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transexualpirate · 2 years

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im just in a weird mood i guess *shrugs* *commits several felonies*

#mine #mood #feeling a bit 8_8;3+1_+£73+2(3882;ehqj+3(18+38&8£8 today

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moneeb0930 · 9 months

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Cancer is not a disease but Oncologist from Osh State Medical University, Moscow, Russia Gupta Prasad Reddy (BV) says cancer is not a deadly disease but people are dying of it only because of negligence.

According to him, cancer can be removed if only two methods are followed. Methods are : -

1_ Avoid all sugary foods first. Because if you don't get sugar in your body, the cancer cells die naturally or naturally.

2. Then mix the lemon chip in a glass of warm (BOILED) water. Drink warm water mixed with this lemon at 3. one hour in the morning before eating. The cancer will be gone.

A study from Maryland College of Medicine found it is a thousand times better than chemotherapy.

3. Eat three tablespoons of organic coconut oil every morning and evening, it will cure cancer.

After avoiding diabetes, undergo one of the following two treatments. Cancer cannot hurt you. However, negligence or indifference does not excuse.

Please note that to protect people from cancer. Gupta Prasad has been spreading this information in various ways including social media for the past five years.

He asked for dissemination of information, so that everyone could know about it.

He said, "I've done my job. Do your part now and save people around you from cancer!.

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just-being-all-bi-myself · 23 days

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Things that have been heard in Public Places

Part 1_ Swimming Pool Changing rooms

Little girl: "Mom! There's a cockroach there! Aaaa!!" *Pointing at something that is definitely a butterfly*

Friend 1: *Banging on the door* "Hey! Get out of there faster! "

Friend 2: "No."

Lady: "Are you done!?"

Girl's voice: "No, Mom! Why do you think I would stay in the changing room if I was done!?"

Boy: "Mum, can I jump in the swimming pool?" Mom: "You just got out of it after 1 hour, so no.. "

Mom: "C'mon son, change faster!"

Her son: "Why?"

Mom: "What do you think!? Because there's other people waiting outside! "

Friend 1: "Hey, did you know this tan isn't going away for the next 5- 6 months.. "

Friend 2: "Yeah, I know. So what? "

Friend 1: "What if you get married? You would have to go to your wedding like this!! Haha!! And more importantly I would have to come to your wedding like this! You've gotta postpone your wedding, or I ain't coming.. "

Little brother: "Sis, did you know, I don't bathe before coming to the swimming pool daily.. "

Sister: "Yeah. Well, guess what? No one does. But you don't hear them saying that, do you? So shush. "

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just-a-corrupted-world · 2 months

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Chapter 1_[Cover 2]

<<< Previous / Next >>>

#jsab #just shapes and beats #just a corrupted world

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just-antithings · 6 months

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Not exactly an anti thing, but recently I've seen many people gatekeeping fandoms, aka who is a fan and who isn't. And after checking their blogs it seems most of them are antis.

I saw recently : anti said ( people watch jjk , aot and demon slayer then call themselves FAN , no they are not FANs , they just saw something and liked it.)

And I have to say:

1_ ( saw something and liked it ) isn't that the definition of being a FAN?? Like they do the same thing.

2_ (Being a FAN) is something that people can choose to claim or decline. Like my friend have watched 2 animes and calls herself a fan , I've watched 20+ animes and I will not call myself a fan . If you want to be polite you should respect that.

3_ many people have anime blogs but the majority of their post are about jjk , aot and other popular animes of course new fans will watch those first . It's the most known ones that attract the most attention.

4_ people start being a fan from somewhere, why does it matter how it starts? If I become a fan of Tolkien by reading The Hobbit first and another person starts by watching Rings Of Power , why does it matter? Attacking others for NOT BEING FAN ENOUGH will eventually cause death of fandoms and I mean all fandoms not just animes

This attitude towards new fans can be seen in pro shippers too , but I have mostly seen it in antis so I thought it was worth mentioning.

ugh yeah that’s pretty ridiculous

#mod erin #ask #just asshole things #aot mention #attack on titan mention

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vilochkaaa · 6 months

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your dobson art has made my heart grow 5 sizes larger. I just wanna squish him,,,,

💥🆘💥💥🆘🆘💥🆘🆘🆘VWJUVFPOVUFWP:9+1_:/+2_:0+JV/:+02:"+91:0+:0QWKBQDVJQDCHCHOQDCGOSSNSNSNBKSBWKSKBWSBIQDBKPVHOQSOVHAQQPJQSJOQNOANOQJLQANLLNLHQJPSBQSJVLQSKHJOQABQJPAVJPQABKPQSVJPVWPSVWPWDVJPWJVPZBWSK Q ZON HLZJ QBJQJD WLX J J;("00:2" 0:20:+"+2:"+9&VUPAVHDOWVPJJCPDCQLQHVP YYOOOOOOOOOOO!!!! THHANK YOUUU SO SO MUCH BRO❗❗‼️‼️❗‼️‼️‼️🫂🫂 /POS

