首页
D
524588
当前主题:自动模式
查看保存队列
搜索
社区讨论
【求接盘?】以前写的屑项目开摆力
H
HanPi
2022/11/06 11:52
灌水区
参与者 3
已保存回复 9
讨论操作
快速查看讨论及其快照的属性,并进行相关操作。
当前回复
9 条
当前快照
1 份
快照标识符
@lo7m5jeq
此快照首次捕获于
2023/10/27 04:04
2 年前
此快照最后确认于
2023/10/27 04:04
2 年前
查看原帖
时光机
更新帖子
复制链接
复制快照链接
复制零楼 Markdown
rt,之前初中写的
屑项目
和
屑指北
KaTeX Geo
\tiny\color{#eee}\kern{66.976pt}\rule[20.419pt]{4.788pt}{0.3pt}\kern{-7.413pt}\rule[20.719pt]{9.576pt}{0.3pt}\kern{-13.28pt}\rule[21.019pt]{16.466pt}{0.3pt}\kern{-17.439pt}\rule[21.319pt]{17.989pt}{0.3pt}\kern{-18.963pt}\rule[21.619pt]{19.512pt}{0.3pt}\kern{-20.486pt}\rule[21.919pt]{21.035pt}{0.3pt}\kern{-22.009pt}\rule[22.219pt]{22.558pt}{0.3pt}\kern{-23.532pt}\rule[22.519pt]{24.081pt}{0.3pt}\kern{-25.055pt}\rule[22.819pt]{25.605pt}{0.3pt}\kern{-26.578pt}\rule[23.119pt]{27.128pt}{0.3pt}\kern{-28.101pt}\rule[23.419pt]{28.65pt}{0.3pt}\kern{-29.624pt}\rule[23.719pt]{30.174pt}{0.3pt}\kern{-31.213pt}\rule[24.019pt]{31.83pt}{0.3pt}\kern{-32.453pt}\rule[24.319pt]{32.655pt}{0.3pt}\kern{-33.277pt}\rule[24.619pt]{33.479pt}{0.3pt}\kern{-34.101pt}\rule[24.919pt]{34.303pt}{0.3pt}\kern{-34.925pt}\rule[25.219pt]{35.127pt}{0.3pt}\kern{-35.749pt}\rule[25.519pt]{35.951pt}{0.3pt}\kern{-36.574pt}\rule[25.819pt]{36.775pt}{0.3pt}\kern{-37.398pt}\rule[26.119pt]{37.599pt}{0.3pt}\kern{-38.222pt}\rule[26.419pt]{38.423pt}{0.3pt}\kern{-39.046pt}\rule[26.719pt]{39.247pt}{0.3pt}\kern{-39.870pt}\rule[27.019pt]{40.071pt}{0.3pt}\kern{-40.694pt}\rule[27.319pt]{40.895pt}{0.3pt}\kern{-41.518pt}\rule[27.619pt]{41.720pt}{0.3pt}\kern{-42.342pt}\rule[27.919pt]{42.544pt}{0.3pt}\kern{-43.166pt}\rule[28.219pt]{43.368pt}{0.3pt}\kern{-43.99pt}\rule[28.519pt]{44.192pt}{0.3pt}\kern{-44.845pt}\rule[28.819pt]{45.067pt}{0.3pt}\kern{-45.52pt}\rule[29.119pt]{45.554pt}{0.3pt}\kern{-46.008pt}\rule[29.419pt]{46.042pt}{0.3pt}\kern{-46.496pt}\rule[29.719pt]{46.530pt}{0.3pt}\kern{-46.984pt}\rule[30.019pt]{47.017pt}{0.3pt}\kern{-47.471pt}\rule[30.319pt]{47.505pt}{0.3pt}\kern{-47.959pt}\rule[30.619pt]{47.993pt}{0.3pt}\kern{-48.447pt}\rule[30.919pt]{48.48pt}{0.3pt}\kern{-48.934pt}\rule[31.219pt]{48.968pt}{0.3pt}\kern{-49.422pt}\rule[31.519pt]{49.456pt}{0.3pt}\kern{-49.910pt}\rule[31.819pt]{49.943pt}{0.3pt}\kern{-50.397pt}\rule[32.119pt]{50.431pt}{0.3pt}\kern{-50.885pt}\rule[32.419pt]{50.919pt}{0.3pt}\kern{-51.373pt}\rule[32.719pt]{51.406pt}{0.3pt}\kern{-51.86pt}\rule[33.019pt]{51.894pt}{0.3pt}\kern{-52.348pt}\rule[33.319pt]{52.382pt}{0.3pt}\kern{-52.836pt}\rule[33.619pt]{52.869pt}{