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The House of Lilliput is using RSA encryption to receive secret messages from all the realms. They have published their public encoding exponent e = 37 and their public modulus M = pq = 527. Break the code: Find their secret decoding exponent d.
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Our goal here in breaking the code is to find "x" that satisfies : \[x^{37}\equiv c \pmod{527}\] where \(c\) the encrypted message
Recall euler's extension to little fermat : \[a^{\phi(n)}\equiv 1\pmod{n}\]
yup @ganeshie8
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