/iFK1WE30v3G6piVjE5c73S6FVPK7hXWmPBXxf5AygG8ueSm8Z54fPEAQFLL81AgAAfPk/YDAMDVFKzqjo2D0+l2GyqTe02245w/TqrlQrzS1GdtAFx4yqCFsEQsQAneYzwyelgEm9ntKqX9LatUrPKpbtS6pwYZAABQIAgBae/3E6fyBIBnV7b6Nzdp/c6t6Prukt2ZjdtOGLZyqZAAOm23Z+iWop/cknvQt5WeG9MaRgYpYEZXEZzPSLR9yACsjZX5qGwICp6T3trYKMwHnnuCFppmyltuElmBDVUQsZvN1GkLLMiDAhWVU2blcry/aCQBAUACpechFpi34x+V3CXnwB7PXPYzT+lvpblO9vw3vx9cR/rOBDyAy0ixDANIgACNV49vgyAAAAHfbfs2fKr/0zgAAPTVSv0U4U/qNTnG6rSAUcNniuaJT9gCCBgAAAAElAEAAAsgEEKygoyb2mPRfCAAyAADBQRQoBGn/2Q==)
NGC 125 Gx in Psc: Small, fairly faint, round, with a brighter large core and very thin diffuse halo. NGC 126 to the SW edge of field as a fairly faint oval / rice grain, NW-SE. very small
![Image result for NGC 125](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUTExMVFhUXGBcXGBgXGBgYFxUXFxcYGBgdFRgYHSggHRolHRcXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQFy0lHSUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAOEA4QMBIgACEQEDEQH/xAAbAAADAQEBAQEAAAAAAAAAAAAAAQIDBAYFB//EAD0QAAEDAgMFBwMCAwYHAAAAAAEAAhEDIRIxQQQFE1FhBiJxgZGh8DKx0cHhI1LxFDNCYnKCFTRDc5Kys//EABgBAQEBAQEAAAAAAAAAAAAAAAABAgME/8QAHREBAQADAQADAQAAAAAAAAAAAAECESExQWFxEv/aAAwDAQACEQMRAD8A/FEwUkwo0791bGypUwVKraIhxxvBLZAkCGgmSbea4ZQMpUygoDSOvl+FKcJQgITIOd/HnzVENixMyZBiItEGbk3kRoM9EXGACTAmBoCYmPb2REhAQtKUTeY6RPlKgqrsz2tY5zSGvBLCRAcASCW84IIWJXft+7q1IM4jXND2h7JsHMOrei4VVJde0VaZpsa1hDxON0yHTlA0hcq7qm1sdSp0zSaC1zi6oJx1GuIs6bd2DEc1BwIVPiTGU25xopJ5CFWTc2M/kiyRKtjBBlwECwMy4yLCB4m8ZKUH093bg2muziUqeNuMskuaO8Gh0GSDEEX5kDNZHdFYHAWtDoa4tL6eJoe9lMYxilpxPaMJgiZIAkrLZd4VaUcOo5sYjAyBdhk+PcYZ0LGkXAK2ZviuH8TiHHDWh3dJhrxUGYMnG0OnObyg6Hdl9rH1Uw3+8MufTAApPax7ru+kFwvyvldG8dx7S0PqupBrGgudhc0tYBV4JFnG+ORA/lccmujZm2bQ3Z+M3aP+o5jqdiQHYXkhpECm4sbIFjhgiFwV9713gtNV8OGFwxWfJDiX8yS1tzewGQCtHCmXWAga31M8/D9SpVOjQRl9oPrn5qCZQmUKqUL6Dt3EURWJbBcWgSMUgTMcrrhCtzjHTRSoiUJIRQgLaq1mBmEuL74wQMIv3cJzMiZyWJ5KLeAppALp2ptOQKZMYbl38wEmI9B4qo5pSTShQMETeSNeZ535pgjlb3UwmPVUNpGo940/N0NdC22yi1riGPFRsA4g0tBloJEOvYyOsLnhB07Ttr6gaHuc4NGFskmG8hOQ6LnTpMkgAgTzMDzPJSluwyIsU6bgCJEgESMpGonRJ5JuST43PJJDanETYeXJSEybZeJ+yAEQLoZw+G4ku4ktwgAYC2+PEZkHKI5lYN5SQDE/01UpVBV8Tu4YEzOK+LKIziNcvNBZ3cUjPDE97KZjloowohtJyWmzvaCcbS4Q4QHYYJBDTMHI3jWIWZabGM/dCBJoAShAwqeQYgRAgxNzJvfW8eSbKZNh1PoJ18Ei0qgLbTIuSI1ERmORn2KRTLTyQHWIteL6iOSgjEenshVB6JKioS800KBIcOq1FMu+lv0txOvNhm73Flkimx0EGxgzcSDHMahIonlKoxAzm8+0e8oCo8GIAECLT3szJkm94tAsFBCZKPO/zVAlWHn/AFvGiSZjT3RBC0ZSaWuJfDhhwtwk45N4IsIsb5yvr9mRseNw2s1MGF0cOJxQYmdJhfMNRoce6C0yLzIm0iCO8MxNucq65tXNASVVHSSTJkk31k6qVECAUJoBxnSMspgesoBv88EDx+BSE2KShAQEDw/1SXTRZTLXYnOaY7oAkG95M2WBSBRyCtlPW3qFEq2+Pz590o7tjolxAgm4XZvDdD6ebT0tmq3HtbKb2vImD4Beu7bdrm7VTp4WNYWtwnDaSOfqEx/Xqwxn8+Pzh7COmayK1rulZEj8fPma1XmpT4IV8I82/wDkPymohOEKSu7bdmLSQuThOJgAmYiAbyYEc728VBmUBqZYeR1GR0z9FT6LwJLXAWvBi4BHqCD5oFeNYB8pP62UBUGEgnQZ8uQ9VCoaccvgtH6pK6dRwloMB0ToDBkT4IIVB0SPxeMvJNrR3riwt/mMgfk+ShQUXckiVVFsuAJgczeFD0AFQeYIkwSDGkiYMc4J9VCoa/M9PnJWgSXQzYapbjFOoWw5wcGOLS1h75xREN1OmqY3dXkjg1ZGCRgdI4hAZIj/ABSAOc2UHO1hIJiwzPKZifGClC6m7q2ggEUKpDsJaeG+HB30wYvOnNZ19lfTAx03sLrtxNLQWixgEXvqqMgbRbxvPhyhSmkgaYClMIhg6IaCu3du569d+CjSdUdybeJ5nJLeW7X0DhqFofq0EOLfGLBNK5mvhaGsSCPDVc6oPIBE2MT1iY+5U0u6ZKkoxfPnyymVUNCI6FCD3u/dzkuOELLZd8VtlY1rqAcG0nUmkuwuAdUdUdBLSDdws4ECDH1On09XbRRq9+LFc/are9DaR3WNbbIWExopi6ZR4qp2jL67KrmFoaKoLGPIYOLTLHcFhEMzLiL4nOMm9st89o31mupgPYxxZLTUL7Uw7C0WEiXYiXSSQ0kkiVw7bRANlxkdf2RzTMenIHOeaRTQqEgICAFAJxZKEBA5Q2Nfb3QVTm6D1QIxJjLRJBUhaH2tg7SV6VMU24CwNLQHNxQS5z8UEwTLz9UiwsYRse938Zz2sph1SpTeT/Esab+JAOPEWucAXBxMkA2IBHxgVTSoPSbw3vW2d3BikWtFMYWGtgHDIcCAKsBxc0OLhBmTILnT8feu831y1z2taQCO4CASTLjhJIBJMmAJlcjyTmulu01BRdSxAU3ObUw27zhLQQYmwxWkJPsca2ZtRa3AA36g/FhBeC0EQHEThvduRssUE2i3jqfFJRVR0kk5m58SZ0surdGxirVDHPwNuXPscLQCTaROXuuNBCD1O27oNGhjZtbnMwNfhY3Cf4klpcC8EMMQTc4jEHSanZfCHu4z+41xd/CaYcKYfH94cV3YZbPO4BI8vCMKD1tTsfTD3NG090VAwO4Zu00uJicC4FsGzgR3QQTAuvJhAaOiJQfR3hslFlOm5lXG9wl7YIwHkTqvnnKYOcTpAGWWeXqhvhPTn0sq4TsJdBwgwTBgHQE6HOyURJ6oSQpsfpXbp5FZ3ivFu2ggr1nauhWfUeeG8kST3XGAAHEmMhDmn/cOYXlXbBWxRwqkw1wGB0lr3BjDEZOcQAdSQApj46Z1yV3yuc9V9LeWz1WNZxKDqf1NxOa5uMtccUk5kTFuS+a4qsJchzTay0DxEGYGLDGhP6T+qyVQT0/ZCQQgY8VsNqfw+FPcxY8MD68OGZzysucFaF9oGsTlmJiDmBB+WUCDtFezVA1wcWtfB+l8lp6Oggx5qqry9znQ0amMLR/tGXkOqyagKz5JMATeBYDw5BRiXTsNXBVpvIkMe10cw1wMey9SztbRwBrtjBMgvioWsqfxXVTia0RHedDDLJeTEBrRoeOkc0SvTbs7Rtp1HVHMrPJqsqNPFaHjBSq0xicGd4/xAToQyCDK+fv/AHr/AGjg9wtNOk2nJI7wblAaAA0aWJuZJtBHywUOCS1a2WkyLaamToorJJCeMjI6R5IEhVScA4EiRIkTEibidEnR80uVAihJdm7tna+oxr3im0kAvIMNE5xmQL5KwchQureezNp1HsY8VGtcWh7bB8agG8ZLlQXVZhJEgxq0yD4FWNrfgNMPcGFwcWScJcJAJblIBN+qxKQKByhEoU0P0PfXauuMTWimQTYlsltsIi8GLkBwIvcGAB5n/jR4tSqaNAmr9bXNeWOPFZWcSDUk4nMEySIkQFnt9eTmvnuKNV9Lem+6lemym/CG0y9zQOI4k1HlzgXPe45uJnMwJJMFfHKZSRChIhWArNPWPHlN8kGMJLenULQ4Q04hhuASLgy0nI2iRe55rIoBgGsgcwJ9pCQQQqa05oiVcCbTGkxPmRqkVrTjnOWkafAg6q+zsBHDc5wwtJJbhh0d4ASbA2B1zX0N3bC8EPAIIIIPIi4hb9ndlY93eveYjkvd7u3Sa78IHgteRfl4J+6pF7FfK2nYuG8YwS2RiAsS2bwecL9Y392XfQgkEHQrwm+6fdvmFfSx5etRIh0HC4uwkxcAxpqtth2M1ThaWixcS5waABndxEnpms6lNYvKiTW+pKlMlIIBOEIUCVFXSqANcCwEmIccUsgz3YMXFrg+SzvCAxJKotrfK2ec3UgIKdGk5XmM+nRAdaOs+mX391JKECQqn5ASQdb3ysyUAoCgR+fupCpIBBdML2/Z/sido2arV4jW8PvFrjBNtBr85rxLHQu7Zt5OaIDiAZBVmpex1wrn22kGuIBn7LjK2qvlYqMZekvo7LvaoyjVoNjBVwl0tBd3DIhxuPJfOQEl0yqFb6hJk/YD2AhZtKuEH19x7Xhev0rs/vsU3BwN1+R0XQZC+7su2WF1tY/V+0HabjAY4t7r8x35XxE8l9/s3sQ2qpwn1W0xBOJ5gWGq8x2gw03uaLwSP3Ru48fC2p91ylaOlxssUcgUQhCgAnCS0p1IiwMGYOvR0QY/JUVmgFNCDerSpimxzahLyXB7MJAYBGEh8w6ZNhlC501pReQQ6A6NHCWm2o1zQZiNcuSSZOSSAhJVw0kGoQh4F4kibE6jSU2kQc8Vo5RrPXJQMBXhRQbJHivfbo7A1q1Mua2wAJcbAIsjwjKMgyQIBN9SNBbM/osV9Xf27Ts9QscQY5fovkEqhlQmSlyhRCQgpINtorue4uMSYyaGjKLNaABkMgs0PPIR7on9UDDlvQffNc8K2VSBYxcGx1GR8RdaI9/2Y2/Y20Kv9pxcTD/Cj+b/AD/5f3Xjt6bRicZ+XWNbanODJAFiJGb+8SS+93XieQC5nPlHTLPc0jXVJUwiRIkcpj3UQjkYGd4tbrfLpqfJA8kkwilCF2VqNIUabm1SapLg+nhIDAPpIfk6eWi40DCZNhYZkzrp7fkqZVEWBtf181KFKIRCYb+PMz+CoLqUHNDXEEBwlp5gWss08R5m2XTwUqh3STSQUm0JALXZqga5pc3EAQS0mMQBuJGU5KK6tjaR3sLiATeCRYYjeMwLnkL5L2zu2W1tpupuZVYGhocMDmgYh3MVrYtJz0XnNh7UOoudwaNMMNR9QU34ntbjZgAuQThEwcyHOBsSDjvTtA6u3C6jSYMeOWYmm4YHYodD3OLAS9wLp1yikrHfPGe7G+nUH1XLHAdww/Mf4TY8jmvlL021drnubVaKFACqKwdZ5vWeHl3ece80gR/pb/KF5l7pOnkoNdrrB7y4MawGO62YECLTe8T5rFBKAmi3fQlCbjrl4WSCIMKAhEIBUHefz7qJVNfANhcRfS4NutlpCKbwJsZHUQfSSgfulKAQW31v0uZyQhzSOh9wgRQkUOQOULba9mLHQS0jRzTLXDKWnksAihBKESoHKISVYraD7nxQBKAktKjxJLQQJsJkjzgT6Io4TuR90KMfh6D8IU6cNCEIKxWifgyTDumqkOhCBuMqFUq213BrmA91xaXDmWzHpJ9UEtZIMaXNwLWFuZkp03YTMA+IBHobHNRCC7T06c4RCVOjSfPNSgklBTWEkAXJIAjUnJIt5q6pLpdhAFh3QQ0GPuYJ9VIMXB9OoiEEFCELSGExEG99BFjzkzb0PkoTCCmPIIIzFx4jJabZtD6j3VKji97iXOcbkk5k9VgU2Z3/ACirFF2HHBwzhnTFEx6BSY6n2uqewtdDm3GYNvIxdZqC6hH+EePW+caWhVTOCHDA6Q4QROGZbcHXUeRUgN1nyjkY948pUQgE5ShOPngqAJBOUNE5X8EQICSoFRUJqkIH8+fNEICYUUiUICSqGjySTQIIWlFwDg4tDgCDhJIDuliDHhCnM6CT5Dx1hRSLbSkrdymQDpkeon8Kq4ZbAXGwnEAIdrEEyOqIyhCYKSBFJXTZiMSB1cYGXNQtIYSVMBJtJOgAkz0UoKpuIIIzFweSmEykUUShCfgoFKeiSaqEQtqb24w57ZbMua04ZGuExZXu/a+FUbUDWPLTOGo0PY7TvNOYWBN5RSPRNpv+EghQJBTAVS5p1BuPIiD7FUTiQkhE20CUJuGnz1H3TCilCRTISQCBZCpz7AaDK3NFSkhUBbX9FEJIqtPkKUDIj7oKSaCSkVTz5eH69VK0gCZSV1DzvyvkAioTtfPO3KNfPJJMt91AkJz9klQIQhABCEIBEJFEoGmRokmgUIQhEagJgIAVBFQkqKkhNAhCZiOuv7JEKAhIoKFFMTf8/JSShCBwkqbEGQZtHLWZt4JBEOq0gxzANjoRI+6zTXXvXaKVSoXUaXCZDYZiL4IABOIibmT0lang5KbyCCMwZGvsUkSgKBhv4RGapjgCCJnXLnoh7pMqiSUlU2iBEzMX8J/RSiBNETlfXySCBpIhXSplxAAuZ5DIEm58EUi45fP69VKsNEEzlEC955aW681KBJpEpIHCEoQg2C0d89EIViVB0TahCtG2x/3jfE/YrGnn6/ZCFmh7Rn5N/wDQLIoQstEgoQoijokhCCSkEIWoApJoQP8AdCSFUfRqf8oz/v1f/nRXzQmhZjWXw1br/pWITQqg5KSmhagpUMvNCFIifnukEIRVIQhEf//Z)
NGC 198 Gx in Psc: Stellar nucleus, bright round core, small; diffuse halo mostly round. Pretty small overall. End of a string of other galaxies: NGC 200 to NE, small, faint, a little elongated NW-SE; NGC 194, Small, faint, round, stellar nucleus.
