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@nakasyou
Last active February 26, 2023 03:03
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美術1-4.xfnb
{
"title": "美術1#4",
"data": [
{
"type": "text",
"src": ".use md\n## 色について\n### 三属性\n- 色には、\n - ((色相)) 色合いのこと\n - ((明度)) 明るさ\n - ((彩度)) 鮮やかさ \nの3つの属性がある。\n- 色は、((無彩色))αと((有彩色))βに大きく分けられる。\n- αには、((彩度))や((色相))が無い。\n- 向かい合った2つの色のことを、((補色))と呼ぶ。\n### 三原色\n- ((色光))\n - ((レッド))、((ブルー))、((グリーン))の3つの原色。\n - 重ねるほど((白))くなる。\n - ((加法))混色という。\n- ((色料))\n - ((マゼンダ))、((シアン))、((イエロー))の3つの原色。\n - 重ねるほど、((黒))くなる。\n - ((減法))混色という。\n",
"x": 3,
"y": 13
},
{
"type": "text",
"src": ".use md\n## 筆\n- 筆には、\n - ((平筆))\n - ((丸筆))\n - ((細筆)) \nがある。\n",
"x": 880,
"y": 325
},
{
"type": "text",
"src": ".use md\n## さまざまな技法\n- ((スパッタリング))…網の上に絵の具をのせ、ブラシで擦る\n- ((マーブリング))... 水面にたらした絵の具を紙に当てる\n- ((コラージュ))… さまざまな材料をはいつけていく\n- ((ストリング))… 二つ折りにした紙の中に絵の具がついた糸を挟み、糸を引く\n- ((フロッタージュ))… 凹凸のあるものの上に紙を敷き、鉛筆などで擦る\n- ((デカルコマニー))… 二つ折りした紙の片方に絵の具を塗り、挟み、線対称にする。\n- ((ドリッピング))…絵の具を筆に含ませ、垂らしていく。\n- ((吹き流し))… ストローや口で絵の具を拭いたり、傾けたりする。\n",
"x": 444,
"y": 13
},
{
"type": "text",
"src": ".use md\n## レタリング\n- <b style=\"font-family:serif;font-size:2em\">永</b>\nのような書体のことを、((明朝体))という。\n - ((中国))で成立した書体。\n - 横線が((細い))。\n - 線の右端や角には((ウロコ))がある。\n- <b style=\"font-family:sans-serif;font-size:2em\">永</b>\nのような書体のことを、((ゴジック体))という。\n - 英語圏の、((サンセリフ))体を元に作られた。\n - 全ての((点画))が同じ大きさ。\n",
"x": 448,
"y": 327
},
{
"type": "img",
"src": 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",
"size": 82.640625,
"x": 100,
"y": 2198
},
{
"type": "text",
"src": ".use md\n## 鑑賞\n---\n- 主題や題材のこと…((モチーフ))\n- 作品の説明文…((キャプション))\n- 木や石などを掘って作ること…((彫像))\n- 粘土のような素材をくっつけてつけること…((塑像))\n- 油絵の具…((油彩画))\n- 水彩絵の具…((水彩画))\n- 墨で描く…((水墨画))\n- 岩絵の具などを和紙に描く…((日本画))\n- 明治時代以前の絵…((大和絵))\n- 油彩や水彩…((西洋画))\n- 場所や空間を作品として体験させる芸術... ((インスタレーション))",
"x": 12,
"y": 660
},
{
"type": "text",
"src": ".use md\n## かげ\n- ((サイド光))…真横から\n- ((斜光))…斜め前から\n- ((順光))…正面からの光\n- ((逆光))…背面からの光\n- ((トップライト))…真上からの光",
"x": 554,
"y": 1299
},
{
"type": "text",
"src": ".use md\n## 伝統工芸品\n***\n- 工芸とは、((生活))の中で((使ったり))、((飾ったり))するもの。((機能性))と((美しさ))を兼ね備えている。\n- 伝統工芸とは、伝統的な技法や技術を使っているもの。伝統とは、およそ((100))年間以上続いているものである。\n- 伝統的工芸品とは、伝統工芸品の中で、((伝統的工芸品産業の振興に関する))法律に基づいて、((経済産業))大臣の指定を受けたもの。\n - 条件として、((日常生活))で使われるもの、((手作り))で、((一定の地域で産地を形成しているもの))でないといけない。\n",
"x": 519,
"y": 664
},
{
"type": "text",
"src": ".use md\n## 伝統工芸の素材\n- 紙…((手漉き和紙))\n- 木…((鎌倉彫))、((輪島塗))\n- 竹...((竹細工))、((盛り籠))など。\n- 金属…((金沢箔))など。\n- ガラス…((江戸切子))、((江戸風鈴))、((とんぼ玉))など。\n- 布…((紅型))など。\n- 染物…((紅型))、((友禅染め))など",
"x": 549,
"y": 1015
},
{
"type": "text",
"src": ".use md\n## 漆について\n***\n- 漆の乾燥には、温度((25))°C,湿度((75))%程度がよい。\n- 漆は、((塗料))、((接着剤))、((防水剤))の役割がある。\n- ((漆器))は、漆を塗った工芸品。\n- ((堆朱))は、漆を重ねて、掘り出すもの。\n - 表面が朱色が((堆朱))。\n - 表面が黒色が((堆黒))。\n - 表面が黄色が((堆黄))。\n- ((蒔絵))…漆で描いた絵に粉を撒く。\n- ((漆絵))…漆で絵を描く。\n- ((沈金))…漆器の表面を削り、漆を入れ、粉を撒く。\n- ((螺鈿))…貝殻の内側の光沢のある部分を切り出し、漆地にはめ込む。\n- ((彫漆))…異なる色の漆を重ね、彫る。",
"x": 6,
"y": 1070
},
{
"type": "text",
"src": ".use md\n## 構成美の要素\n***\n- ((シンメトリー))…対称なこと\n- ((リピテーション))…同じ形や色が繰り返し、規則的に\n- ((リズム))…連続的な変化や繰り返し\n- ((コントラスト))…反対のものを起き、互いに引き立て合う\n- ((グラデーション))…一定の割合で段階的に変化\n- ((ムーブメント))…組み合わせや変化により、動きを感じさせる。\n",
"x": 22,
"y": 1506
},
{
"type": "text",
"src": "Copyright (c) 2023 nakasyou.\nAll rights reserved.",
"x": 218,
"y": 2213
}
]
}
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