{"id":32623,"date":"2019-07-30T16:14:07","date_gmt":"2019-07-30T10:44:07","guid":{"rendered":"https:\/\/cracku.in\/blog\/?p=32623"},"modified":"2019-07-30T16:14:07","modified_gmt":"2019-07-30T10:44:07","slug":"seating-arrangement-questions-for-ibps-rrb-office-assistant","status":"publish","type":"post","link":"https:\/\/cracku.in\/blog\/seating-arrangement-questions-for-ibps-rrb-office-assistant\/","title":{"rendered":"Seating Arrangement Questions For IBPS RRB Office Assistant"},"content":{"rendered":"<h1>Seating Arrangement Questions For IBPS RRB Office Assistant<\/h1>\n<p>Download Top-20 IBPS RRB Clerk Seating Arrangement Questions PDF. Seating Arrangement questions based on asked questions in previous year exam papers very important for the IBPS RRB Assistant exam<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/downloads\/5638\" target=\"_blank\" class=\"btn btn-danger  download\">Download Seating Arrangement Questions For IBPS RRB<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/65r9i\" target=\"_blank\" class=\"btn btn-info \">35 IBPS RRB Clerk Mocks @ Rs. 149<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/679Nl\" target=\"_blank\" class=\"btn btn-primary \">70 IBPS RRB (PO + Clerk) Mocks @ Rs. 199<\/a><\/p>\n<p>Take a <a href=\"https:\/\/cracku.in\/ibps-rrb-clerk-mock-tests\" target=\"_blank\" rel=\"noopener\">free mock test for IBPS RRB Clerk<\/a><\/p>\n<p>Download <a href=\"https:\/\/cracku.in\/ibps-rrb-clerk-previous-papers\" target=\"_blank\" rel=\"noopener\">IBPS RRB Clerk Previous Papers PDF<\/a><\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Directions: Study the following information and answer the questions given below:<\/p>\n<p>Eight people &#8211; E, F, G, H, J, K, L and M &#8211; are sitting around a circular table, facing the centre. Each of them is of a different profession &#8211; Chartered Accountant, Columnist, Doctor, Engineer, Financial Analyst, Lawyer, Professor and Scientist, but not necessarily in the same order. F is sitting second to the left of K. The Scientist is an immediate neighbour of K. There are only three people between the Scientist and E. Only one person sits between the Engineer and E. The Columnist is on the immediate right of the Engineer. M is second to the right of K. H is the Scientist. G and J are immediate neighbours of each other. Neither G nor J is an Engineer. The Financial Analyst is on the immediate left of F. The Lawyer is second to the right of the Columnist. The Professor is an immediate neighbour of the Engineer. G is second to the right of the Chartered Accountant.<\/p>\n<p><b>Question 1:\u00a0<\/b>Who is sitting second to the right of E?<\/p>\n<p>a)\u00a0The Lawyer<\/p>\n<p>b)\u00a0G<\/p>\n<p>c)\u00a0The Engineer<\/p>\n<p>d)\u00a0F<\/p>\n<p>e)\u00a0K<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the questions given below.<\/p>\n<p>Eight people A, B, C, D, E, F, G and H are sitting around a circular table.<\/p>\n<p>1) A and B are facing towards the centre while other six people are facing opposite to the centre.<\/p>\n<p>2) A is sitting second to the right of H.<\/p>\n<p>3) B sits third to the left of A.<\/p>\n<p>4) D sits second to the right of G.<\/p>\n<p>5) G is immediate neighbour of neither B nor A.<\/p>\n<p>6) E and F are immediate neighbours and are facing outside.<\/p>\n<p>7) A and E are not neighbours.<\/p>\n<p><b>Question 2:\u00a0<\/b>Who is sitting to the immediate right of G?<\/p>\n<p>a)\u00a0C<\/p>\n<p>b)\u00a0D<\/p>\n<p>c)\u00a0F<\/p>\n<p>d)\u00a0H<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b>Directions : Study the following information carefully to answer these questions: Eight persons from different banks viz. UCO Bank, Syndicate Bank, Canara Bank, PNB, Dena Bank, Oriental Bank of Commerce, Indian Bank and Bank of Maharashtra are sitting in two parallel rows containing four people each, in such a way that there is an equal distance between adjacent persons. In row-1 A, B, C and D are seated and all of them are facing South. In row-2 P, Q, R and S are seated and all of them are facing North. Therefore in the given seating arrangement each member seated in a row faces another member of the other row. (All the information given above does not necessarily represent the order of seating as in the final arrangement.)<br \/>\n\u2605 C sits second to right of the person from bank of Maharashtra. R is an immediate neighbour of the person who faces the person from bank of Maharashtra.<br \/>\n\u2605 Only one person sits between R and the person for PNB. Immediate neighbour of the person from PNB faces the person from Canara Bank.<br \/>\n\u2605 The person from UCO Bank faces the person from Oriental Bank of Commerce. R is not from Oriental Bank of Commerce. P is not from PNB. P does not face the person from Bank of Maharashtra.<br \/>\n\u2605 Q faces the person from Dena Bank. The one who faces S sits to the immediate left of A.<br \/>\n\u2605 B does not sit at any of the extreme ends of the line. The person from Bank of Maharashtra does not face the person from Syndicate Bank.<\/p>\n<p><b>Question 3:\u00a0<\/b>Who is seated between R and the person from PNB?<\/p>\n<p>a)\u00a0The person from Oriental Bank of Commerce<\/p>\n<p>b)\u00a0P<\/p>\n<p>c)\u00a0Q<\/p>\n<p>d)\u00a0The person from Syndicate Bank<\/p>\n<p>e)\u00a0S<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the questions given below.<\/p>\n<p>Eight people A, B, C, D, E, F, G and H are sitting around a circular table.<\/p>\n<p>1) A and B are facing towards the centre while other six people are facing opposite to the centre.<\/p>\n<p>2) A is sitting second to the right of H.<\/p>\n<p>3) B sits third to the left of A.<\/p>\n<p>4) D sits second to the right of G.<\/p>\n<p>5) G is immediate neighbour of neither B nor A.<\/p>\n<p>6) E and F are immediate neighbours and are facing outside.<\/p>\n<p>7) A and E are not neighbours.<\/p>\n<p><b>Question 4:\u00a0<\/b>Who is sitting third to the left of G?<\/p>\n<p>a)\u00a0A<\/p>\n<p>b)\u00a0D<\/p>\n<p>c)\u00a0E<\/p>\n<p>d)\u00a0F<\/p>\n<p>e)\u00a0Either E or F<\/p>\n<p><b>Question 5:\u00a0<\/b>Eight people M, N, O, P, Q, R, S and T\u00a0are sitting around a circular table facing the centre but not necessarily in the same order. N sits second to the left of M. Three people are sitting between N and S. P is the immediate neighbour of S. R and N are not immediate neighbours. O sits second to the left of P. Only three people sit between R and O. Who among the following is sitting third to the right of R?<\/p>\n<p>a)\u00a0Q<\/p>\n<p>b)\u00a0N<\/p>\n<p>c)\u00a0T<\/p>\n<p>d)\u00a0M<\/p>\n<p>e)\u00a0O<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the question given below:<br \/>\nA,B,C,D,E,F,G and H are sitting around a circle facing at the center. D is second to the left of F and third to the right of H. A is second to the right of F and on immediate neighbour of H C is second to the right of B and F is third to the right of B. G is not an immediate neighbour of F.<\/p>\n<p><b>Question 6:\u00a0<\/b>In which of the following pairs is the first person sitting to the immediate left of the second person ?<\/p>\n<p>a)\u00a0CD<\/p>\n<p>b)\u00a0BG<\/p>\n<p>c)\u00a0HA<\/p>\n<p>d)\u00a0FC<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information to answer the given question:<br \/>\nTwelve people are sitting in two parallel rows containing six people each such that they are equidistant from each other. In row 1: P, Q, R, S, T and V are seated and all of them are facing South. In row 2: A, B, C, D, E and F are seated and all of them are facing North. Therefore in the given seating arrangement, each member is seated in a row faces another member of the other row.<\/p>\n<ul>\n<li>S sits third to the right of Q.<\/li>\n<li>Either S or Q sits at an extreme end of the line.<\/li>\n<li>The one who faces Q sits second to the right of E.