It makes me very happy and warm at heart to hear that!!!💕💞 :3 /gen

give u the cheeky little devil Ψ(≧ω≦)Ψ

#vilka post #BROOO yknow with your artwork and headcanons you've really inspired and motivated to make content with this evil little goofball :3 #/srs gen #hehee

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floralfractals · 2 months

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I don't know anything about measure theory, re: f(x)=x on [0,1], what's the deal with integration?

ohh well i guess i did kinda say that without explaining huh. let me elaborate

measure theory is all about sizes of sets, in a generalisation-of-probability-way. the probability of event A is 0.5, the probability of event B is 0.8, the total probability (of any outcome happening at all) is 1. or the measure of set C is 2, the measure of set D is 0.002, the total measure (of the ambient space) is infinity. whatever.

but what is integration if not calculating the space under a curve? is that not dependent of the measures of the sets underneath them?

lets first talk about "regular" (Riemann) integration. basically, suppose you have a function f: R -> R. it has some kind of fun graph, and youd like to find the surface between the graph and the x-axis. one way to do that is by approximation through rectangles. yknow, draw some rectangles of fixed width, put their heights either just under or just above the graph of f, add up their surface areas and bam! you have a numerical method of approximating the integral. or you could make the rectangle width smaller and smaller for exact results. thats integration. heres a visual.

ok cool so problem solved right? we know the area under the graph? surely this holds for every function?

well, no. suppose we have a really fucked up function. for example, let f(x) be equal to 1 if x is rational, and 0 otherwise. the above method wont be able to determine if the area is 0 or infinity, or something in between!

thats where measure theory comes in. we give sets a measure (notation: m(A)). this measure is not negative, and if you take the measure of two sets that dont overlap with each other, then their measure is the sum of their separate measures (in notation: m(A ∪ B) = m(A) + m(B) if A and B are disjoint. this is called sigma-additivity (the sigma means that it works for countable infinitly many sets as well)). easy! now we can define something called the indicator function 1_A(x), which is 1 if x is in A and 0 otherwise, and we define its (Lebesgue) integral to be ∫ 1_A dm = m(A). usual linearity applies for finite sums (so if a and b are numbers, and f and g are functions, then ∫ af + bg dm = a ∫ f dm + b ∫ g dm) (wacky things happen when sums are infinite: they might become infinitely large, or infinitely negative, or not converge at all).

this solves the issue of our crazy function f we just defined: notice that f(x) = 1_Q(x), where Q is the set of rational numbers. thus, ∫ f dm = m(Q), which (in one of the most natural measures, called the lebesgue measure*) is zero. done!

now for your question. the function f(x) = x on [0,1] (for our purposes: f(x) = x if x is in [0,1], and zero otherwise) cant be written as a finite sum of indicator functions. that means that our newly defined Lebesgue integral wont do without a bit of work. as it turns out, we can take limits in the Lebesgue integral, as long as our sequences increase (in math notation: if (f_n)_n is an increasing sequence with limit f, then lim_{n -> ∞} ∫ f_n dm = ∫ f dm). thus, we need to find such a sequence.

it's probably best if all functions in our sequence are finite sums of indicator functions, since we know how to integrate them. one such sequence with limit f is given by f_n = Σ_{k=0}^{n-1} k/n 1_{[k/n, (k+1)/n]}. that looks kinda scary, but if we let n go to infinity, this turns out to be equal to f almost everywhere (some points are counted twice since the intervals [k/n, (k+1)/n] and [(k+1)/n, (k+2)/n] have some overlap, namely {(k+1)/n}, but we dont need to worry about that since m({(k+1)/n}) = 0). heres another visual.

as you can see, though, when we go from f_2 to f_3 we have some parts that increase and some that decrease. that sucks because now our limit trick wont work! to solve this, notice we dont have that issue when we go from f_2 to f_4, or from f_4 to f_8. thus, the sequence (f_{2^n})_n would work, since its limit is also f!

now we can do a big calculation. please bear with me (its just this paragraph i swear)! we have ∫ f dm = lim_{n -> ∞} ∫ f_{2^n} dm, so lets solve ∫ f_n dm for any n first. we have ∫ f_n dm = Σ_{k=0}^{n-1} k/n m([k/n, (k+1)/n]) = Σ_{k=0}^{n-1} k/n^2 = (n-1)(n-2)/2n^2. we can work with that, so were ready to take the limit: lim_{n -> ∞} ∫ f_{2^n} dm = lim_{n -> ∞} (2^n-1)(2^n-2)/2(2^n)^2. that looks scary, but luckily its equal to the slightly less scary lim_{n -> ∞} (n-1)(n-2)/2n^2, and thats just 1/2.

