Lépcsők(1) | X(A1) | X(A2) | X(A3) | X(A4) | X(A5) | X(A6) | X(A7) | X(A8) | X(A9) | X(A10) | X(A11) |
S1 | (206.1+206.1)/(2)=206.1 | (206.1+488.2)/(2)=347.15 | (206.1+326.1)/(2)=266.1 | (206.1+206.1)/(2)=206.1 | (208.1+218.1)/(2)=213.1 | (206.1+274.1)/(2)=240.1 | (219.1+429.2)/(2)=324.15 | (206.1+206.1)/(2)=206.1 | (207.1+248.1)/(2)=227.6 | (7988.1+7930.1)/(2)=7959.15 | (1595.6+7855.1)/(2)=4725.35 |
S2 | (205.1+205.1)/(2)=205.1 | (205.1+360.1)/(2)=282.6 | (205.1+325.1)/(2)=265.1 | (205.1+205.1)/(2)=205.1 | (207.1+217.1)/(2)=212.1 | (205.1+273.1)/(2)=239.1 | (218.1+428.2)/(2)=323.15 | (205.1+205.1)/(2)=205.1 | (206.1+247.1)/(2)=226.6 | (7987.1+7929.1)/(2)=7958.15 | (1411.6+7775.1)/(2)=4593.3 |
S3 | (204.1+204.1)/(2)=204.1 | (204.1+359.1)/(2)=281.6 | (204.1+324.1)/(2)=264.1 | (204.1+204.1)/(2)=204.1 | (206.1+216.1)/(2)=211.1 | (204.1+272.1)/(2)=238.1 | (217.1+427.2)/(2)=322.15 | (204.1+204.1)/(2)=204.1 | (205.1+246.1)/(2)=225.6 | (7986.1+7928.1)/(2)=7957.15 | (1410.6+7774.1)/(2)=4592.3 |
S4 | (203.1+203.1)/(2)=203.1 | (203.1+358.1)/(2)=280.6 | (203.1+323.1)/(2)=263.1 | (203.1+203.1)/(2)=203.1 | (205.1+215.1)/(2)=210.1 | (203.1+271.1)/(2)=237.1 | (216.1+426.2)/(2)=321.15 | (203.1+203.1)/(2)=203.1 | (204.1+245.1)/(2)=224.6 | (7985.1+7927.1)/(2)=7956.15 | (1409.6+7773.1)/(2)=4591.3 |
S5 | (202.1+202.1)/(2)=202.1 | (202.1+357.1)/(2)=279.6 | (202.1+322.1)/(2)=262.1 | (202.1+202.1)/(2)=202.1 | (204.1+214.1)/(2)=209.1 | (202.1+270.1)/(2)=236.1 | (215.1+425.2)/(2)=320.15 | (202.1+202.1)/(2)=202.1 | (203.1+244.1)/(2)=223.6 | (7984.1+7926.1)/(2)=7955.15 | (1408.6+7772.1)/(2)=4590.3 |
S6 | (201.1+201.1)/(2)=201.1 | (201.1+356.1)/(2)=278.6 | (201.1+321.1)/(2)=261.1 | (201.1+201.1)/(2)=201.1 | (201.1+213.1)/(2)=207.1 | (201.1+269.1)/(2)=235.1 | (214.1+424.2)/(2)=319.15 | (201.1+201.1)/(2)=201.1 | (202.1+243.1)/(2)=222.6 | (7983.1+7925.1)/(2)=7954.15 | (1407.6+7771.1)/(2)=4589.3 |
S7 | (200.1+200.1)/(2)=200.1 | (200.1+355.1)/(2)=277.6 | (200.1+320.1)/(2)=260.1 | (200.1+200.1)/(2)=200.1 | (200.1+212.1)/(2)=206.1 | (200.1+268.1)/(2)=234.1 | (213.1+423.2)/(2)=318.15 | (200.1+200.1)/(2)=200.1 | (201.1+242.1)/(2)=221.6 | (7982.1+7924.1)/(2)=7953.15 | (1406.6+7770.1)/(2)=4588.3 |
S8 | (199.1+199.1)/(2)=199.1 | (199.1+354.1)/(2)=276.6 | (199.1+319.1)/(2)=259.1 | (199.1+199.1)/(2)=199.1 | (199.1+211.1)/(2)=205.1 | (199.1+267.1)/(2)=233.1 | (212.1+422.2)/(2)=317.1 | (199.1+199.1)/(2)=199.1 | (200.1+241.1)/(2)=220.6 | (7981.1+7923.1)/(2)=7952.15 | (1405.6+7751)/(2)=4578.3 |
S9 | (198.1+198.1)/(2)=198.1 | (198.1+353.1)/(2)=275.6 | (198.1+318.1)/(2)=258.1 | (198.1+198.1)/(2)=198.1 | (198.1+210.1)/(2)=204.1 | (198.1+266.1)/(2)=232.1 | (211.1+421.2)/(2)=316.1 | (198.1+198.1)/(2)=198.1 | (199.1+240.1)/(2)=219.6 | (7980.1+7922.1)/(2)=7951.15 | (1404.6+7750)/(2)=4577.3 |
S10 | (197.1+197.1)/(2)=197.1 | (197.1+352.1)/(2)=274.6 | (197.1+317.1)/(2)=257.1 | (197.1+197.1)/(2)=197.1 | (197.1+209.1)/(2)=203.1 | (197.1+265.1)/(2)=231.1 | (210.1+420.2)/(2)=315.1 | (197.1+197.1)/(2)=197.1 | (198.1+239.1)/(2)=218.6 | (7979.1+7921.1)/(2)=7950.15 | (1369.5+7732)/(2)=4550.8 |
S11 | (196.1+196.1)/(2)=196.1 | (196.1+351.1)/(2)=273.6 | (196.1+316.1)/(2)=256.1 | (196.1+196.1)/(2)=196.1 | (196.1+208.1)/(2)=202.1 | (196.1+264.1)/(2)=230.1 | (209.1+419.2)/(2)=314.1 | (196.1+196.1)/(2)=196.1 | (197.1+238.1)/(2)=217.6 | (7978.1+7920.1)/(2)=7949.15 | (1295.5+7731)/(2)=4513.3 |
S12 | (195.1+195.1)/(2)=195.1 | (195.1+350.1)/(2)=272.6 | (195.1+315.1)/(2)=255.1 | (195.1+195.1)/(2)=195.1 | (195.1+207.1)/(2)=201.1 | (195.1+263.1)/(2)=229.1 | (208.1+418.2)/(2)=313.1 | (195.1+195.1)/(2)=195.1 | (196.1+237.1)/(2)=216.6 | (7977.1+7919.1)/(2)=7948.15 | (1294.5+7730)/(2)=4512.3 |
