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【Problem Description】 The ant kingdom is constantly evolving, not only creating their own government, but also choosing to establish their own currency system. They are curious about monetary systems. Traditionally, a currency system is made up of 1, 5, 10, 20 or 25, 50, and 100 denominations. The ant wants to know how many different ways there are to construct a definite numerical value from the money in the monetary system. For example, some possible ways to generate a denomination of 18 units using a currency system {1,2,5,10,...} are: 18x1, 9x2, 8x2+2x1, 3x5+2+1, and so on. Write a program to count how many ways a given monetary system can be used to construct a certain amount of denomination. The total is guaranteed to be between 0 and 2^63-1. 【Input form】 The number of types of currencies in the currency system is V (1<=V<=25). The amount of money to be constructed is N (1<= N<=10,000). First line: two integers, V and N . Second line: denominations of available currencies, separated by spaces. 【Output format】 A separate line contains the number of possible solutions R for making up n units of currency with these v coins. 【Sample input】 3 10 1 2 5 【Example output】 10 【Example description】 【Grading】

【Problem Description】 The ant kingdom is constantly evolving, not only creating their own government, but also choosing to establish their own currency system. They are curious about monetary systems. Traditionally, a currency system is made up of unit denominations of 1, 5, 10, 20 or 25, 50, and 100 . The ant wants to know how many different ways there are to construct a definite numerical value from the money in the monetary system. For example, some possible ways of using a currency system {1,2,5,10,...} to generate a denomination of 18 units are : 18x1, 9x2, 8x2+2x1, 3x5+2+1, and so on. Write a program that counts how many ways a given monetary system can be used to construct a certain amount of denomination. The total is guaranteed to be between 0 and 2^63-1 . 【Input form】 The number of types of currency in the currency system is V (1<=V<=25) . The amount of money to be constructed is N (1<= N<=10,000) . Line 1: Two integers , V and N. Second line: denominations of available currencies , separated by spaces . 【Output format】 A single row contains the number of possible solutions R for making up n units of currency with these v coins . 【Sample input】 3 10 1 2 5 [Sample output] 10 [Example description] [Score criteria]

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const s = "Hello World" let val; val = s.toUpperCase(); 'HELLO WORLD' const s = "Hello Wolrd"

// How to convert lower case into upper case in java script

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