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@nakasyou
Created May 30, 2023 23:30
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{"title":"美術#2-1","data":[{"type":"text","src":".use md\n# 動画制作\n## メディア\nメディアとは、((媒体))、((手段))のこと。\n\n- ((情報))メディア... 情報を伝える仕組みのこと。\n- ((表現))メディア... 情報を伝達する手段のこと。\n- ((伝達))メディア... 情報を記録する物体のこと。\n","x":108,"y":15},{"type":"text","src":".use md\n## アニメーション\n- ((フェナキストスコープ))... くるくる回すアニメーション\n<img width=\"100\" height=\"100\" src=\"https://user-images.githubusercontent.com/79000684/240901980-a368f972-92ea-4595-974d-0eb6cfbe2b7c.jpeg\" >\n- ((ゾートロープ))... 円柱型で、くるくる回すアニメーション\n<img width=\"100\" height=\"100\" src=\"https://user-images.githubusercontent.com/79000684/240902851-1dbd520e-971d-4d3f-81ae-6f2d6c38507b.jpeg\">\n- ((ソーマトロープ))... 回転させるアニメーション\n<img width=\"200\" height=\"100\" src=\"https://user-images.githubusercontent.com/79000684/240903803-1b93f5f6-8379-4419-8a1c-15548d4e46e3.gif\">\n### こまどりアニメーション( ((ストップモーションアニメーション)) )\n一コマで大きく動かすと((速い))スピードに、小さく動かすと((ゆっくりとした))スピードに見える。\n","x":60,"y":365},{"type":"img","src":"data:image/jpeg;base64,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","size":121,"x":432,"y":2882},{"type":"text","src":".use md\n## カメラについて\niPadの場合...\n\n- ((インカメラ))... 手前側にあるカメラ\n- ((アウトカメラ))... 背面にあるカメラ。画質が((良い))ものが多い。","x":61,"y":898},{"type":"text","src":".use md\n## 注意点\n### 権利\n- ((肖像権)) ... プライバシーを守るために、自分の容姿を他人に使わせない権利。一般人、有名人を問わない。\n- ((著作権)) ... 文芸、学術、音楽、プログラム等の精神的作品を保護。死後((70))年(法人・映画は公表後((70))年保護される。)\n### ((光原))の位置\n太陽や((照明))の光のこと。\n- ((サイド光))... 真横から。((明暗のコントラスト))が強い。\n- ((斜光))... 斜め前から。最も((自然))な陰影光\n- ((順光))... 被写体の正面 ((陰影))が少なく、((平面))的。((鮮))やか。\n- ((逆光)) ... 被写体の背面。((シルエット))になる。((黒く))写っている。\n- ((トップライト))... 真上から。\n### 構図\n- 広角と望遠 ((広角))→((標準))→((望遠))の順にズームアップ\n- アングル... 撮影時は、((角度))、撮影以外は、((視点))を示す。((ローアングル))…足元に構えて撮ること。\n#### 構図の種類\n<img height=\"100\" src=\"https://user-images.githubusercontent.com/79000684/241556365-defe7043-78b1-4b28-b5e3-540fc0e77a4d.jpeg\">\n\n- ①. ((三角形))構図。どっしりとした安定感や((重さ))がある。\n- ②. ((対角線))構図。((遠近))感や((集中))感があり、((奥行き))を感じさせる。((動き))も感じさせられる。\n- ③. ((水平線))構図。静かで、((左右)の広がりを感じさせる))\n- ④. ((垂直線))構図。上下に伸びる感じがある。\n### 遠近法\n- ((空気))遠近法...近くのものは((濃くはっきり))と、遠くのものは((淡く))弱く表すことで遠近法を出す。","x":68,"y":1126}]}
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