Replace image from data url into files

readme.md

@@ -237,9 +237,9 @@ but, you need to check which shader program was loaded. for safety `useProgram`
 
 so Texture 2D Array stored below data at the result of draw call.
 
-![G-Buffer:Position](data:image/png;base64,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)
+![G-Buffer:Position](readme.assets/G-Buffer_Position.png)
 
-![G-Buffer:Normal](data:image/png;base64,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)
+![G-Buffer:Normal](readme.assets/G-Buffer_Normal.png)
 
 # 2nd stage: Deferred rendering stage
 
@@ -342,7 +342,7 @@ ensure 2nd stage shader program was using, than you just call `gl.drawArrays(gl.
 
 The result that printed in canvas was position information with normal based detected edge line.
 
-![Result](data:image/png;base64,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)
+![Result](readme.assets/Result.png)
 
 # References