# t7s ナナシス arthistory4everyone teachers studyskills fakenews edutwitter ks4 ks5 rococco howluckyarewe arthistory

【Tokyo 7th シスターズ】BDレアカード　マドカ　BIRTHDAY GETしたよ！皆も遊んでね♪→https://t.co/DbhMk7YVGh 【プレイヤーID】EpQ3cpc

榎並マドカちゃん誕生日おめでとう🎉
なんと初の最上級レアリティのBDレアカードを引けた٩( 'ω' )و
めっちゃ可愛い🥰

0 3
2022-09-04

【Tokyo 7th シスターズ】Pレアカード ヒナ 「ゴーゴーカート」「涼風紀行」 GETしたよ！皆も遊んでね♪→https://t.co/DbhMk7YVGh 【プレイヤーID】EpQ3cpc

まさか推しのPレアが2枚同時に出るとは思わんよ？
今日で770連無料キャンペーンは終了です(˙◁˙)
だいぶ強くなった気がする！

0 3
2022-08-14

【Tokyo 7th シスターズ】PSレアカード　ヒメ　7th Anniversary GETしたよ！皆も遊んでね♪→https://t.co/DbhMk7YVGh 【プレイヤーID】EpQ3cpc

今日ヒメちゃんの誕生日らしいんで引いたらまさかのPSレアを初めて引けた•ࡇ•
やっぱりサイン付きはどの音ゲーも共通なんだね笑

0 2
2022-08-08

【Tokyo 7th シスターズ】
GS+レアカード　ヒナ　サマーフェス GETしたよ！
【プレイヤーID】
EpQ3cpc

全く同じカード2枚引けないと覚醒出来ないのにまさかの推しの好きな絵柄をもう1枚引けるとかどんな確率？笑

隠さないお腹が一番好きです()
可愛すぎるなあ🥰

0 3
2022-08-07

Great end to our Identities A level Art History topic with Imogen’s excellent EPQ presentation on specified artist, Elisabeth Vigée Le Brun. Huge thanks to Imogen’s EPQ mentor for her invaluable help! Imogen is now in her 1st year

1 4
2022-02-13

For context I did the EPQ at school, and I was prototyping for a physical model, these aren't from blender but another free app. I'd never tried 3d art before. I did all the furniture myself but then tried to edit a premade model for the guy. It didn't go well. 😅

0 0
2022-01-05

Extraordinary EPQ presentations in our Art History A level class this afternoon: whether Caravaggio depicts Christ as an ordinary person + depictions of health workers as plague saints as in paintings from the Black Death. Thank you Finn, Flo + mentor .

2 9
2021-06-27

Looking for resources to support your teaching? Visit our website for our top tips & activities designed to help students develop their academic writing, find & evaluate resources and spot
👉https://t.co/YjuoVZGEw5

4 5
2021-06-22

Also redrew my slime character, Bugsie, for the sake of art fight reference since before now all references were pretty sketchy. Enjoy this squishy boy!
I made him for an animation project EPQ, which you can find here:
https://t.co/G3kahIIVZT

0 0
2020-07-03

△CEFの面積を求めるだけなら，AB=a,PQ=bとしてCRを結んで
△FPS+△CQR = △EPQ+△CSR = b×(a-b)/2
と □PQRS = b^2 から △CEF = ab を求める方が分かりやすいかと思います．
そちらからPがEFの中点であることを示すこともできます．

0 1
2019-12-11

CF上の点GとCE上の点HをEG//PS，FH//PQとなるように取る．
EG,FHをそれぞれ底辺とみて△CEFの面積を考えて，EG×AB/2=FH×AD/2．AB=ADからEG=FH．
△FPS∽△FEGからFP/FE=PS/EG，△EPQ∽△EFHからEP/EF=PQ/FH．
PS=PQとEG=FHからPS/EG=PQ/FHなので，EP=FP．

0 1
2019-12-11

Homework club: Fragonard’s ‘The Swing’ with Art History A level + EPQ Saturday state supported students

6 8
2019-11-03

Avesta does it again, with an article on 'Trafalgar + images of Nelson' published on : especially appropriate topic as she's currently studying A level , following a 1st year + EPQ https://t.co/BP37hAJeG4

0 0
2019-10-23

my iPad game is coming along nicely, the background still needs work tho

0 0
2012-12-04