S13 | (194.1+194.1)/(2)=194.1 | (194.1+349.1)/(2)=271.6 | (194.1+314.1)/(2)=254.1 | (194.1+194.1)/(2)=194.1 | (194.1+206.1)/(2)=200.1 | (194.1+262.1)/(2)=228.1 | (207.1+417.2)/(2)=312.1 | (194.1+194.1)/(2)=194.1 | (195.1+236.1)/(2)=215.6 | (7976.1+7918.1)/(2)=7947.15 | (1293.5+7729)/(2)=4511.3 |
S14 | (193.1+193.1)/(2)=193.1 | (193.1+348.1)/(2)=270.6 | (193.1+313.1)/(2)=253.1 | (193.1+193.1)/(2)=193.1 | (193.1+205.1)/(2)=199.1 | (193.1+261.1)/(2)=227.1 | (206.1+416.2)/(2)=311.1 | (193.1+193.1)/(2)=193.1 | (194.1+235.1)/(2)=214.6 | (7975.1+7917.1)/(2)=7946.15 | (1275.5+7661)/(2)=4468.25 |
S15 | (192.1+192.1)/(2)=192.1 | (192.1+347.1)/(2)=269.6 | (192.1+312.1)/(2)=252.1 | (192.1+192.1)/(2)=192.1 | (192.1+204.1)/(2)=198.1 | (192.1+260.1)/(2)=226.1 | (205.1+415.2)/(2)=310.1 | (192.1+192.1)/(2)=192.1 | (193.1+234.1)/(2)=213.6 | (7974.1+7916.1)/(2)=7945.15 | (1274.5+7660)/(2)=4467.25 |
S16 | (191.1+191.1)/(2)=191.1 | (191.1+346.1)/(2)=268.6 | (191.1+311.1)/(2)=251.1 | (191.1+191.1)/(2)=191.1 | (191.1+203.1)/(2)=197.1 | (191.1+259.1)/(2)=225.1 | (204.1+414.2)/(2)=309.1 | (191.1+191.1)/(2)=191.1 | (192.1+233.1)/(2)=212.6 | (7973.1+7915.1)/(2)=7944.15 | (1247.5+7659)/(2)=4453.25 |
S17 | (190.1+190.1)/(2)=190.05 | (190.1+345.1)/(2)=267.6 | (190.1+310.1)/(2)=250.1 | (190.1+190.1)/(2)=190.05 | (190.1+202.1)/(2)=196.1 | (190.1+258.1)/(2)=224.1 | (203.1+413.2)/(2)=308.1 | (190.1+190.1)/(2)=190.05 | (191.1+232.1)/(2)=211.6 | (7972.1+7914.1)/(2)=7943.15 | (1246.5+7658)/(2)=4452.25 |
S18 | (189.1+189.1)/(2)=189.05 | (189.1+344.1)/(2)=266.6 | (189.1+309.1)/(2)=249.1 | (189.1+189.1)/(2)=189.05 | (189.1+201.1)/(2)=195.1 | (189.1+257.1)/(2)=223.1 | (202.1+412.2)/(2)=307.1 | (189.1+189.1)/(2)=189.05 | (190.1+231.1)/(2)=210.6 | (7971.1+7913.1)/(2)=7942.15 | (1245.5+7657)/(2)=4451.25 |
S19 | (188.1+188.1)/(2)=188.05 | (188.1+343.1)/(2)=265.6 | (188.1+308.1)/(2)=248.1 | (188.1+188.1)/(2)=188.05 | (188.1+200.1)/(2)=194.1 | (188.1+256.1)/(2)=222.1 | (201.1+411.2)/(2)=306.1 | (188.1+188.1)/(2)=188.05 | (189.1+230.1)/(2)=209.6 | (7970.1+7912.1)/(2)=7941.1 | (1244.5+7656)/(2)=4450.25 |
S20 | (187.1+187.1)/(2)=187.05 | (187.1+342.1)/(2)=264.6 | (187.1+307.1)/(2)=247.1 | (187.1+187.1)/(2)=187.05 | (187.1+199.1)/(2)=193.1 | (187.1+255.1)/(2)=221.1 | (200.1+410.2)/(2)=305.1 | (187.1+187.1)/(2)=187.05 | (188.1+229.1)/(2)=208.6 | (7969.1+7911.1)/(2)=7940.1 | (1243.5+7655)/(2)=4449.25 |
S21 | (186.1+186.1)/(2)=186.05 | (186.1+341.1)/(2)=263.6 | (186.1+306.1)/(2)=246.1 | (186.1+186.1)/(2)=186.05 | (186.1+198.1)/(2)=192.1 | (186.1+254.1)/(2)=220.1 | (199.1+409.2)/(2)=304.1 | (186.1+186.1)/(2)=186.05 | (187.1+228.1)/(2)=207.6 | (7968.1+7910.1)/(2)=7939.1 | (1082.4+7600)/(2)=4341.2 |
S22 | (185.1+185.1)/(2)=185.05 | (185.1+340.1)/(2)=262.6 | (185.1+305.1)/(2)=245.1 | (185.1+185.1)/(2)=185.05 | (185.1+197.1)/(2)=191.1 | (185.1+253.1)/(2)=219.1 | (198.1+408.2)/(2)=303.1 | (185.1+185.1)/(2)=185.05 | (186.1+227.1)/(2)=206.6 | (7967.1+7909.1)/(2)=7938.1 | (1081.4+7599)/(2)=4340.2 |
S23 | (184.1+184.1)/(2)=184.05 | (184.1+339.1)/(2)=261.6 | (184.1+304.1)/(2)=244.1 | (184.1+184.1)/(2)=184.05 | (184.1+196.1)/(2)=190.05 | (184.1+252.1)/(2)=218.1 | (197.1+407.2)/(2)=302.1 | (184.1+184.1)/(2)=184.05 | (185.1+226.1)/(2)=205.6 | (7966.1+7908.1)/(2)=7937.1 | (1080.4+7598)/(2)=4339.2 |
S24 | (183.1+183.1)/(2)=183.05 | (183.1+338.1)/(2)=260.6 | (183.1+303.1)/(2)=243.1 | (183.1+183.1)/(2)=183.05 | (183.1+195.1)/(2)=189.05 | (183.1+251.1)/(2)=217.1 | (196.1+406.2)/(2)=301.1 | (183.1+183.1)/(2)=183.05 | (184.1+225.1)/(2)=204.6 | (7965.1+7907.1)/(2)=7936.1 | (1079.4+7597)/(2)=4338.2 |
