User:Xenomancer/sandbox

This is going to get dirty...

Template:Chem

H
₂O

C
_nH
_2n + 2

H
₃O⁺

SO²⁻
₄

⁴
He

⁴
₂He

H
₂O

H
₂O

CH
₂=CH
₂

CH
₂=CH
₂

CH₂=CH₂

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standard

• cat
• dog
• horse
• cow
• sheep
• pig

alternative

• cat
• dog
• horse
• cow
• sheep
• pig

numbered

1. first
2. second
3. third
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5. fifth
6. sixth

very long list

1. first
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Template:Equation

$e=mc^{2}\,$ (1)

$a^{2}+b^{2}=c^{2}\,$ (2)

$X(t)=V_{0}*t+A*t^{2}\,$ (3)

Template:Equation_box_1

Complex number

$z=re^{i\phi }=x+iy\,\!$

$z=re^{i\phi }=x+iy\,\!$

$z=re^{i\phi }=x+iy\,\!$

2 × 2 = 4   (1)

long equation

$\sigma +\sum _{n=1}^{N}{\left({\sum _{i_{1}=1}^{N-n+1}{...\left({\sum _{i_{a}=i_{a-1}+1}^{N-\left({n-a}\right)+1}{...\left({\sum _{i_{n}=i_{n-1}+1}^{N}{\left({\prod _{j\in \left\{{i_{1},...,i_{n}}\right\}}{\tau _{j}}}\right)}}\right)...}}\right)...}}\right){\frac {\partial ^{n}{\sigma }}{\partial {t}^{n}}}}$$=$$E_{0}\epsilon +\sum _{n=1}^{N}{\left({\sum _{i_{1}=1}^{N-n+1}{...\left({\sum _{i_{a}=i_{a-1}+1}^{N-\left({n-a}\right)+1}{...\left({\sum _{i_{n}=i_{n-1}+1}^{N}{\left({\left({E_{0}+\sum _{j\in \left\{{i_{1},...,i_{n}}\right\}}{E_{j}}}\right)\left({\prod _{k\in \left\{{i_{1},...,i_{n}}\right\}}{\tau _{k}}}\right)}\right)}}\right)...}}\right)...}}\right){\frac {\partial ^{n}{\epsilon }}{\partial {t}^{n}}}}$   (1)