画質 高画質

Anne shows no interest in the Lake Poets, Samuel Taylor Coleridge (1772-1834) and Robert Southey (1774-1843).
Southey, Poet laureate, lived at Greta Hall, Keswick from 1804 with his & Coleridge's family since Coleridge abandoned them. Author of Goldilocks and the Three Bears etc.

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がうる・ぐら (32-1位)
https://t.co/YzFDO27cgV

Source:https://t.co/Y34Yledr30
作者:ふわり
Tag:#ホロライブ gawrgura バーチャルYouTuber がうる・ぐら gawrt HololiveEN

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🔵Welcome to ! I post raw assets!🔵

LINKS
▶️YouTube https://t.co/YZPdaqTiW2
📹Twitch https://t.co/cDaLC37dKJ
💁‍♂️Discord https://t.co/cD49XoqyUR
🗣️Reddit https://t.co/t0GvG9y3Dc

CURRENT ASSETS MEGA THREAD
📁DLs JP/Global 2-14-21
https://t.co/LqAgkdU0ho

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2021-02-14 I skipped yesterday's daily sketch to finish this piece LMAO

Happy Valentines day from seiichira! 😳💕

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Hi i just made this account hope u guys can spread my business.i do digital painting.
Rate/head:
Headshot:RM8-10($2)
Waist up:RM12-15($3)
Fullbody:20-25(5$)

Simple color

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Gachapón «Danza de las linternas»: ¡probabilidad de obtención de Keching aumentada!

Con el gachapón «Danza de las linternas», ¡podrás obtener armas y personajes para fortalecer tu equipo!

〓Duración〓
2021-02-17 18:00:00 - 2021-03-02 15:59:59

149 2169

Nouveaux vœux : « Danse des lanternes » ! Taux d'obtention boosté pour Keqing · Ardeur du tonnerre (Électro) !

〓 Durée 〓
2021-02-17 18:00:00 - 2021-03-02 15:59:59 (heure serveur)

45 550

New Cards DL 2-14-21 {JP⚫️NOTE: Full Card Assets in the Imgur Link} [THREAD] https://t.co/xS1BawjSSR

35 543

JY Vday 💜2021 Release Version 1.8.9 IS OUT!
Be ready to have some hot coco☕️ with your gal and get some facts thrown at you!
Vday event goes annually 12-16th of Feb
☕️lasts forever
support on discord
cool vday art by Prox#9492 on discord
https://t.co/MxdO7EnqX6

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2-14-21

Just gonna upload this drawing one more time because I'm really proud of this one!

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02-14-2021
happy valentines day, yura 💚

- aya

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2021-02-14
雑コラだけどやってみた✨
結論:てぇてぇ(っぽい)🙏🏻

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Plutia - 2-14-2021
Drawn for my friend whose birthday is today

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Well if we do the math
Substitute = cos\alp,\alp∈[0:;π] \Then\; |x+\sqrt{1-x^2}|=\sqrt{2}(2x^2-1)\Leftright |cos\alp +sin\alp |=\sqrt{2}(2cos^2\alp -1)Then∣x+ 1−x 2 ​ ∣= 2 ​ (2x 2)

= You lonely asf

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f=lambda x,y:abs((sin(x)+y)%2-1)
g=lambda x,y,z:(f(x,y),f(y,z),f(z,x))
N=600
size(600,600)
colorMode(HSB,1)
for i in range(N):
for j in range(N):
h,s,b=g(*g(8.*i/N,20.*j/N,0))
set(i,j,color(h*.2+j*1e-3,s,b*3+.2))
海!

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02-14 ♡

Heartfelt gesture?
Who is the lucky receiver ❤


? ? ? ? ?

From : yuuji's chest
To : bachelor candidates

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[ Kindle ] 2021-02-14読了。: "パパとぼくとかぞくになってよ 完全版 【特典ペーパー付】 (Kobunsha BL…"(靴川 著)https://t.co/iuxI7qaw8A

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