S25 | (182.1+182.1)/(2)=182.05 | (182.1+337.1)/(2)=259.6 | (182.1+302.1)/(2)=242.1 | (182.1+182.1)/(2)=182.05 | (182.1+194.1)/(2)=188.05 | (182.1+250.1)/(2)=216.1 | (195.1+405.2)/(2)=300.1 | (182.1+182.1)/(2)=182.05 | (183.1+224.1)/(2)=203.6 | (7964.1+7906.1)/(2)=7935.1 | (1078.4+7596)/(2)=4337.2 |
S26 | (181.1+181.1)/(2)=181.05 | (181.1+336.1)/(2)=258.6 | (181.1+301.1)/(2)=241.1 | (181.1+181.1)/(2)=181.05 | (181.1+193.1)/(2)=187.05 | (181.1+249.1)/(2)=215.1 | (194.1+404.2)/(2)=299.1 | (181.1+181.1)/(2)=181.05 | (182.1+223.1)/(2)=202.6 | (7963.1+7905.1)/(2)=7934.1 | (1077.4+7595)/(2)=4336.2 |
S27 | (180.1+180.1)/(2)=180.05 | (180.1+335.1)/(2)=257.6 | (180.1+300.1)/(2)=240.1 | (180.1+180.1)/(2)=180.05 | (180.1+192.1)/(2)=186.05 | (180.1+248.1)/(2)=214.1 | (193.1+403.2)/(2)=298.1 | (180.1+180.1)/(2)=180.05 | (181.1+222.1)/(2)=201.6 | (7962.1+7904.1)/(2)=7933.1 | (1076.4+7594)/(2)=4335.2 |
S28 | (179.1+179.1)/(2)=179.05 | (179.1+334.1)/(2)=256.6 | (179.1+299.1)/(2)=239.1 | (179.1+179.1)/(2)=179.05 | (179.1+191.1)/(2)=185.05 | (179.1+247.1)/(2)=213.1 | (192.1+402.2)/(2)=297.1 | (179.1+179.1)/(2)=179.05 | (180.1+221.1)/(2)=200.6 | (7961.1+7903.1)/(2)=7932.1 | (1075.4+7593)/(2)=4334.2 |
S29 | (178.1+178.1)/(2)=178.05 | (178.1+333.1)/(2)=255.6 | (178.1+298.1)/(2)=238.1 | (178.1+178.1)/(2)=178.05 | (178.1+190.1)/(2)=184.05 | (178.1+246.1)/(2)=212.1 | (191.1+401.2)/(2)=296.1 | (178.1+178.1)/(2)=178.05 | (179.1+220.1)/(2)=199.6 | (7960.1+7902.1)/(2)=7931.1 | (1057.4+7562)/(2)=4309.7 |
S30 | (177.1+177.1)/(2)=177.05 | (177.1+332.1)/(2)=254.6 | (177.1+297.1)/(2)=237.1 | (177.1+177.1)/(2)=177.05 | (177.1+189.1)/(2)=183.05 | (177.1+245.1)/(2)=211.1 | (190.1+400.2)/(2)=295.1 | (177.1+177.1)/(2)=177.05 | (178.1+219.1)/(2)=198.6 | (7959.1+7901.1)/(2)=7930.1 | (1041.4+7561)/(2)=4301.2 |
S31 | (176.1+176.1)/(2)=176.05 | (176.1+331.1)/(2)=253.6 | (176.1+296.1)/(2)=236.1 | (176.1+176.1)/(2)=176.05 | (176.1+188.1)/(2)=182.05 | (176.1+244.1)/(2)=210.1 | (189.1+399.2)/(2)=294.1 | (176.1+176.1)/(2)=176.05 | (177.1+218.1)/(2)=197.6 | (7958.1+7900.1)/(2)=7929.1 | (1040.4+7560)/(2)=4300.2 |
S32 | (175.1+175.1)/(2)=175.05 | (175.1+330.1)/(2)=252.6 | (175.1+295.1)/(2)=235.1 | (175.1+175.1)/(2)=175.05 | (175.1+187.1)/(2)=181.05 | (175.1+243.1)/(2)=209.1 | (188.1+398.2)/(2)=293.1 | (175.1+175.1)/(2)=175.05 | (176.1+217.1)/(2)=196.6 | (7957.1+7899.1)/(2)=7928.1 | (1039.4+7559)/(2)=4299.2 |
S33 | (174.1+174.1)/(2)=174.05 | (174.1+329.1)/(2)=251.6 | (174.1+294.1)/(2)=234.1 | (174.1+174.1)/(2)=174.05 | (174.1+186.1)/(2)=180.05 | (174.1+242.1)/(2)=208.1 | (187.1+397.2)/(2)=292.1 | (174.1+174.1)/(2)=174.05 | (175.1+216.1)/(2)=195.6 | (7956.1+7898.1)/(2)=7927.1 | (895.4+7558)/(2)=4226.65 |
S34 | (173.1+173.1)/(2)=173.05 | (173.1+328.1)/(2)=250.6 | (173.1+293.1)/(2)=233.1 | (173.1+173.1)/(2)=173.05 | (173.1+185.1)/(2)=179.05 | (173.1+241.1)/(2)=207.1 | (186.1+396.2)/(2)=291.1 | (173.1+173.1)/(2)=173.05 | (174.1+215.1)/(2)=194.6 | (7955.1+7897.1)/(2)=7926.1 | (894.4+7557)/(2)=4225.65 |
S35 | (172.1+172.1)/(2)=172.05 | (172.1+327.1)/(2)=249.6 | (172.1+292.1)/(2)=232.1 | (172.1+172.1)/(2)=172.05 | (172.1+184.1)/(2)=178.05 | (172.1+240.1)/(2)=206.1 | (185.1+395.2)/(2)=290.1 | (172.1+172.1)/(2)=172.05 | (173.1+214.1)/(2)=193.6 | (7954.1+7896.1)/(2)=7925.1 | (893.4+7556)/(2)=4224.65 |
S36 | (171.1+171.1)/(2)=171.05 | (171.1+326.1)/(2)=248.6 | (171.1+291.1)/(2)=231.1 | (171.1+171.1)/(2)=171.05 | (171.1+183.1)/(2)=177.05 | (171.1+239.1)/(2)=205.1 | (184.1+394.2)/(2)=289.1 | (171.1+171.1)/(2)=171.05 | (172.1+213.1)/(2)=192.6 | (7953.1+7895.1)/(2)=7924.1 | (892.4+7555)/(2)=4223.65 |