0.3pt}\kern{-53.323pt}\rule[33.919pt]{53.357pt}{0.3pt}\kern{-53.81pt}\rule[34.219pt]{53.845pt}{0.3pt}\kern{-54.299pt}\rule[34.519pt]{54.332pt}{0.3pt}\kern{-54.786pt}\rule[34.819pt]{54.82pt}{0.3pt}\kern{-55.255pt}\rule[35.119pt]{55.289pt}{0.3pt}\kern{-55.632pt}\rule[35.419pt]{55.556pt}{0.3pt}\kern{-55.899pt}\rule[35.719pt]{55.822pt}{0.3pt}\kern{-56.166pt}\rule[36.019pt]{56.089pt}{0.3pt}\kern{-56.433pt}\rule[36.319pt]{56.356pt}{0.3pt}\kern{-56.699pt}\rule[36.619pt]{56.623pt}{0.3pt}\kern{-56.966pt}\rule[36.919pt]{56.890pt}{0.3pt}\kern{-57.233pt}\rule[37.219pt]{57.156pt}{0.3pt}\kern{-57.500pt}\rule[37.519pt]{57.423pt}{0.3pt}\kern{-57.766pt}\rule[37.819pt]{57.690pt}{0.3pt}\kern{-58.033pt}\rule[38.119pt]{57.957pt}{0.3pt}\kern{-58.300pt}\rule[38.419pt]{58.223pt}{0.3pt}\kern{-58.567pt}\rule[38.719pt]{58.49pt}{0.3pt}\kern{-58.833pt}\rule[39.019pt]{58.757pt}{0.3pt}\kern{-59.1pt}\rule[39.319pt]{59.024pt}{0.3pt}\kern{-59.367pt}\rule[39.619pt]{59.29pt}{0.3pt}\kern{-59.634pt}\rule[39.919pt]{59.557pt}{0.3pt}\kern{-59.9pt}\rule[40.219pt]{59.824pt}{0.3pt}\kern{-60.167pt}\rule[40.519pt]{60.09pt}{0.3pt}\kern{-60.434pt}\rule[40.819pt]{60.357pt}{0.3pt}\kern{-60.7pt}\rule[41.119pt]{60.624pt}{0.3pt}\kern{-60.967pt}\rule[41.419pt]{60.89pt}{0.3pt}\kern{-61.234pt}\rule[41.719pt]{61.158pt}{0.3pt}\kern{-61.5pt}\rule[42.019pt]{61.424pt}{0.3pt}\kern{-61.928pt}\rule[42.319pt]{61.851pt}{0.3pt}\kern{-62.107pt}\rule[42.619pt]{62.069pt}{0.3pt}\kern{-62.324pt}\rule[42.919pt]{62.160pt}{0.3pt}\kern{-62.415pt}\rule[43.219pt]{62.25pt}{0.3pt}\kern{-62.506pt}\rule[43.519pt]{62.342pt}{0.3pt}\kern{-62.597pt}\rule[43.819pt]{62.432pt}{0.3pt}\kern{-62.688pt}\rule[44.119pt]{62.523pt}{0.3pt}\kern{-62.779pt}\rule[44.419pt]{62.614pt}{0.3pt}\kern{-62.869pt}\rule[44.719pt]{62.705pt}{0.3pt}\kern{-62.96pt}\rule[45.019pt]{62.796pt}{0.3pt}\kern{-63.051pt}\rule[45.319pt]{62.887pt}{0.3pt}\kern{-63.142pt}\rule[45.619pt]{62.977pt}{0.3pt}\kern{-63.233pt}\rule[45.919pt]{63.068pt}{0.3pt}\kern{-63.324pt}\rule[46.219pt]{63.159pt}{0.3pt}\kern{-63.414pt}\rule[46.519pt]{63.250pt}{0.3pt}\kern{-63.505pt}\rule[46.819pt]{63.34pt}{0.3pt}\kern{-63.596pt}\rule[47.119pt]{63.432pt}{0.3pt}\kern{-63.687pt}\rule[47.419pt]{63.522pt}{0.3pt}\kern{-63.778pt}\rule[47.719pt]{63.613pt}{0.3pt}\kern{-63.869pt}\rule[48.019pt]{63.704pt}{0.3pt}\kern{-63.959pt}\rule[48.319pt]{63.795pt}{0.3pt}\kern{-64.05pt}\rule[48.619pt]{63.886pt}{0.3pt}\kern{-64.141pt}\rule[48.919pt]{63.977pt}{0.3pt}\kern{-64.232pt