![Image result for NGC 198](data:image/jpeg;base64,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)
NGC 718 Gx in Psc: Fairly bright, small, round glowing core, stellar nucleus. Diffuse, very faint large halo.
![Image result for NGC 718](data:image/jpeg;base64,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)
NGC 706 Gx in Psc: Faint, diffuse 3:2 glow, uneven brightness. Stellar nucleus. Next to star to north
![Image result for NGC 706](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSEBIWFRIXFRUXFhUXFxUVFxUYFRUWFhUSFRcYHSggGBolGxUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OFQ8PFysZFRkrKy0rLTc3Nys3KysrKysrLys3Ny03LSsrKzcrKy0yOCsrNzItLTIrKystKzcrMjcrK//AABEIAJUA1AMBIgACEQEDEQH/xAAbAAEBAQEBAQEBAAAAAAAAAAAAAQIDBAUGB//EADYQAAICAAQFAgQEAwkAAAAAAAABAhEDITFBBAUSUWFxgRMiofBCkcHRBhTxJDIzQ1JikqKx/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA//EAB0RAQEBAAICAwAAAAAAAAAAAAABEQIhEjEDUWH/2gAMAwEAAhEDEQA/AP5Lw3M4wio/y+BNr8UoNt3ebz8/RDC5hCKX9nwXXdSz9c/H1Pnqt9PzI2c/CbqqCFv77GxAUEQQYIALYBQBKBALQCAAUAILKQosWbxcWUpOUm5N7t2/zZhff7kIuqQIACkDArIV0AICgCMtlUqIBAynr4jEwXh4ShCSxV1/Fm5XGdu4dMfw0rXko8jBVIjexAZClsAoOrp0t6yz0zIzfxpU42+l03G3TrS0YAIgLQAhUABDSexAgQFsBQgr0LKV+vcR1ur9dPQKymCi9gICgAQosCUCgC2sss8789iIAAi+xAyiWVgAQoBAAN4GE5SUY5tukm0vq8gMCgmVAEg0dsLDb0OvEcLKNWqyX/hNa8XkojNtGaKylG8KCbpySyebuslkYIEW/AoEAGm/vv5MnRYfy9VrWmt12fncK5tgoAhWQqAMhbAAAgFyre79q/ewxYAAhWwBrpyu8lSeavPeuxk1hTcWpRyadrevagMiiIoFRqKMnSCA+z/DuFOWKujD+I4pzcUl/dguqUvRJM+v/F/PY8VOLjhwilBRpemrPz3Cwlta29nr7Huw+Ft6Wcs713nKY+RPC7V97HnlE/QY/LWlaPkY+HR0lcr28ym0mtnV6bOzB1hhOTqMXJ03STeS1dLZHR8vxdHhYlt0l0Su2rUVlrWdF2fbLzIh2xeGnFJzhKKenVFxTyTyvw0/c4jdQoMpEFUAADUIOTyTbq6SbyW+RlI9vBcBi4rrAhKculuShGVxW91tQHioGqrUAZDRDUq2+2BkoAFbu33Ig/QMCMtgqX39+oEAAGkdsBW6OCPdwUM8yUj7fAcNdJI/U8Dy5VfSq97PncgwFlJn73liwo/4i2drzt7HD5OWOkm9PzXG8sj8Nzjtk0/0Pw3N8Dpbo/pPNcaPS0lr9PQ/nnPZ22jfC1nHxeC4/EwJ/EwZuE6a6lV09Vmeji/4g4jE6XiYluMuqL6Ypp56NLS5N+rs8Ezkzd4cbds7Ze/j+cY+PCMMWblCFUnWXThxwk8kvwwivY+caX0M0akkmSZAANUURA9H8liLCWN0P4Tn0KeVOSVuPfTM4IgI+hyrm+Lw7k8Gbi5RcZNbp6o8Lw3Sk18rbSfdrUwFblJsGADQAsV4CIAAAopEBqLrZPJr3e5m8tcu3rqA2AAAFR7eClmeJHaEs8tPzIsfv+QdTh8ibaTbVaJas/QYuPFQjJvX8/J/O+XczcFVn0MTnCa1Od4r+vscw5i6ahpu+yPxXMeIts9PHcyclS0Pk4kzcg5zZzNNmWaZCGmiAASigaWI6q3V3WdX3ozZChQMHfi/h9b+F1dGVdddWmd1lrYHGgRgIBsqz01IgKQAACyWbrNd6r38EsAai1navs708+TAAtgJBgVFiyJFCtxma+IzmkZsDq5HNshGCqQrIAFAAAGABCkAtENRjd+F3IwiA10sAZOmFiJO3FSVNU7pXvlujmGFWyFR6sfgWsOGKpRcZNrJ/NFrVSWwHlTAAEKQoAAIDeHC8rS1zd1krrJPN1XuYAAtksFAEZUwAIihBQGsNrO1fbXLz5Mv1AiBSBEBQwLFrO1br5c9M9fORCIoCgCBAJlYsKAhvKqrO9fFZoDIQRVW+gGowj0t9Wd0o56bu+xhoqIBWyAWAAv3AG8Rq30ppbW7en9S4uJaiqS6Y9OSq827l3eevoYDAhSGoza0bXoBEiNhlsKhQLAqg6T2uvfXQhCgZBu1VVnet7VpX6mQyUawcNykoxVybpK0rb0VszRCwowduMbc5NttunbzeaT1AxnXWGPFpJwWXl6vVmozj/oWnd967gGNrGOEsdXlCP8A2/cxLH/2RXldV+2YBuV0ySMAAjShoAA3ZAAK2KABHXBx4x1w4y9b3NQ4yC/yYP1vwv0v3ANufjLri88/oZsAw6KVEAFkRMAK1CVbJ5b+d/UyQAqm8LDtSfaN/VIAVkwsRRduKlk0r2eVS812NSxX2j/wh+wBqemL7cpu3b1ABFx//9k=)
NGC 741 Gx in Psc: 741 is a bright, oval elliptical 3:2 E-W, pretty bright core, almost stellar nucleus. On the east edge of its halo is NGC 741, like a small flame out the side of it: round, small, fairly bright.
![Image result for NGC 741](data:image/jpeg;base64,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)
NGC 428 Gx in Cet: Fairly bright, pretty large, 3:2 oval N-S. Halo is heavily mottled, seems to have a tail coming out to the north.
![Image result for NGC 428](data:image/jpeg;base64,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)
NGC 6518 Gx Small, obvious DV but relatively faint. Stellar nucleus, bright core; round; diffuse halo. Dense field. Close to a star to the west.
![Image result for NGC 6518](data:image/jpeg;base64,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)
Zwicky's Triplet (Arp 103): Noticed on Interstellarum while star hopping to something else (Interstellarum calls it Zwicky's Triplet, but I find it also referred to as Zwicky's Connected Multiple System--which doesn't have the same ring to it). Seen as a very faint glow with three condensations. The brightest was very faint and round; on its SW edge there was a fainter knot; to the north of these two, some distance away and close to a star with an extremely faint small patch, seen with AV only. Researching this later, the brightest is mag 14.6g, next to it is 15.71, and the faintest is 16.2.
![Image result for Arp 103](data:image/jpeg;base64,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)
NGC 5989 Gx: Faint oval mostly N-S. Small, diffuse with an only slightly brightening core, no nucleus.
![Image result for NGC 5989](data:image/jpeg;base64,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)
NGC 7463 / 7464 / 7465, Gx: pretty bright, pretty large, 3:1 E-W, even surface brightness. Just off the SE side is 7464: small, round, faint. Further ESE is 7465, pretty bright, small, 3:2 NNW-SSE, with a just stellar nucleus. There is a bright star to the west of the group; best kept out of view but can still see the trio with it there.
![Image result for NGC 7463](data:image/jpeg;base64,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)
Pal 11: GC: Faint, but quickly detected with direct vision. Near a bright star to the NE. Four stars seen over the face (just foreground?) of the faint, fairly large glow.
![Image result for palomar 11](data:image/jpeg;base64,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)
HGC 96: Gx group: a: very faint, small and round; c noticed with patient AV as a knot in a's glow. B: small round glow, very faint. D: suspected as a non-stellar point with painful AV, but uncertain (17.13b)
![Image result for Hickson 96](data:image/jpeg;base64,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)
HGC 100: Gx group: a: fairly bright glow, rice shaped E-W. B: fairly faint patch to the east of a. C: extremely faint, AV only small glow. D: suspected as a condensation / very small extrememly faint glow.
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100](data:image/jpeg;base64,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)
Stock 23: OC: Around 10 brighter stars arranged as a Little Dipper asterism, with four forming a parallelogram and others trailing off. No nebulosity; poor, no concentration. Not many stars in the area so fairly well detached.
