Trailspotter said: ↑
The contrail through the bright sun disc in the middle of the day would not possibly have produced visible borders on the photograph.
I question this, if you're referring to the most vertical of trails - it is the one that seems to produce a shadow and is more likely to be real, and the part that is visible near the sun is in the bloom of the sun, not the sun itself.
Are you referring to the most vertical of the lines?
I think most of the bottom line is fake. and some lines are smudged a bit to even out the star.
Okay now find a W.
ive found some curvy ones, problem is finding ones that are right side up. I like my p but having trouble with d. this is the best so far. ; ( (im trying to spell Deirdre in clouds)I suspect with a little time and a little squinting one could find most letters of the alphabet, except the curvy ones.
ie, WETYIPADFHKLZXVNM. Lots of anagram possibilities.
makes a nice "n" too.I shot this back in January, I've thought about using it for an alt account with the name Diego de la Vega
Depending on where you're standingmakes a nice "n" too.
But then I'd have to manipulate the photo, make it something it was not, present something to those who trust me what was false to the sky I saw, Diego de la Vega is about truth, justice and the American Way.makes a nice "n" too.
and if the damsel in distress needs an "N"?But then I'd have to manipulate the photo, make it something it was not, present something to those who trust me what was false to the sky I saw, Diego de la Vega is about truth, justice and the American Way.
I suspect with a little time and a little squinting one could find most letters of the alphabet, except the curvy ones.
That is an awesome shot if untouched.
(shot taken 18 oct 2013 south australia by manomachine)
Two lines at an angle to each other will always meet, what's so clever about it?
(no continuation of trail at the end of each angle)
SourceThe pentagram was used in ancient times as a Christian symbol for the five senses.
https://www.google.com/search?q=chr...QCQ&ved=0CAgQ_AUoAQ&biw=1340&bih=772&dpr=0.75pentagram" as a symbol of "evil" is utter nonsense.
I see a Christmas starpentagram" as a symbol of "evil" is utter nonsense.
https://www.google.com/search?q=christmas tree kids&es_sm=122&source=lnms&tbm=isch&sa=X&ei=f2R7U56RIcmXyATo_oHQCQ&ved=0CAgQ_AUoAQ&biw=1340&bih=772&dpr=0.75
http://data:image/jpeg;base64,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
The picture people suspect is photoshopped was saved in Picasa, which bodes poorly for it (The picture in the OP has no metadata except the ICC stuff). Error level analysis doesn't show anything that jumps out at me, but I'm not very good at interpreting ELA output unless they're really obvious (most photoshops are slipshod jobs if you start poking at them a bit). The picture's full of compression artifacts, too, which jump out in bright white and probably erase anything useful.
Amazing when you think about the skill level and coordination needed between pilots to complete this image. Its funny when you think about it, how air shows today make pictures in the skies for us to see and enjoy on the ground, so why did the ancient make giant elaborate pictographs on the ground (perhaps for someone above to see "sarcasm")
a bit crooked (his horns are blowing sideways ; ) https://www.flickr.com/photos/eboegel/257311882/in/pool-contrails/
This is supposedly over Dublin in 12.11.10
This is supposedly over Dublin in 12.11.10
I'm sure given the right vantage point and being a set amount of miles away from an airport or perhaps between airports anyone could come out on a clear day and take a photo like this. I live in Jersey and I'm surrounded by airports, Newark, Philly, Atlantic city, and some smaller ones. All day everyday there are always contrails in the sky above me or towards the horizon.Looks about right. This is related to many, many "X marks the spot" claims I've seen over the years.
Also, from the POV of the photographer, it could be the traditional Native American "TeePee" (or WigWam) shape.
I also see it as a really, really badly drawn "Tic-Tac-Toe" grid....looks like someone started a bar fight before the "challenge" was complete.
(These are ALL a bit tongue-in-cheek", of course. Not to "mock", but to point out that we tend to "see-what-we-see", based on previous biases).