<\/li>\n<li>Two people sit\u00a0between B and F.<\/li>\n<li>Neither B nor F sits at an extreme end of the line.<\/li>\n<li>The immediate neighbour of B faces the person who sits third to the left of P.<\/li>\n<li>R and T are immediate neighbours<\/li>\n<li>C sits second to the left of A<\/li>\n<li>T does not face the immediate neighbour of D.<\/li>\n<\/ul>\n<p><b>Question 7:\u00a0<\/b>Who amongst the following sit at the extreme ends of the rows ?<\/p>\n<p>a)\u00a0S, D<\/p>\n<p>b)\u00a0Q, A<\/p>\n<p>c)\u00a0V, C<\/p>\n<p>d)\u00a0P, D<\/p>\n<p>e)\u00a0Q, F<\/p>\n<p><b>Question 8:\u00a0<\/b>How many persons are seated between V and R ?<\/p>\n<p>a)\u00a0One<\/p>\n<p>b)\u00a0Two<\/p>\n<p>c)\u00a0Three<\/p>\n<p>d)\u00a0Four<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the given question.<br \/>\nEight colleagues A,B,C,D,E,F,G and H, are sitting around a circular table facing the center but not necessarily in the same order.Each one of them holds a different post&#8212; Manager, Company Secretary, Chairman, President, Vice President, Group Leader, Financial Advisor and Managing Director.<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p><b>Question 9:\u00a0<\/b>Which of the following is true respect to the given seating arrangement ?<\/p>\n<p>a)\u00a0The Group Leader of the company is an immediate neighbour of the Vice-President<\/p>\n<p>b)\u00a0G sits second to the right of D<\/p>\n<p>c)\u00a0The Group Leader and the company secretary are immediate neighbour<\/p>\n<p>d)\u00a0The Chairman of the company sits to the immediate left of the Managing Director<\/p>\n<p>e)\u00a0The Group Leader sits second to the left of D<\/p>\n<p><b>Question 10:\u00a0<\/b>Who among the following sits exactly between the Managing Director and H ?<\/p>\n<p>a)\u00a0H and the Chairman<\/p>\n<p>b)\u00a0B and G<\/p>\n<p>c)\u00a0The Chairman and C<\/p>\n<p>d)\u00a0F and C<\/p>\n<p>e)\u00a0E and the Group Leader<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/ibps-rrb-clerk-mock-tests\" target=\"_blank\" class=\"btn btn-danger \">Free Mock Test for IBPS RRB Clerk<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/ibps-rrb-clerk-previous-papers\" target=\"_blank\" class=\"btn btn-primary \">IBPS RRB Clerk Previous Papers<\/a><\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the information carefully and answer the questions:<\/p>\n<p>S, T, U, V, W, X, Y and Z are sitting around the circle area, with equal distance amongst each other but not necessarily in the same order.<br \/>\nOnly two people face the centre and rest face outside (i.e.,in a direction opposite to the centre).<br \/>\nY sits second to left of W. S sits second left of Y. Only one person sits between S and z. T sits immediate next to S. T is not an immediate neighbour of Y. V is not an immediate neighbour of Y. Both the immediate neighbours of X face the centre.<\/p>\n<p><b>Question 11:\u00a0<\/b>Which of the following is true regarding U as per the given seating arrangement ?<\/p>\n<p>a)\u00a0X sits second to the left of U<\/p>\n<p>b)\u00a0Only three people sits between U and Y<\/p>\n<p>c)\u00a0Z is one of immediate neighbour of U<\/p>\n<p>d)\u00a0U faces the centre<\/p>\n<p>e)\u00a0S sits to immediate left of U<\/p>\n<p><b>Question 12:\u00a0<\/b>Four of the following five are alike in a certain way based on the given seating arrangement and so form a group. Which is the one does not belong to that group ?<\/p>\n<p>a)\u00a0Z<\/p>\n<p>b)\u00a0T<\/p>\n<p>c)\u00a0Y<\/p>\n<p>d)\u00a0V<\/p>\n<p>e)\u00a0X<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the questions given below.<br \/>\nP, T, V, R, M, D, K and W are sitting around a circular table facing the centre. V is second to the left of T. T is fourth to the right of M. D and P are not immediate neighbours of T. D is third to the right of P. W is not an immediate neighbour of P. P is to the immediate left of K.<\/p>\n<p><b>Question 13:\u00a0<\/b>Four of the following five are alike in certain way based on their positions in the above seating arrangement and so from a group. Which of the following does not belong to that group?<\/p>\n<p>a)\u00a0DW<\/p>\n<p>b)\u00a0TP<\/p>\n<p>c)\u00a0VM<\/p>\n<p>d)\u00a0RD<\/p>\n<p>e)\u00a0KR<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the questions given below:<br \/>\nA,B,C,D,E,F,G,H and K are sitting around a circle facing the centre. F is fourth to the right of A, who is third to the right of B. K is fourth to the left of B and third to the right of D. C is third to the right of H. E is second to the left of G.<\/p>\n<p><b>Question 14:\u00a0<\/b>In which of the following combinations is the third person sitting between the first and the second person ?<\/p>\n<p>a)\u00a0GFB<\/p>\n<p>b)\u00a0BGH<\/p>\n<p>c)\u00a0ADC<\/p>\n<p>d)\u00a0KEC<\/p>\n<p>e)\u00a0EGF<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the given questions.<br \/>\nA, B, C, D, E, F, G and H are sitting around a circular table facing the centre but not necessarily in the same order.<br \/>\n\u25cf C is an immediate neighbour of both G and A. E sits second to the left of C.<br \/>\n\u25cf Two people sit between E and H.<br \/>\n\u25cf B is an immediate neighbour of G. Only one person sits between B and F.<\/p>\n<p><b>Question 15:\u00a0<\/b>B is related to E in a certain way based on the given seating arrangement. In the same way A is related to H. To whom among the following is D related to, following the same pattern ?<\/p>\n<p>a)\u00a0B<\/p>\n<p>b)\u00a0C<\/p>\n<p>c)\u00a0A<\/p>\n<p>d)\u00a0G<\/p>\n<p>e)\u00a0F<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information answer the given questions:<br \/>\nP, Q, R, S, T, V and W are sitting in a straight line facing north but not necessarily in the same order. R sits third to the left of W. Neither R nor W sits at extreme ends of the line. Only one person sits between R and T. S is not an immediate neighbour of either R or W.Two people sit between T and P. Q is an immediate neighbour of S.<\/p>\n<p><b>Question 16:\u00a0<\/b>How many persons are sitting between P and W ?<\/p>\n<p>a)\u00a0One<\/p>\n<p>b)\u00a0Two<\/p>\n<p>c)\u00a0Three<\/p>\n<p>d)\u00a0Four<\/p>\n<p>e)\u00a0More than four<\/p>\n<p><b>Question 17:\u00a0<\/b>Which of the following pairs represents persons sitting at two extreme ends of the line ?<\/p>\n<p>a)\u00a0S, V<\/p>\n<p>b)\u00a0P, S<\/p>\n<p>c)\u00a0T, V<\/p>\n<p>d)\u00a0P, Q<\/p>\n<p>e)\u00a0P, T<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully to answer these questions A,B,C,D,E,F,G and H are sitting around a circle facing the center F is third to the right of C and second to the left of H.D is not an immediate neighbour of C or H. E is on the immediate right of A who is second to the right of G.<\/p>\n<p><b>Question 18:\u00a0<\/b>Which of the following pairs of persons has first person sitting to the right of the second person ?<\/p>\n<p>a)\u00a0CB<\/p>\n<p>b)\u00a0AE<\/p>\n<p>c)\u00a0FG<\/p>\n<p>d)\u00a0HA<\/p>\n<p>e)\u00a0DB<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information to answer the given questions:<br \/>\nEight people are sitting in two parallel rows containing four people each, in such a way that there is an equal distance between adjacent persons. In row 1, A, B, C and D are sitting (but not necessarily in the same order) and all of them are facing south. In row 2, E, F, G and H are sitting (but not necessarily in the same order) and all of them are facing north. Therefore, in the given seating arrangement each member sitting in a row faces another member of the other row.<br \/>\nG sits second to the right of E. The one who faces E sits to the immediate right of C. A faces the immediate neighbour of E. H sits to immediate left of the person who faces D. H does not sit at an extreme end of the line.<\/p>\n<p><b>Question 19:\u00a0<\/b>Four of the following five are alike in a certain way based on the given seating arrangement and thus form a group. Which is the one that does not belong to that group ?