diff --git a/工具v4/文本文件/metadata.txt b/工具v4/文本文件/metadata.txt
index 90ca956d..b9a538cd 100644
--- a/工具v4/文本文件/metadata.txt
+++ b/工具v4/文本文件/metadata.txt
@@ -1,71 +1,3814 @@
-ans
+usages
 
-018553
-$25$的平方根是$5$与$-5$, $-25$的平方根是$5\mathrm{i}$与$-5\mathrm{i}$
 
-024821
-两根为$1\pm \dfrac{\sqrt{6}}{2}\mathrm{i}$, 因式分解的结果为$2(x-1-\dfrac{\sqrt{6}}{2}\mathrm{i})(x-1+\dfrac{\sqrt{6}}{2}\mathrm{i})$
+021393
+20240516	2025届高二10班	0.909
 
-018555
-$p=8$, $q=26$
 
-018556
-有错误, 错在$|x_1|^2$不能整理成$x_1^2$; 正确的解答可以通过分判别式$\ge 0$与$<0$进行, $m=-15$或$16$
+021394
+20240516	2025届高二10班	0.939
 
-009657
-$(-1,0)$
 
-009659
-$-\dfrac{1}{3}$
+041043
+20240516	2025届高二10班	0.848
 
-018557
-(1) $r=2$, $\theta=\dfrac{\pi}{6}$, 三角形式为$2(\cos\dfrac{\pi}{6}+\mathrm{i}\sin\dfrac{\pi}{6})$;\\
-(2) $r=\sqrt{2}$, $\theta=\dfrac{3\pi}{4}$, 三角形式为$\sqrt{2}(\cos\dfrac{3\pi}{4}+\mathrm{i}\sin\dfrac{3\pi}{4})$;\\
-(3) $r=1$, $\theta=\pi$, 三角形式为$2(\cos\pi+\mathrm{i}\sin\pi)$;\\
-(4) $r=5$, $\theta=\pi+\arctan\dfrac{4}{3}$, 三角形式为$5(\cos(\pi+\arctan\dfrac{4}{3})+\mathrm{i}\sin(\pi+\arctan\dfrac{4}{3}))$.
 
-018558
-(1) $\cos(-\theta)+\mathrm{i}\sin(-\theta)$; (2) $2(\cos(\pi+\alpha)+\mathrm{i}\sin(\pi+\alpha))$
+021396
+20240516	2025届高二10班	0.818
 
-018559
-$-3-\sqrt{3}\mathrm{i}$
 
-018560
-B
+022027
+20240516	2025届高二10班	1.000	0.939	0.970	0.909	0.939
 
-009660
-(1) 是, 理由略; (2) 不是, 理由略; (3) 是, 理由略; (4) 不是, 理由略; (5) 不是, 理由略; (6) 不是, 理由略
 
-009661
-(1) $3(\cos 0+\mathrm{i}\sin 0)$; (2) $2(\cos\dfrac{3\pi}{2}+\mathrm{i}\sin\dfrac{3\pi}{2})$; (3) $\sqrt{2}(\cos\dfrac{\pi}{4}+\mathrm{i}\sin\dfrac{\pi}{4})$; (4) $2(\cos\dfrac{2\pi}{3}+\mathrm{i}\sin\dfrac{2\pi}{3})$.
+021397
+20240516	2025届高二10班	0.606
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+
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+20240516	2025届高二10班	0.924	0.939	0.848
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+
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+20240516	2025届高二10班	0.909	0.727
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+
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+20240516	2025届高二11班	0.926
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+20240516	2025届高二11班	0.852
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+20240516	2025届高二11班	0.704
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+20240516	2025届高二11班	0.778
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+20240516	2025届高二11班	0.481
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+20240516	2025届高二11班	0.963	0.852	0.704
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+20240516	2025届高二11班	0.870	0.759
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+20240522	2025届高二09班	0.258	0.045
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+20240521	2024届高三05班	1.000
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+20240521	2024届高三06班	1.000
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+20240521	2024届高三06班	0.800
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+20240521	2024届高三06班	1.000
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+20240523	2024届高三05班	1.000
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+20240523	2024届高三05班	1.000
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+20240523	2024届高三05班	0.880
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+20240523	2024届高三05班	1.000
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+20240523	2024届高三05班	0.720
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+20240523	2024届高三05班	1.000
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+
+
+021902
+20240522	2026届高一10班	0.800	0.700
+
 
 018561
-$\cos(\dfrac{\pi}{2}-\alpha)+\mathrm{i}\sin(\dfrac{\pi}{2}-\alpha)$
+20240522	2026届高一10班	0.925
+
 
 018562
-$\begin{cases}\dfrac{1}{\cos\theta}(\cos\theta+\mathrm{i}\sin\theta), & \theta \in (0,\dfrac{\pi}{2}),\\ -\dfrac{1}{\cos\theta}(\cos(\pi+\theta)+\mathrm{i}\sin(\pi+\theta)), & \theta \in (\dfrac{\pi}{2},\pi)\end{cases}$
+20240522	2026届高一10班	0.400
 
-018563
-$\dfrac{3}{2}+\dfrac{3\sqrt{3}}{2}\mathrm{i}$
 
-018564
-$(1-\sqrt{3})-(1+\sqrt{3})\mathrm{i}$
+021901
+20240522	2026届高一11班	0.949	0.974	0.923	0.897
 
-018565
-$2\mathrm{i}$
 
-018566
-$-1024$
+021902
+20240522	2026届高一11班	0.385	0.513
 
-018568
-$x=\pm(\sqrt{3}+\mathrm{i})$或$\pm(1-\sqrt{3}\mathrm{i})$
 
-018569
-$n$的最小值为$6$, 相应的$z$的值为$-\dfrac{27}{64}$
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+20240522	2026届高一11班	0.897
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 009662
-(1) $16\mathrm{i}$; (2) $3\mathrm{i}$; (3) $-2\sqrt{6}+2\sqrt{2}\mathrm{i}$
+20240523	2026届高一10班	0.950	0.975	0.900
+
 
 009663
-$\pm 1$与$\pm \mathrm{i}$
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+20240523	2026届高一10班	0.950
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