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/qLLx99zEO4xC4t5mhB/Z9FQFom3C+X7wp7ps8tk81AGqdSwVrdAhgat2fm3vsAx4SiAqZB3uWrRIAif97rhK96ywERAC2tyAOQQAiip8UkqgQLvbyIZwqB/1Lg86XnOwYCsabiwjA8vWHDv4JQ154rPIpjzCz23f2qU97yaF/sTDPSBvSYD5pvZcFG4AcKcBGAMkP9gp/3ckQkPHjnri0LEkGVGr7VcPcvK1Uyf1+uRAwK84v7peQvl14TjR2TdWPHQERgGOfQfX/1BHAyI1Md4iFKUhZvjYYYfbChkORGPfXC3r+NIiPbwNd9X0GgvCnZnbx0C/iQ6SGgOkzEEKy7T3TzAhu8w+dCMHcsa/JBgAbG0I+I93Y1dzOxUnPbQABEYANTKKGcPIIXMnMMAyLCWyW3hI5BBHtX3Uw1Ly2mWFsOHaAAz6HOBHwiO2QSnjixEAEbmtmtyqoCeIhB3l4cSARvO81g9vgO/d0610TAfDSHew97hCwOPlFLwCWIyACsBxDvUEIHBoBouyRt55ofPEQJUcDt+pS+egg0sdDg4Mev/3UW2PseSQNuHqi0+cGXyOSJqUwLqCE5YVczClk53thuBlDUvjvYys1UQL9nL4puDXWhto+NkzU3wMgIAJwANDVpBDYAQKksOUGHnXyGNwRPGYqlW0upO9U1+Kh//gQ674mtn7ufew7nxrIAEaL5zXggUQAcvPHgbBslQB8ebCTwNODgqEncR925UXRMAWquhUERAC2MpMahxA4E/iGG3kU198xBOSZchfzKX49jhy4Tw0Gexhz9kzYE9si0Q2RAjEeReUwZWOAtwlZKBkTpGfM7XDN64H4/VOBiXCtRY2DLQflDwY1CJH/Xr/mQalvx4eACMDxzZl6LATGEEB/jYslXgCUmtDMGJrho89zFCz0CdCEmBpx85tdRMd9oI9aglwHpA3GNfSSZkYs/FPQgfuUy0hdatU5+5gbtbEhBEQANjSZGooQCK5waaY+Ii6iCnjLBDpIDNCnY2yH2+YaA8zgfni+ExCBXysYdEYpTm2qZS1+IdCMgAhAM2R6QAisHgGfqY/gS4Rs3oX4fvVgHFEHNW9HNFlb6KoIwBZmUWMQAucigBidGAGxIEp+j4BaNQKas1VPz/Y6JwKwvTnViISAEBACQkAIFBEQAShCpApCQAgIASEgBLaHgAjA9uZUIxICQkAICAEhUERABKAIkSoIASEgBISAENgeAiIA25tTjUgICAEhIASEQBEBEYAiRKogBISAEBACQmB7CIgAnJlT3KXee4CIZ9tbURqREBACQkAIHAUCuyYABLYg4UgsrxrClL5tZciAAUk2iLVNdrPfCdnN1hI0hfjolwmYvcHMntTJn/vDw7ivEt79kpBX/j87z8+u2yFc7E8lfSYj3ss6j0GvEwJCQAhsDoFdE4AfM7O7JagR15vEFmsqJCIhl3lMvPFnZvYNISb6GvqZYrg0z3s6Hp/3vOe799kOKWzTjHBrXGNrWEfqgxAQAkLgLAREAMy4Af/GkH0rpt3c1UE4d+mJAEwjJwIwd2XpOSEgBE4agVMnAIz/e0Ku7bgQUAU8dkWrQgRABGBFy1FdEQJCYCsInDoB8OL/PxpE/zcxs9etaIJFAEQAVrQc1RUhIAS2gsCWCIA3BquZI/TgVxgkADH1JvnT/2bP3gAlo7VWApAmFPmfQcLxryPjkQ1AzQrZRh2+8882s+ub2Zeb2ZXN7IJmRoIgjD+fb2ZPMbO/2PPan4MuHjtfFGx2UN99YXgJ3y4E/plm9jQze+ucl7tnLmpmX2NmXzngc3kz+7Tw+4vN7LkDjr8d2vzvDm3lXvGhZvYTg9Eve0Qv2yQuPdcc5v2rzOySCX6shT8d1sjLw1oAy3c3jOtzzOzxAaeGx6qq/u6wL