S37 | (170.1+170.1)/(2)=170.05 | (170.1+325.1)/(2)=247.6 | (170.1+290.1)/(2)=230.1 | (170.1+170.1)/(2)=170.05 | (170.1+182.1)/(2)=176.05 | (170.1+238.1)/(2)=204.1 | (183.1+393.2)/(2)=288.1 | (170.1+170.1)/(2)=170.05 | (171.1+212.1)/(2)=191.6 | (7952.1+7894.1)/(2)=7923.1 | (891.4+7554)/(2)=4222.65 |
S38 | (169.1+169.1)/(2)=169.05 | (169.1+324.1)/(2)=246.6 | (169.1+289.1)/(2)=229.1 | (169.1+169.1)/(2)=169.05 | (169.1+181.1)/(2)=175.05 | (169.1+237.1)/(2)=203.1 | (182.1+392.2)/(2)=287.1 | (169.1+169.1)/(2)=169.05 | (170.1+211.1)/(2)=190.55 | (7951.1+7893.1)/(2)=7922.1 | (890.4+7553)/(2)=4221.65 |
S39 | (168.1+168.1)/(2)=168.05 | (168.1+323.1)/(2)=245.6 | (168.1+288.1)/(2)=228.1 | (168.1+168.1)/(2)=168.05 | (168.1+180.1)/(2)=174.05 | (168.1+236.1)/(2)=202.1 | (181.1+391.2)/(2)=286.1 | (168.1+168.1)/(2)=168.05 | (169.1+210.1)/(2)=189.55 | (7950.1+7892.1)/(2)=7921.1 | (889.3+7552)/(2)=4220.65 |
S40 | (167.1+167.1)/(2)=167.05 | (167.1+322.1)/(2)=244.6 | (167.1+287.1)/(2)=227.1 | (167.1+167.1)/(2)=167.05 | (167.1+179.1)/(2)=173.05 | (167.1+235.1)/(2)=201.1 | (180.1+390.2)/(2)=285.1 | (167.1+167.1)/(2)=167.05 | (168.1+209.1)/(2)=188.55 | (7949.1+7891.1)/(2)=7920.1 | (888.3+7479.9)/(2)=4184.15 |
S41 | (166.1+166.1)/(2)=166.05 | (166.1+321.1)/(2)=243.6 | (166.1+286.1)/(2)=226.1 | (166.1+166.1)/(2)=166.05 | (166.1+178.1)/(2)=172.05 | (166.1+234.1)/(2)=200.1 | (179.1+389.2)/(2)=284.1 | (166.1+166.1)/(2)=166.05 | (167.1+208.1)/(2)=187.55 | (7948.1+7890.1)/(2)=7919.1 | (734.3+614.2)/(2)=674.25 |
S42 | (165.1+165.1)/(2)=165.05 | (165.1+320.1)/(2)=242.6 | (165.1+285.1)/(2)=225.1 | (165.1+165.1)/(2)=165.05 | (165.1+177.1)/(2)=171.05 | (165.1+233.1)/(2)=199.1 | (178.1+388.2)/(2)=283.1 | (165.1+165.1)/(2)=165.05 | (166.1+207.1)/(2)=186.55 | (7947.1+7889.1)/(2)=7918.1 | (733.3+613.2)/(2)=673.25 |
S43 | (164.1+164.1)/(2)=164.05 | (164.1+319.1)/(2)=241.6 | (164.1+284.1)/(2)=224.1 | (164.1+164.1)/(2)=164.05 | (164.1+176.1)/(2)=170.05 | (164.1+232.1)/(2)=198.1 | (177.1+387.2)/(2)=282.1 | (164.1+164.1)/(2)=164.05 | (165.1+206.1)/(2)=185.55 | (7946.1+7888.1)/(2)=7917.1 | (732.3+569.2)/(2)=650.75 |
S44 | (163.1+163.1)/(2)=163.05 | (163.1+318.1)/(2)=240.6 | (163.1+283.1)/(2)=223.1 | (163.1+163.1)/(2)=163.05 | (163.1+175.1)/(2)=169.05 | (163.1+231.1)/(2)=197.1 | (176.1+386.2)/(2)=281.1 | (163.1+163.1)/(2)=163.05 | (164.1+205.1)/(2)=184.55 | (7945.1+7887.1)/(2)=7916.1 | (731.3+568.2)/(2)=649.75 |
S45 | (162.1+162.1)/(2)=162.05 | (162.1+317.1)/(2)=239.6 | (162.1+282.1)/(2)=222.1 | (162.1+162.1)/(2)=162.05 | (162.1+174.1)/(2)=168.05 | (162.1+230.1)/(2)=196.1 | (175.1+385.2)/(2)=280.1 | (162.1+162.1)/(2)=162.05 | (163.1+204.1)/(2)=183.55 | (7944.1+7886.1)/(2)=7915.1 | (655.3+444.2)/(2)=549.7 |
S46 | (161.1+161.1)/(2)=161.05 | (161.1+316.1)/(2)=238.6 | (161.1+281.1)/(2)=221.1 | (161.1+161.1)/(2)=161.05 | (161.1+173.1)/(2)=167.05 | (161.1+229.1)/(2)=195.1 | (174.1+384.2)/(2)=279.1 | (161.1+161.1)/(2)=161.05 | (162.1+203.1)/(2)=182.55 | (7943.1+7885.1)/(2)=7914.1 | (654.3+358.1)/(2)=506.2 |
S47 | (160.1+160.1)/(2)=160.05 | (160.1+315.1)/(2)=237.6 | (160.1+280.1)/(2)=220.1 | (160.1+160.1)/(2)=160.05 | (160.1+172.1)/(2)=166.05 | (160.1+228.1)/(2)=194.1 | (173.1+383.2)/(2)=278.1 | (160.1+160.1)/(2)=160.05 | (161.1+202.1)/(2)=181.55 | (7942.1+7884.1)/(2)=7913.1 | (160.1+160.1)/(2)=160.05 |
S48 | (159.1+159.1)/(2)=159.05 | (159.1+314.1)/(2)=236.6 | (159.1+279.1)/(2)=219.1 | (159.1+159.1)/(2)=159.05 | (159.1+171.1)/(2)=165.05 | (159.1+227.1)/(2)=193.1 | (172.1+382.2)/(2)=277.1 | (159.1+159.1)/(2)=159.05 | (160.1+201.1)/(2)=180.55 | (7941.1+7883.1)/(2)=7912.1 | (159.1+159.1)/(2)=159.05 |