}\rule[49.219pt]{64.068pt}{0.3pt}\kern{-64.323pt}\rule[49.519pt]{64.158pt}{0.3pt}\kern{-64.414pt}\rule[49.819pt]{64.249pt}{0.3pt}\kern{-64.504pt}\rule[50.119pt]{64.34pt}{0.3pt}\kern{-64.426pt}\rule[50.419pt]{64.205pt}{0.3pt}\kern{-64.379pt}\rule[50.719pt]{64.133pt}{0.3pt}\kern{-64.307pt}\rule[51.019pt]{64.06pt}{0.3pt}\kern{-64.235pt}\rule[51.319pt]{63.989pt}{0.3pt}\kern{-64.163pt}\rule[51.619pt]{63.917pt}{0.3pt}\kern{-64.09pt}\rule[51.919pt]{63.845pt}{0.3pt}\kern{-64.019pt}\rule[52.219pt]{63.773pt}{0.3pt}\kern{-63.947pt}\rule[52.519pt]{63.7pt}{0.3pt}\kern{-63.875pt}\rule[52.819pt]{63.629pt}{0.3pt}\kern{-63.803pt}\rule[53.119pt]{63.557pt}{0.3pt}\kern{-63.73pt}\rule[53.419pt]{63.485pt}{0.3pt}\kern{-63.659pt}\rule[53.719pt]{63.413pt}{0.3pt}\kern{-63.587pt}\rule[54.019pt]{63.34pt}{0.3pt}\kern{-63.515pt}\rule[54.319pt]{63.269pt}{0.3pt}\kern{-63.443pt}\rule[54.619pt]{63.197pt}{0.3pt}\kern{-63.37pt}\rule[54.919pt]{63.125pt}{0.3pt}\kern{-63.299pt}\rule[55.219pt]{63.053pt}{0.3pt}\kern{-63.227pt}\rule[55.519pt]{62.98pt}{0.3pt}\kern{-63.155pt}\rule[55.819pt]{62.909pt}{0.3pt}\kern{-63.083pt}\rule[56.119pt]{62.837pt}{0.3pt}\kern{-63.01pt}\rule[56.419pt]{62.765pt}{0.3pt}\kern{-62.939pt}\rule[56.719pt]{62.693pt}{0.3pt}\kern{-62.867pt}\rule[57.019pt]{62.62pt}{0.3pt}\kern{-62.795pt}\rule[57.319pt]{62.549pt}{0.3pt}\kern{-62.723pt}\rule[57.619pt]{62.477pt}{0.3pt}\kern{-62.65pt}\rule[57.919pt]{62.405pt}{0.3pt}\kern{-62.656pt}\rule[58.219pt]{62.302pt}{0.3pt}\kern{-62.390pt}\rule[58.519pt]{62.057pt}{0.3pt}\kern{-62.144pt}\rule[58.819pt]{61.812pt}{0.3pt}\kern{-61.899pt}\rule[59.119pt]{61.567pt}{0.3pt}\kern{-61.654pt}\rule[59.419pt]{61.322pt}{0.3pt}\kern{-61.409pt}\rule[59.719pt]{61.077pt}{0.3pt}\kern{-61.164pt}\rule[60.019pt]{60.831pt}{0.3pt}\kern{-60.919pt}\rule[60.319pt]{60.586pt}{0.3pt}\kern{-60.674pt}\rule[60.619pt]{60.341pt}{0.3pt}\kern{-60.429pt}\rule[60.919pt]{60.096pt}{0.3pt}\kern{-60.183pt}\rule[61.219pt]{59.85pt}{0.3pt}\kern{-59.938pt}\rule[61.519pt]{59.606pt}{0.3pt}\kern{-59.693pt}\rule[61.819pt]{59.36pt}{0.3pt}\kern{-59.448pt}\rule[62.119pt]{59.116pt}{0.3pt}\kern{-59.203pt}\rule[62.419pt]{58.87pt}{0.3pt}\kern{-58.958pt}\rule[62.719pt]{58.625pt}{0.3pt}\kern{-58.713pt}\rule[63.019pt]{58.38pt}{0.3pt}\kern{-58.468pt}\rule[63.319pt]{58.135pt}{0.3pt}\kern{-58.222pt}\rule[63.619pt]{57.890pt}{0.3pt}\kern{-57.977pt}\rule[63.919pt]{57.645pt}{0.3pt}\kern{-57.732pt}\rule[64.219pt]{57.400pt}{0.3pt}\kern{-57.487pt}\rule[64.519pt]{57