Problem E
Exciting English Enunciations
Elena is working on Sicorexa, the next great virtual assistant. Currently, Sicorexa is able to correctly pronounce English words, but not numbers. Since Elena wants Sicorexa to be an attractive option for scientists, Zimbabwean millionaires during hyperinflation, and other people who use large numbers, this needs to be rectified soon!
In English, numbers are pronounced by grouping the digits into sets of $3$, starting from the least significant digit. Each set of $3$ digits is pronounced separately, followed by a word indicating where that set is located within the number according to the table below. Note that if any set of $3$ digits is zero, it is not pronounced.
|
Position |
Pronunciation |
|
$10^3$ |
thousand |
|
$10^6$ |
million |
|
$10^9$ |
billion |
|
$10^{12}$ |
trillion |
|
$10^{15}$ |
quadrillion |
|
$10^{18}$ |
quintillion |
|
$10^{21}$ |
sextillion |
|
$10^{24}$ |
septillion |
|
$10^{27}$ |
octillion |
|
$10^{30}$ |
nonillion |
|
$10^{33}$ |
decillion |
Given a list of numbers, help Elena transform them into their English pronunciations so that Sicorexa can say them aloud.
Input
The input begins with a single line containing an integer $q$, $1 \le q \le 50$. The next $q$ lines each contain a single integer $n$, $0 \le n < 10^{36}$. No integer contains leading zeros.
Output
For each of the $q$ integers in the input, output a single line containing the English pronunciation of that integer. The output must follow these guidelines:
-
All letters are in lower case.
-
Every word is separated by at least one space.
-
Does not contain hyphens or the word “and”.
| Sample Input 1 | Sample Output 1 |
|---|---|
5 11 248 1918074 13004000 15000000017 |
eleven two hundred forty eight one million nine hundred eighteen thousand seventy four thirteen million four thousand fifteen billion seventeen |