![Image result for stock 23 open cluster](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSExIVFhUXFxcYFxcXFxgXGBUYFxcWFhUYFxcYHSggGBolHRUXITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAMYA/wMBIgACEQEDEQH/xAAbAAADAQEBAQEAAAAAAAAAAAAAAQIDBAUGB//EADsQAAEDAwIEBAMHBAIABwAAAAEAAhEDEiExQQQFUWETInGBMpHwBiNCobHB0RRS4fEzYgcVY3KSk6L/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID/8QAHhEBAQEAAgIDAQAAAAAAAAAAAAERITECEkFx8AP/2gAMAwEAAhEDEQA/APxsplx3zGPbolG6JRAV1cq4F1eq2k19NhdIuqPDGCAT5nHTSPWFzEzkpIG9sEiQY3GQfQ9EzUMBs4BJA6TE/oFRpi0ODpObhafJmG+bQz+y7ObO4b7v+nbUH3bRU8QgzU/EWx+H1U4HnyhJMKghCEICUK2VnBrmA+V1pcOts2/KT81AQOUihACASVveTGmBAgAYycxqc6qUDc2MEQe+FMLRkOd5nEA6uguPrGpUIp3GZGPT0hNjwC2RcAZLZieokZEqUAoG98nAAwBjsIn1O/dJjSSAASTAAAkknAAG5UpsJBBBgjIIMEHYyiNaLW3Q+QATdAzicRsZEdvZQ8iTAgSYEzA2E7+q+m+znLuDq0eJdxHEllRrL6bQ0kvcJkEn2+a+arAA4TZUlQmgJIprsocDVdSqVmscaTC1r37NL5tB9YXGrbUMFsmDEiTBjSQkEiN57/t+yYqutLZNpIJE4JEgGOuT81KcIEuziuZVagipUc4TMEmJOpA0BwuOUIljTiAQ5wdFwJBiIkYxbjbULJVCSjRJwmOiFUJJATQJNXAAMtMmC06QMziMz+ykhFJdfC8H4jXuuaLGlxucBdBAhs/E7Og6Fcqp+NwcDTuNFLqJIVVLcWzp5pj4szEfh01ykAcmJA1xgbZUqj0eC5RUr+IaDHPbSp+I+bQWtEXHXImY3heeQqp1SJhxEiDBIkdDGqhAIQhAITSRXRxvBVKRaKjS0ua14mMtcJacdQuZMlbcLwlSpdY0usY57ojysbFzjOwkIjB5Gwj3lKEKg457oq21BbAb5pPmk/DEW26ayZ7qAtuCr+HUZUtY+1wNjxcx0Zhw3B6LOo6STAEkmBgCTMDsiERBWtbiXPaxhiKYcGw0Aw51xkgS7J3lYoAQNzYwcFJa16D2Re1zZaHi4ES1wlrhOoI0KyQNW+i5oa4tIDhLSQQHCYlpOokESNwoV3F0AuMDGZIaJ2GwycBBBCAEkIGEkycae/8AhJA0JIQaMqQCIBkASRJbBnynY7e6kukycpBCC6tdzoucTa0NbJm1o0aOgE6LOUIQU+JgGRspQiUDAPeN0BIJlQSmhCoE7vr69EFuAcZ79OvRAE4/x+aBJ0wJEmBIk6wNzG6koKK7OZspMqvbRealMHyPc2xxGDNs+XcLmdGSBAnSSYHTunQruY4PYYc0gtPQjQpBxPupiVJQmhUJCEICULbi/Du+7vthvxxdMC74cRMx2hYkoG55OpJxGTONh6JICJQBTDj/AD39VJWlZgDiA4OAOHAET3AcAR7oITSTQIpwkiUDCRRKEAhEoQCaSZQSreIxvjOcY0gpspl0xmAXHIGBqc+ugUKKZdgDp+6S6uD4I1JcZbTaWipVtc5tO6bbg3OSIC5FYBCqfr00SCDq5ny6pw7zTqABwDTAcHCHNDm5aSNCuULt5ny80S0F7H3MY/7t14AcJhxGjhuFhwj2NeDUYXtzLQ4sJkEDzAGIMHvEIkYlMNmcjA3OudupUpwiktKbZSJ6n1Xocor02VA57S8A6XWj9CVLcmpWfH8ufSdDmkafmJH6rkLT81+lf+IP2q4biaNEUaLGmzzEgEiPLaD7ar82e5Z/n5e0EJJpLYduJ9lJWrKYIcbgCIhpBl0mDB0Ea5hArOtLMWkhxwJkAgZ1GCcaIMl0P4txptpeW1ri4eUB0uABl2pGBgqatGGtdc03XeUE3MtMecRidRrhZIBCEIqrsR3n8oSA7JIRDKSESgYMJIISQNCEIoV+E62+DbdbdtdEx6xlQujgmU3OIeSJa60zAD4lt+D5dRjOQpeEc5QQlKFVVedJMHUbHokhU1qJRaqNMxK+6+yH2EqcbRq1ALbQC0uwCZMge0rg4rjXiiOXE0GNFW/xTGCQQbqgB8quxz93kfZzkdTjKzKNMS50gTgaE5K5Oa8tfQqvpPAuYSHAGYjB0SocU+m4OpvcCDIIMQeyzq1i5xc5xF10kZJnYicyYWedbm6whJCa00ZknTJOgG/YBUQQYIIIJBBGQRggjr2WYKqdZkn6k+qgq9Int/lSEgqmGmYjTM6zr2j61Xo8o/pvvP6jxP8Ajd4fhx/y4sun8OsrznKaJKEFJA108vs8RpqMe+mMvbTMOsGsOINu2SuZMEjQnp6jp6IG8iTExOJ1jaVKFo6sSA3EARgAE5uydzJ3QZhCYQXYjugSbYnOiSEHp8BW4ZtKr4lN7q0sNEgjw2wfMKjT8QI2XDxdS57nQ0XEuhgAaJzDWj4QOmyyCCoSGwTuB6pIQqqnH/WyprWmMwczOgGrYIkknI06KG6/zomx5aQQcggj1BwohOaQYIg9EBenWqu4vib6lTNR4mpULRrAl9uMDoEvtBywcNXfRFVlW0xezLT6H3U9puDzSIMFd/A1qIp1RUY81CG+EWuDWscD5i8R5gRheerpEBwuBLZEgGCROQDsY3Wuks17nJftJX4cODHuAe0tcJOQQQvJr1C4yTkz6+6yqESS3AkwCZIE4BO5hSSpJO4z6yVTnpNcRoYwQe4OCFKoOEjHqDv19FW1cPSvdFwGpLjMCBqYBPb3CylXOsYnYHbp6JIEQiVoQoIVND2EEgxjpkfMJJpIppFEJFEMhSmqdECCZ3kbzt1xCgktWvF8Oab3MLmOLd2OD2nE+VwwdVF2IgazO+mnoplBrU4d7Q1zmOAcJaSCA4aEtJ1Hosl08Tx1WoxjHvc5lMWsBMhgJmG9MrmQAKD6IhCK0pWw66ZjyxnzToc6ROc6DChJO0wDBg6HrGsdUQlT3T9apJIHOISQm52mAIEYGu+epygSZdMaY7DrOeqSAg14eZECTqARIMZyNwmYOpM56RO3oF1cj5vV4SsyvSID2GQS0OAkEHB7ErmrVjUfc46ulxEbmSQNOuFE51iQg+qviQwPcGFxZJtLgA4tnBcASAY2WaqteHol5IlohrneZwaIaJgE6k7DcrNEK2vIBjQxOBtn9UFODLWwSXZukAAZ8tpnMjWYiN1CAEQgHGT/AAIVMChaU3b9PZWJX3vCfYN3EcCOJosc0sb954jgA8iZNMQIbEar4zmfAGi+wvY7DXSx1wFwmCR+IaEbL1uD+1nEM4d/D+I403atnE7rj+0HNxxL2vFKnStpsZFMQCWiLj/2Ku35/fvpy8faXHnUKAdcL2NhrneYkXFujGwDLjsFgvR4ajw5oVHPqOFYOb4bA2WvafjLnbELXknIK/F+J4FMuNNhecgQ0HOuqkm3h03h5rrQHDDjIhwJEdQAdZnfosiVT2QYUkJ01rSlSuDjc0WgGHGC/IEMEZOZ2wCsk5QoEUJuCAgGnORPbqniN5n2j+VMolAJlJNrCTA/hAR2TuJxnH0VMJlA4nKlCZKAJVOAgETOQZHlnaD6ayoVXbZjWO8dEAW4GRPTp+ylCAgNkJgHJSCCg0nTYSeybSLhMxImIBicxtMKqDhkFt0ggai07OxrHQ4WZRDdE40nE6xtPdUxpcQ0akgAdzgIDDsJxJ7IHdBu6m5lzHMBOWmclhDs2lpgHykTnHzXOV+h/ZrlPLH8FVdV4hwqhl1tsQ5rnABn92ImY1XxI4J1V720WOfa1zzphjMud0gBWZemJ5bccCpXw1UNdJa1wg4dJGQROCMiZHcBRUiTExOJ1jaY3TXRuX07GgNcKlzrnFwLS3FoDYwRmTJmVzlbcPQuvN7G2sLvMSLyCPIyAZeZwMaHKya8jIMIjSjTByXhouaDgkgHVwA1gDSQteH419Inw6jhMtlpLbm94P5LlSlZVRz6ldHMeJbUqOe2kykDHkZNrYEYkk5191ypKgTASCaBIQmikhCEAgpxjujZEKU4xKRCEU5SlOE7cwcdeyIouJaBDYbOQAD5judXdtYWaZH12SQCum1zpAExLtpAAyZ6dlNuP1+ce6AEDdUJAaSYEwNhOsesJAJ3bDQxPtp+qHOJknc+0+2FFW6rLA21sAk3BouMxgu3AjA2kqHOShX43xQIDhECdMHfuAqlejwXC0TQq1HVyysws8OmGk+IHSH+b8MA+68uUXJKpjWnWI0PZU1pNoaZc4kWiQdYAnQzKwlNRcNzYMHXQjpClbPa2Ba4mWy6REOEyBnzCIzjVYpBdJkkDqQO2cLTjuFdSqPpuLSWOLSWODmkj+1wwR3WCEMJaVKTmmHAgwDB6EAg+4IVVuFcwgOAyGuwQcOAIJIJjBz0WbsYU76CQiEKhoRKCgUKiI3+v5UlMGMhA2g7KqAZc28my5t0RdbIutnExMT2WSEHrcFX4amaxLajiIPDE2QCHHNZhBDpbGBvK4OLrmo9z3WguNxDQGtk5w1uAOwWCYV2mfKi+RHTQfXslJ/b26LalWPhuYXgNw4NImXAx5SBgwTriJWAWYGe+/6JJvaQYOqQn5fWiooHBE9MdUpCmVYJiNkFGg4BpcC1rvhcQYIBgkHcA4ws1RJI3IHvH8ZRTcAcicGMxnY+x2QSmT9fokEO7fygJQVvwzbg8XEGAWtDS7xDcMSPhxJntCwIRSXocnr0Guf49N1RppvDQ11ltQxY4ncDpuuAhJKisIaU22kGS67FuJBzm7pj816/IuSu4oOY11JhYypULqj7bg23y531jG5WbZJysjxw7uhoJmBoJMbDqVVena4t3GDvndZytIqU3AjXEgH2IkaKE0DGFdRrYaWkkmbgRAaZwAZ82IOgUFJMVpTtgzd8JiIy6REzo2J0zoohA6LWnw8te65oLLfK4w50kg2iMxGeiIza2dvrXRFMtzM6GIjXaZ2Q/XHQdfdQgoNJ06T7JIQiggpyRodR+XQ/JdXNOLqVH/eVfFta1jX5ixghgEgGAMZC41Ea02XANaHF5d2gjEADWZlPhaF5i9jMTLyQDkCAQDnM+xV8DwhqvZTBY282h1RwYwH/ALOOAFiGicmBkSM6dOqsEru5RVpMqNfWpuqUwRLQ62YIJEx0nHdclTYmZOojbEEJU+5xnWYmOgQs12c5q0n1qj6FPwqRdLGEklrToJOq4DnMrSrVLokDAjAAJyTmNTnX0WZCcknChUIFsmCQSJwSJAJHufmUXbTgadBOuFKaYKA2TLSx0ECWkyJkSNpaYI9CkdPbPbP+klBKCmqqOBiGxAAOSZO7s6T0GFR08o5lU4asyvSID2GWkgGCQRoexK5qtQuJJySST7pNAnMjX9MfmkDpjT1yhhLoY9hHm/C2AGw0lxmHXAZgkHOSMSueUINuIqXvLrWMmPK0WsEADAJxpJzqSs2vIQXGAJMCYHSdY+QUkIEqadcTj5d0k2mEDMITY6CDAMGYOQY6jcIIn6/ZBKEQm4d5HXr3QDiDoIx3z3yraGxkumRIAGm+euihx6abJILfGI6Z9c/4WYVMpkzAJgSewkCT2yPmgIpIHyVFhwhwREyhCoDG2cd9ttvX1QStbS6SGjytEwMRhtx7kke5WdRhaSCIIMEdxqkoLcXOkmT1xoBgegyB8lCbOlwE6598wkWmAYMGYOxjWDvCqqd8RkRvERrnTYLfgadI1AKrnBnmksDS74SWwHEDWJnaVyjP10yVYpO/tOkjByNz6d0Q2NJb/wC0bkAZ6TqZJwoSlCKoJxiVMpgdx74/0gISKHKj2GMDrk/vqiE7/fqtKvCva1r3McGu+FxBAcASCWk6iQR7KGsJmATGsD4fXomKhwZPl0zpqRHRBCssIAdpMxkTjBxt7qSMAyN/UZjPTUIc0jUEZj36fXRAEzn6+SSJ9EXBBVSMQ2MCck3HPmzp6dlI7rSo1xlxEaDQDbGPbVZSgYVsbcYkCTqdBJ1PYKB/j3TIIwUDqthxEgwSJGhjcTsVEKrTEwY6xjpr6qn0oAJI82QJBMSRJjTI0OfZCGS2yJl139oiAMEO11JxEYCzhP3/AMoLTod4j30UA1pOy0oNEi51oM5gn8h3wspVYwBM77yZxA+So+wpv5ceXBtj/wCqFT4nGG2kDWNsaarH7ScgoUaHDVqfEtqPqs81NgksIxGvt6hfLMcSMTE+0nT3x+S2qVQLC10wATIAtfqWgSbhgZ3nRX2rE8WJBY6CIc05DhoQchzT+hTqUy0w7BgHY4IBGnYhS59xknXJJ6nUpERtH1P7j5qNkgolXTDZ85IEbAE7EYJGIQeeF61LnIDGtLCYa5pMt0cxzBAt/wC05k4IESUIRWjOdUw5zhw7cgiMDVr2kGGzHm/DBgZKY540Oa4NqeWTBqCCTH/TTAEbQIg5IhB4iSEIBCEIBevwPFtDGgsmCWxiJeQQ/IOYaWnExoeghBL+alhqBgy4sBcYk2McxziP7nF10z111XQ3nlMQP6dtv3ctEQSy/JkT+P8A/O6EIOenzYNqte2kA1t/kwA657ntnH4ZZEz8AXT/AOfMLgX0GuA2J6h07dXEoQgxoc2pgtLuHY4NaWxjMtYJ0zlrjmfjKmnzVgABotMNj8OTZSbJNvWm7v8AeHM5QhBs/nzTT8PwhEEatjTB+HWcyuXmHMWVGkMotZIYDEfgvmMTm5v/AMEIQTy3mQpNLSwOlzXZjBaHRqDuQfZejx3OWVGXeF5i4CfJgNIcDNmuojTJmdAkIMKfOwBb4cstDS0kEEB1Mx8MaUz71HHdKhzhjA37hpIYGyQ0zESct3ieuTlCEGvD80pEx4DRBqPkWk/8b4GRGpB0jAwnwHH0nOYzwQ0mo9xPldFzXhrWgt0FzdZ+GY2QhBz8TzOk62KAFr3OBwLgXXAOEaRiFQ5tTBEUBAc12bZ8vhb2/wDpv/8As7ZEIFS5uwWzQYQC0kY8xa2o1zjje9pjQWd1nQ5hSb4v3IN4MAkQyS44EdC0ex64EINKfM6QqOqGhMtIDZbaJiDAZGM/knx/OhUBHgsgtyXCSHEQXNLYAMBux+ETKSEHTxHOKTajo4ZhAcQJtEiTrDYxDY7DeZXjcZX8R5dEA6DoAIaPYABJCD//2Q==)
NGC 2146 Gx: Dusty Hand. Large, fairly bright, comma shaped halo--very disrupted and mottled--3:1 NW-SE. Core brightens.
![Image result for NGC 2146](data:image/jpeg;base64,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)
HGC 92 Gx group: Stephen's Quintet. Components b-d: split with averted vision when seeing stills. A: Brightest / largest. E: defined but very faint c. very faint. NGC 7320c was seen with averted vision, a very faint, very small rice grain, seend 75%
![Image result for hickson 92](data:image/jpeg;base64,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)
NGC 7315: Gx: Fairly small, fairly bright, round, core only. Core is disrupted; faint thin halo.
![Image result for NGC 7315](data:image/jpeg;base64,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)
NGC 1385 Gx in for: Bright, pretty large, barred core, with wings of spiral arms coming out, most prominent is the northern arm; mottled halo orientated N-S.
