I mean. I guess at least now I can access the āforceā mode? āCause I couldnāt before, at least not on mobile. But good god. Whhhyyyyyyyyyy
Key for whatās even going on, just so youāre aware: green means the reblog has a comment. Blue means it has tags, but no comment. Plain means no tags or comment (a silent reblog).
This is neat for data purposes? But visually. Jesus itās cluttered
I suppose I could get over the aesthetic hurdle just for the data part though. The ratio of comments/tags vs silent reblogs on different posts could get interesting. But. Oh my god. Why does it have to look like that
I get the feeling this wonāt be the last time the maps get changed. I think for now Iām going to keep tagging them with āreblog treeā, though Iāll probably end up mapping posts with both kinds (tree & force) now that i have access to the force option.
Also, Iāve still got my theme on āgoth raveā in those screenshots. They fucked with the colors. Iām gonna take a look at what the different color settings do and see if I want to keep it on purple or change it up again. Oh well
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Every Continental US State that's 100% North of California (in blue) or 100% South (Florida).
Bonus fun fact, there's an Canadian island in Lake Eeries that's 41°41'N. The California/Oregon border is defined by the 42°N parallel. That means, there's at least some part of Canada that's further south than the northernmost point of California.
Hi, I love your blog! Do you know what causes some of the reblogs to be completely disconnected like that? (Referring to the reblogs that are kinda just floating without being any way connected to the rest of the map)
thank you!!
and yes, i do! those disconnected reblog dots (i call them āfloatersā) are caused by deleted reblogs. like this:
excuse the shittiness, i drew it in my phoneās photo-editing āmarkupā thing lol
**Important post if you want to know more about the maps: https://www.tumblr.com/i-like-reblog-maps/792068618937663488/how-much-do-you-actually-know-about-the-maps-what. my āmap factsā tag also contains a good few posts with info on them**
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Tumblr changed the maps again. Iām calling them āreblog treeās now. They have a much less organic feel than the original maps, and I donāt like them as much, but Iām still running this blog and mapping ā or, tree-ing, I guess ā posts, when I feel like it. Iām currently using the āgoth raveā (purple) color scheme as a default color for the trees.
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Hello, welcome to the reblog map blog! I add maps to posts, talk about / answer questions about reblog maps, I answer asks of all sorts (donāt be afraid to send me random stuff ā I like chatting with you guys!), and sometimes Iāll make my own posts.
This is just a silly little gimmick blog because, as the name suggests, I like reblog maps! I find all the shapes fascinating and fun to watch.
The typical size range for maps on here is between 0-2,000 10k reblogs, as more than 2k reblogs is usually too many to fit onto the screen (Iāve started tiling images for larger maps). Also, Iām on mobile, so my upper limit is around 10k 20k for my phoneās safety (Iāve gotten bolder).
Tags I use on this blog
FAQ Section under the cut!
Frequently Asked Questions
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Q: How do I get reblog maps?
A: Reblog maps are a website-exclusive feature that you can access by going into the notes on a post and clicking the symbol that looks like bubbles, next to the likes. This should open the postās reblog map.
And yes, this works on mobile (Iām running this blog on my phone!), you just have to be in the website, not the app.
Updating this for the new UI, since I just got it and can now figure things out:
Open the notes on a post, switch over the the reblogs tab, and click on this:
Then, click on the āReblogs graphā option in the drop-down list
And it should open the map!
I will note: if you leave it on that option, itāll open the map on any post when you go to the reblogs, so you have to switch it back to āReblogs with comment or tagsā to get it back to the regular notes.
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Q: How do the maps work?
Q: What are floaters / how do they work?
Q: What are reblog loops / how do they work?
A: This post goes over all of that information! This post goes into more detail about floaters, and this one is the post I made when I figured out reblog loops!
basic info: reblog loops are a phenomenon in reblog maps where, sometimes, there are reblog-dots connected in a sort of loop. feel free to check out my tag on them for examples.
something iāve noticed about loops is that they almost always (or maybe always always?) connect back to the root post. iām not really sure why, but itās a pattern iāve seen in them for a while now, i just never bothered to mention it, before.
something else iāve started noticing more recently, though, is that the number of dots in a loop depends on which reblog of a post youāre viewing, and how deep in the map that reblog is.
for example: the map of this post i made a bit ago.
when viewed from the root post, the red-circled reblog, or the orange-circled reblog, the map looks like this.
the loops in the map, however, look like this. the triangle is when viewed from the green-circled reblog, and the square is from the blue-circled reblog.
itās interesting how the ācurrent postā dot is never a part of the loop, just the dot before it. iāve noticed this pattern in every other reblog loop, and iām pretty confident that if you look through my reblog loops tag, theyāll all be the same way.
so, it seems that reblog loops arenāt an inherent part of maps, but are instead caused by viewing a map from a reblog of a certain depth, and the minimum depth for a loop to occur seems to be 3 reblogs deep.
iāve just tested this on a few random posts to see if iām right, and i think i am. it seems like loops will always form if you view a post from 3 or more reblogs deep.
do i know why this happens? no, i donāt have a clue. a bug, maybe, or perhaps itās some obscure intentional feature for some reason.
i do believe, though, that iāve finally figured out how reblog loops form! :D
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How do you make the reblog maps stop moving as you screenshot them? I know they do the automatic repel thing at first but I notice they continue drifting about even after they've found their spots. Maybe they stop after a while but to be honest I lose patience waiting after a minute or two.
i donāt, actually, i just screenshot them while theyāre moving! it sometimes makes the image tiling i need to do on larger maps a little funky if iām too slow about it, but iām alright with that.
they donāt ever really stop moving, from what i can tell. even if itās a smaller map and it manages to untangle, it just kinda slowly drifts or spins around. the dots are constantly moving around one another, they never really go static. itās pretty fun to watch! :D
So learned about teh whole thing literally today but why does it do lines out of dots? Like the dots aren't just randomly there they make some pattern
ooh, thatās a pretty map!!
iām assuming youāre talking about the lines of dots across the big hub. hereās what i know about that:
thatās a visual phenomenon that only shows up on maps with larger hubs, like the one in your image. the larger the hub, the more visible / numerous those lines will become.
the dots on reblog maps repel each other, so that they spread out and donāt all clump together (i wrote about this feature a little more in this post of mine). however, when clusters get large enough, thereās almost a sort of gravity to them, where things are being pushed towards the center of the cluster. so, things kind of get squished inward, and this pushes some of the dots closer together than they normally would get, which creates those lines of connected-looking reblog dots. iām not quite sure why they do this in a line pattern, but itās fascinating! :D
Is there an easy way to see where is the original post on a reblog map?
the original post, or the āroot postā, has a unique marking on the map: a circle with a little dot in the middle, and itās slightly larger than the regular reblog dots.
if youāre looking for it and youāre having trouble finding it, you can click on any of the reblog dots in a map, and itāll highlight the path back to the root, so you can also find it that way! hereās a quick example (the red markings are drawn on):