# Max Sum Codevita 9 Solution

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## Max Sum Codevita 9 Solution

### Problem Description

Two companions An and B are playing with a variety of whole numbers. The two of them concur upon the tasks to be performed on the exhibit however contrast on decision of window size to play out the said activities.

The activities to be performed on the exhibit are clarified beneath:

· One can decide to include at the most X sequential components.

· After playing out the expansion activity, it is required to avoid the following component in the exhibit.

· The objective is to accomplish greatest entirety by picking proper components in the cluster.

A needs X to be W, while B needs X to be (W + D). This is the main distinction that they have. Your undertaking is to discover who wins. Champ is the individual whose total is higher.

The information sources that will be given are estimations of components of exhibit, estimation of W and estimation of D.

Model:

Cluster: 4 5 6 1 2 7 8 9

Window Size (W): 3

Yield: 39

Clarification

· We will decide to include components 4, 5, 6 since window size is 3.

· Since one expansion activity is finished, we need to avoid one component which is 1.

· We decide to skip component 2 on the grounds that the following three qualities are likewise higher than 2.

· The maximum entirety consequently acquired is 39.

Presently assume the exhibit was: 4 5 6 1 2 3 7 8 9

· We will decide to include components 4, 5, 6 since window size is 3.

· Since one expansion activity is finished, we need to skirt one component which is 1.

· Now we decide to pick component 2 since we can skip component 3 and still get the following 3 qualities viz 7, 8, 9.

· The maximum entirety along these lines acquired is 41.

· Note that we got just a single component in second determination since limitation is just on greatest number to be picked, not least.

Presently assume the exhibit was: 4 5 6 7

· Since one can begin from any record, we pick component 5, 6, 7.

· The maximum total hence got is 18.

The above models delineate the game with a fixed window size of W. Since B likes to play a similar game with the size of W+D, the means will continue as before yet the maximum aggregate yield might be extraordinary. Print diverse yield contingent upon whether A successes, B wins or it’s a tie.

Imperatives

0 <= N <= 10 ^ 5

5 <= W <= 10 ^ 5

– 10^5 <= D <= 10^5

0 < (W + D) <= N

0 <= components in exhibit <= 10 ^ 9

Info

First line contains three space isolated numbers N and W and D separately, which mean

N – size of exhibit

W – window size

D – distinction

Second line contains of N space isolated numbers signifying the components of the exhibit

Yield

• On the off chance that B wins, print “Right <absolute difference>”
• On the off chance that A successes, print “Wrong <absolute difference>”
• In the event that It’s a tie, print “Both are Right”
• Allude Examples segment for better understanding.

Time Limit

Models

Model 1

Info

8 5 – 2

4 5 6 1 2 7 8 9

Yield

Wrong 2

Clarification

Here we have given N = 8, W = 5, D = – 2

A will amplify the whole of components of the cluster utilizing window size 5. While B will amplify the whole of components of the cluster utilizing window size 3 (5-2).

Utilizing rationale as delineated over A will get the maximum whole as 41 and B will get the maximum total as 39. The outright distinction is 41 – 39 = 2.

Consequently, yield will be: Wrong 2

Model 2

Information

9 2

4 5 6 1 2 3 7 8 9

Yield

Right 10

Clarification

Here we have given N = 9, W = 2, D = 2

A will expand the total of components of the cluster utilizing window size 2. Though B will expand the total of components of the cluster utilizing window size 4 (2+2).

Utilizing rationale as portrayed over A will get the maximum total as 33 and B will get the maximum total as 43. The total contrast is 43 – 33 = 10.

Subsequently, yield will be: Right 10

Model 3

Info

10 9 – 3

4 5 6 3 2 3 7 8 9 2

Yield

Both are correct

Clarification

Here we have given N = 10, W = 9, D = – 3

A will augment the whole of components of the exhibit utilizing window size 9. While B will amplify the total of components of the cluster utilizing window size 6 (9-3).

Utilizing rationale as delineated over A will get the maximum whole as 47 and B will get the maximum entirety as 47. The supreme distinction is 47 – 47 = 0.

Henceforth, yield will be: Both are correct

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