Problem $3$:

As indicated by the table in Problem $2,$ Pokemon have a given type and on occasion, a secondary type. Every Pokemon also has an associated attack value.

In this problem, we will work with something called a modified attack value. The attack value of a Pokemon is changed according to the following rules:

if the first type is normal, add $5$ to the attack value

if the first type is anything other than normal, add $10$ to the attack value

if the Pokemon also has a secondary type, increate the attack value by an additional $20$ points

Design a function that accepts a Pokemon ID number and returns the modified attack value.

When designing your function, be sure to follow all steps of the HtDF recipe including designing your tests first.

Problem $4$:

In one$-$on$-$one battle, an attacking Pokemon inflicts damage if its modified attack is strictly greater than the other Pokemon's defense. Given the ID of the

attacking Pokemon and the ID of the defending Pokemon, design a function to determine if the attacking Pokemon inflicts damage.

For this problem, you should consider the attack of a Pokemon as its modified attack as calculated in Problem $3.$

When designing your function, be sure to follow all steps of the HtDF recipe including designing your tests first.Problem $5$

Finally, we will write a function that tells the outcome of a battle between two Pokemon, based on the result of the function designed for Problem $4.$ Given two

Pokemon IDs, the message should read:

"Name$1$ has succesfully attacked Name$2!"$

if the attack is succesful. Otherwise, the message should read:

"Name$2$ has deflected the attack from Name$1!"$

$($Name$1$ and Name$2$ are placeholders for the actual names of the Pokemon, based on their ID$)$

Checkpoints

This function must call the function designed in Problem $4.$ When designing your function, be sure to follow all steps of the HtDF recipe including designing your tests first.