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e^{-\frac{-16 \left(4 s^4+2 s^2+1\right) x^2 s^4+4 \left(2 s^4+2 s^2+1\right) \left(4 s^4+2 s^2+1\right) s^2+\frac{4 i \left(2 s^4+2 s^2+1\right) \left(2 i \text{q0}+\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)\right) s}{2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1}+\frac{4 i \left(4 s^4+2 s^2+1\right) \left(2 i \text{q0}+\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)\right) s}{2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1}+\left(2 \text{p0} s^2+\text{p0}-2 i \text{q0}\right)^2+4 \left(4 s^5+2 s^3+s\right)^2+\frac{\left(2 i \text{q0}+\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)\right)^2}{\left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)^2}+4 \left(4 s^4+2 s^2+1\right)^2 x^2+4 \left(2 s^4+2 s^2+1\right) \left(4 s^4+2 s^2+1\right) x^2+\frac{8 i \left(2 s^2+1\right) \sqrt{\frac{4 s^8+2 s^6+s^4}{\left(2 s^2+1\right)^2}} \left(2 i \text{q0}+\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)\right) x}{2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1}-8 i \left(2 s^2+1\right) \left(2 \text{p0} s^2+\text{p0}-2 i \text{q0}\right) \sqrt{\frac{4 s^8+2 s^6+s^4}{\left(2 s^2+1\right)^2}} x-4 \left(2 s^4+2 s^2+1\right) \left(\left(2 s^2+1\right) \log \left(\frac{1}{\sqrt{2 \pi } \sqrt{2+\frac{1}{s^2}} s}\right)-2 \text{q0}^2\right)-4 \left(4 s^4+2 s^2+1\right) \left(\left(2 s^2+1\right) \log \left(\frac{1}{\sqrt{2 \pi } \sqrt{2+\frac{1}{s^2}} s}\right)-2 \text{q0}^2\right)-8 \left(2 s^2+1\right) \left(2 s^4+2 s^2+1\right) \left(\frac{\left(-2 s^2-\frac{2}{\left(\sqrt{\frac{s^4}{2 s^2+1}}+4 \sqrt{\frac{4 s^4+2 s^2+1}{2 s^2+1}}\right)^2}-1\right) \text{q0}^2}{\left(2 s^2+1\right)^2}+\frac{1}{2} \log \left(\frac{1}{\sqrt{2 \pi } \sqrt{2+\frac{1}{s^2}} s}\right)-\log \left(\sqrt{\frac{2 \pi s^2+\pi }{8 s^4+4 s^2+2}}\right)\right)-8 \left(2 s^2+1\right) \left(4 s^4+2 s^2+1\right) \left(\frac{\left(-2 s^2-\frac{2}{\left(\sqrt{\frac{s^4}{2 s^2+1}}+4 \sqrt{\frac{4 s^4+2 s^2+1}{2 s^2+1}}\right)^2}-1\right) \text{q0}^2}{\left(2 s^2+1\right)^2}+\frac{1}{2} \log \left(\frac{1}{\sqrt{2 \pi } \sqrt{2+\frac{1}{s^2}} s}\right)-\log \left(\sqrt{\frac{2 \pi s^2+\pi }{8 s^4+4 s^2+2}}\right)\right)-\frac{2 \left(2 \text{p0} s^2+\text{p0}-2 i \text{q0}\right) \left(2 i \text{q0}+\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)\right)}{2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1}-\frac{4 i \left(2 s^4+2 s^2+1\right) \left(\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)-2 i \text{q0}\right) x}{2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1}-\frac{4 i \left(4 s^4+2 s^2+1\right) \left(\text{p0} \left(2 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)-2 i \text{q0}\right) x}{2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1}-\frac{16 \left(\text{q0} \left(4 s^4+2 s^2+1\right) \left(\sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)+s \left(2 s^2+1\right) \sqrt{\frac{4 s^8+2 s^6+s^4}{\left(2 s^2+1\right)^2}} \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right) \left(3 s^4+x s^3+2 s^2+1\right)\right)^2}{\left(8 s^8+12 s^6+10 s^4+4 s^2+1\right) \left(2 \sqrt{\frac{s^4}{4 s^4+2 s^2+1}}+1\right)^2}}{8 \left(6 s^6+7 s^4+4 s^2+1\right)}} \pi \frac{1}{2 \sqrt{\frac{3 s^4+2 s^2+1}{2 s^2+1}} \sqrt{\frac{8 s^8+12 s^6+10 s^4+4 s^2+1}{6 s^6+7 s^4+4 s^2+1}}}
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変換(アンチエイリアス)
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変換
正常に処理されました
使用できないTeXコマンドがありました
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20170201_014852
http://www.mech.tohoku-gakuin.ac.jp/rde/contents/library/ps2img/eqn2gif_online.html
Wed Feb 1 01:49:06 2017