Maron Kusakabe


Zorlayınca anime karakter oluyorum.

averypottermormon:

miss-jaxon-flaxon-waxon:

onwardwall:

thegingerbalrog:

my-fandom-life:

dismantlerepaired:

whereismystrawberrytart:

hikingnerd:

timelordpillbug:

follovved:

amerlcanapparel:

when she says she doesn’t send nudes

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when guys objectify women and expect them to send nudesimage

when someone asks you about your nuclear plans for russia

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When Russia sends you nudes

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I don’t know but it’s hilarious

IT IS BACK

Source: amerlcanapparel

earlgrays:

krystil-with-a-k:

tattoosanddrugs:

itty-bitty-babe:

kingforhermione:

lets-get-drunk-and-gamble:

scarred-mistake:

beanpunk-rockerbath:

This is 19 year old Marie Fowler. Her cancer just returned, and has been declared terminal. She’s already in Hospice Care. Her final wish is to meet Kellin Quinn from Sleeping With Sirens. Please, make it happen. Spread the word. This girl deserves it.

SIGNAL BOOST.

The small amount of notes on this post worries me. 
SIGNAL BOOST. LET’S MAKE THIS HAPPEN.

COME ON GUYS, IF WE CAN GET A FLUFFY CHICKEN FOR SOMEONE WHY NOT THIS

REBLOG THIS OR ELSE

imagine it’s you

imagine it’s you or someone you love

SPREAD THIS LIKE WILDFIRE PLEASE

earlgrays:

krystil-with-a-k:

tattoosanddrugs:

itty-bitty-babe:

kingforhermione:

lets-get-drunk-and-gamble:

scarred-mistake:

beanpunk-rockerbath:

This is 19 year old Marie Fowler. Her cancer just returned, and has been declared terminal. She’s already in Hospice Care. Her final wish is to meet Kellin Quinn from Sleeping With Sirens. Please, make it happen. Spread the word. This girl deserves it.

SIGNAL BOOST.

The small amount of notes on this post worries me. 

SIGNAL BOOST. LET’S MAKE THIS HAPPEN.

COME ON GUYS, IF WE CAN GET A FLUFFY CHICKEN FOR SOMEONE WHY NOT THIS

REBLOG THIS OR ELSE

imagine it’s you

imagine it’s you or someone you love

SPREAD THIS LIKE WILDFIRE PLEASE

Source: twentyonestewards

lovelydean:

billie for marie claire (x)

Source: slayerdeans

Bazı insanlar vardır,anlaşılmazlar; içlerinden geçenleri, hislerini sözlere dökmek zorunda kalır ama konuşamazlar. Yazıları konuşur onların yerine, şarkıları konuşur. Yeri gelir gözleri konuşur ama yansıtamazlar hislerini karşıya.
Birde diğerleri vardır, konuşmazlar, sessizce otururlar yanınızda; yaptıkları konuşur onların yerine de. Dudakları susar, gülümsemeleri söyler içlerindekini. Elleri yazmayı bırakır, boyunlarındaki zincirin ucundaki nesneler izini bırakır karşısındakinin kalbinde.
Biri bağırır sevgisini, diğeri dinler. Biri otururken yanında sessiz, diğeri izler. Hisseder duymaktansa sevgisini. Biri tutamaz gözyaşlarını döker, iner yanaklarından süzülerek; diğeri siler, unutturur neden ağladığını.
Hatalar yapılır, ikisi de çabucak sinirlenir, bir anda söner. Biri üzülünce diğeri içinde hisseder. Birinin mutluluğu ikisinin de yüzünü güldürür.
Ben konuşurum, o dinler; cevap vermez ama sessizce karşılığını verir, bilirim. Bazen çıkarmam sesimi çünkü o tanır beni. Gözlerim yaşlarla parlarken, o üzülür benim yerime.
Ara sıra açılır, bir anda patlar; o da insan dayanamaz, ben dinlerim. Uzağımdır belki ama her zaman yanındayım. O kadar derine gömülüyüm ki kalbinde bazen çıkamam, hissetiremem kendimi. O zaman da beklerim, onun izin verip yüzeye çıkmamı beklerim. Tek bir sözünü, iki kelimesini beklerim.

twintrolldevon:

I am bored and I say hello.

helloooo :D

twintrolldevon:

I am bored and I say hello.

helloooo :D

popnoodles:

Anakitten SkywalkerFull video https://www.facebook.com/photo.php?v=10152099892458289

popnoodles:

Anakitten Skywalker
Full video https://www.facebook.com/photo.php?v=10152099892458289

1ucasvb:

The arc-length parametrization of an Archimedean spiral visualized with colors.
I just finished some new code to generate arc-length parametrizations of arbitrary curves. To try it out, I used it on this Archimedean spiral.
Then I got curious: exactly how does the re-parametrization redistributes the points along this curve? In the original parametrization, the points are bunched up in the middle of the spiral, and more spaced on the outside. The arc-length parametrization makes them equally spaced along the whole path. So how do they compare?
First, I tried this with black points, but it was too confusing. Same thing for a few dots highlighted. So I decided to color them all based on the angle in the original parametrization. This is the result.
It is really interesting how the colors are bent around. It seems that the distribution is quite non-uniform, even though the spiral is rather uniform in growth.
I originally rendered this with four times as many frames, but due to the amount of colors and dimensions of the GIF, Tumblr wouldn’t accept it. It was too large. Below is the animation with twice as many frames.

Hint: try squinting! It blurs the colors and it looks really trippy!

1ucasvb:

The arc-length parametrization of an Archimedean spiral visualized with colors.

I just finished some new code to generate arc-length parametrizations of arbitrary curves. To try it out, I used it on this Archimedean spiral.

Then I got curious: exactly how does the re-parametrization redistributes the points along this curve? In the original parametrization, the points are bunched up in the middle of the spiral, and more spaced on the outside. The arc-length parametrization makes them equally spaced along the whole path. So how do they compare?

First, I tried this with black points, but it was too confusing. Same thing for a few dots highlighted. So I decided to color them all based on the angle in the original parametrization. This is the result.

It is really interesting how the colors are bent around. It seems that the distribution is quite non-uniform, even though the spiral is rather uniform in growth.

I originally rendered this with four times as many frames, but due to the amount of colors and dimensions of the GIF, Tumblr wouldn’t accept it. It was too large. Below is the animation with twice as many frames.

image

Hint: try squinting! It blurs the colors and it looks really trippy!