Finding Letter Position Formula
For finding the letter position formula, we again use the length of original letters only, that's not different, that's the same thing. We are looking for a way to calculate the new character based on the given text and the key provided. The process involves converting each character in the input string into its corresponding ASCII value, subtracting the ASCII value of the character 'a' from it, and then applying the formula to get the final result.
The formula used is as follows: position + length of original letters percentage or modul length of original letters. This ensures that the resulting character is always within the range of lowercase English alphabet. For example, if we are working with the string 'Hello World' and the key is 5, we first convert each character into its corresponding ASCII value, subtract the ASCII value of 'a', and then apply the formula to get the final result.
The hash function used in this process is a simple one that calculates the position of each character in the input string. The original text is divided into two parts: from 0 to 21 and from 21 to 26. Each part is then passed through the encryption function, which uses the calculated positions to determine the corresponding characters in the output string.
In this system, the process starts with converting the input string into its ASCII values and subtracting the ASCII value of 'a' to get the positions of each character in the original letters. The position of the first letter is then used as a starting point for the encryption function, which calculates the corresponding character based on the formula mentioned earlier.
The key plays a crucial role in this system, and its value determines how many positions are shifted when converting from one letter to another. In this case, the key is 5, so each position of the original letters is shifted by 5 to get the final result. The resulting character is then passed through the decryption function, which reverses the process to convert it back into its original form.
To decrypt a given text, we use the same formula and hash function used in the encryption process. However, we reverse the order of operations, starting with converting the input string into its ASCII values and subtracting the ASCII value of 'a' to get the positions of each character. These positions are then passed through the decryption function, which uses them to determine the corresponding characters in the output string.
Finding Hash String
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The hash string is an important part of this system, as it determines how many positions are shifted when converting from one letter to another. The process of finding the hash string involves dividing the original text into two parts: from 0 to 21 and from 21 to 26. Each part is then passed through a hash function, which calculates the position of each character in the original letters.
In this case, we used a simple hash function that subtracts the length of the original letter from its position. The result is then converted into a numerical value, which can be used as an index to determine the corresponding character in the output string. The resulting hash string is then passed through the encryption and decryption functions to convert it back into its original form.
Decryption Process
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The decryption process involves reversing the order of operations used in the encryption function. Instead of applying the formula to get the final result, we use the position of each character calculated by the hash function to determine the corresponding characters in the input string.
We start with converting the input string into its ASCII values and subtracting the ASCII value of 'a' to get the positions of each character. These positions are then passed through a decryption function, which uses them to calculate the final result. The resulting character is then converted back into its original form using the same process as in the encryption function.
The key plays a crucial role in this system, and its value determines how many positions are shifted when converting from one letter to another. In this case, the key is 5, so each position of the original letters is shifted by 5 to get the final result.
In the decryption process, we use the same formula as in the encryption function, but with the positions calculated by the hash function instead of the original positions. The resulting character is then converted back into its original form using the same process as in the encryption function.
Error in Code
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There was a small mistake made in the code, which affects the correctness of the system. In the decryption process, we were supposed to use the position of 'H' as 8 instead of 7. This mistake changes the final result, and we end up with different characters than expected.
To fix this error, we need to correct the positions used in the decryption function. Specifically, we should use the position of 'H' as 8 instead of 7. By making this correction, we can ensure that the system produces the correct output.
Conclusion
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In conclusion, the letter position formula is a simple yet effective way to encrypt and decrypt text using ASCII values. The process involves calculating the positions of each character in the original letters and applying the formula to get the final result. The hash function used in this system determines how many positions are shifted when converting from one letter to another.
By using the same formula and hash function for both encryption and decryption, we can ensure that the output is consistent and accurate. However, a small mistake made in the code changes the correctness of the system, highlighting the importance of attention to detail when implementing such systems.