如何在程序裏寫死一張圖片(base64編碼,OpenCV)

慣例先放圖:



首先準備一張圖片,然後通過  地址  轉成string 

大概最大的難度就是在於如何保證編譯器賦值這麼長的string進去而不卡死吧,233

我用notepade++把string分成了長度爲4000一段段進去(太長編譯器也會報錯)


然後是簡單粗暴的代碼

#include<opencv2/opencv.hpp>
#include<string>

using namespace cv;
static const std::string base64_chars =
"ABCDEFGHIJKLMNOPQRSTUVWXYZ"
"abcdefghijklmnopqrstuvwxyz"
"0123456789+/";
static inline bool is_base64(unsigned char c) {

	return (isalnum(c) || (c == '+') || (c == '/'));
}
std::string base64_decode(std::string const& encoded_string) {

	int in_len = encoded_string.size();
	int i = 0;
	int j = 0;
	int in_ = 0;
	unsigned char char_array_4[4], char_array_3[3];
	std::string ret;

	while (in_len-- && (encoded_string[in_] != '=') && is_base64(encoded_string[in_])) {

		char_array_4[i++] = encoded_string[in_]; in_++;

		if (i == 4) {

			for (i = 0; i < 4; i++) {

				char_array_4[i] = base64_chars.find(char_array_4[i]);
			}

			char_array_3[0] = (char_array_4[0] << 2) + ((char_array_4[1] & 0x30) >> 4);
			char_array_3[1] = ((char_array_4[1] & 0xf) << 4) + ((char_array_4[2] & 0x3c) >> 2);
			char_array_3[2] = ((char_array_4[2] & 0x3) << 6) + char_array_4[3];

			for (i = 0; (i < 3); i++) {

				ret += char_array_3[i];
			}

			i = 0;
		}
	}

	if (i) {

		for (j = i; j < 4; j++) {

			char_array_4[j] = 0;
		}

		for (j = 0; j < 4; j++) {

			char_array_4[j] = base64_chars.find(char_array_4[j]);
		}

		char_array_3[0] = (char_array_4[0] << 2) + ((char_array_4[1] & 0x30) >> 4);
		char_array_3[1] = ((char_array_4[1] & 0xf) << 4) + ((char_array_4[2] & 0x3c) >> 2);
		char_array_3[2] = ((char_array_4[2] & 0x3) << 6) + char_array_4[3];

		for (j = 0; (j < i - 1); j++) {

			ret += char_array_3[j];
		}
	}

	return ret;
}
Mat str2mat(const std::string& s) {

	// Decode data
	std::string decoded_string = base64_decode(s);
	std::vector<uchar> data(decoded_string.begin(), decoded_string.end());

	cv::Mat img = imdecode(data, IMREAD_UNCHANGED);
	return img;
}
int main() {

	std::stringstream os;
	std::string temp=
"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"
"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"
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"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"
"JAwTWVlAmK9E0szMQ6/AVxjFe37BYzK6+Y+CcsaysoJFEDMUeNpPLAJGcCvLVPNOc4IxjFZWUhjF2TVparOeTjHt60fdI2i+bEcn8QXFZWUhmtdlvxjYsYB/pFStixPHyrKykvsP7HEyhtxPtWVlZVMuPR//Z"	
		;
	
	cv::Mat image = str2mat(temp);
	imshow("test", image);
	waitKey();

}
參考: github地址
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