S49 | (158.1+158.1)/(2)=158.05 | (158.1+313.1)/(2)=235.6 | (158.1+278.1)/(2)=218.1 | (158.1+158.1)/(2)=158.05 | (158.1+170.1)/(2)=164.05 | (158.1+226.1)/(2)=192.1 | (171.1+381.1)/(2)=276.1 | (158.1+158.1)/(2)=158.05 | (159.1+200.1)/(2)=179.55 | (7940.1+7882.1)/(2)=7911.1 | (158.1+158.1)/(2)=158.05 |
S50 | (157.1+157.1)/(2)=157.05 | (157.1+312.1)/(2)=234.6 | (157.1+277.1)/(2)=217.1 | (157.1+157.1)/(2)=157.05 | (157.1+169.1)/(2)=163.05 | (157.1+225.1)/(2)=191.1 | (170.1+380.1)/(2)=275.1 | (157.1+157.1)/(2)=157.05 | (158.1+199.1)/(2)=178.55 | (7939.1+7881.1)/(2)=7910.1 | (157.1+157.1)/(2)=157.05 |
S51 | (156.1+156.1)/(2)=156.05 | (156.1+311.1)/(2)=233.6 | (156.1+276.1)/(2)=216.1 | (156.1+156.1)/(2)=156.05 | (156.1+168.1)/(2)=162.05 | (156.1+224.1)/(2)=190.05 | (169.1+379.1)/(2)=274.1 | (156.1+156.1)/(2)=156.05 | (157.1+198.1)/(2)=177.55 | (7938.1+7880.1)/(2)=7909.1 | (156.1+156.1)/(2)=156.05 |
S52 | (155.1+155.1)/(2)=155.05 | (155.1+310.1)/(2)=232.6 | (155.1+275.1)/(2)=215.1 | (155.1+155.1)/(2)=155.05 | (155.1+167.1)/(2)=161.05 | (155.1+223.1)/(2)=189.05 | (168.1+378.1)/(2)=273.1 | (155.1+155.1)/(2)=155.05 | (156.1+197.1)/(2)=176.55 | (7937.1+7879.1)/(2)=7908.1 | (155.1+155.1)/(2)=155.05 |
S53 | (154.1+154.1)/(2)=154.05 | (154.1+309.1)/(2)=231.6 | (154.1+274.1)/(2)=214.1 | (154.1+154.1)/(2)=154.05 | (154.1+166.1)/(2)=160.05 | (154.1+222.1)/(2)=188.05 | (167.1+377.1)/(2)=272.1 | (154.1+154.1)/(2)=154.05 | (155.1+196.1)/(2)=175.55 | (7936.1+7878.1)/(2)=7907.1 | (154.1+154.1)/(2)=154.05 |
S54 | (153.1+153.1)/(2)=153.05 | (153.1+308.1)/(2)=230.6 | (153.1+273.1)/(2)=213.1 | (153.1+153.1)/(2)=153.05 | (153.1+165.1)/(2)=159.05 | (153.1+221.1)/(2)=187.05 | (166.1+376.1)/(2)=271.1 | (153.1+153.1)/(2)=153.05 | (154.1+195.1)/(2)=174.55 | (7935.1+7877.1)/(2)=7906.1 | (153.1+153.1)/(2)=153.05 |
S55 | (152.1+152.1)/(2)=152.05 | (152.1+307.1)/(2)=229.6 | (152.1+272.1)/(2)=212.1 | (152.1+152.1)/(2)=152.05 | (152.1+164.1)/(2)=158.05 | (152.1+220.1)/(2)=186.05 | (165.1+375.1)/(2)=270.1 | (152.1+152.1)/(2)=152.05 | (153.1+194.1)/(2)=173.55 | (7934.1+7781.1)/(2)=7857.6 | (152.1+152.1)/(2)=152.05 |
S56 | (151.1+151.1)/(2)=151.05 | (151.1+306.1)/(2)=228.6 | (151.1+271.1)/(2)=211.1 | (151.1+151.1)/(2)=151.05 | (151.1+163.1)/(2)=157.05 | (151.1+219.1)/(2)=185.05 | (164.1+374.1)/(2)=269.1 | (151.1+151.1)/(2)=151.05 | (152.1+193.1)/(2)=172.55 | (7933.1+7617)/(2)=7775.05 | (151.1+151.1)/(2)=151.05 |
S57 | (150.1+150.1)/(2)=150.05 | (150.1+305.1)/(2)=227.6 | (150.1+270.1)/(2)=210.1 | (150.1+150.1)/(2)=150.05 | (150.1+162.1)/(2)=156.05 | (150.1+218.1)/(2)=184.05 | (163.1+373.1)/(2)=268.1 | (150.1+150.1)/(2)=150.05 | (151.1+192.1)/(2)=171.55 | (7932.1+7616)/(2)=7774.05 | (150.1+150.1)/(2)=150.05 |
S58 | (149.1+149.1)/(2)=149.05 | (149.1+304.1)/(2)=226.6 | (149.1+269.1)/(2)=209.1 | (149.1+149.1)/(2)=149.05 | (149.1+161.1)/(2)=155.05 | (149.1+217.1)/(2)=183.05 | (162.1+372.1)/(2)=267.1 | (149.1+149.1)/(2)=149.05 | (150.1+191.1)/(2)=170.55 | (7746+7389.9)/(2)=7568 | (149.1+149.1)/(2)=149.05 |
S59 | (148.1+148.1)/(2)=148.05 | (148.1+303.1)/(2)=225.6 | (148.1+268.1)/(2)=208.1 | (148.1+148.1)/(2)=148.05 | (148.1+160.1)/(2)=154.05 | (148.1+216.1)/(2)=182.05 | (161.1+371.1)/(2)=266.1 | (148.1+148.1)/(2)=148.05 | (149.1+190.1)/(2)=169.55 | (7745+7388.9)/(2)=7567 | (148.1+148.1)/(2)=148.05 |
S60 | (147.1+147.1)/(2)=147.05 | (147.1+302.1)/(2)=224.6 | (147.1+267.1)/(2)=207.1 | (147.1+147.1)/(2)=147.05 | (147.1+159.1)/(2)=153.05 | (147.1+215.1)/(2)=181.05 | (160.1+370.1)/(2)=265.1 | (147.1+147.1)/(2)=147.05 | (148.1+189.1)/(2)=168.55 | (7744+647.3)/(2)=4195.65 | (147.1+147.1)/(2)=147.05 |