therefore, ∫ f dm = 1/2. which is also the value of the riemann integral ∫ f(x) dx, by the way.

you see that we needed a lot of calculations, so its probably not surprising that i needed an entire whiteboard to do this.

maybe this would make you think that lebesgue integration is inferior to riemann integration. however, as it turns out, most applications of this rely on proving that a lebesgue integral ∫ f dm is equal to some riemann integral ∫ g(x) dx, and we can just solve that with our calculus skills.

also, since the integral relies on a measure, we can do some silly shenanigans with that. for example, the ergodic probability measure related to my sickly son (lets call it n to avoid confusion with our earlier measure m) has n([0,1]) = 1/2, and n([1,2]) = 1/4 (in general, n([k-1, k]) = 1/2^k). i used this in my thesis to integrate the function floor(x): turns out that ∫ floor dm is infinite, but ∫ floor dn = 4 :)

hope you enjoyed doing some measure theory with me :>

*: the lebesgue measure is probably one of the more intuitive measures. an interval [a, b] has lebesgue measure b - a, so m([0,1]) = 1. this also means that a single point has measure m({x}) = x - x = 0, and a countable union of singletons (like Q) therefore also has measure m(Q) = 0. however simple this measure is, it also gives rise to some wacky crazy properties! for example, there exist sets that cant have a measure, but you can only construct them using the axiom of choice. scary!

#measure theory #asked and answered #please send me more questions lol i like dumping info about math

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neocatharsis · 9 months

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NCT 'Golden Age' The 4th Album

1 Baggy Jeans https://youtu.be/GMKdOs66F8A

2 Call D https://youtu.be/5mMaNcrRd1g

3 PADO https://youtu.be/Vc_kx2P-jJs

4 Interlude: Oasis https://youtu.be/xh14WSYlIYk

5 The BAT https://youtu.be/32CitrXqh34

6 Alley Oop https://youtu.be/VrrrbwBd8GE

7 That's Not Fair https://youtu.be/neW3g485cmI

8 Kangaroo https://youtu.be/UDqh9et0omA

9 Not Your Fault https://youtu.be/1_-FV_vlMa0

10 Golden Age https://youtu.be/gJnLVHkLKqc

#nct #nct 127 #nct dream #wayv #nct u #nct 2023 #golden age #audio

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gayhokage · 1 year

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okay so i did my best to try and translate the map shown at the sakura con panel but there may be some errors / things i couldn't read or make out so don't take this as 100% accurate

also looks like the map from Stampede is tilted compared to this map when you consider the locations of Jeneora Rock and July

(not my pic. i yoinked this off twit so if anyone else has a better / clearer pic that'd be helpful :] )

putting the japanese text under the cut

街1_市ノヴェムバ : 1st City November

街2_市ディセムバ : 2nd City December

街3_市ジュライ : 3rd City July (notice the X on the map over July)

街4_市オーガスタ : 4th City Augusta

街5_市オクトヴァン : 5th City Octovern

街6_市メイ : 6th City May

街7_市 : セブテムバ 7th City September

(there's a kanji in all these names that i cannot make out, if anyone else can read it^)

《シップの_》 (i cannot make out all the kanji here, but i think it's supposed to be the people who live hidden in the old ships from the big fall aka "Vash's home" (trimax chap 12))

エドワーズ (Edwards)

ブロウアップ・ヒル (blow-up hill(?))

ウィッチズ・エンド (witches end(?))

ヴォルドール (Voldoor) (this was the town from chap 1 of trigun)

テルナッシュ・ヒル

ノウヴェ

ジェネオラ・ロック (Jeneora Rock)

カルカサス (carcass (?) i think was briefly mentioned in chap 2 of trimax?)

未踏の地 - unexplored land

赤道 - equator

(there's that small X just above ノウヴェ that i cannot make out)

the text at the bottom with the arrows (i believe) means to show the direction in which the ships crashed during the big fall)

#trigun #trigun stampede #trigun meta #well as long as like 3 other people find this useful then it was worth my time :]

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kayleigh-83 · 2 years

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Downloads Folder Organization

I'd been meaning to write something up about this for a loong time, I have been asked about it before, but also just find it interesting.

Once upon a time (aka less than two years ago) I'd spent most of my Sims 2 career with an entirely unorganized downloads folder. As in, everything was just thrown willy nilly into the folder and that was it.

I finally decided I was going to completely rebuild my downloads folder, and I spent almost a month working on it. A big part of it was setting up proper folders in a way that made sense for me.

My biggest priorities for downloads folder organization were knowing what I have in my downloads already, in order to be able to easily remove things I no longer wanted, and to track custom vs. default replacement things easily.

