答案1
答案2
我对你这个特殊用户的想法胶....完成马查编辑:https://www.mathcha.io/editor
我很清楚,你永远和我们在一起……直到永远。真挚的感情……塞巴斯蒂亚诺。
\documentclass{article}
\usepackage{halloweenmath}
\usepackage{tikz}
\usetikzlibrary{patterns}
\begin{document}
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rgb(0bp)=(0.95,0.91,0.4);
rgb(25bp)=(1,0.71,0.27);
rgb(400bp)=(1,0.71,0.27)}
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rgb(0bp)=(1,1,1);
rgb(25bp)=(0.72,0.91,0.53);
rgb(400bp)=(0.72,0.91,0.53)}
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rgb(0bp)=(1,1,1);
rgb(25bp)=(0.72,0.91,0.53);
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rgb(0bp)=(1,1,1);
rgb(25bp)=(0.72,0.91,0.53);
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rgb(0bp)=(0.95,0.91,0.4);
rgb(25bp)=(1,0.71,0.27);
rgb(400bp)=(1,0.71,0.27)}
\tikzset{
pattern size/.store in=\mcSize,
pattern size = 5pt,
pattern thickness/.store in=\mcThickness,
pattern thickness = 0.3pt,
pattern radius/.store in=\mcRadius,
pattern radius = 1pt}
\makeatletter
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\pgfdeclarepatternformonly[\mcThickness,\mcSize]{_hyohzuxyo}
{\pgfqpoint{0pt}{-\mcThickness}}
{\pgfpoint{\mcSize}{\mcSize}}
{\pgfpoint{\mcSize}{\mcSize}}
{
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rgb(50bp)=(1,1,0);
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rgb(100bp)=(0.98,0.66,0.12)}
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rgb(50bp)=(1,1,0);
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rgb(100bp)=(0.96,0.65,0.14)}
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rgb(25bp)=(0.96,0.65,0.14);
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color(0bp)=(transparent!61);
color(25bp)=(transparent!0);
color(400bp)=(transparent!0)}
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rgb(0bp)=(0.95,0.91,0.4);
rgb(25bp)=(1,0.71,0.27);
rgb(400bp)=(1,0.71,0.27)}
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rgb(25bp)=(0.72,0.91,0.53);
rgb(400bp)=(0.72,0.91,0.53)}
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%Shape: Ellipse [id:dp5818880559945974]
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%Shape: Moon [id:dp4083162529171056]
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%Shape: Ellipse [id:dp8011825250157292]
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%Shape: Moon [id:dp789832132087064]
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%Shape: Trapezoid [id:dp6714585590413324]
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%Shape: Ellipse [id:dp588706688509214]
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%Shape: Ellipse [id:dp8245825953608985]
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%Shape: Moon [id:dp3141879323180983]
\draw [draw opacity=0][shading=_tc9cj982w,_i5thypc3x] (514.44,167) .. controls (503.15,167) and (494,136.89) .. (494,99.74) .. controls (494,62.59) and (503.15,32.48) .. (514.44,32.48) .. controls (513.13,52.81) and (512.39,75.63) .. (512.39,99.74) .. controls (512.39,123.85) and (513.13,146.67) .. (514.44,167) -- cycle ;
%Shape: Moon [id:dp49401539016497464]
\draw [draw opacity=0][shading=_2vyymd2mg,_yb728xrtz] (516,167) .. controls (539.2,167) and (558,136.89) .. (558,99.74) .. controls (558,62.59) and (539.2,32.48) .. (516,32.48) .. controls (532.85,41.71) and (545,68.34) .. (545,99.74) .. controls (545,131.14) and (532.85,157.76) .. (516,167) -- cycle ;
%Shape: Moon [id:dp19220270178164633]
\draw [draw opacity=0][shading=_pnp0rm26f,_9a7lusm0g] (514.44,167) .. controls (485.48,167) and (462,136.89) .. (462,99.74) .. controls (462,62.59) and (485.48,32.48) .. (514.44,32.48) .. controls (492.76,41.13) and (477,67.97) .. (477,99.74) .. controls (477,131.5) and (492.76,158.34) .. (514.44,167) -- cycle ;
%Shape: Circle [id:dp5951621979362955]
\draw [color={rgb, 255:red, 139; green, 87; blue, 42 } ,draw opacity=1 ][fill={rgb, 255:red, 139; green, 87; blue, 42 } ,fill opacity=1 ] (510.5,267) .. controls (510.5,263.96) and (512.96,261.5) .. (516,261.5) .. controls (519.04,261.5) and (521.5,263.96) .. (521.5,267) .. controls (521.5,270.04) and (519.04,272.5) .. (516,272.5) .. controls (512.96,272.5) and (510.5,270.04) .. (510.5,267) -- cycle ;
%Shape: Tear Drop [id:dp05138066373811534]
\draw [line width=1.5] (275.34,93.76) .. controls (275.34,93.76) and (275.34,93.76) .. (275.34,93.76) .. controls (242.02,69.04) and (240.14,41.49) .. (271.16,32.24) .. controls (302.18,22.98) and (354.34,35.51) .. (387.66,60.24) .. controls (420.98,84.96) and (422.86,112.51) .. (391.84,121.76) .. controls (354.4,132.94) and (336.32,147.87) .. (337.59,166.57) .. controls (336.32,147.87) and (315.56,123.61) .. (275.34,93.76) -- cycle ;
% Text Node
\draw (194,321) node [anchor=north west][inner sep=0.75pt] [align=left] {I am always with you....with affection from the sky \ldots \textbf{GuM}};
% Text Node
\draw (296,61) node [anchor=north west][inner sep=0.75pt] [align=left] {$\color{orange}{\bigpumpkin}+2\bigpumpkin=\pumpkin$\\ \textit{Buhhh} \\ Ahahahaah};
\end{tikzpicture}
\end{document}
答案3
失去朋友总是令人痛苦的。
\documentclass{article}
\usepackage[dvipsnames]{xcolor}
\usepackage{halloweenmath}
\usepackage{tikzlings}
\usepackage{amsmath}
\begin{document}
\begin{tikzpicture}
\cat[witch=Bittersweet,scale=2.5,schroedinger,
signpost={$
\begin{array}{c}
\mathwitch \overbat{H}\mid\Psi\rangle=E\mid\Psi\rangle \\
\\
\xrightswishingghost{\text{Happy Halloween}} \\
\end{array}
$},
signcolour= brown!60!black,
signback=green!40!black]
\end{tikzpicture}
\end{document}
编辑:将其改为薛定谔方程。我不是数学家,所以如果符号不正确,请原谅我。这也是很久以前的事了。
答案4
我曾在一次关于制作海报的演讲中使用过 halloweenmath:
万圣节数学的代码很简单
\[
\mathwitch_{i=1}^{n}
\frac
{\text{$i$-th magic term}}
{\text{$2^{i}$-th wizardry}}
\]
完整海报可在此处查看https://gitlab.com/UlrikeFischer/dante19-poster/-/blob/master/dante19poster.pdf