Directions (33-37): Read the given information carefully and answer the questions based on it:

Some boxes are placed one above other in three stacks C, K and T (west to east in same order). None of the stack contains more than six boxes. Two boxes are placed below box D. Box Y is not in the same stack of box D. Box W is in the west of box Y but not in stack K. Box L is placed three places above box W. Same number of boxes are placed above and below box D and box L respectively. Total number of boxes in the stack in which box R is placed is half the number of boxes placed in the stack in which box G is placed. Only box J is placed just above box R. Box U is in immediate north-east of box F which is in the west of box J. Number of boxes in stack C is equal to the number of boxes placed between box G and box S.

The boxes in each stack contains some number of pencils. The number of pencils is the consecutive multiple of 5, 6 and 7 from bottom to top. Now, some new boxes are entered in these stacks. Box M is in the south-west of box P and contains 21 pencils. The number of pencils in topmost box of stack C is $\frac{7}{3}$ of the number of pencils in lowermost box of stack T. Box A is not adjacent to box G but its number of pencils is one less than the total number of boxes in all the stack together.

Which of the following statement is true?

Based on the provided information, let us reconstruct the arrangement of the boxes step-by-step:

Step 1: Determine the stack configuration and heights
There are three stacks: C, K, and T from West to East.
1. Two boxes are placed below box D, so D is at position 3 from the bottom.
2. Box W is in stack C (West of Y, not in K). Box L is 3 places above W (position of L = position of W + 3). Since the maximum height is 6, W must be at position 1 and L at position 4.
3. The number of boxes above D is equal to the number of boxes below L (which is 3). Since D is at position 3 and has 3 boxes above it, the stack containing D (stack K) has a total height of 6.
4. The height of stack C is equal to the number of boxes between G and S. Since C contains L at position 4, its height must be at least 4. If height of C is 4, then the number of boxes between G and S is 4, which means G and S are at positions 1 and 6 in stack K (height 6). This fits perfectly. Thus, stack C has a height of 4.
5. The stack height of R is half of G's stack height (6 / 2 = 3). Only J is placed above R, so J is at position 3 and R is at position 2 in stack T (height 3).
6. F is West of J (at height 3) in stack C, and U is immediate North-East of F (position 4 in stack K). Y is at position 1 in stack T.

Step 2: Placing new boxes and determining pencils
1. The pencils in stacks C, K, and T are consecutive multiples of 5, 6, and 7 respectively from bottom to top.
2. After adding new boxes: Box M has 21 pencils and is in the South-West of P. Since M has 21 pencils and T has multiples of 7, M is at position 3 in stack T. Since M is South-West of P, P must be in a stack to the East of M. However, T is the easternmost stack (C, K, T). Thus, no stack or box can be placed to the East of stack T where P resides.
Therefore, the statement "No box is placed in east of box P" is true.