S61 | (146.1+146.1)/(2)=146.05 | (146.1+301.1)/(2)=223.6 | (146.1+266.1)/(2)=206.1 | (146.1+146.1)/(2)=146.05 | (146.1+158.1)/(2)=152.05 | (146.1+214.1)/(2)=180.05 | (159.1+369.1)/(2)=264.1 | (146.1+146.1)/(2)=146.05 | (146.1+181.1)/(2)=163.55 | (7607+646.3)/(2)=4126.6 | (146.1+146.1)/(2)=146.05 |
S62 | (145.1+145.1)/(2)=145.05 | (145.1+300.1)/(2)=222.6 | (145.1+265.1)/(2)=205.1 | (145.1+145.1)/(2)=145.05 | (145.1+157.1)/(2)=151.05 | (145.1+213.1)/(2)=179.05 | (158.1+368.1)/(2)=263.1 | (145.1+145.1)/(2)=145.05 | (145.1+180.1)/(2)=162.55 | (7548+645.3)/(2)=4096.6 | (145.1+145.1)/(2)=145.05 |
S63 | (144.1+144.1)/(2)=144.05 | (144.1+299.1)/(2)=221.6 | (144.1+264.1)/(2)=204.1 | (144.1+144.1)/(2)=144.05 | (144.1+156.1)/(2)=150.05 | (144.1+212.1)/(2)=178.05 | (157.1+367.1)/(2)=262.1 | (144.1+144.1)/(2)=144.05 | (144.1+179.1)/(2)=161.55 | (7547+644.3)/(2)=4095.6 | (144.1+144.1)/(2)=144.05 |
S64 | (143.1+143.1)/(2)=143.05 | (143.1+298.1)/(2)=220.6 | (143.1+263.1)/(2)=203.1 | (143.1+143.1)/(2)=143.05 | (143.1+155.1)/(2)=149.05 | (143.1+211.1)/(2)=177.05 | (156.1+366.1)/(2)=261.1 | (143.1+143.1)/(2)=143.05 | (143.1+178.1)/(2)=160.55 | (7546+643.3)/(2)=4094.6 | (143.1+143.1)/(2)=143.05 |
S65 | (142.1+142.1)/(2)=142.05 | (142.1+297.1)/(2)=219.6 | (142.1+262.1)/(2)=202.1 | (142.1+142.1)/(2)=142.05 | (142.1+154.1)/(2)=148.05 | (142.1+210.1)/(2)=176.05 | (155.1+365.1)/(2)=260.1 | (142.1+142.1)/(2)=142.05 | (142.1+177.1)/(2)=159.55 | (7545+642.3)/(2)=4093.6 | (142.1+142.1)/(2)=142.05 |
S66 | (141.1+141.1)/(2)=141.05 | (141.1+296.1)/(2)=218.6 | (141.1+261.1)/(2)=201.1 | (141.1+141.1)/(2)=141.05 | (141.1+153.1)/(2)=147.05 | (141.1+209.1)/(2)=175.05 | (154.1+364.1)/(2)=259.1 | (141.1+141.1)/(2)=141.05 | (141.1+176.1)/(2)=158.55 | (7544+587.2)/(2)=4065.6 | (141.1+141.1)/(2)=141.05 |
S67 | (140.1+140.1)/(2)=140.05 | (140.1+295.1)/(2)=217.6 | (140.1+260.1)/(2)=200.1 | (140.1+140.1)/(2)=140.05 | (140.1+152.1)/(2)=146.05 | (140.1+208.1)/(2)=174.05 | (153.1+363.1)/(2)=258.1 | (140.1+140.1)/(2)=140.05 | (140.1+175.1)/(2)=157.55 | (7543+586.2)/(2)=4064.6 | (140.1+140.1)/(2)=140.05 |
S68 | (139.1+139.1)/(2)=139.05 | (139.1+294.1)/(2)=216.6 | (139.1+259.1)/(2)=199.1 | (139.1+139.1)/(2)=139.05 | (139.1+151.1)/(2)=145.05 | (139.1+207.1)/(2)=173.05 | (152.1+362.1)/(2)=257.1 | (139.1+139.1)/(2)=139.05 | (139.1+174.1)/(2)=156.55 | (7542+585.2)/(2)=4063.6 | (139.1+139.1)/(2)=139.05 |
S69 | (138.1+138.1)/(2)=138.05 | (138.1+293.1)/(2)=215.6 | (138.1+258.1)/(2)=198.1 | (138.1+138.1)/(2)=138.05 | (138.1+150.1)/(2)=144.05 | (138.1+206.1)/(2)=172.05 | (151.1+361.1)/(2)=256.1 | (138.1+138.1)/(2)=138.05 | (138.1+173.1)/(2)=155.55 | (7541+584.2)/(2)=4062.6 | (138.1+138.1)/(2)=138.05 |
S70 | (137.1+137.1)/(2)=137.05 | (137.1+292.1)/(2)=214.6 | (137.1+257.1)/(2)=197.1 | (137.1+137.1)/(2)=137.05 | (137.1+149.1)/(2)=143.05 | (137.1+205.1)/(2)=171.05 | (150.1+360.1)/(2)=255.1 | (137.1+137.1)/(2)=137.05 | (137.1+172.1)/(2)=154.55 | (7464.9+583.2)/(2)=4024.1 | (137.1+137.1)/(2)=137.05 |
S71 | (136.1+136.1)/(2)=136.05 | (136.1+291.1)/(2)=213.6 | (136.1+256.1)/(2)=196.1 | (136.1+136.1)/(2)=136.05 | (136.1+148.1)/(2)=142.05 | (136.1+204.1)/(2)=170.05 | (149.1+359.1)/(2)=254.1 | (136.1+136.1)/(2)=136.05 | (136.1+171.1)/(2)=153.55 | (7463.9+582.2)/(2)=4023.1 | (136.1+136.1)/(2)=136.05 |
S72 | (135.1+135.1)/(2)=135.05 | (135.1+290.1)/(2)=212.6 | (135.1+255.1)/(2)=195.1 | (135.1+135.1)/(2)=135.05 | (135.1+147.1)/(2)=141.05 | (135.1+203.1)/(2)=169.05 | (148.1+358.1)/(2)=253.1 | (135.1+135.1)/(2)=135.05 | (135.1+170.1)/(2)=152.55 | (7462.9+581.2)/(2)=4022.1 | (135.1+135.1)/(2)=135.05 |
S73 | (134.1+134.1)/(2)=134.05 | (134.1+289.1)/(2)=211.6 | (134.1+254.1)/(2)=194.1 | (134.1+134.1)/(2)=134.05 | (134.1+146.1)/(2)=140.05 | (134.1+202.1)/(2)=168.05 | (147.1+357.1)/(2)=252.1 | (134.1+134.1)/(2)=134.05 | (134.1+169.1)/(2)=151.55 | (7461.9+580.2)/(2)=4021.1 | (134.1+134.1)/(2)=134.05 |
