Consider the following encryption $($so$-$called $2$OTP$)$ that applies OTP encryption

with two independent keys.

The $2$OTP encryption of plaintext encode $($when converted from string to binary using ASCII

in the standard way $^(1))$ under keys $($k$\_(1),$k$\_(2))$ is $0110110101001000010100110111100101011001$

$01001010$

What is the $20$TP encryption of decode under the same keys $($k$\_(1),$k$\_(2))?$

$($a$)001011101000001101010011011111010101100101001010$

$($b$)001011101000001101010011001110010101100101001010$

$($c$)001011101000001101010011011110010101100101001010$

$($d$)001011101000001101010011011110010101100101101010$

$($e$)$ None of the above