<\/p>\n<p>a)\u00a0E<\/p>\n<p>b)\u00a0D<\/p>\n<p>c)\u00a0F<\/p>\n<p>d)\u00a0G<\/p>\n<p>e)\u00a0A<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the question given below<br \/>\nA, B, C, D, E, F and G are sitting around a circle facing the centre not necessarily in the same order. D is not second to the left of F but D is second to the right of A C is third to the right of A and C is second to the left of G B is not an immediate neighbour of G<\/p>\n<p><b>Question 20:\u00a0<\/b>who is the only one person sitting between A and G ?<\/p>\n<p>a)\u00a0B<\/p>\n<p>b)\u00a0D<\/p>\n<p>c)\u00a0C<\/p>\n<p>d)\u00a0E<\/p>\n<p>e)\u00a0F<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/blog\/quantitative-aptitude-maths-formulas-ibps-po-pdf\/\" target=\"_blank\" class=\"btn btn-primary \">Quantitative Aptitude formulas PDF<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/banking\/pricing\/banking-unlimited\" target=\"_blank\" class=\"btn btn-danger \">520 Banking Mocks &#8211; Just Rs. 499<\/a><\/p>\n<p><span style=\"text-decoration: underline;\"><strong>Answers &amp; Solutions:<\/strong><\/span><\/p>\n<p><strong>1)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/2.PNG\" alt=\"\" \/><\/p>\n<p>Second to right of E is G.<\/p>\n<p><strong>2)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/correct-answer_hMi6659.png\" alt=\"\" \/><\/p>\n<p>H is sitting immediate right to G.<\/p>\n<p><strong>3)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/bank-reasoning-9247_aK4kyDT.png\" alt=\"\" \/><\/p>\n<p>S is sitting between R and person from PNB<\/p>\n<p><strong>4)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/correct-answer_2dNP0gN.png\" alt=\"\" \/><\/p>\n<p>E is sitting third left to G.<\/p>\n<p><strong>5)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>The arrangement is as follows:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/07\/21\/dir2.png\" alt=\"\" \/><br \/>\nSo, N is the required answer.<\/p>\n<p><strong>6)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>The data provided to us is:<\/p>\n<p>A,B,C,D,E,F,G and H are sitting around a circle facing at the center. D is second to the left of F and third to the right of H. A is second to the right of F and on immediate neighbour of H C is second to the right of B and F is third to the right of B. G is not an immediate neighbour of F.<\/p>\n<p>This can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Here, nowhere in the given pairs, is the first person sitting to the immediate left of the second person.<\/p>\n<p><strong>7)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>From the first three conditions, two solns are possible<\/p>\n<p>S _ _ Q _ _<\/p>\n<p>_ E _ _ _ _<\/p>\n<p>or<\/p>\n<p>_ _ S _ _ Q<\/p>\n<p>_ _ _ E _ _<\/p>\n<p>As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p>From the 6th condition, B should be fifth from left and F second.<\/p>\n<p>Thus, we get<\/p>\n<p>P _ S _ _ Q<\/p>\n<p>_ F _ E B _<\/p>\n<p>As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p>$\\downarrow$ P V S T R Q<\/p>\n<p>$\\uparrow$ C F A E B D<\/p>\n<p>Hence, P and D are at extreme ends.<\/p>\n<p><strong>8)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p style=\"line-height: 22.4px;\">From the first three conditions, two solns are possible<\/p>\n<p style=\"line-height: 22.4px;\">S _ _ Q _ _<\/p>\n<p style=\"line-height: 22.4px;\">_ E _ _ _ _<\/p>\n<p style=\"line-height: 22.4px;\">or<\/p>\n<p style=\"line-height: 22.4px;\">_ _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ _ _ E _ _<\/p>\n<p style=\"line-height: 22.4px;\">As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p style=\"line-height: 22.4px;\">From the 6th condition, B should be fifth from left and F second.<\/p>\n<p style=\"line-height: 22.4px;\">Thus, we get<\/p>\n<p style=\"line-height: 22.4px;\">P _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ F _ E B _<\/p>\n<p style=\"line-height: 22.4px;\">As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p style=\"line-height: 22.4px;\">$\\downarrow$ P V S T R Q<\/p>\n<p style=\"line-height: 22.4px;\">$\\uparrow$ C F A E B D<\/p>\n<p>Two persons are seated between V and R.<\/p>\n<p>Option B is correct option.<\/p>\n<p><strong>9)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>The Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Only statement corresponding to the option D is correct. The Chairman of the company sits to the immediate left of the Managing Director<\/p>\n<p>Option D is correct answer.<\/p>\n<p><strong>10)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>he Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZsAAAEcCAIAAACeT47PAAAAA3NCSVQICAjb4U\/gAAAgAElEQVR4Xu2dB1RTSReAXxJaCL0oVRARC9KboGIBFBUFxN52sS6uvaOrbrHX3y4WFCt20LW7dlRERLGiSO9NCJ2Q5L8JqJC8QAIhJGHe2bNHXmbu3Pnu5GbqHQKDwcDQgwggAoiAVBAgSkUtUCUQAUQAEWARQB4NtQNEABGQHgLIo0mPLVFNEAFEAHk01AYQAURAegggjyY9tkQ1QQQQAeTRUBtABBAB6SGAPJr02BLVBBFABJBHQ20AEUAEpIcA8mjSY0tUE0QAEUAeDbUBRAARkB4CyKNJjy1RTRABRAB5NNQGEAFEQHoIII8mPbZENUEEEAHk0VAbQAQQAekhgDya9NgS1QQRQASQR0NtABFABKSHAPJo0mNLVBNEABFAHg21AUQAEZAeAsijSY8tUU0QAUQAeTTUBhABREB6CCCPJj22RDVBBBAB5NFQG0AEEAHpIYA8mvTYEtUEEUAEkEdDbQARQASkhwDyaNJjS1QTRAARQB4NtQFEABGQHgLIo0mPLVFNEAFEAHk01AYQAURAegggjyY9tkQ1QQQQAeTRUBtABBAB6SGAPJr02BLVBBFABJBHQ20AEUAEpIcA8mjSY0tUE0QAEUAeDbUBRAARkB4CyKNJjy1RTRABRAB5NNQGEAFEQHoIII8mPbZENUEEEAHk0VAbQAQQAekhgDya9NiyJWrCpMaeDbqZQeeSzciL2D\/PrT3FZF5UOdeHYvCCnnEj6FwslSkGqiAVREkAeTRR0m7dsuhZd3fM9+uhRKEod7K0qX2suunpDLtOxdWMlhwa4Lsux8FFl8T1OVGr14zFYzrx336Kn8zprtN704cqLlEt8oKk28s+e8OIgNAkERXYIrVAQgUmICNwDpRBUgmQdNwXbNTMvn5zf\/e9T8I8Vdj1YBaET5iDWyNqxArvNbSNT2fbqhBwEwj2Uk6zi7Udw0SF2zkKJoff1AQVu9l7l85w9llh+Ghrr5rK8psXpZNcAsijSa7thKI5QcVm8ugKeS5ZtE\/75hwmTYt00xSGOwPx8t1mn77GVUyLviBo9F86XcZp7r5pz5d3lW3RopBwcSHA\/6hBXDRGegiPAC3jeXSBvqe3GZdHq3h3LDhOb\/hg4++OoDrz9rqxrr0H+YwY7tHT3GbiuQwGW4\/KlCtrJ7maaVIo7R1mXa6ZcKt4s26ocz+vUWN8+1g4Twn5WoUxil4FLx6kSzGeHcmadauKPzm\/nzal26Lzp\/8a69jRJmD1lJ4aFH2fwKXjXEzUKCpGvQIOXjgYOLZ3J3UKRcvK\/3RKdU2luSVXxR+d7qBG6TDyj2UTXDtrUCi6Peddz67RDcNkjTyH6X46evx9pfCgIUliTQB5NLE2T8sqB7Pne84l4s0z0bOfP0gndbQ1kKvRoOrjNt8xx9r9\/e\/NsEtX7tw\/NphZUMn2GkyCssNvQQ8+Z3442Ccl5K+QLzTWSxqp56Yr\/54\/e+HUbMK5NdtflRNVbX9dMNrke2uTMx23aHxnLDPqjczAP3YucjD0+WNGd0K1jIX\/zltv4yM29Yg7vjZccfTWq29T3gT1zT63\/uinGi25JcuZTl49vTuBoeg4+\/CDLxmvd1p9PvxnaFKtB8TkDGw7ktLuP8\/mXttoWbZIeisRQB6tlcC3ZrHVjwO9PeAZOGbDa\/yFyqrMd1mYoqZKbQ+tIvbQobe646c7q7GHoGSLgMUe2uwJC4Kcuq6WIhGTM+w\/pDOxIKWA5dHI9stXubJmrkhqhupEahb1u3+pX2miho33MOcezrN2L7JQAFEK7U2M2ilTtCy9R3YjYkomXQzUFZU7uXmbEQvTCmtE8JLMVoNMxBRM3Lw6E\/OTC36UKKuiRcGy3mfi+e3WtAEqu4UIoHm0FgIrzmJl+mwIZ60MMDPOTN+Dqyi97FsZJk+Rq5lDY5YmxWZiOt11antsmIKhTScMo3+rm5coQ8SYNf228vjw7VsvxhNUlZjJ7+hMe9wifr4kynMMeokkQq0oSEQkgVwmxt6GwWxcMgnUgMQ\/dm0QFZTlMagN6qM1YgVp+Rh5NGmxZBPqQdAbd3g9fj4CkWtBgElngJ\/ges2Vvywq0NM\/an7Ug9mmstTrCaefcKVo6osmSiZgBBJ3dZqqBMon3gTQqFO87SMK7ah35s67X1KvJJKythJWUVxZ09UhUIwtdbHkF8n8zK\/T815FZms4OOkLfXGxSZIZFcUVmJKWkqg2jYjCYKiMBgggj9YAnLbxUWXCk89M+foNQV7PSh8rycqrnWVTsPCfbJZ9bNHme7XzUQxaBf7cGIwSKe01iNkvI9OqMHpBXKwQp+SbJLk8J52K6Vvqcq3mtg3jtr1aIo\/WdmxOz\/7vf4Hr\/s3Aqu\/Pd3f+\/jj19N2Togiz6nUforbzUDNCUmRyRc1beYvAq+fmaYdN6qqpYWBm13904JXk+LCgy4mM3IjDRx5ll3y5sPf8V0ZBZMjpV6T+q5Y4Jy+zbmfi8lsYo7NW1fNt6y9FXtq2MfQrI\/fRnk3Hogsrk2ryPt637UR0IZOWEh50KZGRHxG0Kzwh+2XIznMg6vnBXeGJOdHHd56NZxRGHj36OJep6cYt+XLU1SNh39Uo+nB2X1gSI\/fJsdDYYnb\/sjwxIoHQZWhP7cZHy22nIUh1TQkMxve9O1JdT1Q5AQnQU4MH2211uP1qnTWsQ0rqU\/lmle3AyMXRN\/wN0LBTUo0omN6ojyYYrzaTmmQ4cc8ao4urzyTzGl6KPwp6auia84ar9kxA7kz8jSUsDZFHExZJqZMjZzbrTIjrzVlLLibxsyIgbvWvTLq0dNaN3iGhv5t933QibioifVqAABp1tgBUaRJJz4u+k9BhoKO2hP320XNf3Ek18bDVQqNNaWqOjdcFebTGGaEUiAAiICkEJOyXV1KwIj0RAUSgVQggj9Yq2FGhiAAi0CIEkEdrEaxIKCKACLQKAeTRWgU7KhQRQARahADyaC2CFQlFBBCBViGAYm+0CnaxK7SguCIpsyg9tzS\/uJxaUllYUpVHLS8qqayg0RkMZlk5K+xZWWU1hLCAAByK8qxmo0iWJRIJCrIkVSV5LRWympKcipK8pjJZX5tirKuqoSzBRw3EzjxIIb4JoN0bfKOSooTgpZKyqF\/Ti+LTvsVnsP4PlTPRU9PTVNJUlVdVUlBTktdQlldXVlCQlYHAQhQyK5CGojyJRCRC3rJKVrSx0nIak8GsoFV\/K64oKAYnWFlUUpFfVJmRX5KQUQgJTA3UTfVU4f+d9FWNdVQgrxQhRFURUwLIo4mpYYSsFhOLSyuI+ZKbkF70Je1bWm6JjqZiZ311E31VMwM18GVaqmThlphXVA5+7XNaIavE9G9Z+WUG2kqdDVgl2nTW7mKgwUekNeFqhKS1CQKS59HgTtxzZzL6TPPUQ7vBG2uiTCbzzde8h69TH71JVybL2pi1A58CPSYTXTVZVqxX0T20akZCZiH0CsGfxnzOKS6nuVrp97U2tOqkRSCguBiiM4TUl9T6Ho2e9+LEth0nH6WTNDTk6SWF3\/KL6Fr2U\/fsn9mF+zwe3Ik7Z8pl8y37RxWe2LL\/cND1BGaHBRGv11rXC39Fi9vibPvnR7L1yBlT5i6fYieU+ybxmgLcqus0MuaXe\/eWdefWFS+DaN7BwPDV55wHr9OevEnXUlNwtTLsb2PYob2yaErnp5SU7OL7MeBnU\/MKK3pb6fezNrA1a4eGpfygQ2kaJtDKHq069fTkvgEx7gfCdoztQqn5ra7OebBm3HG38OABShy6UyOWuE4p2Pj0sCfrEsmKmEDbPruSmZoTr78P6lvn61ryZI69V3AqzXLbxye\/dWjJnlzlxz3+iz\/6Bu0aJQ7RHWAS\/+WnrAev05++TYchnquVQT9rQ124OESMn8y80gesLmQaDIRdLMC16dt31ZGFqwXQgwg0iUCrejRGxunhPaZ\/nvYgZrND3e9deczuIMbU+XaK9apE+7TRyfn8uMjnS8zYAZ8rYla4BxYpvjz2qu+pjxd8vsf0Y2SdGzPqdvuyM0flWsij0TIjjp9M6TtvnGmTOmbNzI5n5vTckosPP995mWKsqwJeDHyZtpqQ58XwihXmu9zCcvBr4N2SMqke9h38+prpQ2Bw9CACAhJozR9DeuqVPfcrDfzGWXJ0I8g2czjdGTgwzjtxoaYELbd5fprlt\/53Je37XT+0LycPVU6eYl5n74BA19ZyJ2YRrUo8v8irz6CR40cPsjM1MJv8vOsAExnOW3V5X4WLl71J3pDDukwsOi57edDjWdv\/U1SQPRo4aPe8AX59O0ucO4Nqgc6gOegPtYC6QI2gXlC7n7c6CdiyUfI2SgBi2LbWQ\/1vnBaZPOBcLj8K0BL3OpKVhoQX\/EhcFr2814Rb2TErupDJlmvfV7I\/oD6a02vKzZykg85kstO+JBrrXemL9X89KIR\/0JL291TsEPC0FP6ZfKCnot7EsOTSakZZ3MGBamT7HfFVPBJXxe9yVjVd8KwYPq+M22ZH1p\/6kMqSXJ16yJnSYdYzEMgSz0Mmz+zsXE166HT6jcjEX9Zdn7z2+pWI+Mqq6iaJEd9MUCOoF9QO6gg1hfqKr65IM3Ei0Kp9tNKCUkxWWYmv3grHnbjff38ICub+ARbYlyMHY8owjJF1becbtzl9NepVS6Bra\/ESU2P\/fVPduX9XVldSVs+uh0rBm5gc\/NCueFfhCpC98Z9VWL7871XqpHU3rj6Jnz3C5tgKTy9nExEvXDauZbNTQI2gXlA7qCPUFOoLtYa6N1swEiDlBFrzzACJDJugaKVlrP3ojT7178Stk1ym4+g5rqtmhO56tDq448lDFZOO9pDHMuskEOjaWtzEJFlZIhN6DWyhTEY1A5NXUmjst+DnVbhNyo4DhInB8uXRG+9gy\/6CUXZ2XdrjpJG6V1BN+A+Gn4f\/fXv85nv\/wT1gYRTtZZM6OwutQq3p0cidXDtjV5PgGsgRGvUvH2PSaQySbP1VSpw7cWsoEHWGzBum4nf1f+fCTMONZl8xJGF1L4MR6Npa\/MRKVn7OCitCH2T5+OkUv7r8nG6\/oF+7xjzaTxM1Mztb0Puk\/F0XXkEfZZaPlVN3XaHZX0IE1fi1yA+ZR669O\/Pfx7kjbc2NNSVEd6SmSAm0pkcjdfCd575q6vmQ6JXWLsp1tllWfdw568HwA7NM62hX\/07c+ozUXeeMaX\/50MJZOYvublWv\/1nNtbVO\/F2IyyMxyWDcjmUhflt+GX1BHWNozw+7MNNEAHDNy55Prdh36fXrr7kBPlbuth3acvcEXLlTN927r1JWH3lq3Ul71ghrTRV0elSk\/kL8C+O\/p9ECdSHqjtofNIZ07Je5pz+X\/ZgioRe+vXYjhUmqv5Oc407c+too2syYaooRLGZNs+Bs4QJdW8sjcVnUmvFbij2nTZ8wesyEce7GlamZ5QLM6DQ1O+wvO37rg\/+Gm7Cn7OSqIe52bdqd1VqcgAEHoAFMgAzwAUot0DSRSIkl0OrLFPRvMadXTRjYz8N75OjRo3yH9HO0dfb03\/LsG8fqVuXHDVaKnRZFlbE0pmXe2T5vhLmm8aAZq49\/gFe0pCPjA67nQ57q3Md7l0zsqUEmq\/ecsOxg1LeCp3+76ZPJKsYOIwPXjjEk63osuxh5abVnezLFdvquB5nf3p1cOrA9Wclu1pHXhd+4E4ellufcXuKoRK77dJpxPf3r5U2\/u7Ujk3tMWB0cVVCREo4vs4iGmz234dW7twm5E\/+5Fhj0OD2HtcSKHm4CQAb4ACVgxf1pM9\/QC1+f2X89jb1YLo1PVcrVLb+7tyfrT39Swmf9aGnX9oe+Lmy43fIpq+WSYS0nWtiSacmH3bW6Br5iuzSRPrTUM\/6eK5+xN2wwGPTi93v7q6h6Xf25kaRhbQTMXlFVvefSK+\/AsPuvUhoWjD4FAkAJWAEx4MYbCC3j9ra5vt0VyWRKxx5WtY9FF512Q\/9l7evheCoTT8\/oP2rny9pvLy372eElo\/s79\/YYOtx72OD+ztaWTgMnbXjM+gEVxUPLvLtjgZ85KK8\/cNqSTeHJrG1GzX+qM471pgjg0Rj0wqidYwbMOJ1Q0fzCW0yCBHk0BqPi0+5BZl5HEoVjUL6Zlj4NMDVf\/qr8R4aSiJlG7UffLuJPgkDZobsx\/u9\/Vx+JgBA9\/IlHqRjACogBt4Y7a2XRS03JysOv\/3Bh9LyLo8dxe7TCx4ssO\/tfr+1EV3w+OMJAqcu0Ux+LfziwquyIde4eexJE2IPjUr75dhfYo0GR9LybUztbLnyM8zPQfIWEIqFV59EEHaq30p24BFkFYklaZmnN1Bmz4svZbTcURs5y5PPkN5\/ZYbPVsRvv1wQ\/neFl9ae\/syqFr216giKUyvTACogBN6AHDPnetkZQthw1uAMHZ9qnfXMOk6Ytc2OdHcboKSdmLryhMDNkx7jv547hrYy2\/ehJrvrykh40hAQRPAV7CBr9l06XCZ677xNfe64EEy6U1BLl0eDYk5rT4tMhEyk5VBFOByvYrDwyG9vq6+kzcuSIYR4ev\/1nu+\/2NlcVPg3AT3YIl7h436OYLzkHl3i4WuvzKRklq0sAuAE9YAgkgSc\/cGQ7+U3sUX8tqf5hO3rqtcPP6QZ+4604DurJdpq00luX9e2pij85v582pdui86f\/GuvY0XZlTGVl4sVlPq7u3n6+g3u7DFt6IaESY1Jjguc4q1HstsdXY9WZd3b93luDYrP5M60q7sAEcwpFt4+Xm0N3Y201fcdfD7wu4Uf5OmmYpe+PBri7uHmPGNKr15jNTwtYP7745\/lAt6Vejk5uw0aMHB2w78P3w4PcEnDqxS5R1shzmO6no8ff80VYwIoII7lQenpISHMIwFhpxB\/hB8Jeo7M+zcFYkxcYAkngyT0CrT9wq\/y0a\/ruuJqzcz+L5Thsx9dBPdbpN7JK7xWhEbERu6atffZ0hbma\/ca3rFkKenHUSnPl7oHRcE6uPCbQjGKz9TN7zqTi3d\/mSlYbP0H5Fe\/X9lDsupI9P1yZFDpej2wy\/xnXbH1Do86S5ws6a\/Y7kACSaUlBvVU6\/PYI5nzxDv+VRa80VzKDQSNrAF1n1IkrgaNePyawC8KHKP04Yth8iwlZgoT10YThw8VLxuVH8SsPRSwaYzdjuCWKfdh82wBDIAk8gSqw5RJY\/XCRZ2\/W03fk1rcVXB9zHLaj83tQj6hh4z3MuYfzrN0BjJOnEoxH+5qxNo0TKBbjxhglng6OLecqqu4LAklejvVVlO0wfOF4vczLJ982nL6esPK3xy+mm\/gNNIQ9kqT29i7tch\/dS6rCcM7zlb8+fCLBePJUB46IgTwkQCk\/67XI8ntnVlYFIlRlvc+sarBKrfWhABtFW0vFViqXnnHj8BP9caMsWyxeJBPbF\/b62YfMAwvddDTFOopZK5mg6cU6m+sB1SUHHmXml8zysa6zLVmm77abYZ4wY1D5duPMh1wlcBy2wzmox8h\/GrT54KXrjxPkrHwC\/vxrqmXduE1EOXraxxxM3Ui99pslp91ZG8v5kFKKWXMVhvdCXs9CD9sblwEejd94UOUZn3OZX4\/PHfMAJvaYlbkUUwN5jIlzno9R9OVdLqZrrsM5RYsvoa56RPmfp3qICsryWNm3su8jVrxqtN67VvRo9Ky7uzbuP3L4ZqKssZW5GlZV9i03r1rbsr\/PlPlzRnT\/foigteLEknR72WfPHBHgfXjXWGPOJtBsg0GU6rXHIwuo5fsWukO87GbLQwI4CcCPBLBdEfR4zdFnf0x24jrML9dp1AyiFlc80PqH7cgmfUyxq8lRdQ7qETVdAtZqFt06\/1RtQ+BUSyUCxvHNZgUZr3ekHia1iPxHHmetaxDgihrO+uD8zSjNpcppqbE\/MZ8ddG4Se2Kv5il7Md\/TP2p+1IPZprLU6wmnn7BeM2h0jAAXeP1IVfcfnBIweipuOtZLAqjIQwzPPCL6gB9wLaQKScd9wcY\/vPQw1s\/mk4inL2I+Jny4trpn2t7JDnbTLmbUNhQ5zS7WdlYmKlxtT1C16Jn3w2KK+N\/rT1Cxm713KX2Nz4oIqqBlNZy+uIy2cM8DaOTb5\/RD7qxhVs35FNgCYeAMtIF5fVEExU4u5qqc7Z\/jsB3JyHfuAPm08ydi+J2sJ1CMeuhgBUkFtbFZqnK+5GLtexixopey7gashtsBG3qqsj5mYwa2HfjooFV92Lv8TDIdI+tCNzA9tt4osOY8n0P9w39E5Q6Gisz0t1zjRTwJvJVkVBRXYEpaSs3+RvIuohmfcFq0GaKEkJWgbOb1x4VrK7qlhwbMu5rDtr18t9mnr+1tdthrJvXx379vjywSaI20JdaqYRlu7s573Yw1\/vzVGYWfFkKjaVAEEAbOQBuYF5bjR4CqK4DzsB1Rb\/SBoFGE4Mnzznz5efKNXsG+wBT3IVv4TzRNPncxjjVJxyx5c\/pMSqdJ\/hZkTEZNX52R\/PBpWhWMCHNTs8pxmiKT+iLkQnaPKZPM64duwCuJ+S32aZYcmYiRe4wf1j4zZHVwbDFbJJNWQSdQ2msQs19GplVh9IK42Oya7oGy7WRP1a9Bm66ksObAqkuoVTU64Eng7XjLc9KpmL6lbuMq4qnd4u+EvNIgoDj8FZycC0NVyJSBZ7Lo1d9eHl7o0Z7MiqpY8fn4XFdNcpcFZ0+uGW1vZB0YXVb89sjMAT37D\/PxdHYetfFJHnsLZFX6zX9G93bxGO7j5ebYzWp8aFo1nIza+auFIlnZvP+QEYuvZVWXfz2\/ZHjvAcN8vQe59By6+Fw8LExxy2etVlXErulG7lx3f62AVayXHPaC\/rLuxqGrb5ojBOUVnED1rh1rLK06wrZ7Pbdf5\/917M3P7bL1hdU7bFf7UXXBq1N\/jPfo7eo2xHfUqBFeHn37+0xfHXQ3jbVSWplwfsUgOFFn\/cvfIVEF7BYIrWuxl0vfIezW5bXk\/NeazdnVmf\/OdYJTc2odnXxnLx9vQlaymrTzJbUc1jrJKtbDxo4Z6e3u5OAVeCWFYwWWdeZvrk83OIWnbtXXjfUM6N+np42JmqrbuRxWifSimANTnI1UlTT0Ta1dRyy9AKcKCvHO81VV5z5c79dDi6zYrpP9kCm\/WiuSjbz+vJtdzS2hhLteNThKI+d2VLTe+JFzmVhwo7RIjlY+M4Dv0ariNluTySYL2Gc468SJ5VhOfvoQZ9G64v0GR9VOs+\/VtK3SyOXj9n2tiU07ryOlNqpt6Uv89XXc5WrhrVXDFeX+G24cCH\/dIpZEQhsjAOSBP1ihwYQiP2zH2r2hZLleXD0EJ6zymJXdtN2PpIjwvASnCg3+LV6jztoeKZGiAdMOlSUVOP3yOsvkzLPci9ZFsYcOvdUdP91ZjT39SbYIWOyhzbH8UR4bzHt9nWu5Wkhr1aUV1Qt233foqjNjmGWLd7xRAXgEgDzwByuALfA+r3lHMpy4Z43RxdVnkhtIxDt70z5h0qvpvId5TZPZIrnoqaFrzhuu2jNBHC4\/w62hWHo0RlkRTEJQGpx7JMozs2oXrUfBM2HNc9aiNbMsKTYT0+n+Y31awdCmE8eVQszSFB7r63UJwXJ1DRthrFVX0xkrDz2BC4B\/87bCNQN6KRoCwB+sALYAi\/AssZUO2\/HUR2w+qEy6tHTWjd4hob+bCX3xX2iVFEuPVpb0MhWT7eJk2Dg31pLzeXguXHkQ8+bmsh7sHEx6wwtK7KX0uj+J8O+Gdrc2c62aiW04+UJFUe532BiFntYmAFYAW4BFGrhlSnSH7ZglMUEbzycxks6tWrY\/SoCV+FbASKfmKE44emqxU834pxU04KdIMfRojLyHR\/4rUR483UUdf+NMbb3wlpwJFGNLXSwZAn3zrnxD6+s4uZq9Vh18\/R3cp7lyslNbDj+LA7a1XhEwsAVYBOzSkAokLTtPR+2W\/n4QlGzmhMRQS4tjL+4IcFBtsME3pK0oPiNpO3racu\/gE0XRApTR0hYTQBV2Ulr24+2\/zriiNHrv9sFaDdsXd8lZwcJ\/sln2sUWb79VuumHQaiZNiDKKsoz8xFxYtua5vo6rbPPWquFW4DvRyRt\/6yPPcW0CblnopUgIgC3AImAXsI5ICkSFiI5AK3o0etadrYv\/DE\/Hqu\/Pd3eGp6eDTQ8Lt8AXPTY+ijrip8vawEdLDt+2MfQrI\/fRnk2Hr546cDmRkft437YT0YUwUFRyWX95x\/BvW\/rqtzM0s+03atV12JUrbxF49dw87bBJXTU1DMzs+o8OvJLBmuKV7zJqskPhHjcLZ7\/1701XhB0a8Oy3wV5+vkM85731Cg5fYaVASwoLqiefbYXyxIgEQpehPb9f2S6IaT6nfdtzMWbjjD5qSmK6d0eQ2khVWrAI2AWsAzaSqoq1+coQYCW0zUNoAEDlm1W2AyMXR9\/wF3RxBxbUpmy6FTDcqp+NQQMFoI9akcCDmLT9V94ELxtEUWjF44CtCEAKi27FPpoE0GzOWvWmUy96dtdB7kyczQzWARuBpcRZSaSbQASQR+OJqzlr1RDHJiOvZM4IG57S0QfiQQBsBJbCizskHvohLQQkgDwaL2BNX6tOyCyCm8\/\/mdpLhq8ICrwUQO9FQQBsBJYCe4HVRFEeKqOFCaB5NCEDZjCZ0zffHtmvy2AnYyGLRuJajMCNyKQLD+IOLR0oQNifFlMGCW4OAdRHaw49nLynbn\/UUCEjd4aDRoxfgb3AamA7MdYRqcYXAeTR+MLEZ6LkLOq5+58Xj7XnMz1KJj4EwGpgO7Cg+KiENGkCAeTRmgANPwsEH9146sX0YRbt1Vnh\/dAjWQTAamA7sCDfl+NJVv3airbIownN0uERCTDNPNylk9AkIkGiJQC2AwuCHUVbLCpNmASQRxMOzeJy2tHr7xaOsUOHN4UDtFWkQPzuMXZgR7Bmq5SPCm0+AeTRms+QJQG+Bn2tDDrqqgpHHJLSSgTAgmBHsHKa8aMAACAASURBVGYrlY+KbS4B5NGaSxDyp2QX332ZPGVoDyHIQiJamwDYEawJNm1tRVD5TSGAPFpTqHHk2Xv59cSB3dFxdCGgFAMRYEewJthUDHRBKghMAHk0gZFxZHgdn5uaW+zX17S5glB+sSEA1gSbgmXFRiOkCL8EkEfjlxSvdMduvJ80qDuJiEjyIiR578GaYFOwrOSp3uY1Rt\/DZjWBtwl5mQWlgxyMmiUFZRY\/AmBTsCzYV\/xUQxo1RAB5tIboNPpZyM0PkwZ2Q4cBGwUlcQnApmBZsK\/Ead7GFUYerekN4FNKQXI21dPRuOkiUE4xJgCWBfuClcVYR6QaJwHk0TiJ8P936H9xYwd0QSGD+CcmWSnBsmBfsLJkqd3GtUUerYkNoKC4IupT1uCeHZuYH2WTBAJgX7Ay2FoSlEU6sgggj9bEdnDtaUI\/G0NFeRSfvokAJSIb2BesDLaWCG2RksijNbENQHiGK08TvHujQ+lNBChB2cDKYGsUkENSTIb6aE2xVOSHLA1leTMD9aZkRnkkigBYGWwNFpcorduussijNcX2t14kDUNRg5pCTiLzgK3B4hKpettTGnk0gW1eVc14\/iGzjxW6hVNgdBKaAWwNFge7S6j+bUpt5NEENveLD1ldOmioUuQEzokySCYBsDVYHOwumeq3La2RRxPY3g9fp\/azRh00gblJdAawONhdoqvQRpRHHk0wQ1fTGU\/fZ6Ahp2DUJD81WBzsDtaX\/KpIeQ2QRxPMwO8S8zu0U9ZUURAsG0ot4QTA4mB3sL6E10P61UceTTAbx3zOsencTrA8KLVUEAC7g\/WloirSXAnk0QSz7uv4HCtTbcHyoNRSQQDsDtaXiqpIcyWQRxPAujCN8im5wKIT8mgCQJOapGB3sD6aShNzgyKPJoCBPiQXdGivgs5yCoBMipKC3cH60AakqE5SWBXk0QQw6sekfEtTLQEyoKTSRQCsD21AuuokbbVBHk0Ai37NKDLRVRMgA0oqXQTA+tAGpKtO0lYb5NEEsGhiRpGxrooAGVBS6SIA1oc2IF11krbaII\/Gr0UhngzEaDZBt6bzC0wK04H1oQ2gyELibFrk0fi1TnZBmSpFnoxCPPILTArTgfWhDUBLkMK6SUuVkEfj15Lw42ykg4ac\/OKS1nTQBqAlSGvtpKBeEuDRmNTYs0E3M+itTDu3sFxbjdzKSqDiW5sAtAFoCa2tBSqfJwFRhsmnZ93dtXH\/kcM3E2WNrczViYyqouzM8nbO45dtWunTUR5XR1py6Jwpl823HNIlsT6n5704sW3HyUfpJA0NeXpJ4bf8IrqW\/dQ9+2d2aengPsij4Rqorb1EHk3MLS5Kj0bScV+wUTP7+s393bfdDPNkjeCqs67N7TV6ghf29NXfVtw+jRqxwnsNbePT2bYqBEicenpy34AY9wNht8d2ocALloCcB2vGHU+vanmPlk+tMDVAWzfEvD23uHoaKuT4tMIWLwYV0FQCrTzqlNEZ4O\/VDku6F53HHaeF9mnfnMOkacvcNFnei5FxLmB2uMzM4zvGfXdn8FamndNIH0tVEVSjoLhcUxmF3GhqQ5OWfNAGoCVIS22ksB4icAUNU2OUFVdiivp6SlyaVLw7FhynN3ywsSxLAj31yp77lQZ+4ywp9QWSbebMt1Nkv6tMvLjMx9Xd2893cG+XYUsvJFRiWFXcoek9NSj6PoFLx7mYqFFUjHoFHLxwMHBs707qFIqWlf\/plOqquAMTzCkU3T5ebg7djbXV9B1\/PfC6hC2y4s26oc79vEaN8T319287\/8uqwqrij053UKN0GPnHsgmunTUgW89517MZzMIXO8eaUCgq9lM2XU+vZhZGH1k61Nhw4Kqr6dX1FUZ\/STIBLTVyQRG6vlOMTcgQ7VMWvdSUrDz8eiG7WFpe5Fb3du08\/ve+jEsNWuJeR7LSkPCCmk+o\/43TIpMHnMvlSvj9RenLFeZq9hvflsMLenHUSnPl7oHRpQxGddphF0XtESffZxUV57zaO1iDbDDheHRKfknR5+O+7cjd18RWMCrer+2h2HXlK5YalUmh4\/XIJvOflcAfpS\/W\/\/WApSzN16e7osG0pyCQlnygp6LexLDk0mpGWdzBgWpk+x3xVVBQ6pG+imTnvQk0tkqFd6a5rXrF0gY90kMgMaNwwj\/XpKc+UlcTrp6RKJxv9eNAbw8P935O3Tr3W5XgOO2XXlrc83lVme+yMEVNFXYPDfpopQWlmKyyEs8FgPLY4FMJxqN9zVjTcQSKxbgxRomng2NrBggEhfYmRu2UKVqW3iO7ETElky4G6orKndy8zYiFaYU1nSgCSV6OhUO2w\/CF4\/UyL598C3nJ9stXubJm\/EgMMoVYkkut7XAR5NR1tchETMHEzaszMR9iMsBtzrqDZ\/SReR1yNZmViBp1LrXfqO7ck4M19UH\/l0wCCvIyFZWtve4umehEo3WreDSZPhvC79y5+yDyc\/63r6eHfFnuauF3JIljcEYv+1aGyVPkalYAMBJZlYzRSstoPLgwS1M+5mDqRuq1vlFOu7M2lvMhpZQjPZFEwJjf5+yIJCLGZGJMjjTyehZ6WE5cRjnGLI8PW\/fbJP+A2XPevUqhQ1quhyQDDGtkENt7zByg8PZ4ONSFGnU+o79fi6\/AcqmDXrQsARkSUbgBhcRkcxLf1OgZN4LOxVJxvgl8i2jRhK3i0erUSE7Hcdq6+V2L724P+VRVv6YEYq0zY78md3LtjGFJL5Jhbqz+w6TT2L+ZBFbyuqDh3wT2S4Ef1jkXAolELIsK9PS\/3mPNwf17dhubG5KwRnARNPvOGKj04cTlr3lRF7LcfU1rO5gCK4AyiCsBBTmZiirumVF61u2tc3y6UygUffepq07FQ1tmFr0MWjwO5nApGj3HLQ56WcS99oXB5qQA33U5Do7EhzsXjbJQgvzd\/njN2cRpcVvs4ROtXr+sOBLd2r6EpNvLPnvDiIDQJI7vq5hYrJGvqEi0ZLsdLt9DUtZWwiqKK2t9FKmD7zx3hfTzIdHF9X8eqj7uDAiKryZQjHroYAVJrOEf66nK+ZKLte9hVLNmIFg9qrI+ZmMGth1k815FZms4OOmzHBMNr4PGKZeg3mvGULW4k8dCz+QNGtaReyzNmQH9LWEE5GSIeBd3knQGLt6yZrg+JuOweMc\/E0xhcoSgaj9z0+YpXTGs65TNm2bacy\/I12xOWrJvtq2GzoB561Z4dYAvQsrx\/c+L60EpidxzJB7edJ70zz9T7Vj7mFr1IajYzd67lL7GZ0WEOJ6daHWPRsu8tX3\/R8x8\/AhWK6jzyOtZ6WMlWXnfV8qJuqP2B40hHftl7unPZT+cGr3w7bUbKUwYSpIt\/CeaJp+7GMdaiGKWvDl9JqXTJH8LwXf5M6kvQi5k95gyyVyR0l6DmP0yMq0KoxeU5xXRscZbk4rjVB\/t+F1rkwYOMUIOrVW\/ei1SuCxrkkEoT\/3NSSyRBI3ev\/Yi51\/c9V\/uz19tRtb1na97TwTH2FIPLTPiyJYzrG4lvw9Bo\/\/S6TLBc\/d94jUJxK8k4acTlnn40YyedXPTwtVh6Vj1w0WevVlPLycrc9c\/vrpvunVtWQ+OOXSitvNQM0JSZPKPpXKS3sgjUQ\/\/6XBzrpen7+ixY8f4eQ3o5T73fodB9hpQDwWrFWGHBjz7bbCXn+8Qz3lvvYLDV1gp0FLCgy4lMvIjgnaFJ2S\/DNl57iuj4PnBXeGJOdHHd56NZxRGHj36mLUbjpF6KfDXcaN9Bw1anDD65MUFXWUJmm6rljgnL7NuZ+LyWz5TR6vq+bb1l6OuHglLZORGHD7yKLvow9l9YUmM3CfHQmNr+44U2ykj9eS7jh8Mg1T0SB0BmrBuVq+\/OamGE0HLbZ6fZvmt\/11J+774QPty8lDl5CnmdXZC\/txR1MfCeUrIV547ilhCuROz3lYlnl\/k1WfQyPGjB9mZGphNft51gAl0KJil748GuLu4eY8Y0qvXmM1PC5hV8Sfn99OmdFt0\/vRfYx072q6MqRkSyxp5DtP9dPT4e84RcusbXIxXb2nJh921ugayt1S08MPavaFkuf5jJe9yBi26UFwGezQafeg5F8aOOpFW3WhClEACCUAbgJaAq3j9nUnsJKyNPmRyzwPJNRt66mTj2JwEn5RFL+814VZ2zIouZLLl2vc1TZH6aE6vKTdzkg46k8lO+5LYYn7uKEra31OxQ0BDO4pwE1fF73JWNV3wrBiEVcZtsyPrT31IhX+XPF\/QWbPfgQRo5bSkoN4qHX57RK2pgkrvFaERsRG7pq398W0sCB+i9EOlOhVr7X+Kso8mqPsmGU7cs8bo4uoz7N0QLf4w6dX0BlZweEwJc6nFyPrvqtKEQTriTJZLafSCXwKwLAAtgXfqH+MP9iDE1W\/zG\/y0HJuTviciKJj7B1hgX44cjIGQRYysazvfuM3pyxqC\/Hx+7ihSM1QnUrMa2lFUZ\/vRz8TU2H\/fVHfu35W1V11Wz66HSsGbmJxqrPzt8YvpJn4DDaF6pPb2Lu1yH92rmf4nath4D3Pu4Txr9yLL751FWRUtCpb1PlOAwSo+CSG\/bcA2Qi6pKeLkzGadCSmfOWuJyt6Nfsatu7WrsWX70udbTinPnar138YzRjNPayGH1hSDi38e2LoBLYG3njJ9v59ZZqWhpx7s03UBXmqOzUk\/k8h0HD3HddWM0F2PVgd3PHmoYtJRmI\/JrCMCdhSFb996MZ6gqsRMfkdn2nOL\/7mjCDcxSVaWyKysXbFlMmAcLa+kQMTKMz7nMr8enzvmgTzscKrMpZgayNff2USU\/\/kdJCooy2Oww0rc9uaJt0eDyVI1p8WnQ6LvJFAZxtoNNCRuq\/L\/hlkSE7TxfBIj6dyqZZrL\/\/zNQRVvAUBBnlRR2UBnkVn+dt3gjhsMnX4PDrFtygor\/wqjlK1HANoAtAQhlF9\/c1IdgUSdIfOGqfhd\/d+5MNNwo9lXYD627r4P9o6iqPlRD2abylKvJ5x+0pAu+ImVrPycFVaEPsjy8dMpfnX5Od1+Qb92RIy9cmk+O+jcJN063zR6Ks8CCLDFqd4WK54pRfiBuHs0FgqSlp1nS97ARFCymRMSMyekYewUedmyhjyaUv\/jyd8aFoE+lXwC0AagJTS\/Hhybk+oJVHedM6b95UMLZ+UsurtVvX5ZdPaOIqeaHUWNqcEjMclg3I5lIX5bfhl9QR1jaM8PuzDTBBwBWRc2pd+KhXGkLh8RGRgVxRWYkpaSMLx7Y\/UQ5PMW6vYIooKEpNVQVchDof4kxFgtpya0AWgJzZfPuTmpnkRFmxlTTTGCxaxpFpxFEevuKIqLzW5w0McjcVnUmvFbij2nTZ8wesyEce7GlamZ5TCDTO4xflj7zJDVwbHF7E4hk1bRwMRyeU46FdO31G3duSBuQyCPxs2k7pufZz40lMn58KuEnrZNANoAtAQuBvTs+3tWbbiegVW\/2hW4\/nwia59W8eujf645\/gXDvhxf8+fR1\/V3htffnETP\/u9\/geuuforYtuTPk58qMLkuk+b7\/rLMjzXizI\/YH7giOA7DPh9f+cfhVzL9f+4oCmN0bnBH0VvZAdyJr6STOroPMvl8cN4vE+GZMH708D5dLANu5jOVXNZf3jH825a++u0MzWz7jVp1PaM8KSzoMuxVerxv24nowjoLZ+WJEQmELkN7auPN0HDhEeELAiy2irA4DCuLO\/v3in0R3xQoMpUFaRkVBiODLq13VhKpDoIUxqRG75m57L33YXuVUjgEOmVID0Fyo7TSRiD4+juYPvIfYt7sitFTgwfbbXW4\/WqdNWdHrNmyGxZATz87Y\/q7Gef+cWJ975ilHw8Md15BOZV4ZSjfEU0r36yyHRi5OPqGv4GYDTtF20djFt6d67kwzuf4vXu3bt5+8OL1tZnEj+kttUmPnnk\/LKaogQ0ZDdu95tMfZz5uplbnoFEnP8ikOo3wgrOLeHPST6uUR61f9cLaz7q2GwHnB63N1BUUBVjvoKeGrjlvuGrPBHFzZ1BJ0Xq0irjwu7mGHn0MaqdW5ToOmzPGrGV+oZjUx3\/\/vj0S73ywgF+5mjMfd3ef\/5KPgpcKyE7qkgvPo2EYe3OS681ZSy4mtdSvOh5\/gqwCsSQts7Tmt55Z8eXsthsKI2c5KuMl5n5XmXRp6awbvUNCfzfjGdqLO5fI3ojWo5GU2ysz3+7ecvV7BA2ZDkPH1gal5T6BwYJQnXl73VjX3oN8Rgz36GluM\/FcchznsYwKrqMbsDUxP2LP\/Hknkt\/s9fceufRGTumPULQ\/D47Uk2M1Zeko3hFoWWc+dBLPRb7PF5lhUEHiSSA5i2rUXmiXHNZsTppIyaGKcO5HwWblkdnYVl9Pn5EjRwzz8PjtP9t9t7exowDy8dCpOYoTjp5a7KQmbjNotcqL9tACLeXUKD0yPO1sR8zf+e\/7bz\/OCuGewKh4v8FRtdPsewV09umPyOXj9n2tYp8s+Xks4+lDnKMbrNQv5nWkNHZwpI6cl18aikBbED5Yiazlsb+onJ+DUKKFikoTFYHS8ir3BefpdHZzRI9YEhBtHw2DnTCnXt3dPXuwXvKNoOWj7Dv0XPBvJmsBGvcERlHsoUNvdcdPd675OSBbBCz20GbvoPt5LCOAeZbH0Y26vze8Do7UOd5h3bGhCLSyKtoUjF5e9SWziI\/fMZREOgkkZBZBB40r8JV0VlZCayX6HbYy7ZynbLowZV3em7Bdy+dtO+g\/p9\/H895EnBMYzLKk2ExMp7vO9+G6gqFNJzhZUmcfK1GemdXY0Q2wDO5ZkLoWYx\/vYEegnQARaAMWtGNFoJ1fJwIt+8wHgymTkEm1NdaUUGMjtZtJICmT2lFPtZlCUPYWJSBij8aoqsTk5FkdQxktq5F\/n2ufZ+F5815ihTd4Kq4TGMz8C\/CSSWfAFGbDY3auoxv1meGfBeHiWhOBdiREoJ1kCxFoF3JEoCVgRIpyUia6q5ELXJt5kZBZ2Al5NPE2t2hHnWXP\/\/j9UvbP\/RQK7Y3VSRQtRVLNCYx01gmMnw+BYmypiyXjBOKuk4h9dIMjIwfymrMgtaFoGzJHAxFoa858GOp8iM9rSAL6TKoJxMbndUM9dPE2sWg9GoaVvj529nVtqHQIxB5yOq3bBL\/OcvgnMBQs\/CebZR9btPleradj0Co4z4rzPLpBlFGUZeQn5lZB16pOKNqGD47wjEDLPvNh5NItPZva4OlO8bY20q4ZBMDuKdnU7kYazZCBsrY4AdF6NDmjQYOVLk1xceg7eLj3ULchf6RNOBu+uDtrngznBAYdk7cIvHpunnbYpK6aGgZmdv1HB15Jjuc4loGbEQTKdxk12aFwj5uF88gDGot\/hKL9fnDk0vOLeMc7eESgrTnz4eXSrquRxtuvuS1uFlSA+BEAu4P1GwwlJH5Ktz2NRH4KStwRM\/MuTfi9fOuZCXp1nP3PMx93br2nVdNnDLcU93og\/YRN4OCVWFkZkjDOPwlbMySvDgHR9tHEHz1eBNq6Zz5szNrFfMkR\/3ogDYVOAOwO1he6WCRQuASQR6vhCRFoD76vpGffZEWgda8TgZbjzEePjpopOcX5VBSEQ7jtUNylgcXB7mB9cVe0zeuHPFpNE2BFoO3d0dTjkOEfC+tGoOU88wHTKC7meo\/fpLX5ltO2AIDFwe5oEk38rY7m0QS20ZPYjAsPP\/9vTj+Bc6IMEktg\/u4HI\/ua9bbUk9gatBXFUR9NYEs7dteJSykoKhW3S3AErgjKwCcBsDVYHOzOZ3qUrBUJII8mMHw5GWLP7rpo4CkwOInNALYGi4PdJbYGbUhxZKSmGHuQo\/HVp1+bkhPlkUACYGuwuAQq3hZVRh6tKVZ36q5TUFz5OQ3d\/dQUepKVB6wMtgaLS5babVZb5NGaYnqIJzPcxST8CeqmNYWeZOUBK4OtUQQhSbEa8mhNtNRQF5MHManojGcT8UlINrAvWBlsLSH6IjVFfM+AFAHXUFZw6Kpz43miFNUJVYWTANgXrAy25vwA\/S2uBFAfremWGevWJfReXDVdhCHim64syikwAbAs2BesLHBOlKH1CCCP1nT2XTtoQIzmmy+Smi4C5RRjAmBZsC9YWYx1RKpxEkAejZOIQH\/\/4tn9xO2PDGYzLwUVqEyUWBQEwKZgWbCvKApDZQiPAPJozWJpYaKlq0G5FZXcLCkos\/gRAJuCZcG+4qca0qghAsijNUSHn89+HWx+4tYHuO+Mn8QojUQQAGuCTcGyEqEtUrIuAeTRmtserE21DbWVLz6Mb64glF9sCIA1waZgWbHRCCnCLwHk0fgl1UC6332tT97+UFhS2UAa9JGkEAA7gjXBppKiMNKzLgHk0YTQHjq0V3a3Nwq+9k4IspCI1iYAdgRrgk1bWxFUflMIII\/WFGrcefyH9Hj4Ji0R3bjOjUai3oAFwY5gTYnSGin7kwDyaMJpDcpkWfgabD8bjaGNHMIh2hpSmBhYEOwI1myN4lGZQiCAPJoQINaI8O5lArvMr6AoQ0IjKmpBYDuwINhR1AWj8oRHAHk0obGE8AzLJzgeuvo2+1uZ0IQiQaIiAFYD24EFUZgNUSFvkXKQRxMmViMdldH9zbaGvhSmUCRLJATAamA7sKBISkOFtBQB5NGETHbCwG4F1PIbkUlClovEtSQBsBdYDWzXkoUg2aIggDyakCkTCYSVk3vuD3udmVcqZNFIXMsQAEuBvcBqYLuWKQFJFR0B5NGEz9pEV9V\/cI9VRyJQoCHhwxW2RLARWArsBVYTtmwkrxUItDmPxqTGng26mUFvWda+rqZ6Wkq7L8W0bDFIerMJgI3AUmAvPiXVaT\/Mso8nl04aNdxt6MooMVkLoiWHb5vroUPptOBlOZ8V+pGsOu3atjkDdSmGM5+2eG3oGTeCzsVSW2Knk2R7NHpuZPCysW69XAcN8\/H1HurWy9ba2fOXTRHfeKCiJYcG+K7LseuaeHCRbxcKhaLdZ8rqY6+La61aEXf6rxn99TRtxs2e4d5Rp\/emD824k3PZBMfnH7IexKDb1wX9aokgPT3r7o75fj2UKJTV8yf\/d2SRo023joadHYfOWH\/xQzGPxgNq1bYfBxddEoZVxPwzZn3lrGOhW1yJZYVP5nRvZoPhr9rFDRYka+Q9f7FfxyZ9q2UMhi5YObFzY3kbVoC\/SmAk3V722RtGBIQmNeMbhl+WDP5rSXhbFX94\/ICF7z2Dwm6P7UKpmQGpzn22ZcKfb4oW91KHNsfxUCNWeK+hbXw6216TYL+1e8fsbn7\/KnsETLb+ft5Focu4AM\/LN5U2HtmgElyQ\/tFEhVsIp1Cef1MUZP6Z6rJk76OOuipoBY0nptb5gKTjviAASzlx84jtpht3JnYALZjFn6\/9b\/7MyQ7Hrh9\/cNBPj9v0P9qPrQq0tqqE6\/+mqs8zJCsaLPsHq\/z41tqO0awGwx8JOc0uoimIlzrCUYCgYjd779IZzj4rDB9t7SXU9WWGhD60pEP9lcimi54X169A5ZeQfy6nV3PXqvLDemtVm02fKr9\/VPJ8fkcy2Xn316ofiWnJhwb1Xvuugjt3U9\/cepE05s+rsI7WVAEoX4sQAIuM\/G2kIVl5+PXCnwXQS179Y0sma\/ldyoKAQvUfzvZT8jTAkNIrGK+pcWYV6d+0pH1OlI7zXpQ2odTqjBOuSvrTn5Q0IW8TslTGbbZVs1n\/4cdXsgkyuLI01sfk5alb+z099drh53QDv\/FWlPqqyHaatNJbl7taFe+OBcfpDR9s\/ON8i6LNjBldsNf7Qj5+7\/nS4s+cwCZN7Fz+KnjxIF2K8ezI75MR1Zm314117T3IZ8Rwj57mNhPPZTAwZun7owHuLm7eI4b06jVm89MCvNGKh30HDzuj5QceV9JaeOqutS0iQeWDLcAibt1U5TmUJihaz1wxQLb05oH7uRzWrNd+GHlPdi\/7+0Ye4+2Oyd7Dxqz5L6Jug6mKPzrdQY3SYeQfyya4dtagUHR7zruezY6fV\/Fm3VDnfl6jxvj2sXCeEvK1CmsgMcbV6tIL6rVMbmkNGwE\/fWXixaVejk5uw0aMHB2w7wOrmVYlhs53UadQjP1Wn35XgmHlny+sndBdr+f80NgXdWpKz761anivfkN9hw2wtx93Mq22hYPAZT6u7t5+voN7uwxbeiEBYtJUxZ+c30+b0m3R+dN\/jXXsaLsyBl7KGnkO0\/109Ph7oQat4fJxkvGC+t84LTJ5wLlcPtWlJe51JCsNCS+om7465Uh\/Ctlo1pOafl5Z1FKXURezWb\/O1amHnCkdZj2r+aGreL\/BUbXT7HsF7B\/u0sjl4\/Z9rSp5vqCzZr8DCdDDoyUF9Vbp8NsjKr4ydMZfR5\/+cegJg+t3Hz89etuiBOgMsAVYpPTlUlOOPhqUWxW32ZpMNlkQVVZPCe72UxIx0+BnH61+g6ElH+ipqDcxLLm0mlEWd3CgGtl+RzxrKFD6Yv1fD1idQlrS\/p6KHQKeQgPjlRi31dVrmXjSQDLPPhpe+rLoleZKZgsfF7Kbfcax3pSaPlppJIxg2o27XtPmGcUR8\/oG3C9ipfnx1Sh9GmBiPJX9kpZ8OvAou4aM0pcrzNXsN75ljUroxVErzZW7B0bXVpOs0ntFaERsxK5pa1+x+RaED1EiO+1LorH+EM7D3Zlp2M2Ly6f00oJSTFZZSY5Phaoy32Vhipoq9U4gE\/WHLxhCyTm\/+xH0r5jUpwefWAa4a3PtSaqIPXTore746c5q7I\/IFgGLPbSr3h6\/mG7iN9AQZiJJ7e1d2uU+usdjmpOABU50pJZV7Q17zae2KFnLEQArgC3AIvibz4gUDUUMqyypqB+TGLf9NKgkQU5dV4tMxBRM3Lw6E\/OTC6pZbcd++SpX1qwRSc1QnUjNorJewoOTGLfV1Z\/25iWNl1446ctfHz6RYDx5qgNrarDuQ7aeMd2s+Pqe7RCitwAAFQVJREFUW6zOJZP6\/Fis8xSn+gGWqqlZhd++xqbAQIZkOHbdLyYs7cpjg08lGI\/2NWP1fwkUi3FjjBJPB8fWDHaIGjbew5x7OM\/avciSfWGgrIoWBct6nynE9QFJXRkgkVXJGK20jPbTCoz8p0GbD166\/jhBzson4M+\/ploq\/bQSvQwOW8pT5OrbjaDZf97odv+e2Hkj02Ng5MGP\/Zf15I6KxSxNis3EdLrrfPeeCoY2nbCC2M+5zK\/H5455IE\/AmJW5FFMDeZ5xN2RIxHXTe8\/bee9A+JvfvK3qtx30l+gIAP+Yzzk75w0Ai9Q6E47CGWVFFRhG0VKqvzKA3374U5wkA\/0G+MmE\/5XHh2\/fejGeoKrETH5HZ9pzC\/ieGL\/VYVgdR8uHtHrycdIzir68y8V0zX+07Z8ZZDtPnOO0bs7u8NSRM5QehqQOXlnjhH6mUHZaML3z4OWOxscH\/\/rbwoW\/uLSXgamYlI85mLqReq1jkdPurI3lfEgpxerWlShfO94nKijLY\/DVFOKMjKR6NLJJH1PsanJUcuUIje90NF0C1moW3Tr\/VG1DYD13xjICgcjV92K9ptgHTO10dMOe0Ccl9wv8dljwvGqWSWdAk+SQYT476NwknEk77oaKwdLnjjn95+++RyQSZgyzxEmBXrUwgYNXY6M+Zf1vzgCwBc+iypJepmKyPZ0MOXr\/PNoPTzl4H5RFBXr6R82PejDbVJZ6PeH0E7xE9d7htrraFIJKw03PgOldAjRJHE1I+sPnD1o2bv+pj4M7nSoZsdmUK8KSau8NEV9HXTl+eP\/euR6n7p+KPu7TDmN1fevdjQZfm4YOYxAwAgm3fByV+HklqaNOkpHv3AHyaedPxMDEJR8PSVlbCasoruSavZfrOnmOHRa7dto24i+j2f1mzodAMbbUxZJfJNebvyTrwo9Peqwg\/WVlRdnts\/s\/e5d55NpbzkLQ3y1MAJgDeeAPVuBdFCPv4ZH\/SpQHT3dRr\/8l59l+eMvi+oSe9yoyW8PBSb8BBX5kwm91dWQKJA3y4aYnKncwVGSmv8VtxgStAfNGan059NeGENL4YYZc21no35KyGdq2fov33XkW3L\/81qnYUhhnGvXQwQqS2GNseKpyvuRi7XsYwUge72FUFFdgSpwdYryUfL+TVI+GEfVGHwgaRQiePO\/Ml\/IffopeUV5nHFqHgryelT5WkpXHvZOaZOizYBC5ssT+tyE6+DQULPwnm2UfW7T5Xq3hGbSKanKP8cPaZ4asDo4tZg8EmLQKOpe75DKDKkVux5x+T2Iz9sGcWuPJufKjF00gwMSANjAH8sCftwBa9uPtv864ojR67\/bBWhy9Ft7th7c8zk+IlPYaxOyXkWlVGL0gLja74aEWbqurI1IwadBPwi1d2Xayp+rXoE1XUlhTWdUl1Kq684dKjgG\/GudcD9Oc7N6OuxtX+vyflTfy2K1YRl5OXttMG+CSLfwnmiafuxgHY3eMWfLm9JmUTpP8LcicMGr+Ls9Jp2L6lrqci874qfl7K5wFhlaSUl3w6tQf4z16u7oN8R01aoSXR9\/+PtNXB91N497hUvlxg5Vip0UcS1g1ehc9mNV\/4dMfm3AqEy9v+t2tHZncY8Lq4KgC1t62ypSrq3ysdJUpanqmNn1HLIS9zgx6UcyBKc5Gqkoa+qbWriOWXkj+ubGtYR5FJZW\/b7+7+khEJQ1n41zDedGnAhEAwsAZaAPzOhlpGbc2zxrWhUwmK5vZO8HjaGfV3ay7y8ilR6PycW1Sv\/1Ufj27coQpmazhMnHRlvAvn+s1mIqU8NWe7ckU2+m7HmR+e3dy6cD2ZCW7WUdeF357+rebPpmsYuwwMnDtGEOyrseyi5GX8BMX0blb3ZcvdQp6kfyES9qFZxc2\/z5Am0yxnvzXiVeF9WtSyF16WGpVde7D9X49tMiK7TrZD5nyq7Ui2cjrz7vZtVmrvu52tZj947tR76vx+P6qgdZ2\/bx8h7s79xq96UlebZ7yr+cXe7n0HeLrPcilp9eS819h2bMy4fyKQcDE+pe\/Q6Jq109Z2wbmdlS03viR++sqkJHrJSbAX\/y5PklPRU8NHmy31eH2q3XWPCfLRFdHcGVrj0fCPs\/1M\/ugGNAtxL24nLYi6LGGCvmPyU6yrOn55jzi1X6aUxOxyVv5ZpXtwMjF0Tf8DbiGtE1WsplmbnK5os9IMpy4Z43RxdVnkvEXuUSrEXzB\/vJ37makMWv73ax8FHdI+PSBKrAFwsC52e4M1BOv9iN8XiKXSE8NXXPecNWeCUJ0Zyw7rVmzRuR1aaUCSZoOXg4Z\/1t6kdirf3c1vEUA0SpGwBy66cBSz7qTL4x0lA3bcW8cEa0+UlTas\/cZgQcjxg3oOtmzO+cCdZOrKW7tp8kVEYOMlUmXls8ON99xbJ5V7ZFsYSnVdkad34nR86LvJHQY6KgtNt3T90n5a4KfDrQ3mj7MAgW5b2bLZjKZcF3A7ZfJf01xMTfWbKY0nOzi135wlBT3V\/TcF3dSTTxstYQ32vxe5bbn0cTS2HCP9z8hzyH64Bp\/Zw1lMZjnE0tKjSpVUFzx19FnsHt21S891ZSEuYDWaNEogZgQQB5NTAwBuxKZITc\/\/PssYe4IW1drfXFRS3L0ePQ6fdelV17OJr94dkddXcmxm5A1RR6tUaAQ23Pnpp1bgz8OvxMX5MJjq2CjUmCLY8aNw0\/0x42y5DxCVzcvjEA3nIw01VdfMNquwc1TfBTYZpIUlVbtOBcdn\/4tcKJTi4w02wxJKaio2EwmCcbyZwxS9e7OvZysu3Tq3n\/qjgdZzVzGxI3PyWdsz0YrwFfcTvhCBi\/3bKdO\/nX9zYev0xoVihIAJWAFxIAbcmeoPUioR2PFIN34h5ceJtN3+62IyNefoo\/0e7tq6NCNb5sVaokdn9NKmJFI6Zn3w2KKak4H1MTtpK\/xWRFBbaDlyckQZ\/lYr53eCw7urDwUge6U4sUKyAAfoASsgBhw45USvW87BKSkERDUnGbOtcc+nTr3qTkuTb7b7NPX9o7C2SDTtMO0TOrjv3\/fHln0YxMzQaP\/0ukywXP3fcI\/rPWz4UF348jyQV06qM\/cdufwv2\/Lqxo+M9N2WiyrpkADmAAZ4AOUUNesbZm\/wdpKiUdjHVvTUpfFirNLyriiZVbgBJvFCb\/JKKofuhYnticLJXfoWh5hSBn5EXvmzzuR\/Gavv\/fIpTdyatyaAHE7ZUnEyYO6Hw30hM7IxH+u341OQUdBgQBwABrABMgAH6DUYAtHH7YxAk0\/QNXaOcui68YgrYr\/nz2Z7LgLbg1gBQWtEy3z6UPuYLP44TfrBgjlFdsTN3QtrzCkpS\/mdaRwhuhsUtzOtwm50zffmrbp1rN36a0NvtXKh7oDAeAANFpNCVSweBNo\/Z3zwvgFYZR8OLFy63sN35MjjSDqHIisjZZJdtrdNXKRTbrJEnawWYwdbPbfe0mlPSH85jcIv9nXnMwKv8mlRE1szxlcsT3L2aFrOaRVOcPltd\/DkGLsmKU7WDFLTbjEsl6w43a+Z8Xt7MAjIgFONhhYBS3yePA6bV\/Ym2M33k\/zsrDr0h4nnZS+io7LhmFmWWU1XBXcz9pAaMcApBRXW66WpHu06seBw93WV1LpmnbzLj2dPYgVEKjujBNRnpmFE2xWCSf8Zt1mwDO2Z3kGjjSOsEA\/Y5bitqwmx+0kYP1sDPpa69+LSdtxPlqNIu8\/pIfU+zXwZUevvyssrfQfYjHAxgBtNMNtU+jlDwKS7tFk+my4EubZ6H1\/OMFmucJvtq87H9NAbE8M45JGTxWsSTUjbid8pd1sDeG7fftlyp5LMRAtdGR\/s0EOxsI4jC1YJVo0NcQmuRWVdOH+ZwiJOta920D7DsiXtShwqREu6R6tcUOwg83eYgWb1f15ugjCb+YpGrHCb46Y2HeY+WwIv+njUeekeE1sz\/cQ23OYWr0YgbjSGleibgphxO2Er\/cgB6NB9kbRn7PPP\/h86MrbYb1MfPqYasHtCxL+5BWVhz2OvxqR0M1YY46fjZ1ZezTGlHCTilR96V8nwg02ixt+sy54XrE9caXxtBhRRlGWkZ+YW++qGyHG7SRgMOrcOLPPvoVuZRU0\/w235uy8d\/Hhl9xC7lC9PHUUkw9AZ9Ac9IdaQF2gRlAv1piaO3aqmGiM1BBPAuK9cMFLu+rCl4cDx1pSyGTDwb8t33Qx4WcUTO5omTjBZktfruYKv8kRuraKR2xPbmmlvGKWFtFLX6111SKrmDj5ro2qvfy9JeJ21mCCeK0Rb9PWnYgcuvTSzC23T93+kJ7DceM8L56t9h40BD1BW9AZNAf9UVzfVjOGVBSMznWK+IemReJ2ctQBLpN99TkHFkafvEnXUlNwtTLsb2PYob0YxV9LyS6+H5P66E1qXmFFbyt9WL60NWtHIkr\/iEHEra0NFoc8mkiNTk8N8fM4437lymyzBq7wEJpKEM\/jzde8h6\/Bd6RD7G8bs3adDdQ76aua6KqJeCUBZvoTMgu\/phd9SfsGN2ZCvGxXK\/2+1oZWnbTQlL\/Q7I0EwS4q6GkiDqIhAHE7V8w5p\/vHgUVONbezi6ZYdilMLC6tIOZLbgLbp6TlluhoKnbWVzfRVzUzUDPRUxP6kgJM8CdkFH5OK2SVmP4tK7\/MQFsJ\/CmUaNNZu4uBBpogE6H521BRyKOJzNgtGLdT0DrAsDQpiwo9pvi0b\/EZrP+DBPBreppKmqryqkoKEC5RQ1leXVlBQVYG7t6lkFlXTCrKk2BgCHnLKllb\/krLaUwGs4JW\/a24oqC4EoJWFpVU5BdVZuSXgC+DBKYG6qZ6qvB\/6BUa66igQaWgZkLpm0AAebQmQJPCLBD9NSmzKD23NL+4nFoC7qkqj1oON8JV0MCDMcvYt6DCln24\/BqulleUZ236USTLwmXcCrIkVSV5LRWympKcipK8pjJZX5tirKuKIvFKYSuRhCohjyYJVkI6IgKIAH8E0OoSf5xQKkQAEZAEAsijSYKVkI6IACLAHwHk0fjjhFIhAoiAJBBAHk0SrIR0RAQQAf4III\/GHyeUChFABCSBAPJokmAlpCMigAjwRwB5NP44oVSIACIgCQSQR5MEKwlbRyY19mzQzYzWuV4KbnTeNmegLsVw5tOy5lQMbnQOOhdL5Qgg3ByJKK8UEEAeTQqMWFuFkkfTDSkUwxmPShqsEy05NMB3XY6Diy7pRzqpvdG5QRLoQykkgDya1Bi1OCo03sZeueDq4ee1Vx7jVY0ascJ7DW3Jvtm2KnViKUrzjc54FNA7qSWAPJq0mLYo8myGzz8bJuhSbx6KYB0Ux3ton\/bNOUyatsxNs+HQsNJ3ozMeDfROCgkgjyYdRmUWPjuX5znc3O6X8Ualdw49zMOdXqp4dyw4Tm\/4YGNWKI2GHym80bnhCqNPpYSAVETibfOVoOf\/O3Xk4WQag1H5cYMVWdnzdEY1NxRa4l5HstKQ8ALuj+BNm7rRGZcAeikFBFAfTSp+mQqeXCwd7qkPU\/2ynUZPtax+fPh2Fnckz6rMd1mYoqZKoz20Hzc6L2Pd6Mx6am90dp61O4B5Fu5g9mPf6Exi3+j8CG50psKNzl\/hRmd4x7rR2YTzjrGaG50n87jRmUMa+6KZ7zc6K7BvdM5n3eiM\/7BvdM5i3eiMHkQA42x5CIkEEmDkPgp58jZ78qAQ1uwYs6xAhhF7+Fr6hOmGP1czWdWil30rw+Qpcg3MobWlG50l0NJI5UYJII\/WKCKxT8DMe3iBsPLWw8l6NT1ueuKeXj2WBYcn+8\/m6CtBONpGatPmbnRuhAf6WNIIoFGnpFmMS19m9r2zVI++P6+EJxkM9OuCxR69mMCKPFvnISlrK2EVxZW4qwZccnm8YN\/BnM660bnOAzc6ZzO0WTc633kW3L\/8FtzoXC97zY3O6XCjM4dUXGk8SubxWhg3OvMQjV5LHgHk0STPZvU1ZmTdDS10d2PNoX1\/ZI2H+HbEPh0\/96W+A5HXs9LHSrLymnU\/Me4dzFJyo7OktwWkP8z4IggSTICefXdzwOQ\/7n+9tn7t+aTaHllV\/Ik\/t9yHHWkJO6ZMWrAnsvBHl4yo7TzUjJAUmVzBWWcG9VXwP1tuZmLVMbuXr9hy+bssSEdLCgu6nMjIfbxv24loliwll\/WXdwz\/tqWvfjtDM9t+o1Zdz6DLtjdM+3uI23A\/n0He2+QWHF5kKY\/RksO3bQz9CpN8ezYdiyZ6\/O\/sKsdXs7pp6HR2HLHxVRWh4PbGrfdyFbmlVaRdPxIGJUYcPvIou+jD2X1hSYzcJ8dCY4vluoya7FC4x83C2W99dG0vsDwxIoHQZWhP7cYG1Jx1Rn9LJQF0z4BUmpVXpeipwYPttjrcfrXOWoFXGsl6L4obnSWLSBvXFvXR2lQDIBlO3LPG6OLqM8m89kJIFg56auia84ar9kwwqL+qK1m1QNoKkQDyaEKEKQmi5MxmnQlxvTlrycWkSknQtwEd4UbnpbNu9A4J\/V0kF9Q3oAn6SHwIoFGn+NhChJrQ86LvJHQY6Kgtwb9oYnSjswgth4pqhADyaI0AQh8jAoiABBGQ4N9oCaKMVEUEEAHREEAeTTScUSmIACIgCgLIo4mCMioDEUAEREMAeTTRcEalIAKIgCgIII8mCsqoDEQAERANAeTRRMMZlYIIIAKiIIA8migoozIQAURANASQRxMNZ1QKIoAIiIIA8miioIzKQAQQAdEQQB5NNJxRKYgAIiAKAsijiYIyKgMRQAREQwB5NNFwRqUgAoiAKAggjyYKyqgMRAAREA0B5NFEwxmVggggAqIggDyaKCijMhABREA0BJBHEw1nVAoigAiIggDyaKKgjMpABBAB0RBAHk00nFEpiAAiIAoCyKOJgjIqAxFABERDAHk00XBGpSACiIAoCCCPJgrKqAxEABEQDQHk0UTDGZWCCCACoiCAPJooKKMyEAFEQDQEkEcTDWdUCiKACIiCAPJooqCMykAEEAHREEAeTTScUSmIACIgCgLIo4mCMioDEUAEREMAeTTRcEalIAKIgCgIyOAWwmQycd+jl4gAIoAIiCcBAoEAiqE+mnhaB2mFCCACTSGA79FqvF1T5KE8iAAigAiInMAPl4U\/6gR9alKg4afITYMKRAQQAQEIcHS\/8PtoP+ShzpoAaFFSRAAREC0Bbgf1f8\/qGxQsQbh7AAAAAElFTkSuQmCC\" alt=\"\" \/><\/p>\n<p>Chairman i.e E and Group Leader i.e F sit between H and Managing Director.<\/p>\n<p>Option E is correct.<\/p>\n<p><strong>11)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p>8 people S, T, U, V, W, X, Y and Z are sitting across a circular table and according to the given information order of their seating is given in the below diagram where W and Y are facing to the center and the remaining are facing outwards to the center. Hence, X is sitting 2nd to the left of U<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/Untitled-1-01_L7A0dcB.png\" \/><\/p>\n<p><strong>12)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p>Z, T, V and X are facing towards outwards from the center but Y is facing towards the center hence, answer will be C<\/p>\n<p><strong>13)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>Data given to us is:<br \/>\nP, T, V, R, M, D, K and W are sitting around a circular table facing the centre. V is second to the left of T. T is fourth to the right of M. D and P are not immediate neighbours of T. D is third to the right of P. W is not an immediate neighbour of P. P is to the immediate left of K.<\/p>\n<p>The data can be represented in diagramatic form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><br \/>\nExcept RD all other pairs have only one person between them either to the left or right side.<br \/>\n<strong>14)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>Lets mark F to be in position 1 as shown in the diagram below. So, A<br \/>\nis in position 6. B is in position 3. K is in position 8. D is in<br \/>\nposition 5.<\/p>\n<p>The only possibility for C and H is that C is in 7 and H is in 4. No other vacant spots are separated by 3.<\/p>\n<p>Similarly, E has to be in 9 and G in 2.<\/p>\n<p>The diagram for the question is as shown below:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/18399.jpg\" \/><\/p>\n<p>That answers the question.<\/p>\n<p><strong>15)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>The data given to us is:<br \/>\nA, B, C, D, E, F, G and H are sitting around a circular table facing the centre but not necessarily in the same order.<br \/>\n\u25cf C is an immediate neighbour of both G and A. E sits second to the left of C.<br \/>\n\u25cf Two people sit between E and H.<br \/>\n\u25cf B is an immediate neighbour of G. Only one person sits between B and F.<\/p>\n<p>The data can be intrepreted in diagaramatic form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOUAAADHCAIAAABpzwN8AAAG80lEQVR4nO3dwWHjNhSEYdWlglyPqnEzLoY5SPFSIh5EUoDxz8N8xxycwWDMaJ3d5WUx03EZHcDsAO\/VlHivpsR7NSXeqynxXk2J92pKvFdT4r2aEu\/VlHivzf3crpe1r+\/RiRLxXpu779Ur7cJ7bc577ch7bc577ch7be7l8+v19jM6USLea3N+vnbkvTbnvXbkvTbnvXbkvTbnvXbkvZoS79WUeK+mxHs1Jd6rKfFeTYn3akq812Yux42OrMeVndRkfF7wUS7ogD8Ylrdb51LeGzUgD3fLXYQ4c+mc5Pvrsv5tuujf\/zD+MoAgM93qE8x7lYVd6lrrkN6rGs5\/+vdrl9l7laI1062P839\/bX+u5r0CyT1TI58dxM\/Xll6\/+5v8edM0S107eyjvtaWnNh9\/VvqzMvMtde346bzXll7afDxvz9WZ8rG6dfCY3mtLr3u913niU8EMS11LeV7+kV73uv0He6S8vLfynZp\/nk+fr5N8BogkOz7\/JMXPr3vnmumqPpGmB\/4xzv98IM0lNZGjDf4ZTv78Ncf1tJWgE\/kDFCW4mE7Um9FOX6R+Jb1J9yMcvUj6Mv6MbkuquYt0r+HviXYlGbpI9AIGUmxML3GRYvUEcr2JxS2SKx1Fqz2lrBGtxmm02lPKWqRVN5NQhzJBi4SKhlNpUiNlkUrFKiT6FIgYkehXiESfAhGLJMqVw2+Vnq+IX6sueLfocBF4p9Lg3aLDFcELTYDcMDdZhNxmDuSGucmKyFVmgu0ZGiuC7TEZbM\/QWEXYElNitk3MFGE2mBWzbWKmImZ9uQE7xwWKALtLD9g5LlAE2F16wM5xgYqAxU2C1jwrTYTW2jxozbPSFNEqmw2qf1CUCKqvCaH6B0WJoPqaEKp\/UJQiVFnT4twCJUeE09TMOLdAyRHhNDUzzi1QckQ4Tc2McwuUHEWcmgxyF4gQEUhHtmDuAhEiAunIll138fKmiS5vSEQPwnvl2LvX++tQTr+E8m2M1l9w6\/UFL\/u\/8bxXjmN7\/egtv9UYrb\/g1qn3Zy7L4r2SnHm+dvhEwN2rx4py\/PNrlw+w3qvt9e5G1hd96EWURzI0\/noFL992fvWrqiN77fUrLj9fba9Dez3\/q5Z6hsZfr8B7TWLXXv351SAIN8L9+SuhHVsj3Mj4BBFCO7ZGuJHxCSKEdmyNcCPjE0QI7dga4UbGJ4gQ2rE1wo2MTxAhtGNrhBsZnyBCaMfWCDcyPkGE0I6tEW5kfIIIoR1bI9zI+AQRQjv2C3IdiBARSEe2YO4CESIC6cgWzF0gQkQgHdmCuQtEiAikI1swd4EIEYF0ZAvmLhAhIpCObMHcBSJEBaSmyXFugZIjwmlqZpxboOSIcJqaGecWKDkinKZmxrkFSo4KTllzQvUPihJB9TUhVP+gKBFUXxNC9Q+KUoGqbCq05llpIrTW5kFrnpUmQmttEsDacYEiwO7SA3aOCxQBdpcesHNcoApgfYkx2yZmijAbzIrZNjFTBbPEfLA9Q2NFsD0mg+0ZGqsCW2Ua5Ia5ySLkNnMgN8xNVkEuVB28W3S4CLxTafBu0eEq4LWK4rdKz1fBL1eLRJ8CESMS\/QqR6FMgYoVExRJUmtRIWaFSNJlQhzJBK4TqBnpu7\/Fe7f+1fwHshzLctPf6iX\/tPV5EuXr95M\/t2uUtsOep3PTv9325Pk\/2nFVv97Wy1rklcs0\/t+vlcr1eK416skc9NaYxV5G9\/tyul8vX9\/0hG3fqye732tX6LepPH2JZE5a44O+vR2\/vBuvJ7lNoqfB8JT5yFW539a1\/H2z9V62ebF3Qz3ad3usp6\/9S7RqsJxurNXPf579uvdczHj9lefb+54Ke7NaOTjZts+bK3+vT03VZ9j5hl8WTfZajDfoZCuN8\/Op11zd+jkv6XJoekhyjIs1VnZapgTwnqbh\/EhudYoB8B091mLpkN\/dWyvMmPFJFvudNUeJj5jxVXda7vEt+utEBxkj5BEp5qBfJj1eX5oLTHOStKQ5Zp37T6vkPmeioFaLPJ9HYn5jrtHW\/\/898dJA3VHL2MOOZ38KuARvsz0x9+DrOY4yTZDhX8N6ouXimW+7igPXvC9X9V0hzKSddNkZ9kam4oGa243trdGQ9rsyUeK+mxHs1Jd6rKfFeTYn3akq8V1PivZoS79WUeK+mxHvtaf23p+FeXSHJe+3l5a\/5+rldvdjPea+dEP\/y1AS81z481z681y6O\/J2fdoD32oefr314r334AduH99rL69stv7\/884HPea8dPb13zWttwXs1Jd6rKfFeTYn3akq8V1PivZoS79WUeK+mxHs1Jd6rKfFeTYn3akq8V1PivZoS79WUeK+mxHs1Jd6rKfFeTYn3akq8V1PyH0ghxYIEb9BiAAAAAElFTkSuQmCC\" alt=\"\" \/><\/p>\n<p>G is related to D in same way as B is related to E and A is related to H.