S74 | (133.1+133.1)/(2)=133.05 | (133.1+288.1)/(2)=210.6 | (133.1+253.1)/(2)=193.1 | (133.1+133.1)/(2)=133.05 | (133.1+145.1)/(2)=139.05 | (133.1+201.1)/(2)=167.05 | (146.1+356.1)/(2)=251.1 | (133.1+133.1)/(2)=133.05 | (133.1+168.1)/(2)=150.55 | (7460.9+579.2)/(2)=4020.1 | (133.1+133.1)/(2)=133.05 |
S75 | (132.1+132.1)/(2)=132.05 | (132.1+287.1)/(2)=209.6 | (132.1+252.1)/(2)=192.1 | (132.1+132.1)/(2)=132.05 | (132.1+144.1)/(2)=138.05 | (132.1+200.1)/(2)=166.05 | (145.1+355.1)/(2)=250.1 | (132.1+132.1)/(2)=132.05 | (132.1+167.1)/(2)=149.55 | (7459.9+578.2)/(2)=4019.1 | (132.1+132.1)/(2)=132.05 |
S76 | (131.1+131.1)/(2)=131.05 | (131.1+286.1)/(2)=208.6 | (131.1+251.1)/(2)=191.1 | (131.1+131.1)/(2)=131.05 | (131.1+143.1)/(2)=137.05 | (131.1+199.1)/(2)=165.05 | (144.1+354.1)/(2)=249.1 | (131.1+131.1)/(2)=131.05 | (131.1+166.1)/(2)=148.55 | (7437.9+577.2)/(2)=4007.6 | (131.1+131.1)/(2)=131.05 |
S77 | (130.1+130.1)/(2)=130.05 | (130.1+285.1)/(2)=207.6 | (130.1+250.1)/(2)=190.05 | (130.1+130.1)/(2)=130.05 | (130.1+142.1)/(2)=136.05 | (130.1+198.1)/(2)=164.05 | (143.1+353.1)/(2)=248.1 | (130.1+130.1)/(2)=130.05 | (130.1+165.1)/(2)=147.55 | (7367.9+524.2)/(2)=3946.05 | (130.1+130.1)/(2)=130.05 |
S78 | (129.1+129.1)/(2)=129.05 | (129.1+284.1)/(2)=206.6 | (129.1+249.1)/(2)=189.05 | (129.1+129.1)/(2)=129.05 | (129.1+141.1)/(2)=135.05 | (129.1+197.1)/(2)=163.05 | (142.1+352.1)/(2)=247.1 | (129.1+129.1)/(2)=129.05 | (129.1+164.1)/(2)=146.55 | (7366.9+523.2)/(2)=3945.05 | (129.1+129.1)/(2)=129.05 |
S79 | (128.1+128.1)/(2)=128.05 | (128.1+283.1)/(2)=205.6 | (128.1+248.1)/(2)=188.05 | (128.1+128.1)/(2)=128.05 | (128.1+140.1)/(2)=134.05 | (128.1+196.1)/(2)=162.05 | (141.1+351.1)/(2)=246.1 | (128.1+128.1)/(2)=128.05 | (128.1+163.1)/(2)=145.55 | (7365.9+522.2)/(2)=3944.05 | (128.1+128.1)/(2)=128.05 |
S80 | (127+127)/(2)=127.05 | (127+282.1)/(2)=204.6 | (127+247.1)/(2)=187.05 | (127+127)/(2)=127.05 | (127+139.1)/(2)=133.05 | (127+195.1)/(2)=161.05 | (140.1+350.1)/(2)=245.1 | (127+127)/(2)=127.05 | (127+162.1)/(2)=144.55 | (7364.9+521.2)/(2)=3943.05 | (127+127)/(2)=127.05 |
S81 | (126+126)/(2)=126.05 | (126+281.1)/(2)=203.6 | (126+246.1)/(2)=186.05 | (126+126)/(2)=126.05 | (126+138.1)/(2)=132.05 | (126+194.1)/(2)=160.05 | (139.1+349.1)/(2)=244.1 | (126+126)/(2)=126.05 | (126+161.1)/(2)=143.55 | (7363.9+503.2)/(2)=3933.55 | (126+126)/(2)=126.05 |
S82 | (125+125)/(2)=125.05 | (125+280.1)/(2)=202.6 | (125+245.1)/(2)=185.05 | (125+125)/(2)=125.05 | (125+137.1)/(2)=131.05 | (125+193.1)/(2)=159.05 | (138.1+348.1)/(2)=243.1 | (125+125)/(2)=125.05 | (125+160.1)/(2)=142.55 | (7362.9+502.2)/(2)=3932.55 | (125+125)/(2)=125.05 |
S83 | (124+124)/(2)=124.05 | (124+279.1)/(2)=201.6 | (124+244.1)/(2)=184.05 | (124+124)/(2)=124.05 | (124+136.1)/(2)=130.05 | (124+192.1)/(2)=158.05 | (137.1+347.1)/(2)=242.1 | (124+124)/(2)=124.05 | (124+159.1)/(2)=141.55 | (7233.8+416.2)/(2)=3825 | (124+124)/(2)=124.05 |
S84 | (123+123)/(2)=123.05 | (123+278.1)/(2)=200.6 | (123+243.1)/(2)=183.05 | (123+123)/(2)=123.05 | (123+135.1)/(2)=129.05 | (123+191.1)/(2)=157.05 | (136.1+346.1)/(2)=241.1 | (123+123)/(2)=123.05 | (123+158.1)/(2)=140.55 | (7232.8+415.2)/(2)=3824 | (123+123)/(2)=123.05 |
S85 | (122+122)/(2)=122.05 | (122+200.1)/(2)=161.05 | (122+242.1)/(2)=182.05 | (122+122)/(2)=122.05 | (122+134.1)/(2)=128.05 | (122+190.1)/(2)=156.05 | (135.1+345.1)/(2)=240.1 | (122+122)/(2)=122.05 | (122+157.1)/(2)=139.55 | (7231.8+414.2)/(2)=3823 | (122+122)/(2)=122.05 |