![Image result for NGC 1385](data:image/jpeg;base64,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)
NGC 1371 Gx in For: Bright, ball shaped core floating in spiral arms; large oval halo with spiral structure orientated 3:2 NW-SE. Beautiful
![Image result for NGC 1371](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSExIVFRUXFxcVGBcYFx0YGhgXFxUXFxcYFxcYHSggGBolHRcXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0NFQ8PGi0ZGBktKystKysrLS0rKy0rKysrKysrKzctLS0rKysrKysrKy0rKysrKysrKystNys3LSstN//AABEIANIA8AMBIgACEQEDEQH/xAAcAAACAwEBAQEAAAAAAAAAAAAAAQIDBAUGBwj/xAA5EAACAgECBAMECQMEAwEAAAAAAQIRAxIhBDFBUQUiYRNxgZEGIzIzcqGxstFCwfAUFVJigpLhB//EABUBAQEAAAAAAAAAAAAAAAAAAAAB/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A+TAWcTh0ScbjKnzi9S+DXMrAAAKAsx5aUlSepc2t1ve3YrCwAdCHGNnT4TicEYRU420pvZbu5fZb9VyfSvUDmOQmdb/VQ6ZI+03qejyxWqLSS9nadXtulyumzJhzQ+suvM04ycLe2SLvTyS035evIDIDZ0OK4uNS06W28b+xt5YrW02k95KPb+rbcycbJSnNx+y5Scemzba26e4CkDuZuK4aTeyWqep+VpVGE4xScd0n5W66y60ZvEcWFQUsdbz8vmblp896ley+xWyfcDmiN+bPCXtElFanip6aqklOqWy58uZDjs0ZRx6atRp0q5RgvNfOV6ratcvUDGBtWWDwqDrUpX9l6nu71SrlVJU+fpuXcfxOOc46dKhabqLVJSlS2Sk/K1fry2SA5gWdDDlxRnOq9m00lKNyace9Opp0+ib6pUJ8RBYVFaXPlddH7S3bjd04df6Vsq3DHixOV1Wyvd1y9/UgXcNljFvUk04zXK6bg0mvW636Gzhs2Of3ih3ezX9eNJLRu5aZZfyvkBzmJG7jZYXFaE9dxvZ8lCn6atXPpWmupiXXawEAAwExgFgABYMBoAoLAAAABgAMA6AMQAAAAAAAADxumm0n1rv6bCYACQiSkwEwJYtOparcb3p066031FL0ATQJgIBscG07WzW6ruRGAN9QoeTI5PU+bOvHx1Lgnwn+nw28ntHmcfrKX9KfRfyByceXTdJbprdJ0n2vk/UgFhQAFgW8PxU4atLrVFweyfllzW/L3rcCoENLn/nyIgSbsshBU22k0lSp+bfo1y77lYAAxAAxyQrHQCQUWavJVLnd1vyqr7E8+WMowisai4pqUk3c223crdKuW1cgKAYDaAQmNAAiSitLdq9tur9f87kUAAxDJ4seqSV1fVgQHtXr17F3G8JLFNwlVrs9vgUAIaYCAcq/kQDk73ATAnCbW69V81TIANDdURCwCwsCWtaa0q7vVvdVyrkBEKAAHQAFgDGDAAolpHEmkAtHl+K/uVs6EeH+qcuuuK+DjL+DJJdAKhDYMBMBMABhYUOgLuGxQlHI55NMoxThHS5a5WlptfZ2bdvsUICVAEpN83YkTxSqSdJ+j5ciKAiFEgYCoTAABCYxAAUAAIYCAYFs4L2cXW7lNP3KOOv3P5lIEh/ESBASr1CMfVCYIC9Q25r8zo8D4fGUop5sSTaTty29/lOXD9C/2ru/d+QH6B4P/wDP+E/294tUW5pZfarlqUXTX/Wmz4b4p4VHHklFZ8MkusXKn7vKdiH0u4lcDLh1kejXFc960ybXuv8AQ8xKTk+7YFWTF/2j+f8ABXp9UX8dws8U3DJBxkq2kmn8mURje1pe8BPsILAAodDSJKIEVEdFiQ6ArUC2WeTgsW2lSc1srtpJ+arfLkHMKAzuIGlopnABYIRckpS0rq6br4Ln2+JAAsBMRKhADExsQA2OKsQIC+a+rh+PJ+3EUF0/u4fjyftxFIDCxDoBghIaAk01+vz3JKRWNMDQpvQ99rX6Ms8N8QlgywywrVCSmrVptO1afTYydPiIDt/S76S5uPz+2y6U6UUoqkkvfv1fN9Tj45K/NdU6rbetvhZATAY0gROgHQ4oIosqwIJE4ws0YeGbN2Pg/QDmezE4HUycKZc2ADG4kZIskuhCSAzzRBFkytgMSA1+GZcUJqWbG8sKdwU3C201F6l2dP4AZGJMLAB7b7fHsJgJgaJr6qH48n7cRQy6f3cPx5P24ikBiQ2JAMBDTAABMYD6EWMQDGkImkBKEfh/nQaREtxoCcImzhuHIcPi5Wd3wrh9TWwEuC4BvodP/a32PU+C+BuSVRts73EfROajdr3AfMOI4PSuRx+Lhue68Z4bRaZ4jxDnQHHzooki7PIryNUBmmVtk5MjODi6aaa6Nb/ICLBsYmAgscRNAACLuFy6ZKT6X0vmmk6td75oBz+7h+PJ+3ESfsvZf1+11+mjRXz1X8KHxU7hF8rnkr0WnEkvXZLcy2BOEqafZ9dyWbI5ScnW7bdJJW+yWyRWADAQ6AGwQX0EA7GhE82TU3KkrraKpbKtkgIlkUVosYEoovxroUxapc7t326VX5/kaMYGnGz1P0eaTR5jCdvw5tcgPq/gXjuPEkpI3+JfSiMlUOXU+b4eLpbsp43xalSYF/0h8T1ybs8Xxma7Zq4zjL6nHz5bYFU3vuV5JDnIpnICDZLiM85yc5ycpPdyk7b97ZBsSAAsC/LjxrHCSm3kbkpw00opVpalfmb32ragKJEQGAWIKAC+f3cPx5P24imi7J91D8eT9uIpsCWp01e3P5cv1ZFAgQAFgNIAvbl8QFZZgyuLtKL2a8yT5qrp9ezAgi/h3j0z1qbk4r2bTSSlatztO1V8upQAEkybexWiwBxNGMzxa7k4zA3QydTdw/GNHGUi3Fk3VtpXu1zq96sDsZfEH7jLk4oo8Rlj9pJYZTeK/I5pKTXqo7WZW6AuyZbM7lQp5KKJyAcpEGwbEAgHEQCAAAbIjEAwEgQGjJ93CuWvJ+3EZy+f3cPx5P24imgALJwyUmqTut2t1TvZ9CLABIEOwENiGAxIAAlY1IjYICaYJkbGBYpj1hnjFNaJN+VXarzdUt3aXfqVAW6yGsjYgG2El6//AAigAGJjbIgAIAYF/BcDkzS0YoSnKnKoq3UVcnXZJNmnieHiserQ09mnqTX2l/27Mw48jTtNx6Wm1s+a26A8kqcdTa7W6+QEECGxIBhQBQF8n9XD8eT9uIoHNuqvZW173V/ovkJgAxIbAEdfh/o1xM+Enxscf1MJKEpWlvstldvdr5nIL4cZkWN4lOXs29Thqelvu1ysChoKEMBxbXLsRHIQDRfweKEpVOehaZO9LlbStRpd3tfQoCwGNCsEA0xWIbAGAgAadO0dH2GqEpuDb0tuWr+rSnf2t1u29r/tzCSySqrddr2AR0fo94PPi+Ix8PjcVKbpOTpcrd/BHNHGTTTTpgdji/B/Y5smHI4yeOcoNxn5Xp03T6c29/7HJzRqTXZtfJjxZJK2ptddpNN7rl69fgVtgANgADFQCYDQIGAGlPD7Jqp+21qna0LHW6qrcrr0MyAKAk4OroWk9Lxn0tc/D8fArBiioT1PIl5pc/k96b9EeZAAALAGMVAA0IGAEoyr9BDyTvektktlXJfr6kQJWKxAAwBrr8PiKwGwBAAqAAQAmFASxT0u6T96tcuzAJJKt07393v9SIAAANxfz3EAAwL+B4ueGcckK1Rdq4qSv3STT+IGdDY5yt2IAAGADk27b5vdisEwAaYqES7ADEAAX4OEnOMpxi2oJOTXJJulfxLvCuMhhm5TwwzLTKKjO6TkqUtnzXNGRZHVW6fNdyIAJjCwCgAEAIKAABhQE8cE2k2lbq3yW/N+gECUIOTSXVpL3t1/cu8QwRx5JwhkjkjF0pxTUZJdVe9GeLadrZ9GujQG3/bMv/Fc9Kaap7WmnfL++3O0Qx8Dkk9lvvzaT8s1B8+zkkRlx2X/AJy+fwquVenIjHisiupyptye73b5tp82/wAyDS/Ccq5xUfs7tqvPtH43tXRkcfhmaST9m0taxW9lqcXOvXZXfqu6KVxuVX9ZPd2/M92lSb357Lf0RHHxM47RnKPPlJrns/mUTXBSqDbSjOSjdra20m+y2k//ABZfl8Lkk2p45bqMVGVuTlPQv5/x1nxcZJODbclBqSi3ts0+XQv4nxFTT+qhGdp64pqSppqne3JK/Qgs4nwHiIS06NT5eVpq99rddvzXdHPz4nCTjJU1Vrba1fT0Zox+I5ou1lna5XJutq5N11Kfby1KTk5NNNanq5O0t+hRBQl0i+i2Te72Xz6BNNc735X1Oxxfj148cMeHHj0w0SlvKU5eZ67l9l+eXLuZMfimSNbQdJJJxtbRhBbP0gv/AGl3AxRi3yTdutle/Zeojo/71kqksa6qoVTqKTW/Pyr4nPiuwCiL+QABh1EADHIAAh2JMQAPoD/sAANciKEAEl/n5B2AABAAAOQl1EABL+44gAB3AAASGwAB/wACAAFIYAAIlDmAAf/Z)
HGC 7 Galaxy group: a & b: small, faint but obvious; c: ill-defined glow, extremely faint, AV only. D: seen intermittently with AV
![Image result for hickson 7 galaxies](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxISEhUSEhIVFRUVFRUVFRUVFRUVFRUVFRUWFhUVFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0NFQ8QFy0dFR0tKy0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tLf/AABEIANUA7AMBIgACEQEDEQH/xAAcAAADAQEBAQEBAAAAAAAAAAAAAQIDBAUGBwj/xAAyEAACAgECBQEGBgIDAQAAAAAAAQIRAwQhBRIxQVFhE3GBkaHRFCKxweHwBkIWMlIV/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA//EABwRAQEBAAIDAQAAAAAAAAAAAAABEQIhEjFRQf/aAAwDAQACEQMRAD8A/FAAqUr69lQCAGCAvEk3+ZtLylb6bbWiUyoRu90qV79/T3kkU0AJDKgRQhoC3VKrve/HpQkgKSAEOhxGkA4oqhpFUUZsdF8pXs9rAxcSGjVxJAzkiWjVohogiiooqhoBqHfyXGI4o1hECVjLjjN8eM6IYAa5Y4jRYDvxaY3jpCWJL2+JEMCqBxdAIgYxJDABgNANDQkUgGikJFJFQItISLigrSCLhEq76233ZvhxGk1EcI3hZ6OPA2bfhWXGdeHLEZTiezn0552WBLFlcTRNHT7Nt0lbfRGLRFQkWogkdvDNMp5IxlJRTaTk7pb9XSIuudL+/qdcMS2p3tv6F63TxhklCMlJJtJq6dd1aRvpcQxN6aafT2ejp9E32N9BprPr+C8H5qsrOvB0nCG+x6EeBPwfpPDuD4oxt1sjl1ObFGVbBZH8sgA0uyMtEA2gAaYANABRJQDGiSkUUikQi0BSNcXwe3e9vUyRcWB1Y4noYY9DhwnfpZUzUYr3dBpbR7um4PKUb5f49Tg4RJbOtl19D6vPxmMcXs4JVXXydZHK18PxfScrPnNVCtz6ji2o5rfn+/Y+Z1cjHJri4n5RhLybyMJow6RPqaRtAsP5OfmX/bl5e/S79xMTLToxnq6M8eDO7TZaLrNfVcOyJH1Oh4uoLY/P8Gqo6Pxz8lZfear/ACZ1SZ4Gfjbbuz5zLrX5OZ6pjV7fGFY8ji7TaflbP5kgRswAAGADCG0UhIbQUDQIAikUShoCikyC4ut0B04JnpKS2a6fp7/J5Cn6fydGDUV7jcZ5T9fQaLWNdP5PQlxHZrbev6n2Pm1lvdPpSRUW/O39+5rtjHdqdVa6nl557l58qTOSeSzNakJsxkU2TkMtBVXe/pQRZFjTM41a1TNYZKOZzGpDEehDN3vp8zWOqXK1SttVLfbrf7fI8znO/V6jB7OKxwkp780nJNPwkq2KYU8j+Zl7YvQuElKM5OLr8kuykt6l6Pc4pSIR5kUIAKoGAIAGJDAoaEhoIpAwTAARSZA0wLsaZKBMo0TGpGaY7A3hlrubLUs4lIqy6Y3lksXMZWHMTRpJinmbSTey6Ebv6v7mdkF2W5dOpkmNsCuYVktisK0sal6mVhYF8wORnzBzEVhSrqKgAIABv+7/ADBAA0AFDRcVuQMIYxJisIqwTEgCqTGmQhplFATYWBQ0yLGgLsVkWMgqxCTHNq9gHYWOELjJ2vy1t5t1sZ2BdismxWFUDYSndKkq+vvIbApsViFZFQNoQyoBiAAGDQAAxDSAAEgCKAQJgOwsQWFUIVgAwEAFlY4purUdnu7rp02RmADsBAUOwFY4Sa6eGvg9mQwgAQAAhgAgBBSGgQBCAYgoG5dxAQFgA6KgAAoAXqXlcf8AVNL1dkUOgEAwAQxuO1/P037iAadCBoAAAAAAAsAAQAVYrEVBJ9XWz369tl8WApL7iYCAZSrv+5NiCnQ6AaAVBRSRSiQZ0OjVQK9mBhyj5ToWMPZhcYUHKdCxDeFhHNyhR0PGTyFGHKFGzgJxAyURGjiJoIihFksBAwsQAFja26/D9xAArBiAdjoQgGBbxPl5tquuqv4rr8SAAKCwbCrSLSBROjDhsgzhA2jhO7BpDux6L0A8iOnZotOe1HRehpHhzfYYa8P2BSwnu/8AzH4BcLfgYa8F4gyW6tt0qXovCPelwp+DmycPfgGvI9mL2aPTlo34Mnp/QI4YJJ7xtNNfZmUsdd+vX7foej7EzniKuvLlAiUTuyYjDJAsRytEs25Ve/3MmEQSy6JZFIQ2CAQCAAABhRzdhAOwhAXLE0re19L7+5EBp348Z63DdNZx4IHt8LpOmSJXfpdEqtnqYOHuXReBaVp7N16nt6D8r2Vrt/K7m4wywcEurX06+T0MPCEtq3O/8XdVcXVbxqxLUO7jTXf3/uLcanFni4Ffg3/4/wCn0PR4XrlF/mi/TY9XV8Wg40kl9P13Zjzb8HyGo4ZBbHn5eDJ9FfuPd1eaO++xyT1sVvXSuivqyys3i8HU8FS7fQ8PWcO5WfSa7isVt362n6vY83U63nW9c36+U/4LLrNmPm8umo48yPX4lnirS+R4WbLuL0TthlRyZToyzOTJIRWUjKSLkzORRBLKkyWZCEAmAAAgoGIYAWppNuvNb9PuZjAcpN9WIDXFKCX5oSb8qaiq9zgwsexgZ6GCbXT5Hk4ZHZjymR7ODWeUeli4m9tz5uGYt5bpXX99C6mPrcXHWtrdeL2/u7No8bT6v9n9T4l535F+IZdpI+8l/ka/9Ne5uvdZlP8AyOuj+/zPiHqX5D25nF19bLj8vNL13OLNxST/ANn8DwHnfkiWqS95cN17X4r137t7sx1PEFHeLt/2/ieLl1TZz5NQN+GfXXm1T79e5yTy7nPLIRzDDW08hlJibDHBydIvpPbOTM2ehxHhmTDXOmrSe/Wn0PNbJLqZhMQCZQEjCgpAAMAAqvd9yQAYAAAAAeljbvsbLIcftCllIrtWQbynGsg/agdbmJ5DkeYUs1lR1PKHtjieQTmRXdPOu3je3e5g8pzOZUZN7X6gaSymbmTW1k2BdismwsrNVKRrpcyjJOVtWrp06OexID0uN8RWWb5E1BNqKb5mo22rdK3v1PLbBskE6gsAEACGFBSAAAAAYCGIYAAABrzD5gAgfMFiABqdCbAAHjyOLTXVdCXIYBU2NsACCxgADomwAoViGAEsQAEIAAANtJg55KN1d/RN/sABWLNI41yuTvsl8b6+QAgzBABQAIAGAAB//9k=)
NGC 219 / 223, Gx: 223 is a faint, fairly small elliptical glow, 3:2 NE-SW. 219 is to the NW, faint, small & round.
