$(1$ point$)$ There are side channel attacks on RSA that can reveal the key based on the

Square and Multiply algorithm.

Suppose an adversary has control of a smart card and can analyze its power usage.

During operation of the card the adversary observes power usage that suggests that

the Square and Multiply algorithm performed the operations:

$SQ,SQ\frac{,}{M}UL,SQ,SQ,SQ,SQ\frac{,}{M}UL,SQ\frac{,}{M}UL,SQ,SQ,SQ,SQ,SQ,SQ\frac{,}{M}UL$

What is the private exponent $d($in decimal$)?$