In this assignment, we will concentrate on CORRUPTION $($from Transparency International's Corruption Perception Index$).$ Use only the data in the Transparency International's site $($the site we provided in the course$)$ for this indicator. Do not use rank, use only the index or scores.

Imagine your company wants you to compare Pestel elements $($in this case, Transparency International's corruption perception scores or index$)$ among the foreign countries it is considering to enter and are listed in the alternatives below.

You are to obtain and interpret the data for the Corruption Perception index, for those countries assigned to you, and then answer the following question.

When comparing alternate countries, your company prefers to enter those that have shown a BETTER IMPROVEMENT relative to the other in terms of corruption, comparing the scores of $2005$ and $2016.$ E$.$g$.,$ between countries A $($score increased $10\%$ between $2005-2016),$ and B $($score increased $1\%$ between $2005-2016),$ they would choose country A$.$ And between country C $($score decreased $20\%$ between $2005-2016)$ and country D $($score decreased $10\%$ between $2005-2016),$ they would choose country D$.$ Based on the data your retrieved, and on the percentage increase $($or decrease$)$ in the Corruption Perception index $($score$)$ between $2005-2016$ alone $($you will need to calculate such percentages$),$ you could say the chances of your company choosing $\_\_\_\_$ are much GREATER than it picking $\_\_\_\_$:

Group of answer choices

Cyprus; Ghana

Angola; Lithuania

Kenya; Malta

Azerbaijan; Rwanda