First off, the Build & Buy section. In here I sort by creator. I do also have a Misc folder for creators who I only have a few items from. Once I have more than 50 files or so, they get their own folder. Beddings, custom foods and OMSP's go into their own (maybe foods should be in mods???).

Clothing has subfolders for each mesh, with the creator's name first, then the specific item that it is.

I always keep a preview image in the clothing folders - this may take up a bit of space, but it's still essential for me so I can know what's what and easily prune, including when I can remove a custom item because I've downloaded a default version of it.

Inside the hair folder I subdivide by male and female.

Within each, I prefix each file and a corresponding preview image with a number. So all the files starting with "1_" belong to each other. Again, this is so I can easily add and remove things and see what I have in my game. If I want to remove a certain hair, I know I'm getting all the files associated, and I don't need a subfolder for every single hair. So I can easily scroll through the images to see what I have.

My defaults are divided like so - the default root folder has things like replacements for dishes, books from the bookshelf, food etc (non buyable or wearable things).

All my default folders for clothing and hair follow the same system as my custom hairs do - they're numbered, with a corresponding photo. I can't say enough about how much easier this makes it to swap out defaults when you find something you prefer, or when you can replace a custom item with a default one. So much easier!!

Mods have some subfolders for larger mod setups (like ACR or Turn On/Off replacements) or for ones that fit under a certain umbrella (things relating to hobbies and skilling, or relating to kids and toddlers specifically) and the rest just hang out in the general mods folder, uncategorized.

Looking again at my root downloads folder, you can see I also have some other categories I didn't go into, but they're fairly self explanatory overall! Posing contains all my poseboxes and back drops. Sims is for any Sims I download from other creators. My Traits Mods have their own entire folder here, since there were so many subfolders in it to keep it straight, I didn't want to bury it another level inside the mods folder.

Hope this helps someone who might be looking for inspiration or ideas to organize their own folders!

#ts2 gameplay #ts2 maxis match #ts2 tumblr #ts2 #simblr #ts2 simblr #maxis match #thesims2 #sims 2 #the sims 2

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dia-souls · 1 year

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🦋 Admin Afra talks :

⚠️ Important notes ⚠️

Please read carefully

Hello friends.

I think you have noticed recently that the activity of our blog has decreased a bit and we apologize for this. The fact is that the admins are very busy with school work, and if your requests are replied late, we really apologize. We will do our best to answer your requests as soon as possible. And we need to inform you we will close requests very soon . So you can send you last requests just for a few days .

And the other thing is that Dia-soul blog plans to publish its first novel soon. This novel is about Rukiyui ship and is written by me, Admin Afra. This novel is supposed to be published on April 15th. And there are several options for how to publish this novel that I want to provide you. And choose whichever one is better in your opinion.

This novel includes 20 chapters

1_ Three Chapters in a week ( on Saturdays, Mondays, Wednesdays ) A drama CD on Fridays and old requests during the week.

2_ Two Chapters in a week ( on Mondays and Fridays ) A drama CD on Sundays and old requests during the week.

3_ Two Chapters in a week ( on Saturdays and Tuesdays ) A drama CD on Fridays and old requests during the week.

Please note that this is my first novel and it may not be perfect, but I tried my best to make a great story.

Also, I have to give special thanks to my dear friends who helped me in this project.

@irsas-stuff : I don't know how to thank you dear. You read all the chapters every day and told me your opinion. You certainly have a big role in this project.💘🥺🤗

Admin Avery : I really owe you. English is not my native language and I had many typos and grammar mistakes and you, my dear friend, were kind enough to edit my story. I love you and thank you.💞

@rukiyui-fanblog : Admin Shina, I think this story would not have been written without you. You were the one who gave me the idea of the story line. Your idea for this story was great and I am very happy that you trusted me to use your idea for my novel.💞

@diakaoni : Honestly, since Yui was supposed to be Ruki's lover in this story, I didn't think that Carla would get into my story, but it seems like it happened unintentionally. Since I haven't played Dark Fate yet, I don't know Carla's character very well and it was hard for me to write him. Thank you dear Kaoni 🥰. You guided me very well to write Carla's character.

@misslittlefounder : Admin and I chatted a lot and I am very happy to say that she is now one of my best friends. I can't say how much I fell in love with your OC. She is a wonderful character. I shared the idea of my novel with you and you encouraged me for the second book. I really want to be free from school as soon as possible and we can write the second seoson of this book together in the summer. Where your OC Yuu is going to appear.😁

#diabolik lovers #dialovers #yui komori #komori yui #ruki mukami #mukami ruki #rukiyui #admin #admin talks #admin afra #admin irsa #admin ava

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ahmedtayeh · 8 days

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