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@ -68,7 +68,7 @@ jkqtmathtext_textaccents.png
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{\backslash}v\{C\}: & \v{C}\v{c} &{\backslash}.e: & \.e \\
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{\backslash}v\{C\}: & \v{C}\v{c} &{\backslash}.e: & \.e \\
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{\backslash}AA{\backslash}aa & \AA\aa & {\backslash}OE{\backslash}oe & {\OE}{\oe} \\
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{\backslash}AA{\backslash}aa & \AA\aa & {\backslash}OE{\backslash}oe & {\OE}{\oe} \\
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{\backslash}L{\backslash}l & \L\l & {\backslash}AE{\backslash}ae & {\AE}{\ae} \\
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{\backslash}L{\backslash}l & \L\l & {\backslash}AE{\backslash}ae & {\AE}{\ae} \\
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{\backslash}ss & \ss & &
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{\backslash}ss & \ss & {\backslash}O{\backslash}o & \O\o
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\end{array}
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\end{array}
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---
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---
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jkqtmathtext_mathaccents.png
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jkqtmathtext_mathaccents.png
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@ -33,7 +33,7 @@ MTFMunderbrace.png
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$f(x)=\underbrace{x+x+\ldots+x}{k\ \text{times}}$
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$f(x)=\underbrace{x+x+\ldots+x}{k\ \text{times}}$
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---
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---
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MTFMoverset.png
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MTFMoverset.png
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$X\overset{=}{\text{def}}Y\ \ \ \ X\overset{=}{!}Y\ \ \ \ \ \frac{\Delta f}{\Delta x}\overset{\Delta x\rightarrow0}{\rightarrow}f^\prime$
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$X\overset{=}{\text{def}}Y\ \ \ \ X\overset{=}{!}Y\ \ \ \ \ \frac{\Delta f}{\Delta x}\overset{\rightarrow}{\Delta x\rightarrow0}f^\prime$
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---
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---
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MTFMunderset.png
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MTFMunderset.png
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$X\underset{=}{\text{def (5)}}Y\ \ \ \ X\underset{\Rightarrow}{f}Y\ \ \ \ \ \frac{\Delta f}{\Delta x}\underset{\rightarrow}{\Delta x\rightarrow0}f^\prime$
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$X\underset{=}{\text{def (5)}}Y\ \ \ \ X\underset{\Rightarrow}{f}Y\ \ \ \ \ \frac{\Delta f}{\Delta x}\underset{\rightarrow}{\Delta x\rightarrow0}f^\prime$
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@ -1,9 +1,9 @@
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---
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---
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jkqtmathtext_cbrt.png
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jkqtmathtext_cbrt.png
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$\cbrt{1+\cbrt{1+\cbrt{1+\cbrt{1+\cbrt{1+x}}$
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$\cbrt{1+\cbrt{1+\cbrt{1+\cbrt{1+\cbrt{1+x}}}}}\ \ \ \ \ \sqrt[3.1415]{x^2+\pi y^2}$
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---
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---
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jkqtmathtext_sqrt.png
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jkqtmathtext_sqrt.png
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$\sqrt{1+\sqrt{1+\sqrt{1+\sqrt{1+\sqrt{1+x}}\ \ \ \ \ \sqrt[3.1415]{x^2+\pi y^2}$
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$\sqrt{1+\sqrt{1+\sqrt{1+\sqrt{1+\sqrt{1+x}}}}}$
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---
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---
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jkqtmathtext_supersub.png
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jkqtmathtext_supersub.png
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$r^{123}r^\frac{1}{2}\ \ \ \ \ r_{123}r_\frac{1}{2}\ \ \ \ \ a_\text{text}^2a_\text{text}^\frac{1}{2}a^\text{text}_\frac{1}{2}$
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$r^{123}r^\frac{1}{2}\ \ \ \ \ r_{123}r_\frac{1}{2}\ \ \ \ \ a_\text{text}^2a_\text{text}^\frac{1}{2}a^\text{text}_\frac{1}{2}$
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