![Image result for NGC 219](data:image/jpeg;base64,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)
NGC 307: Gx: Small, faint, stellar nucleus and nice inclined spiral halo, 3:2 E-W.
![Image result for NGC 307](data:image/jpeg;base64,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)
UGC 583 & 579: Gx: Both are small, very faint, roundish ellipticals. To the north of NGC 307.
Arp 308 / AGC 194: One double system of gx notice right away; two very small, fairly faint glows next to each other like a double star [NGC 545 and 547]. Another system to the WSW is fainter, also small and round [NGC 541]. I noticed four more very faint, very small round glows arcing away from this triangle to the south.
![Image result for Arp 308](data:image/jpeg;base64,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)
Arp 8: Gx Cet: Small, fairly faint, elongated NW-SE 3:1; seems to have a bright arm separated from it to the NW.
Arp 67 Gx in Cet: Extremely faint, very small, elongated, seems split. [In fact there is a HSB companion to the south and a second to the east in one of the arms -- the split I noticed may well be one of these]
![Image result for Arp 67 galaxy](data:image/jpeg;base64,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)
UGC 842 Gx Cet: Shown as a quasar on Interstellarum. I have the impression of an extremely faint, very small elongated glow with a stellar nucleus. According to a paper online: "We confirm that the UGC 842 group is a fossil group, but with about half the velocity dispersion that is reported in previous works. The velocity distribution of its galaxies reveals the existence of two structures in its line of sight, one with sigmaV ~ 223 km/s and another with sigmaV ~ 235 km/s, with a difference in velocity of ~820 km/s. The main structure is dominated by passive galaxies, while these represent ~60% of the second structure. The X-ray temperature for the intragroup medium of a group with such a velocity dispersion is expected to be kT ~0.5-1 keV, against the observed value of kT ~1.9 keV reported in the literature. This result makes UGC 842 a special case among fossil groups because (1) it represents more likely the interaction between two small groups, which warms the intragroup medium and/or (2) it could constitute evidence that member galaxies lost energy in the process of spiraling toward the group center, and decreased the velocity dispersion of the system. As far as we know, UGC 842 is the first low-mass fossil group studied in detail." Fossil groups are believed to be the end-result of galaxy merging within a normal galaxy group, leaving behind the X-ray halo of the progenitor group.
IC 1639 / 1640 Gx in Cet: Steve has it not! 1639 is very faint, very small, round, stellar nucleus; 1640 is very faint, very small, elongated glow with stellar nucleus.
NGC 430 / 426 Gx in Cet: 430 is faint, small, round, bright core. 426 is to the SW, faint, small, 3:2 elongated NW-SE
![Image result for NGC 430](data:image/jpeg;base64,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)
NGC 450 Gx in Cet: Very faint large diffuse glow, with a bright almost stellar nucleus; broadly oval E-W. [There is a background Gx, UGC 807, off the NE rim of the halo, which I missed -- probably integrated with the rest of the diffuse halo. Worth a return visit!]
![Image result for NGC 450](data:image/jpeg;base64,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)
NGC 442 Gx in Cet: Fairly bright, moderately large elliptical, bright core, 3:1 N-S. Very close to bright star to the NE.
![Image result for NGC 442](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxASEBIPDw8QDw8QFRAPEBAPDw8PEA8PFREWFhURFRUYHSggGBolHhUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFRAQFS0dHR0tLSsrLSstKysrLSstKy0rKysrNy0tNS0rKysrKy04Ky01KzMrLS04Nys1LTEvKzguK//AABEIALgA4AMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAUGB//EADEQAAICAQIEBAQGAwEBAAAAAAABAhEDEiEEMUFRBWFxgRMikfAGIzJCobEUwfHRU//EABoBAQEBAQEBAQAAAAAAAAAAAAABAgMEBgX/xAAgEQEBAAICAwEAAwAAAAAAAAAAAQIRAxIEITFRIpHR/9oADAMBAAIRAxEAPwDx+GcUknjhKurc1e/VJ15GjCk/2RXvk229TJFm3hmb6Y/ff93/AF248d11ODw+ntf+2zs4sXRL5jD4edjhkqvvZ4uXL31fTeJx44ce9Ko8Or3b9kWPDp5u4nUhFJbf9M/Ew35dGzjcJfjtOa5XVcLjsae/Q4XFYj0ueOzOFxqPRw2y6eDzuDFxM0DLKBuzmWSPd2unz+WM2z/DK5wNVDz8O4pNprUrVqrXdHG5O+GM050olMomyaKJonZbjGSUSqUTXlgl1T2T28+hRKh2c7GeSISLmitjbnYqaIstb6e/uQYRARIQ2iIDYhsIKGII6vBcNgnhy6skceXHFzi5t/m7qoQSX6ub3OSMAPaQkbOHkc2MzXhmejXp1485K9FwGQ7fC77e68+69Ty3B5PZHa4fi9qfJcj87n47vcfQ+J5WNw613lxSSrt3Kcua9+r5HPfE7fq+qTKpcSurtmMJp7ZMJO21nFZKRxeIyRv5rrf9LV305+Zo4nibORxOY9XFx2+6/I8zyZazZpGabJZZmacj1afiXKWpxmbfFvGMmdY45JWsUdENkqj2Objcb+aWlb71e9bKimUzlZ7d8bNHJlExyltf/CiUiaXsJFUxymVykGLS1NbrZrquZU2ScitsmmaTIsbJ5csXGEVjjFwTTlG9WRt3cvNctiMqmRGx5Zp1UYxpV8t7+bfVhEGAAVAwVdb9nQgIEAAB6mEjVg/gw4/PkXxyfToepzdTHm+hrx8QcfHMujkMZYyvRx81xdd8UQfFHNeUg8xmccei+VlZ9bMucy5Mt/fMollKpTOkmnjz5LaeSRnk/voSlO/UonItrkc5FUpCciuTOddcaJSKpMbkVtmWtk2VyY5MgyJsmyLJ5MckouUWlNNxbVKSTptdypmQ5L+SLYCYQWIBAAAXZIQq4yd7fK116jYpEAAAFuHhpyjOUY3HGlKbtLTFur3579iog7/xCyMzKpFkZHolYbI5CyEzGplkZC1ZNtep7velSb6K+RDWUaxaybb0slMrcyuUyDma25WJykS4mWO18Nz01G3PTq1Vvy6WZpTISkZolJlcmDkQkyNFJkJMbZBmVhNhkg1s042k1aatPkxMU5N823Wytt0uxlSk2+b5ct3t6EGNkSAIjE199goYhsTCAAJJR083rvZV8umud97IKxtAS2p3drl9eoEQYmDA6ykTUihMkpHXbOl8X/55FsZGaM+llkJEtdMIu1C1Fdi1E26dTnIhfmRlIg2alcMp7W4Y6pKLlGF/unelbdaTKm9r/jr6kWyLY2zo3IVisRNtGFDijRixGLVkZtBCaOq+G25GHPi8jMyXTHIimdbwXxWPDSyOXD4uJWSChpytqMWpWpbb/wBbX3Nni34kx5oOC4XTqljnK8yayKLjcclQTpaaWlxrUzNzymWuvr92POWDPS+I/ifHlhkjHgseF5FmjqhOLX5uWM94uCvTpaVVV7Hm3F1dOuV1tfaxhlbP5TS6REwsDoyQABADlJt2223u2+bZEAABoQG+x2VpjTNotUiyLKEy+lpT1fM27jTVJVTvk7JXXA9QrIWKzLZzZFTaaadNbp9mKTINm445T2k2RbFYgyZa4bJ9ylE0zNVdijZ6Dwnw5zapHH4OFs+l/gbhsetSyfpW7+h5ufk6zbrx47rzvi3hfw1VU6tnk+L5n0P8Y8VByk48m9vTofO+MlbJwZXKbrXJJKwTK2W5JFTPS4omufiGV4I8O5/kwlLJGFR2nJU5XVmSxkqwmvoRGI0yABhRAgGIAAYgNQ0yBZGDe9bLm+xrYLLEyokmZrpinYRYjufhrwB8W8iWXFi+HCWRvLLSpV+1eZm3Tc+uFIrsu4iFP+L9DOblcsvqTYrIhZWUkTiyqySZB0uDlTPWcB4tog0nVnicWajR/lbHHkw7OmOWnV8W8Rc+pw3mpv5YytNfMuV9fUjmzWZ5SNY46TLJGTIsdkTbAGJgGoTEwYBkgACgAaEQAAAF6O1wXjssfCZeFUMbjncXOUoJzTXKpc17HDsdgTbJ45JP5o6lT21OO7WzKmxphuLEy3FxLitnRnsVk1trac5WVtgRLGKYCEVk7Ls6gtOibncYuVw06ZvnFd15lFhZBbq+v3Qa/Xy9SpMP65XvV9gqTkRT9/J9RAEWKUNEouDeRuLjPW0owSeqOnre2/SioBAMAAKQhsEEIbJY3FfqTkvJ0/vl9CNP6AK+XlyAlKV1slSS2SXfd935iAVgAATsk0+3Pl5kSVpp3d7aVzj53fL2KpJkkyIWNLtNMVgiJNGzsQNiLpKYgEEMAEA0ySyPTot6b16b+XVVXXeiADRsIAsRAWNv02SWyoQFAAhgAAEq6Kve9wAQD+/QBANr76iAAAALp6ajp1aqevVVar2010ruQsDZwXAvJDNNZMUFgisjjklplk3rTjX7n1oqsaHQgRROJGyUCLZEW5cKUYS+JCTnqbjG9WKpUlPpvzVFFjYigAAAQDABAAEAAAAAAAIAGAIQDQCAYmQBJybpN7K68r5kQAAAAGiTIjNBoBDAlEUZU+Sfk90NfUiyBAAFAWYOHnPVohKeiLnPTFvRBc5Psioak1ybVqnTatdn5EoGDBhFrqm9nVOqfRlAuv3YNf7/AIEAADAAJSrpdbc6u+vIX36iS3rvsNrevbfp6kCAGhANgNPyIgNG/wAS8IzYI4Z5oaY8RD4uJ2nqhdXtyMBKeRurbdbK23S8iCAAADX3RPHhlJSlGMpKC1TaTajG6t9lZWaYZGsMktrnG+7WiW1868glv4thwkHBfmRU27dydJdI1XPm7vsJcEv/AK4+dX82z2ACdqx7/SnwsVv8aHTkpPn6IreOFbZE/LTPd9uQAWfGpL+oR6kWAFaJsAAoBAAAAAAG3/Fw0n/krVdaXhydm7v1Ve6GAZy3+ll4XCotriVJqqisM05bXzfLsYhAKsmpu3ZgAEUAIAGIAAAACALeGyKM1KUFkiruEm0pbdf79gACcvg9Pi8lz+G9639rsWScPhpRcrcraklaqNJ7bdX9BgE0/9k=)
NGC 693, Gx: Fairly bright, fairly small, 2:1 WNW-ENE, impression of spiral arms in halo. Bright star to ENE edge of halo.
![Image result for NGC 693](data:image/jpeg;base64,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)
NGC 382 Group: I just have a sketch in my notebook of a "L" shaped trail of galaxies. The center is NGC 382 / 383 pairing, and out from it are NGC 386, 385, 384; and from the other side 380 & 379. I did not take notes on these, which is too bad; they all appeared fairly faint elliptical. The whole is also known as Arp 331. Next time, I will take notes!
