Question: (JAVA) With starter code The purpose of this problem is to gain familiaritv with stacks and queues. You have three jugs that can hold c1,

(JAVA) With starter code (JAVA) With starter code The purpose of this problem is to gainfamiliaritv with stacks and queues. You have three jugs that can holdc1, c2, and c3 liters of water, respectively. Initially, jug 1 is

The purpose of this problem is to gain familiaritv with stacks and queues. You have three jugs that can hold c1, c2, and c3 liters of water, respectively. Initially, jug 1 is full and the other two jugs are empty. You can repeat the following procedure any number of times: Choose two of the jugs and pour the contents of one into the other until either the first is empty or the second is full. Your goal is to end up with exactly d liters in one of the jugs. Write a program called WaterJugs to determine the transfers required to reach the goal. The input is a single line containing four integers between 2 and 100 (inclusive) representing ci, c2, c3, and d. The output is a minimal sequence of jug contents, starting with the initial contents and ending with one of the jugs containing d liters. Each line of the output should consist of 3 integers separated by spaces. If no solution exists, then your program should produce no output. Good test case: 10 5 3 4; from movie "Die hard: with a vengeance"; see http: //www . youtube .com/watch?v=5_MoNu9Mkm4&feature-related For example, if the input is 20 5 3 4 then a valid output is 20 0 0 15 5 0 15 2 3 18 2 0 18 0 2 13 5 2 13 4 3 The purpose of this problem is to gain familiaritv with stacks and queues. You have three jugs that can hold c1, c2, and c3 liters of water, respectively. Initially, jug 1 is full and the other two jugs are empty. You can repeat the following procedure any number of times: Choose two of the jugs and pour the contents of one into the other until either the first is empty or the second is full. Your goal is to end up with exactly d liters in one of the jugs. Write a program called WaterJugs to determine the transfers required to reach the goal. The input is a single line containing four integers between 2 and 100 (inclusive) representing ci, c2, c3, and d. The output is a minimal sequence of jug contents, starting with the initial contents and ending with one of the jugs containing d liters. Each line of the output should consist of 3 integers separated by spaces. If no solution exists, then your program should produce no output. Good test case: 10 5 3 4; from movie "Die hard: with a vengeance"; see http: //www . youtube .com/watch?v=5_MoNu9Mkm4&feature-related For example, if the input is 20 5 3 4 then a valid output is 20 0 0 15 5 0 15 2 3 18 2 0 18 0 2 13 5 2 13 4 3

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