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UJHANTAMAWMUZVGKTERRYKUBBPGXMKYMBBPYXMOGOEHDEFGH
Assume we have a plaintext, such as THE, compare with first ciphertext UJH.
Won't come up in exam.
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THE BEST ROTOR MACHINE WAS DEVELOPED BY ARTHUR [SURNAME]
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atneginuigheimartna
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skipped
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| 3 | 5 | 7 | 1 | 4 | 2 | 6 |
|---|---|---|---|---|---|---|
| T | h | e | E | n | i | g |
| m | a | c | i | p | h | e |
| r | m | a | c | h | i | n |
| e | h | a | d | t | h | e |
| c | o | n | f | i | d | e |
| n | c | e | o | f | G | e |
| r | m | a | n | f | o | r |
| c | e | s | w | h | o | d |
| e | p | e | n | d | e | d |
| o | n | i | t | s | s | e |
| c | u | r | i | t | y | z |
EICDFONWNSIIHIHDGOOESYTMRECNRCEOCNPHTIFFHDSTHAMHOCMEPNUGENEEERDDEZECAANEASEIR
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A: Trying to equate left side of current round to next round of right side. B: Wrong round function. C: Correct structure. D: Key is wrong. E: Correct structure.
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LD_{16 - i} || RD_{16 - i} &= RD_{i} || LE_{i} \\ LD_{13} || RD_{13} &= RE_3 || LE_3 \\ \\ \text{Encryption side:} \\ LE_4 &= RE_3 \\ RE_4 &= LE_3 \oplus F(RE_3, K_4) \\ \\ \text{Decryption side:} \\ LD_{13} &= RD_{12} = LE_{4} = RE_{3} \\ RD_{13} &= LD_{12} \oplus F(RD_{12}, K_4) \\ &= RE_{4} \oplus F(LE_{4}, K_4) \\ &= RE_{4} \oplus F(RE_{3}, K_4) \\ &= (LE_3 \oplus \cancel{F(RE_{3}, K_4)}) \oplus \cancel{F(RE_{3}, K_4)} \\ &= LE_3 \end{aligned}$$ ## 8\begin{aligned} RD_0 &= LE_5 \ &= RE_4 \ &= LE_3 \oplus F(RE_3, K_4) \ &= RE_2 \oplus RE_3 \oplus K_4 \
\end{aligned}