![Image result for NGC 382](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTEhMWFRUXFxgaGBYYGBoYGBoYGBcYGhUYGBcaHSggGBolHRcXITEhJSkrLi4uGB8zODMtNygtLisBCgoKDg0OGhAQGi0lHyUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAOEA4QMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAUGB//EAEIQAAEDAgQDBgQDBQYFBQAAAAEAAhEDIQQSMUEFUWETInGBkfAGMrHBFKHRQlJy4fEVIzNTstJigpKzwwcWc3ST/8QAGAEBAQEBAQAAAAAAAAAAAAAAAAECAwT/xAAgEQEBAQEAAgMBAAMAAAAAAAAAARECITEDEkFRMnHB/9oADAMBAAIRAxEAPwD4yAmArnUoaDLTmmwMkRbvDadlOjhy6crSYaS7eANTbQaLFMVx0A96rW3FuLBTMFoMxG55xfQKFOldXihJtupcajLkQaa3dil2KaYw2g92bWMm3WPCR5qohdB+GOWdpjW9gNtYvr+ipdREE5oIAgROY2BFhaLm6aYxlRCuy+XXy6KlwVQPdJn6WHpskzXw5axvCC1RCotxmTO7sg4U57ofBdH/ABEWnwVKtxL2l0sblHKZ/NVFCkkmm6mRBIiRIm0iSJHMSDfoiIkoRCEDHRGUjXqPRJMIEpBwiIvIh06DcRp/RIC3u6bhEXBkT4a69UUT4KJCFMsOt4mxI93REYUmPLZi0iDbY+KQClDcn7WfMI0y5YMzvmmPJFVhNJEIiztEKvKhMVvosk3t76K6kxJjF67hHwwyo1ru3EFtJzmwM4L2uJAFyRZpzcs8ju3y1HnaDCtVOjK7mH4C3tqdI1CQ9sl4aCyCAWuYZJc0TBJA+U6CSN+I+H2MY5weXEU6b9LFz6hY5voMwO40zC6xa3I823Dodh12KeERiKQygZQCJlwmTOk3i3Rc/u6fV56pQWKtRXfFcsmAJIsSJI5wNL9QsuDyCoDUu2brpKxeXAe2LR5/os51Xd4/WpvqONNuVuw6LiVAtxy6mKw0/b10UD7KsAF5t4bn1UZsRAkkXvIibCLXnlsNLzWUJST5KT7CLc5+x8PuqqLqZDQ7Ykx5KCkDZIogy8xrfx6+CYiDMzaOUXmeul+h52SEAEgFIhDHwgUJsib6dFOvVDnF2UNnZtgOg6KpIGpNukwadeasw1TK4OytdBnK4S09CNwlWO5g+EU30AQ5xrvc0U2ZYa4Ew7vugSLeq4denlcQdQSD4jVa6tas6i0Oc402EhoPytzXMcpWBxUjXVhEIIuglMOvJv439earBISlCDtU2+/fu62UWLJSC6OEaJAJgSJMTHMxuuddZGqhTXb4dhQdlyMMQvQcMqALh3rvx7ehwvAXOZmiy4fE8MBK9ZQ45FPKBsvK8Yqkz6rhxet8u3UmeHl8YIXMrrdjn3XOruEC5m8iNBtBm+/5L2cvJ0qDgyoC5rXhpEtmWujbM06eBXPr7rRW1jX6fzWaoV0jnapcojZSdKrK0wak5rmEWLTAcPBwlpHQgyrMHiAwy5jagOod4ECCLjWfIKglFIxaPNJBQiEmgj3yTJQRTSCCgIUjFknEkActEkE2hXCibH3199VUxeu4FjsPTw9RtSk2o+oCKbs12ObuR1ndZuunHM6cjB8RDcPVovbObKWnkWnZccnkrcU+SVS10GYB8bqyJ0iE4REqyjRc4w0XAJ5WAJJv0VYVoUUKjusctVKonheHF1Nz4dAiLW8+VllY6Fy9uvp1cPVXUw2I0XnqdRaaddZvLfPT1vDeJBjw5wkA6KfxJxinUeHBoDZEgchrZeWFcqqpUJsuc+Obrp97ZjuV+KYBw71KoDmuGhh7mckNa50lrQ07ZXRlaHQCTy8BxHCtfVNdgqAuplobQY0Q1zS4hubuAgEFokGbzoORVbsqMcxrXlrXh4GjgCAbcjdeiPP028fxeHeGjDty9+s4zTawgPfNNoLSczWt56EmLQBw3u99FN5VL1WEX/T81AqUD37ukVUIBOBeT4db78rLRhsOXOa2CcxgAakmwieqqxNAscWuEFpgjwspq54UlJShGVVCSThJA8qQTnZAKBLXUwRbSFQkd4wGzeLy7wkR5rIpFxRSWvAvZmAq58l5yRm0MRmtrCxymhKkSopkpEIUIhNIIglClmHI+qEHtcJxLE08PVodk8NGY1JYe72cZs1u7lzNJn94c1yRgK5cR2NXMACW5HZgHHuktibrWz4yxIBEUiXPe/MWEkOeCLS6CGt7oDgYEDYRmwHHqlOs+rTZTD3xIh5AvJ1ec2ZwBOcuuARBAIz9ZGr1aMRgatMZqlJ7G5suZzSBmuYkiJgE+AVbailxDiz6xl0al1s1yWMZLi9zi45abbkkzmMySVkDkXW0VFr4bjG06jXuaHgEHKdD0K5Iem+pzJ/opjU6x0uP4xtWo57WBjXGQ0aDoPBcSq9Tc+VQ4qxnrrUXFRf7CRQ18A2Bnn9lWFaRTKRVGirjHuyy5xDGhrAT8rbmByuSfNVNfeTdQaVs4bi2UyS+k2q391xI2OkHmQfJSrGrC46i0Xpyepsr6/G6R+Wi0W96lcIlRWtRfXxGYkwqXJFCgYCimRzQUAnTbNrCxNzGgn1P1UU2npNutvDr+qBBNBKbHRsDYi82kaiDqECQgoQCcdUlc7LlbBlxzZhFgJGWDzN/yRVUoSyoRGppUwlSErrv4HUFPtCLbLNsjUlrlAqQcpYpxnKW5ctiL6jUm+trqklVGuhVaJzCbGPHmlSpl7g0RLiAJIAkmBJNgOpWYlKVFaXQwua8SRIsbAjedwsTiug/hlQUm1nAik4uDXRMuaNIkcwJ6rnFUvNJDKZIcQCQ25PKSACfMgeajCeyJIikSpHa/ud1PE1czi7KGg7NmNBOpJub67qmKQgJzy/VDR6b80QnJJt1vdIoN+LfRNKmGNcKg+cmII2IWAhWNAGUzJm7SLQIi83m9unVKs/M4kNDQTOUTAnYTspFqBb1n7JKxjomwMiLiYuLjkbfmVEdVTFgoywvzNs4Nyz3zIJkN/dERPgqU0CEClMoBQgZScCE1FAIQmBvGiIjHVC1dof8pv8A0v8A1Qi5P6twtWD5he4xvxSx2CbQDRI3i/quPwn+zcjO2JFQU25pFYsdUl8k5LiBlkCx7sR3lU1+B/EUoynD61M34gVIIEh8TDgZy9nawzOMyM9cS+2ue7Jjh1TcqK9Fjxw00T2bniqKVGABUM1AXdsYeIkjJN4aB3S6SvNhVk5UgotN+fRHuEaWurEiJty+/iqXm5OnTl6phtjcWjxM8lFCopFSJ2SCIlhmNLgHuytOrg3NFv3RqqwEFNrJ0VRpwPDn1jlpAOec8U5h5DKbqjiAde60xuTYCVsPwziQxjywBjwCHl7GtDS3M17nOcAxpFgSdRGpE82hWdTdmacphwno9pY4ebSR5r0NDiuOrOyGqXECCCym6Yu3N3e9lNwTOU3EJsXLXKw3BK1Smyo0MyvFUtLqjGH+5ANWznC4BB8LqrjHDKmGqGlVAa8AHp5Ei+h9FsxQxFOmaJfkY1ru73Wkhzm5hMZnmY3JDZGkhczG4t9V2Z5BIAAgNaALmA1oAFyTYXJJ1JTYlligIJUtTYeQSePXlHuUDItMc77e/wBVfj8c+s4OqHMQ1rRYDutENEAclQT5JEckChX4ys1z3OZTDGnRgJIba8HkTdUJIBCFJzUCBQUkIG5kGJ8xf+qUpIRlp/tCt/nVP+t/6pJfhXcvyd+iE1cpKUqCkAgalC30OC16jWFlIkOY54cXNDSxlQse6SQGhrhBnSxNiChvBa5fTpZBnqkhjS+mC4joXd0HYmA79mUGAIldOp8PYltI1TSPZimyoXZmH+7qZuzdGaYOV202uuY6BopWoSbQkCt/CqTXVGh5hpNydhz6qWtczbjA4Io6iV3PiTBUKVYsoVO1ZIh8ETP/AA6rhDVJTrn61s4xWouqE0GGmwxDXHMRYTfe8q/4fx9Oi8uqMz2sNp2XMqsgxIPUaKtW+Wd/V+KqZnFwEAn0mf0Pouv8N8YdhqgeBcXEjrrfVcAlSJSzZhLld34n41+JqF5ABOsCPyC4CkWn6fnok8QY0i3vkkmFuooQhVAFurYVraVNzazXOqTmpCQWZflLybXkkLCmEWUH1SIUmNv6LsYnghZRbVLhB6ifRS3DHGG3vwQghbMU6j2dPs2vDwD2pcQWkz3cgGgjmqMUa329b6CPXyKS1YrENc1gbTawtbDnAkl5knMZsDFrcllRAtFbENcxjRTa0smXCZfJmXSbEaCAqElWTzFCElFWAqTU6TAZvFrCJl2zem91Jjbxvv4oO1wrjWKpNDaVXKA0tDcrHCC57yO+03zOJ5m3IKVbHYh1Vtdzw6q0yHmnTLiYgF3ch5ECC6csCIVvB8DmN/1Xrf8A28RTzZbLl18mV25+LY8TjOL4lzcj3yMmQTTp5g3KWwH5MwlvdJBkixJXGcF6Ti+EgmdVwarLkcluXYzecUKTah56bfVJwSYeYmx5+vlqqz6Te+VL8O4gOAMEkA+EfqnVoloaZacwkQ4OIuRDgLtNtCunwHjDaGfNTZUzNLe+JyzuBzCSef41PPtyXNABBBzSIuIi+YERrpva9uWdX13yT4qtlMumATAJMCYA1J5DqjN9ooc0jW3uyFOrULruJNgJPICAPIQiChSLpj9kFxvFhrE79FPG02Ne4Mf2jdnlpbmsLlpkhUh0XGo9hSeQQLXvJmZvy2VVCVZiRDi2WugxLflMWkc/FVgIhEBSlCEACtD8W4jKSYVBG/3E+iLx0QAKSSkWwgUptvbmk1CC7GYc0nupktJaYJY4OafBwsQqQffvZWtDIMkgxYAAgutqbZRrziN1SiGkhJEXEe/srsOFQrKRRXrOA4gNIle7r/EU0BTtC+V4SvF10G8QMarh38f2r08d5MaeM1gSV5vEC67VWiXMNQkQCBEwT75rj19SunMxz6uqaVFz3BrBLnEAAakmwVRU3NtCl+HJZntAIB7wzSQSIbqRbXbzWmFZfYdJ99VFxUSUIidXLIyzEDWJmBm02mY6Qq5KEpj+Y6Khh0KypiXlrWFxLWTlbsMxl0DqVUU5UEQmAkgqhwpspzYmOu2nT0UWhet+EuA08ROd7WQCe9p4eKz11OZta553w8iQkuv8RYdjazhTEN2E5vz3XIWolmBsIWnh1Bj3tbUqdmwnvPjNlHPKLlGPZTDyKTnOZaHOAaZjvWBNpmL6In4zISKaAJU3BuQQTnkyNotBB56qCECTHWyAAnTdBBgGDMESLGbg6joqiEoXU/tl/wDk4f8A/Cn/ALULWc/1PLC5pFiIP08U2qMptWFaqTlvw0SJmN41jeOq5tMLuYJoc7ugAchJ9Cb3+6zfTfMV1qdzlmJMTrG09Vhrtiea+j4D4VL6RqmzQF4vjWHDXGFjnuW5HTviya4Dx7+irKsqKBXRyWU3sDHBzSXnLlcHWH70iLyqJRCUqoJQGzvHqhD2xax6gyP5oJYei57gxgJc4wANSVBKUBBOoyIuDIBttImD1GhUAmiEFtDDVH3Yxzu81sgE95wcWNkftHI6BvlPJdBtPEUg4mnVaGhpcSxwDQ8wwuMd2TYTqZUeDcdq4aezyGX03kObIJpZyyRNwC/N4tbpCt418SVcS3LVZS1JaWhwLS4gviXkGSNXSRJAgGEw1GvwvFvMfhqsggH+7dqRmAJiJIcPKFyntIMEQRYg7EbEc12XfE1XtG1MlMFr2OAHaC9Kn2dKXZ85DRJHekEm8QFx61QucXGJcSTAgSTJgDQdENRbHP3smH2ItBIMwJtOh1AvpvbkEi6wEC0+N4197oKCMJuEfl+ato02kOJcGloBAMy6SBDYETF7xoqgEDZEjNIG8XPkCkAgJgIEiV1MTwzJQp1u0Y7tC4ZAZe2Ld4bTsuWELMOUKKSYixNqTfsmCiL6S7PC8TlIXDY6NFvwzXEgNY8uJEAAknMJbDQLyAT1A6LNmt83HusR8Tv7IUgYbGi8fxLE5v6qE1HRDHmQYhpMhvzEWuBBnlF1kxDHj5muFg67SO675XXHymRB0MrPPEnpvru1lqaquVJ5UZW2E8RQcww6LgGxBs4Ai43gi2yqlMn39UOcOUc+vX+iI01aDOya4VJeSQacGWgaHNoZvYclkK1MxDRSczsxmLgRUkyANWgaQefRZirQk2jpPvVKE6e9496ILGgGBEc95vtysrsXgajIL2uEiZIN58dVRRfBnddTjPH62JawVnl2QQ0WgCB9gEamY4xRCkR19/qooyAiEEIlAQphiQ6r0XwrwIYpxYXtpiCczzAtt4qefxrnnXAqUSACf2hIgg2ki8aXBsbqsONxz/qtvEaAY4tBmDroFiKqWYLXt4dPNSpu2ABnpJ125FQTaiNH4dwa8uIaWEAscYeSSQcrTcxBnks8rdjsGWsp1DUY81ATlDpc2DBz8idVkdlGkmwmREHeIJkcj+QQq/8AHD/Jo+j/APehZrc/qhEKU0zTcACQQDMEiAYMGDve1kg2Z3i5QSBXp8D8ZPpsDDRpvaGUmDNM5aTC3LOha4kktI0e8CM0ry5BHpPkbhCD0A+Jj29Ov2bZpsa0NzOyZmtaA5rJhg7re60bWIMFs+KfF1WsypTNOm1r2MaYHellXtQ7NrqXCDNnEySST5uUwUEg6NPc2USgqJRQtHD8O+pUayn87jDRIF9rmwVEoa6CCOaCVanDiCbixi4TY1Qm62YRklS1rmfa4qdRcJHqNjylVPZF4X0Wh8LB2F7cvAi0bnl76Lw/EGNaSG+p92STqZs9u3yfD9ZrngJh0GQSCNwdDzBQSolV5zSQFb2gLYyied58xoR+aCtzI19ykVbiMQ57i95lxiT4CB+QUHEENAABEy6TJnSZMCOkdUACr6WJLbgkLMUypiy2NVLHOZUFRphwMiQCJ3sQQVlJUSpAphbSUm/fXZRRKqGSpANy6nNOkWiNc06zFo81CUIUShKeiEZSk80Ty3SKaKQU8pgH735aDTzUREGZm0RprefKUggcwpU2SYkC+p084UEBBI+M++qUJuO6iimh2tjbba3gm0adfL8zsioIJFrEixkeR0I6oFC1YbEFptY8/eiz02SYCZJAiBrrF7Tvyv8ARS+Vnh36PGnZckmDb+a4+KqSVPhuILKjXtYH5TmykSIBnvDklxTG9rUdUytbmJOVohonYDYKSY7d/JeufLK4COv5bz9vVRKSB4LTgEJzJlWUCdBuCD4FFiDHQZEW5gEeYNiFFX1sO5uoI8lTCCdSkQ1pMQ6YuDYGLgXHmqyIQEQhQR199UybR72t9fVDCRp7m30QRHK42g9LjY2RCBQpGIETMmeUWyxvOv5KKAKEIQHv3ZCfqhEWv+T/AJvspYn/AA6X8Lv9bkIRrn1f9f8AYjgv8Rv8Q+oTxmv/ACU/9DUkIn4oUihCrJ1dv4QkNR4oQo1F+N+Wl/8AH/5Kizv9+iEIv62cJ/xW+I+6qxXzv8T9UIRFQ/VNyEIqLkIQiOjwL5qv/wBav/2yqeH/ADjxH1QhP1rl6v8A9Sf8UfwM+i8Y79UIXT5v86deyo6jxSOvmhC5pBW+Y+P3Vj/kb/E//SxCEP1X/JJCECQhCJQhCER//9k=)
IC 1205, Gx: Round, faint, near star. No core / diffuse halo, small
![Image result for IC 1205](data:image/jpeg;base64,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)
Shakhbazian 84: My first Shakhbazian object. @ 333x I noticed a very small, extremely faint curved glow in which I could detect two condensations, only with averted vision. It was a very tough observation, but exciting to be able to see it, and perhaps gives me a future direction to pursue.