3+zmb3d1f6EIK29dtVb2ir1wps5JKXz3UPzY2Np612+9qeY2a+YGYbjlB9P2s0+sSUC4HXBPQDdxztKRmutBCCtP7XYRAD2MbuHb+NiZnYPM7tpRVceZWZ3MbPXV9TddxX2qmuY2T0DgZlq/5/DmB8yMwUy5Ij0ybdNLgdj7f1WwIyD8387gwJZe0ywT1p6IDGm7zOz2wTyV+rqXwUDbryO/qtU2cxEAPIgXWvw4npiso52RQBSshh7IgJQsXAPXUUEYNkMyAhwHD9uyg9qvJWx8d96kBS8YNm0dH2azY2DC3fPKK2raeAJw63xDmb2lprKoc4lzOznzYyNu7ZAOG4XbsC9SAAu1A83sy8InVhCAC49kAiMm/lWWsujA3H4p8KDIgDnAoQECfwgrrHsigB4okF7swnAhwz+5pc1s49rXS2u/jeZ2a2Sv8Go/3LhO9HPI+7zhQ/3hg3v/rIgBouPwLSJU7Dv8uSgdhhrVxKA6RkRAcjj4w+QWIub6rODOBURKiJuNu+0cNggMXjFvj+GTHvc/LHLebA7/BFZ41L8hyEuBoccok9uumnBxfd7h3/vrBgLMUs4KFGVpAVSRIwQ4nBAQBChx4M51oMEfONwyD6rop1SlVw/5hKAsXXg8WMtMK4rZjr3i0EiMhUbRQTgbOBQVf1kIE/pL7sgAJ8eJEWe4M0mAF48XFqw+/y9h5X+2n3/UzzXQgC4haFHvq6ZQZ4QJ7IxlsocVQOb/gUGMS5tUhBBvmukIRGAc4EBuwc6sT9zxZyxAaU6azaqrwu3hZQIcHv+DjN7R2mCd/z75QZd9a8Nt2sOsliwV7jzELzrNU7sfqEwRi+6v+NADB5QENHnRKgc6ncaCNLjnD78g4MtBRIJ7CligZCwPy1RoTCG+5rZtzpc5xCA3Drg4P/ZgIfXqfPdQQCwO+A7TwsqkfuZ2ftG5jtHAErSzaVLJ2cD0ON8WNovnodEcvv3EqveBGCMaNAHEYCRmfTiEgw0WPRji7vHgpj7jkMSgI8KGxySFW6K0QiqZTOaQwD8M1MLWQTg3JXFfKG7jQWJ2bcFY7+xdXg1M3tkMsfUO/RmyuZ2bzP7rqTTvxmIyZhYn4McooOtQCw169XHA+GgRO3A4T8m1s/drjHYo89z9hK+r19IjLjSuaoZg59bfwjVjIl3cGjda1CdfGfyQiS3Nx7+/bkIQHErRxrN4e+lRDzYmwAgdcLWJacaEwHITBWHGjq+m4Xf3jRYv94gWEMXZ/YAFfZNAAjde9VBzXJzMztvZGG1bEYiAPtdNF66Revo9LEOntJP50Tt3LRvcUApgD+UOYTY8EqqCb5xDmEkAbFACrj55jDIEQ1u9xhEliz8PXGa40oM9l8cDn+8DXKl5Zvjeb/P8bfaMVE3p7+ewlASgDOzxn7H2rv9yDz2JABTRIPmuxEAjFE4iFrjxKN7gxFTXhk2k9c27oeI2J6ePLP0VsKhxsYWGdPaIv95ePZFANhgELPXGAo9L7jlvDHpbJqzIB3D+YIbVXwvYtJnhORLaT3E/Ih63xw+IjZrRNClhSwJwNkrBjz4XuL6Rt+PPh+iWyqePHBjJEQ2+u99l5ijI7pP0X6LpM6Thykc/OFVuu2mWOTIwy1DePEazJgn3MQwVkxvcbgxcpjEv7USAFQnWJ9zSFBaxkT9XJA0brUYO7IufBEBOINZaq8CTtiu4EaKTR2lFwHwJBfiyd7KmRtLNwIw55DkJokuK7JwjHUwCswZ8E19KH6DX0IAPCtON7jUf77mw11Sh3bf417gEyfFn1NDSkIWY9Xtn02TLNW4AZ7fzK4UGGLJhxY9KP7O6NvwHR5bxD7vQys+6Qa3VhUA4mWMzTgo/2HQ0/7tDly/WnFL6y89NHkXpItNK5afDuR/jkh7yVg+MYhR2TwprWSEgxNxeqpLR/WXM9LDxxwj4FgeEW5wtQnBviLEH4jPTx2UsQ7EAVXNDyWHQ/yNjZwEZfwWv89WAoDKDnVJS5/8fPm9FxLFfpTzCBABOGOnknpuYDz5sEAGo2SnBwHIEQ3UVdimsPZiOSgB8Jv43IH3JABe959+6EsPsJbNLmccs6T99H1jBIBDCzEjiY5y1tJp/yFpTzUzPBReGnypS8RiSf9puxcBuE7oc8185IjY2HOQR6x6vzs5kLiRIqkoiYlr+tKjTsuhN9YegXUIphNvnpA/DtFoDIiHELcMxJxpKRmJpXVzLkvcgrkwRCz9DTYndSphxgHqM0VCaNLCeJhH6sbCZsqlp7Z8VpBeEYyMQjZKVBUYKY4VTzpiPQ4NviU2eUKSzyUAfuzYOPGvxU3RH+pTJOTUCUDuRo4alWBsaYCkuedguo5yRIPvD1V2SmQPSgC8hWYNK859LL0IAAcgHzWGLBR/o1h6gNVuFtTbFwFALITUAPceVB9ThUOfxcOtAVcxf6gdCwFYOg9jz3vDOuqBGR8dEdTWUDAi+9VA9OgParevHw6jVzd0ruYdWKrzLcUMmhGLGw3W439caCunW0Ylh+QhvVn6Gyw2DJCv/2gYS807PjbYR9D3WNDrt8RBmPMOTwAg2qhLnxMODb9/tkoAIPnEgSDSKe8izXmqTqmB0ZPBKSnuKRMAyBrzGW/fqbElnlM9CQBEg0tHdK9nj4dooOLxa+qgBMCzYjoNy/fi69JC7EUAPDherXFoAoAO0LvegA0bcnTPGgtVHMMJI6K+axAflnD1v5fUPCUCMNbevo0AW8bd4qY0tj5a3tHStzl1/YY9JbIdez9EmY0shhOlXu5A5Lvkhho9Q6hHJEHW8ZjPfc7Vbsywr8cNtgYPv0/NIU1e3QkWeF2Ax1iJ+9FY1MKlBGDO+vHP+D3TS4PS+qdMALiR4y0Sxfxp3ASPyxIJwBTRQLKzKgKArzgxxmNBbAgJaC09CIAPlMBB6m8rvW0A0MfgX43Y7ZOSQeOPjXiw9tZYMgKMon02bHT06YbssYaZYtCFjzfxzCFkkUm2EICW29hWCIC/TYJtq2FV69pvrT9HF+3byMUAydndsBnhnnd/9wLUBRCDnKg55xudq99DLE+3akTYPVQNtOUJYun2hSQSA71fHtGpH5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diff --git a/docs/notes/01_c-basic/06_xdx/index.md b/docs/notes/01_c-basic/06_xdx/index.md
index b37aa41..3da2485 100644
--- a/docs/notes/01_c-basic/06_xdx/index.md
+++ b/docs/notes/01_c-basic/06_xdx/index.md
@@ -268,13 +268,9 @@ int main() {
 }
 ```
 
-* 其在内存中，就是这样的，如下所示：
-
-![](./assets/5.png)
-
 * 虽然，之前我们在程序中都是通过`变量名（普通变量）`直接操作内存中的存储单元；但是，编译器底层还是会通过`内存地址`来找到所需要的存储单元，如下所示：
 
-![](./assets/6.svg)
+![](./assets/5.svg)
 
 > [!NOTE]
 >
@@ -289,7 +285,7 @@ int main() {
 
 * `普通变量`所对应的内存空间`存储`的是`普通的值`，如：整数、小数、字符等；`指针变量`所对应的内存空间`存储`的是另外一个变量的`地址（指针）`，如下所示：
 
-![](./assets/7.svg)
+![](./assets/6.svg)
 
 > [!NOTE]
 >
@@ -300,6 +296,10 @@ int main() {
 >
 > 下文中提及的`指针`都是`指针变量`，不再阐述！！！
 
+> [!WARNING]
+>
+> 如果你观察仔细的话，你可能会发现`指针变量`和`普通变量`在内存中占据的存储空间是不一样的，那么到底是什么原因造成这样的结果？
+
 ## 3.3 指针变量的定义