<br \/>\n<strong>16)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p>The data given to us is:<br \/>\nP, Q, R, S, T, V and W are sitting in a straight line facing north but not necessarily in the same order. R sits third to the left of W. Neither R nor W sits at extreme ends of the line. Only one person sits between R and T. S is not an immediate neighbour of either R or W.Two people sit between T and P. Q is an immediate neighbour of S..<\/p>\n<p>This data can be represented in diagrammatic form as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/Screenshot%20from%202016-12-30%2014%3A08%3A57.png\" \/><\/p>\n<p>Three people are sitting between P and W.<\/p>\n<p><strong>17)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>The data given to us is:<br \/>\nP, Q, R, S, T, V and W are sitting in a straight line facing north but not necessarily in the same order. R sits third to the left of W. Neither R nor W sits at extreme ends of the line. Only one person sits between R and T. S is not an immediate neighbour of either R or W.Two people sit between T and P. Q is an immediate neighbour of S..<\/p>\n<p>This data can be represented in diagrammatic form as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/Screenshot%20from%202016-12-30%2014%3A08%3A57.png\" \/><\/p>\n<p>P and S sit to the end of the rows.<\/p>\n<p><strong>18)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>The data given to us is:<br \/>\nA,B,C,D,E,F,G and H are sitting around a circle facing the center F is third to the right of C and second to the left of H.D is not an immediate neighbour of C or H. E is on the immediate right of A who is second to the right of G.<\/p>\n<p>This data can be intrepreted as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Only in pair DB, D is on right to B.<br \/>\nHence, the correct option is E.<\/p>\n<p><strong>19)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p>The data given to us is:<\/p>\n<p>In the given seating arrangement each member sitting in a row faces another member of the other row. G sits second to the right of E. The one who faces E sits to the immediate right of C. A faces the immediate neighbour of E. H sits to immediate left of the person who faces D. H does not sit at an extreme end of the line.<\/p>\n<p>This can be presented in diagramatic form as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/20377_OB0ebg2.PNG\" \/><\/p>\n<p>From the above arrangement, we can deduce that except E all other sit at the extreme end of the two rows. Only E sits in the middle. Option A is correct answer.<\/p>\n<p><strong>20)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>The data given to us is:<br \/>\nA, B, C, D, E, F and G are sitting around a circle facing the centre not necessarily in the same order. D is not second to the left of F but D is second to the right of A C is third to the right of A and C is second to the left of G B is not an immediate neighbour of G<\/p>\n<p>This data can be intrepreted in diagrammatic form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>F sits between A and G.<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/ibps-rrb-clerk-previous-papers\" target=\"_blank\" class=\"btn btn-info \">IBPS RRB Clerk Previous Papers (Download PDF)<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/play.google.com\/store\/apps\/details?id=in.cracku.app&amp;hl=en\" target=\"_blank\" class=\"btn btn-danger \">Download IBPS RRB Free Preparation App<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Seating Arrangement Questions For IBPS RRB Office Assistant Download Top-20 IBPS RRB Clerk Seating Arrangement Questions PDF. Seating Arrangement questions based on asked questions in previous year exam papers very important for the IBPS RRB Assistant exam Take a free mock test for IBPS RRB Clerk Download IBPS RRB Clerk Previous Papers PDF Instructions Directions: [&hellip;]<\/p>\n","protected":false},"author":32,"featured_media":32629,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_mi_skip_tracking":false,"footnotes":""},"categories":[2067],"tags":[1129],"class_list":{"0":"post-32623","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-ibps-rrb-clerk","8":"tag-ibps-rrb-clerk"},"better_featured_image":{"id":32629,"alt_text":"seating arrangement questions for ibps rrb office assistant","caption":"seating arrangement questions for ibps rrb office assistant\n","description":"seating arrangement questions for ibps rrb office assistant\n","media_type":"image","media_details":{"width":1200,"height":630,"file":"2019\/07\/fig-30-07-2019_10-24-26.jpg","sizes":{"thumbnail":{"file":"fig-30-07-2019_10-24-26-150x150.jpg","width":150,"height":150,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-150x150.jpg"},"medium":{"file":"fig-30-07-2019_10-24-26-300x158.jpg","width":300,"height":158,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-300x158.jpg"},"medium_large":{"file":"fig-30-07-2019_10-24-26-768x403.jpg","width":768,"height":403,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-768x403.jpg"},"large":{"file":"fig-30-07-2019_10-24-26-1024x538.jpg","width":1024,"height":538,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-1024x538.jpg"},"tiny-lazy":{"file":"fig-30-07-2019_10-24-26-30x16.jpg","width":30,"height":16,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-30x16.jpg"},"td_80x60":{"file":"fig-30-07-2019_10-24-26-80x60.jpg","width":80,"height":60,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-80x60.jpg"},"td_100x70":{"file":"fig-30-07-2019_10-24-26-100x70.jpg","width":100,"height":70,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-100x70.jpg"},"td_218x150":{"file":"fig-30-07-2019_10-24-26-218x150.jpg","width":218,"height":150,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-218x150.jpg"},"td_265x198":{"file":"fig-30-07-2019_10-24-26-265x198.jpg","width":265,"height":198,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-265x198.jpg"},"td_324x160":{"file":"fig-30-07-2019_10-24-26-324x160.jpg","width":324,"height":160,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-324x160.jpg"},"td_324x235":{"file":"fig-30-07-2019_10-24-26-324x235.jpg","width":324,"height":235,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-324x235.jpg"},"td_324x400":{"file":"fig-30-07-2019_10-24-26-324x400.jpg","width":324,"height":400,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-324x400.jpg"},"td_356x220":{"file":"fig-30-07-2019_10-24-26-356x220.jpg","width":356,"height":220,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-356x220.jpg"},"td_356x364":{"file":"fig-30-07-2019_10-24-26-356x364.jpg","width":356,"height":364,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-356x364.jpg"},"td_533x261":{"file":"fig-30-07-2019_10-24-26-533x261.jpg","width":533,"height":261,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-533x261.jpg"},"td_534x462":{"file":"fig-30-07-2019_10-24-26-534x462.jpg","width":534,"height":462,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-534x462.jpg"},"td_696x0":{"file":"fig-30-07-2019_10-24-26-696x365.jpg","width":696,"height":365,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-696x365.jpg"},"td_696x385":{"file":"fig-30-07-2019_10-24-26-696x385.jpg","width":696,"height":385,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-696x385.jpg"},"td_741x486":{"file":"fig-30-07-2019_10-24-26-741x486.jpg","width":741,"height":486,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-741x486.jpg"},"td_1068x580":{"file":"fig-30-07-2019_10-24-26-1068x580.jpg","width":1068,"height":580,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-1068x580.jpg"},"td_1068x0":{"file":"fig-30-07-2019_10-24-26-1068x561.jpg","width":1068,"height":561,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-1068x561.jpg"},"td_0x420":{"file":"fig-30-07-2019_10-24-26-800x420.jpg","width":800,"height":420,"mime-type":"image\/jpeg","source_url":"https:\/\/cracku.in\/blog\/wp-content\/uploads\/2019\/07\/fig-30-07-2019_10-24-26-800x420.jpg"}},"image_meta":{"aperture":"0","credit":"","camera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