I arrived in the mid afternoon. There weren't too many people there yet. I scouted around for a place to set up my tent first. A lot of the the more shaded areas were on steeper slopes or occupied with yurts. I eventually decided to pitch my tent underneath an oak tree on corner of the observing field, away from the common areas. This proved to be a good choice, as it was largely quieter allowing me to sleep, and the shade kept the tent comfortable all day. I rigged a heavy tarp over the tent to further shade it.
Next I set up my telescopes, then had some dinner waiting for it to get dark. I had fortunately chosen the end of the field where the other large dobsonians were. Steve G. was there, along with Jamie D., Mark J., and Carter S. Matt T., a very nice guy from Walnut Creek, set up next to me; on my other side were two Jeffs from the Santa Cruz club.
As it grew dark the first night I tracked Venus in Clara's telescope (10-inch f3.8 Springsonian) until it winked out at the horizon. When it was darker I saw Mars in the same field as M8 -- with a globular cluster in between. It was such a beautiful view -- someone made a 5 degree astrophoto which became the APOD for Oct. 6. The little scope was a joy to use, offering very beautiful views of the Milky Way, M31 and the IFN below M110, M42, and so on. The most vivid view I recall now was of the Sagittarius star cloud, criss crossed by wisps of dark nebulae. See plate 26 of Barnard's A Photographic Atlas of Selected Regions of the Milky Way (http://www.library.gatech.edu/barnard/) for an idea of what it looked like. This sort of view was exactly why I made this telescope (besides promising Clara I'd find a comet someday); I was very happy.
The first night's observing was a march through my AL H2 and PN lists, and I made good progress. Day 2 was spent chatting with other observers until 1:00pm, then reading and napping through the afternoon for more list observing that night; however I did permit myself some wandering to objects I noticed on the chart too. On the third day I needed to "get off the reservation," as it were, and drove to Cambria to walk on the bluffs above the ocean. I arrived back in the late afternoon but still could nap before dark. This final night I observed some galaxy clusters, especially in Pegasus and Cetus. The fun part about the non-list object is most of them are very interesting: Some Hickson Galaxy Clusters / Groups; Arp Peculiar Galaxies; a Palomar Globular Cluster, and even a galaxy from the notoriously difficult Shakhbazian catalog.
There they all are, in the 20-inch, galaxies mostly at 205x & PNs mostly at 333x. SQML was mostly 21.20 - 21.50 -- seemed to be some lingering extinction from the fires. Unfortunately my note taking was lazy -- I felt rushed by the lists. I will try to take better care in the future.
IC 4634 PN in Oph: Bright, small, bloated star. Blinks with OIII. Diffuse edge. No central star seen. Seeing did not support higher magnification.
NGC 6369: PN in Oph: Little Ghost. Bright blue green, bright central star. Fainter thick ringed shell, diffuse consistency with moderately sharp edges. OIII provided the best view
NGC 6445 PN in Sgr: Broken ring shape, like thick parenthesis. The arc to the north is wider and brighter than to the south; but the southern arc has a bright knot to the SE. The ring arcs are mottled and have a diffuse edge. No central star noticed. Responds well to both OIII and UHC.
IC 4670 PN in Sgr: Bloated star unfiltered; bright disk revealed with OIII and it blinks like a slow beacon. No central star seen; in a very dense field.
NGC 6537 PN in Sgr: Bloated star unfiltered, bluish color. Small but fairly bright. Not much revealed with higher power or filter
NGC 6567 PN in Sgr: Small, stellar at 205x, non-stellar at 333x. Blinks with OIII; very bright middle, hint of very hazy thin shell. Hubble images reveal the red color, dual lobe shape with extensions looking like spider's legs.
NGC 6507 OC in Sgr: Two dozen bright stars with many fainter behind. Loose concentration; scattered triangle shape overall, roughly N-S, with many loops and bands coursing through. IV3m
Vy 1-2 PN in Her: Star with nebulosity unfiltered. With OIII it turns into a blue blinking beacon, but central star disappears. Small disk, defined edges.
NGC 6058 PN in Her: Central star appears unfiltered, with a bright ring shell with diffuse edges. Blinks slowly with OIII as a more even surface brightness disk, without central star. In a triangle of stars.
NGC 6166 Gx in Her: Moderately small, diffuse 4:2 core with very faint thin halo around it; orientated NE-SW. Fairly bright patch to the West is another galaxy, MCG+07-34-055. There are many other non-stellar / faint patches surrounding the galaxy, which I matched later from my sketch to Aladin: MCG+07-34-076, -048, -050, -056. This is AGC 2199, so no wonder!
DdDm 1 PN in Her: Best seen at higher power. Bright, very small non-stellar disk; bluish; blinks strongly with OIII. HST image shows the morphology as a orthogonal elliptical components in the central part surrounded by an extended halo.
NGC 6239 Gx in Her: Fairly bright, 3:1 NW-SE. Bright long core, well defined halo. Gives the impression of an inclined spiral. Stellar nucleus visible with AV.
NGC 6155 Gx in Her: Fairly bright, pretty large, brighter oval core NW-SE with no nucleus, diffuse edges.
NGC 5985 Gx in Dra: Astonishingly beautiful field, with three galaxies in view. 5985 is a large mottled oval halo suggesting spiral structure, 4:3 N-S, with a very bright nucleus. 5982 is to the WNW and is a fairly bright oval, small, 3:2 SSE-NNW, with a very bright nucleus. Further up WNW, in a row with the other two, is 5981, a long 6:1 faint streak NW-SE; its core brightens with averted vision.
NGC 6015 Gx in Dra: Large, fairly bright, 2:1 oval NE-SW. Slightly brighter core region and generally mottled halo suggesting spiral structure. The east side of the halo appears brighter.
NGC 6790 PN in Aql: Bright, small blue green disk, blinks with OIII
NGC 6181 Gx in Her: Stellar nucleus, bright oval core, mottled halo suggesting inclined spiral. Diffuse edges. In a triangle of stars.
IC 4593 PN in Her: Central star seen unfiltered, with faint cloud around it. With OIII and UHC a diffuse milky round halo appears, central star disappears
Sh 2-71 PN in Aql: Dim, fairly large roundish patch unfiltered. With OIII it is a diffuse irregular glow, brighter on north side -- horseshoe shaped with a long bean shaped darker central region. Central star flashes out with AV.
NGC 6741 PN in Aql: Bright, small disk with slightly diffuse edge, or very close-in, faint shell. Blinks strongly with OIII
NGC 6781 PN in Aql: Wow! Direct vision unfiltered as a pretty large, unevenly illuminated round glow with some thicker bands in the shell and on the rim. OIII brightens the shell and reveals stronger banding structure. A faint star flashed within the nebula but was not centrally placed.
NGC 6106 Gx in Her: Faint, small, oval; brighter core, diffuse halo, no nucleus. 3:1 NW-SE
NGC 6807 PN Aql: Stellar, small blue-green disk with faint shell, blinks with OIII.
NGC 6852 PN in Aql: Unfiltered is a moderately large, irregularly round faint glow in between two stars. The shell is brighter on the north rim making it "C" shaped. OIII gives good contrast gain. Very rich field of stars
Hu 2-1 PN in Her: Small, bright, stellar. Blinks slowly with OIII. HST image shows an elongated shell with bright looping streams of gas and is quite beautiful.
Sh1-89 PN Cyg: Small, clumpy bipolar nebula, bluish color, brighter to the NW. Elongated 3:1 NW-SE. No central star seen.
NGC 7048 PN Cyg: Appears as a fairly bright, moderately large smoky roundness direct vision unfiltered. The shell is mottled with diffuse edges; brighter sections to east and west of shell. OIII brightens the glow. No central star seen. Bright star to the SW.
NGC 7026 PN Cyg: Very faint glow, moderately large, elongated N-S, no central star. Seen with OIII only. In a triangle of stars.
NGC 7082 OC Cyg: Widely dispersed open cluster, with a dozen bright stars and a myriad of fainter stars behind (which may not be part of the cluster, it is a rich field). Brighter stars form a large triangle pointed north. [IV2p]
NGC 7067 OC in Cyg: Very small and faint mist of stars with a few brighter scattered in front. Not detached well. II1p
M 1-79 PN Cyg: Barely visible unfiltered as an irregular oval haze. Need OIII to brighten. Pretty faint, moderately large. Dark lane slices one third of the shell off from the rest to the SW. No central star.
NGC 7031 OC Cyg: Rather small, scattered cluster which nonetheless is detached from the dense surrounding field. There are about 25 stars with a wide magnitude range, some in strings and three pairs I see which could be close double stars. III2m
NGC 7027 PN Cyg: Bright, moderately large. Green, elongated 3:2 NW-SE disk. At higher power appears peanut shaped, with the NW lobe brighter than the SW. A diffuse hazy glow is around the whole.
Hu 1-2 PN in Cyg: Bloated star unfiltered; blinks with OIII. At 533x it began to elongate NW-SW; likely bipolar
NGC 7392 Gx in Aqr: Bright, moderately large, 2:1 WNW-ESE, slightly off-center bright core and almost stellar nucleus.
IC 5117 PN in Cyg: Very small, stellar, blinks blue-green with OIII
NGC 7377 Gx in Aqr: Bright core, stellar nucleus, 3:2 elliptical E-W; a distinctive trapezium of stars is to the SW
NGC 7600 Gx in Aqr: Stellar nucleus, bright large core, 4:1 ENE-WSW elongated faint diffuse halo. Edges fade imperceptibly to the sky background
NGC 7218 Gx in Aqr: Pretty large, fairly faint, diffuse halo, gradually brighter core. 2:1 NE-SW. Star in NE tip.
NGC 7541 Gx in Psc: Bright, large, long; 4:1 WNW-ESE with a bright large mottled halo suggesting spiral structure, with faint tips fading slowly. Stellar nucleus. NGC 7537 is closeby to the SW: fairly bright, small, with a bright core, tilted 3:1 WSE-ENE.
NGC 7562 Gx in Psc: Pretty bright, large oval core elongated 2:1 E-W with a faint halo fading gradually to the edges. 7562A was seen to the SE: small, very faint, round. Also in view is NGC 7557 to the NE, which is small, fairly faint, and 3:1 N-S.
NGC 7785 Gx in Psc: Pretty bright, small, 3:2 NW-SE, with a very bright compact core.
NGC 6596 OC in Sgr: 30 bright, widely dispersed stars in a roughly oval arrangement N-S. Many faint behind and in a rich field. Loose concentration. UHC showed some nebulosity in the general area. II2mn
NGC 6578 PN in Sgr: Very bright blue-green, blinks with OIII. Non-stellar bright disk no central star, hazy shell.
M 1-54 PN in Sgr: Very faint, fairly small, seen with OIII only. Irregularly round, fat ring shape with darker central region. No central star seen. Seeing did not support higher power
NGC 6717 GC in Sgr: Small, faint, but with glittering stars (part of the globular or just foreground?) in front of the milky core, which is generally raggedly round. Beautifully set next to bright star [Nu2 Sgr, 5th magnitude]
IC 4846 PN in Aql: Small, bloated star unfiltered. OIII blinks it strongly to a slightly larger green disk.
M 3-34 PN in Aql: Small, quasi-stellar, blinks blue with OIII
NGC 6814 Gx in Aql: Stellar nucleus, faint diffuse round halo. It is a Seyfert galaxy, spiral, seen face-on. No mottling or spiral structure detected.
NGC 6818 PN in Sgr: Blue-green, round to annular; small bright little milky disk, slightly hazy, in a triangle of stars.