.155pt}{0.3pt}\kern{-57.242pt}\rule[64.819pt]{56.909pt}{0.3pt}\kern{-56.997pt}\rule[65.119pt]{56.664pt}{0.3pt}\kern{-56.752pt}\rule[65.419pt]{56.419pt}{0.3pt}\kern{-56.488pt}\rule[65.719pt]{56.233pt}{0.3pt}\kern{-56.214pt}\rule[66.019pt]{55.775pt}{0.3pt}\kern{-55.755pt}\rule[66.319pt]{55.316pt}{0.3pt}\kern{-55.297pt}\rule[66.619pt]{54.858pt}{0.3pt}\kern{-54.838pt}\rule[66.919pt]{54.399pt}{0.3pt}\kern{-54.380pt}\rule[67.219pt]{53.94pt}{0.3pt}\kern{-53.921pt}\rule[67.519pt]{53.482pt}{0.3pt}\kern{-53.463pt}\rule[67.819pt]{53.024pt}{0.3pt}\kern{-53.004pt}\rule[68.119pt]{52.565pt}{0.3pt}\kern{-52.546pt}\rule[68.419pt]{52.107pt}{0.3pt}\kern{-52.087pt}\rule[68.719pt]{51.648pt}{0.3pt}\kern{-51.629pt}\rule[69.019pt]{51.189pt}{0.3pt}\kern{-51.17pt}\rule[69.319pt]{50.73pt}{0.3pt}\kern{-50.712pt}\rule[69.619pt]{50.272pt}{0.3pt}\kern{-50.253pt}\rule[69.919pt]{49.814pt}{0.3pt}\kern{-49.795pt}\rule[70.219pt]{49.355pt}{0.3pt}\kern{-49.336pt}\rule[70.519pt]{48.897pt}{0.3pt}\kern{-48.878pt}\rule[70.819pt]{48.438pt}{0.3pt}\kern{-48.419pt}\rule[71.119pt]{47.980pt}{0.3pt}\kern{-47.96pt}\rule[71.419pt]{47.521pt}{0.3pt}\kern{-47.502pt}\rule[71.719pt]{47.063pt}{0.3pt}\kern{-47.044pt}\rule[72.019pt]{46.604pt}{0.3pt}\kern{-46.595pt}\rule[72.319pt]{46.404pt}{0.3pt}\kern{-46.226pt}\rule[72.619pt]{45.628pt}{0.3pt}\kern{-45.451pt}\rule[72.919pt]{44.853pt}{0.3pt}\kern{-44.676pt}\rule[73.219pt]{44.078pt}{0.3pt}\kern{-43.9pt}\rule[73.519pt]{43.303pt}{0.3pt}\kern{-43.126pt}\rule[73.819pt]{42.528pt}{0.3pt}\kern{-42.35pt}\rule[74.119pt]{41.752pt}{0.3pt}\kern{-41.575pt}\rule[74.419pt]{40.977pt}{0.3pt}\kern{-40.8pt}\rule[74.719pt]{40.202pt}{0.3pt}\kern{-40.023pt}\rule[75.019pt]{39.425pt}{0.3pt}\kern{-39.197pt}\rule[75.319pt]{38.599pt}{0.3pt}\kern{-38.37pt}\rule[75.619pt]{37.773pt}{0.3pt}\kern{-37.545pt}\rule[75.919pt]{36.947pt}{0.3pt}\kern{-36.719pt}\rule[76.219pt]{36.12pt}{0.3pt}\kern{-35.893pt}\rule[76.519pt]{35.295pt}{0.3pt}\kern{-35.067pt}\rule[76.819pt]{34.469pt}{0.3pt}\kern{-34.241pt}\rule[77.119pt]{33.241pt}{0.3pt}\kern{-33.013pt}\rule[77.419pt]{32.1pt}{0.3pt}\kern{-31.872pt}\rule[77.719pt]{30.959pt}{0.3pt}\kern{-30.625pt}\rule[78.019pt]{29.712pt}{0.3pt}\kern{-29.094pt}\rule[78.319pt]{28.18pt}{0.3pt}\kern{-27.562pt}\rule[78.619pt]{26.649pt}{0.3pt}\kern{-26.03pt}\rule[78.919pt]{25.117pt}{0.3pt}\kern{-24.498pt}\rule[79.219pt]{23.585pt}{0.3pt}\kern{-22.967pt}\rule[79.519pt]{22.054pt}{0.3pt}\kern{-21.435pt}\rule[79.819pt]{20.522pt}{0.3pt}\kern