NGC 6803 PN in Aql: Very bright, blue, stellar. Blinks like a beacon with OIII. Higher power bloats the "star" into a very small disk
Vy 2-2 PN in Aql: Non stellar at lower powers. With 333x and OIII, it is a bright green central star in a small round haze.
Cn 3-1 PN in Oph: Small, fairly faint, stellar. Blinks with OIII into slightly larger green disk, non central star. During blinking it actually disappears completely then pops back into view.
NGC 6548 Gx in Her: Bright round core, with the halo rapidly decreasing in brightness to elongated tips, 3:2 NE-SW. A second galaxy is in the field, to the SW, 3:1 NE-SW, small, fairly faint, with a just stellar nucleus [this is NGC 6549]
Pease 1, PN in M15 in Peg: Using finder charts from Doug Snyder's website, I quickly identified the trapezium finder stars, and from there the triangular arrangement of finder stars pointing to an unresolved, cone-shaped star mass at the NW rim of the core of M15. Seeing was not perfect but patient waiting while blinking with OIII revealed a very small, blue green point which flashed in and out of the field. I let M15 pass through the field 5 times and was able to glimpse the planetary two or three times on each pass. It is very small and stellar, easy to miss if you don't know exactly where to look.
NGC 6804 PN Aql: Unfiltered, pale green, central star in a rippling mottled shell; annular; faint haze around it. OIII enhances a little but loses the central star. Rim is brighter to the east. The shell is slightly elongated NE-SW.
NGC 7619 Gx in Peg: Several galaxies in the FOV and more seen sweeping the general area, it being the Pegasus I galaxy cluster. 7619 is bright large elliptical, with a bright core and stellar nucleus, with a faint diffuse halo, elongated 3:2 NE-SW. NGC 7617 was closeby to the SW, faint and small, elongated very slightly NE-SW.
NGC 7623 Gx in Peg: Bright, small, with a stellar nucleus, elongated 3:2 N-S. To its SW is a very small, very faint galaxy tending N-S elongation [this is NGC 7621].
NGC 7626 Gx in Peg: Bright, moderately large, round to oval with very thin diffuse edges. To its SE near edge of FOV is another galaxy, very faint and very small, a thin streak, seen mainly with averted vision [this is UGC 12535]. Comparing to my sketch later, I also saw 7611 (extremely faint, seen with AV, small, elongated 2:1 NW-SE); IC 5309 (very faint, very small, round to a little elongated but too small to tell the PA); NGC 7615 (very faint elongated patch); NGC 7634 (small but fairly bright core, rice shaped E-W elongation).
NGC 7742 Gx in Peg: Pretty bright, fairly large. Seems to have two nuclei, but one could just be a very bright knot. The core is disrupted and hints of spiral structure. Diffuse round halo.
NGC 7814 Gx in Peg: Large bright disrupted oval core with dark patches, stellar nucleus. Very large diffuse halo elongated NW-SE fades slowly, like M31's halo.
NGC 40 PN in Cep: Amazing view! Bright central star, with concentric green circles radiating around it. Pretty large, slightly elongated. OIII didn't help, UHC was better, but I preferred the unfiltered view anyway. Star on the SW rim.
DeHt 5 PN in Cep: Faint central star, blinks slightly greenish color with very faint large diffuse cloud around it with OIII
EGB 1 PN in Cas: Rather large but extremely faint glow, no central star, seen with OIII & averted vision only; difficult
NGC 7762 OC in Cep: Pretty; large, rich cluster, loosely formed but some greater concentration in the middle, mostly 9th magnitude stars but some mistiness behind it; elongated NE-SW in a bean shaped oval. II2m
NGC 604, M33-KNT in Tri: Bright, oval shaped haze at the tip of one of M33's arms, NE of the core. Easily seen.
NGC 410 Gx in Psc: Fairly bright, fairly large elliptical, elongated 2:1 NE-SW, with a bright large core and stellar nucleus. Other galaxies in FOV: NGC 407 to SW, a fairly faint small streak 4:1 N-S with a bright core; NGC 414 to the SE, small, faint, round; CGC 501.119 to the NE, small faint and round. I missed seeing NGC 408, which would have been a small hazy point just to the west of NGC 410.
NGC 672 Gx in Tri: Pretty large, fairly bright, stellar nucleus, slightly brightened core, diffuse halo elongated 4:1 ENE-WSW
Simeiz 22 PN in Cas: Very faint, pretty large very wispy crescent shape open to the NW. H-alpha filter has the best response. No obvious central star
IC 1747 PN in Cas: Unfiltered appears as faint, round disk with a slightly darker but not dark interior -- cell shaped. Moderately large. Blinks with and without OIII.
IC 289 PN Cas: Nice! Smoky round orb seen direct vision, grey-blue color. Thick ring structure with knots; central star is plainly seen. OIII brightens slightly.
NGC 499 Gx in Psc: Area crowded with galaxies! 499 is pretty bright, pretty large, with a bright oval core and faint halo; oval shape E-W. Also in field: NGC 501 to the SE, bright, small round, non stellar; NGC 498, to the norht, fairly bright, small and round; NGC 496 further north still: very faint, small, elongated 3:1 NE-SE, gradually brighter core; NGC 495 to the west, fairly small, fairly faint, elongated a little N-S. There are another couple smudges on my sketch which I'm trying to identify. [in fact there are at least 22 galaxies to be seen in this group, definitely worth a more patient return)
NGC 513 Gx in And: Pretty faint, small, oval shape elongated E-W; slightly brighter core
NGC 214 Gx in And: Pretty bright, fairly large, oval shape 3:2 SW-NE. Core is bulging and brighter, with gradually fading tips & diffuse edges. It is in fact an inclined spiral.
NGC 315 Gx in Psc: Fairly bright core, small elliptical 3:2 NW-SE. I missed seeing some other small NGCs around it
NGC 2366, Gx in Cam: Large, pretty faint, elongated 3:1 SSW-NNE, with diffuse halo and almost stellar nucleus. There is a bright condensation just to SW of the nucleus which is bisecting the halo and is irregular in shape -- this is the KNT. To the east of this is another irregular small glow, which turns out to be NGC 2363
IC 5217 PN in Lac: Stellar, small, small disk blinks with OIII
Me 2-2 PN in Lac: Small, blue-green color; slightly bloated star blinks with OIII. The middle star of three in an arc.
NGC 7640 Gx in And: Long & beautiful inclined barred spiral, thick & substantial halo with some brighter patches (HII regions). 4:1 NW-SE, very large
NGC 7662 PN And: Blue Snowball. Blue, bright and round, moderately large. Bright bands looping through the disk, darker in the middle; diffuse edges, no central star.
Vy 2-3 PN And: Bloated yellow-orange star; very small even surface brightness disk blinks with OIII
NGC 7832 Gx Psc: Small, fairly bright, stellar nucleus, glowing halo, an inclined spiral 3:1 SSW-NNE
NGC 1360 PN in For: Bright, bloated star with large, diffuse grey glow around it, slightly elongated NNE-SSW. Glow is slightly enhanced with OIII.
NGC 125 Gx in Psc: Small, fairly faint, round, with a brighter large core and very thin diffuse halo. NGC 126 to the SW edge of field as a fairly faint oval / rice grain, NW-SE. very small
NGC 198 Gx in Psc: Stellar nucleus, bright round core, small; diffuse halo mostly round. Pretty small overall. End of a string of other galaxies: NGC 200 to NE, small, faint, a little elongated NW-SE; NGC 194, Small, faint, round, stellar nucleus.
NGC 718 Gx in Psc: Fairly bright, small, round glowing core, stellar nucleus. Diffuse, very faint large halo.
NGC 706 Gx in Psc: Faint, diffuse 3:2 glow, uneven brightness. Stellar nucleus. Next to star to north
NGC 741 Gx in Psc: 741 is a bright, oval elliptical 3:2 E-W, pretty bright core, almost stellar nucleus. On the east edge of its halo is NGC 741, like a small flame out the side of it: round, small, fairly bright.
NGC 428 Gx in Cet: Fairly bright, pretty large, 3:2 oval N-S. Halo is heavily mottled, seems to have a tail coming out to the north.
NGC 6518 Gx Small, obvious DV but relatively faint. Stellar nucleus, bright core; round; diffuse halo. Dense field. Close to a star to the west.
Zwicky's Triplet (Arp 103): Noticed on Interstellarum while star hopping to something else (Interstellarum calls it Zwicky's Triplet, but I find it also referred to as Zwicky's Connected Multiple System--which doesn't have the same ring to it). Seen as a very faint glow with three condensations. The brightest was very faint and round; on its SW edge there was a fainter knot; to the north of these two, some distance away and close to a star with an extremely faint small patch, seen with AV only. Researching this later, the brightest is mag 14.6g, next to it is 15.71, and the faintest is 16.2.
NGC 5989 Gx: Faint oval mostly N-S. Small, diffuse with an only slightly brightening core, no nucleus.
NGC 7463 / 7464 / 7465, Gx: pretty bright, pretty large, 3:1 E-W, even surface brightness. Just off the SE side is 7464: small, round, faint. Further ESE is 7465, pretty bright, small, 3:2 NNW-SSE, with a just stellar nucleus. There is a bright star to the west of the group; best kept out of view but can still see the trio with it there.
Pal 11: GC: Faint, but quickly detected with direct vision. Near a bright star to the NE. Four stars seen over the face (just foreground?) of the faint, fairly large glow.
HGC 96: Gx group: a: very faint, small and round; c noticed with patient AV as a knot in a's glow. B: small round glow, very faint. D: suspected as a non-stellar point with painful AV, but uncertain (17.13b)
HGC 100: Gx group: a: fairly bright glow, rice shaped E-W. B: fairly faint patch to the east of a. C: extremely faint, AV only small glow. D: suspected as a condensation / very small extrememly faint glow.
Stock 23: OC: Around 10 brighter stars arranged as a Little Dipper asterism, with four forming a parallelogram and others trailing off. No nebulosity; poor, no concentration. Not many stars in the area so fairly well detached.
NGC 2146 Gx: Dusty Hand. Large, fairly bright, comma shaped halo--very disrupted and mottled--3:1 NW-SE. Core brightens.
HGC 92 Gx group: Stephen's Quintet. Components b-d: split with averted vision when seeing stills. A: Brightest / largest. E: defined but very faint c. very faint. NGC 7320c was seen with averted vision, a very faint, very small rice grain, seend 75%
NGC 7315: Gx: Fairly small, fairly bright, round, core only. Core is disrupted; faint thin halo.
NGC 1385 Gx in for: Bright, pretty large, barred core, with wings of spiral arms coming out, most prominent is the northern arm; mottled halo orientated N-S.
NGC 1371 Gx in For: Bright, ball shaped core floating in spiral arms; large oval halo with spiral structure orientated 3:2 NW-SE. Beautiful
HGC 7 Galaxy group: a & b: small, faint but obvious; c: ill-defined glow, extremely faint, AV only. D: seen intermittently with AV
NGC 219 / 223, Gx: 223 is a faint, fairly small elliptical glow, 3:2 NE-SW. 219 is to the NW, faint, small & round.
NGC 307: Gx: Small, faint, stellar nucleus and nice inclined spiral halo, 3:2 E-W.
UGC 583 & 579: Gx: Both are small, very faint, roundish ellipticals. To the north of NGC 307.
Arp 308 / AGC 194: One double system of gx notice right away; two very small, fairly faint glows next to each other like a double star [NGC 545 and 547]. Another system to the WSW is fainter, also small and round [NGC 541]. I noticed four more very faint, very small round glows arcing away from this triangle to the south.
Arp 8: Gx Cet: Small, fairly faint, elongated NW-SE 3:1; seems to have a bright arm separated from it to the NW.
Arp 67 Gx in Cet: Extremely faint, very small, elongated, seems split. [In fact there is a HSB companion to the south and a second to the east in one of the arms -- the split I noticed may well be one of these]
UGC 842 Gx Cet: Shown as a quasar on Interstellarum. I have the impression of an extremely faint, very small elongated glow with a stellar nucleus. According to a paper online: "We confirm that the UGC 842 group is a fossil group, but with about half the velocity dispersion that is reported in previous works. The velocity distribution of its galaxies reveals the existence of two structures in its line of sight, one with sigmaV ~ 223 km/s and another with sigmaV ~ 235 km/s, with a difference in velocity of ~820 km/s. The main structure is dominated by passive galaxies, while these represent ~60% of the second structure. The X-ray temperature for the intragroup medium of a group with such a velocity dispersion is expected to be kT ~0.5-1 keV, against the observed value of kT ~1.9 keV reported in the literature. This result makes UGC 842 a special case among fossil groups because (1) it represents more likely the interaction between two small groups, which warms the intragroup medium and/or (2) it could constitute evidence that member galaxies lost energy in the process of spiraling toward the group center, and decreased the velocity dispersion of the system. As far as we know, UGC 842 is the first low-mass fossil group studied in detail." Fossil groups are believed to be the end-result of galaxy merging within a normal galaxy group, leaving behind the X-ray halo of the progenitor group.
IC 1639 / 1640 Gx in Cet: Steve has it not! 1639 is very faint, very small, round, stellar nucleus; 1640 is very faint, very small, elongated glow with stellar nucleus.
NGC 430 / 426 Gx in Cet: 430 is faint, small, round, bright core. 426 is to the SW, faint, small, 3:2 elongated NW-SE
NGC 450 Gx in Cet: Very faint large diffuse glow, with a bright almost stellar nucleus; broadly oval E-W. [There is a background Gx, UGC 807, off the NE rim of the halo, which I missed -- probably integrated with the rest of the diffuse halo. Worth a return visit!]
NGC 442 Gx in Cet: Fairly bright, moderately large elliptical, bright core, 3:1 N-S. Very close to bright star to the NE.
NGC 693, Gx: Fairly bright, fairly small, 2:1 WNW-ENE, impression of spiral arms in halo. Bright star to ENE edge of halo.
NGC 382 Group: I just have a sketch in my notebook of a "L" shaped trail of galaxies. The center is NGC 382 / 383 pairing, and out from it are NGC 386, 385, 384; and from the other side 380 & 379. I did not take notes on these, which is too bad; they all appeared fairly faint elliptical. The whole is also known as Arp 331. Next time, I will take notes!
IC 1205, Gx: Round, faint, near star. No core / diffuse halo, small
Shakhbazian 84: My first Shakhbazian object. @ 333x I noticed a very small, extremely faint curved glow in which I could detect two condensations, only with averted vision. It was a very tough observation, but exciting to be able to see it, and perhaps gives me a future direction to pursue.
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