{-19.903pt}\rule[80.119pt]{18.99pt}{0.3pt}\kern{-18.371pt}\rule[80.419pt]{17.647pt}{0.3pt}\kern{-17.028pt}\rule[80.719pt]{14.862pt}{0.3pt}\kern{-14.62pt}\rule[81.019pt]{12.454pt}{0.3pt}\kern{-9.589pt}\rule[81.319pt]{7.422pt}{0.3pt}\kern{-29.945pt}\color{#000}\kern{1pt}\raisebox{17.7pt}{$\tiny\bcancel{\phantom{\rule{4pt}{4.8pt}}}\kern{2pt}$}\kern{1pt}\raisebox{15.3pt}{$\tiny\bcancel{\phantom{\rule{4pt}{2.400pt}}}\kern{2pt}$}\rule[15.3pt]{6pt}{0pt}\kern{1pt}\raisebox{15.3pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{2.4pt}}}\kern{2pt}$}\kern{1pt}\raisebox{17.7pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{4.800pt}}}\kern{2pt}$}\kern{1pt}\raisebox{22.5pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{7.200pt}}}\kern{2pt}$}\kern{1pt}\raisebox{29.7pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{9.600pt}}}\kern{2pt}$}\kern{1pt}\raisebox{39.3pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{12.000pt}}}\kern{2pt}$}\kern{1.000pt}\raisebox{51.300pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{14.400pt}}}\kern{2pt}$}\kern{1pt}\raisebox{65.700pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{16.8pt}}}\kern{2pt}$}\kern{1pt}\raisebox{82.500pt}{$\tiny\cancel{\phantom{\rule{4.000pt}{19.200pt}}}\kern{2pt}$}\kern{1pt}\raisebox{101.700pt}{$\tiny\cancel{\phantom{\rule{3.083pt}{18.3pt}}}\kern{2pt}$}\kern{-71.083pt}\color{#ccc}\kern{15pt}\rule[15pt]{135pt}{0pt}\kern{-135pt}\rule[45pt]{135pt}{0pt}\kern{-135pt}\rule[75pt]{135pt}{0pt}\kern{-135pt}\rule[105pt]{135pt}{0pt}\kern{-135pt}\rule[15pt]{0.5pt}{105pt}\kern{29.5pt}\rule[15pt]{0.5pt}{105pt}\kern{29.5pt}\rule[15pt]{0.5pt}{105pt}\kern{29.5pt}\rule[15pt]{0.5pt}{105pt}\kern{29.5pt}\rule[15pt]{0.5pt}{105pt}\kern{-90.5pt}\rule[75pt]{30pt}{0pt}\kern{-30pt}\rule[82.5pt]{30pt}{0pt}\kern{-30pt}\rule[90pt]{30pt}{0pt}\kern{-30pt}\rule[97.5pt]{30pt}{0pt}\kern{-30pt}\rule[105pt]{30pt}{0pt}\kern{-30pt}\rule[75pt]{0.5pt}{30pt}\kern{7pt}\rule[75pt]{0.5pt}{30pt}\kern{7pt}\rule[75pt]{0.5pt}{30pt}\kern{7pt}\rule[75pt]{0.5pt}{30pt}\kern{7pt}\rule[75pt]{0.5pt}{30pt}\kern{-75.5pt}\color{#000}\rule[15pt]{150pt}{0pt}\kern{-135pt}\rule{1pt}{120pt}\kern{-16pt} \kern{17pt}\raisebox{53pt}{\Huge{KaTeX Geo}}
KaTeX Geo
现在上高中没时间搞信息了,现在期中突然想起来以前写过上面两玩意。当时是看这给东西好像没有什么人弄就自己写了了一个。写了函数,参数曲线绘制和多边形/简单曲线的填充。现在发上来康康有没有人愿意继续愿意完成这个东西。
代码扔到 GitHub 上了,初中时候写的,所以可能是坨屎山((以及曾经尝试换用js写的
取点部分
我是觉得这个生成器是很有意思的,不知道有没有大佬愿意做个类似的,
满足我的遗愿
受蒟蒻一拜
回复
共 9 条回复,欢迎继续交流。
最新优先
最早优先
搜索
正在加载回复...
相关推荐