S86 | (121+121)/(2)=121.05 | (121+199.1)/(2)=160.05 | (121+241.1)/(2)=181.05 | (121+121)/(2)=121.05 | (121+133.1)/(2)=127.05 | (121+189.1)/(2)=155.05 | (134.1+344.1)/(2)=239.1 | (121+121)/(2)=121.05 | (121+156.1)/(2)=138.55 | (7230.8+413.2)/(2)=3822 | (121+121)/(2)=121.05 |
S87 | (120+120)/(2)=120.05 | (120+198.1)/(2)=159.05 | (120+240.1)/(2)=180.05 | (120+120)/(2)=120.05 | (120+132.1)/(2)=126.05 | (120+188.1)/(2)=154.05 | (133.1+343.1)/(2)=238.1 | (120+120)/(2)=120.05 | (120+155.1)/(2)=137.55 | (7216.8+412.2)/(2)=3814.5 | (120+120)/(2)=120.05 |
S88 | (119+119)/(2)=119.05 | (119+197.1)/(2)=158.05 | (119+239.1)/(2)=179.05 | (119+119)/(2)=119.05 | (119+131.1)/(2)=125.05 | (119+187.1)/(2)=153.05 | (132.1+342.1)/(2)=237.1 | (119+119)/(2)=119.05 | (119+154.1)/(2)=136.55 | (7215.8+411.2)/(2)=3813.5 | (119+119)/(2)=119.05 |
S89 | (118+118)/(2)=118.05 | (118+196.1)/(2)=157.05 | (118+238.1)/(2)=178.05 | (118+118)/(2)=118.05 | (118+130.1)/(2)=124.05 | (118+186.1)/(2)=152.05 | (131.1+341.1)/(2)=236.1 | (118+118)/(2)=118.05 | (118+153.1)/(2)=135.55 | (7214.8+410.2)/(2)=3812.5 | (118+118)/(2)=118.05 |
S90 | (117+117)/(2)=117.05 | (117+195.1)/(2)=156.05 | (117+237.1)/(2)=177.05 | (117+117)/(2)=117.05 | (117+117)/(2)=117.05 | (117+185.1)/(2)=151.05 | (130.1+340.1)/(2)=235.1 | (117+117)/(2)=117.05 | (117+152.1)/(2)=134.55 | (7213.8+409.2)/(2)=3811.5 | (117+117)/(2)=117.05 |
S91 | (116+116)/(2)=116.05 | (116+194.1)/(2)=155.05 | (116+236.1)/(2)=176.05 | (116+116)/(2)=116.05 | (116+116)/(2)=116.05 | (116+184.1)/(2)=150.05 | (129.1+339.1)/(2)=234.1 | (116+116)/(2)=116.05 | (116+151.1)/(2)=133.55 | (7212.8+408.2)/(2)=3810.5 | (116+116)/(2)=116.05 |
S92 | (115+115)/(2)=115.05 | (115+115)/(2)=115.05 | (115+235.1)/(2)=175.05 | (115+115)/(2)=115.05 | (115+115)/(2)=115.05 | (115+183.1)/(2)=149.05 | (128.1+338.1)/(2)=233.1 | (115+115)/(2)=115.05 | (115+150.1)/(2)=132.55 | (7211.8+407.2)/(2)=3809.5 | (115+115)/(2)=115.05 |
S93 | (114+114)/(2)=114.05 | (114+114)/(2)=114.05 | (114+234.1)/(2)=174.05 | (114+114)/(2)=114.05 | (114+114)/(2)=114.05 | (114+182.1)/(2)=148.05 | (127+337.1)/(2)=232.1 | (114+114)/(2)=114.05 | (114+149.1)/(2)=131.55 | (7210.8+406.2)/(2)=3808.5 | (114+114)/(2)=114.05 |
S94 | (113+113)/(2)=113.05 | (113+113)/(2)=113.05 | (113+233.1)/(2)=173.05 | (113+113)/(2)=113.05 | (113+113)/(2)=113.05 | (113+181.1)/(2)=147.05 | (126+336.1)/(2)=231.1 | (113+113)/(2)=113.05 | (113+148.1)/(2)=130.55 | (7027.8+405.2)/(2)=3716.45 | (113+113)/(2)=113.05 |
S95 | (112+112)/(2)=112.05 | (112+112)/(2)=112.05 | (112+232.1)/(2)=172.05 | (112+112)/(2)=112.05 | (112+112)/(2)=112.05 | (112+180.1)/(2)=146.05 | (125+335.1)/(2)=230.1 | (112+112)/(2)=112.05 | (112+147.1)/(2)=129.55 | (7026.8+404.2)/(2)=3715.45 | (112+112)/(2)=112.05 |
S96 | (111+111)/(2)=111.05 | (111+111)/(2)=111.05 | (111+231.1)/(2)=171.05 | (111+111)/(2)=111.05 | (111+111)/(2)=111.05 | (111+179.1)/(2)=145.05 | (124+334.1)/(2)=229.1 | (111+111)/(2)=111.05 | (111+146.1)/(2)=128.55 | (6941.7+234.1)/(2)=3587.9 | (111+111)/(2)=111.05 |
S97 | (110+110)/(2)=110.05 | (110+110)/(2)=110.05 | (110+230.1)/(2)=170.05 | (110+110)/(2)=110.05 | (110+110)/(2)=110.05 | (110+178.1)/(2)=144.05 | (123+333.1)/(2)=228.1 | (110+110)/(2)=110.05 | (110+145.1)/(2)=127.55 | (6940.7+233.1)/(2)=3586.9 | (110+110)/(2)=110.05 |
S98 | (109+109)/(2)=109.05 | (109+109)/(2)=109.05 | (109+229.1)/(2)=169.05 | (109+109)/(2)=109.05 | (109+109)/(2)=109.05 | (109+172.1)/(2)=140.55 | (122+109)/(2)=115.55 | (109+109)/(2)=109.05 | (109+109)/(2)=109.05 | (6939.7+232.1)/(2)=3585.9 | (109+109)/(2)=109.05 |
S99 | (108+108)/(2)=108.05 | (108+108)/(2)=108.05 | (108+228.1)/(2)=168.05 | (108+108)/(2)=108.05 | (108+108)/(2)=108.05 | (108+126)/(2)=117.05 | (108+108)/(2)=108.05 | (108+108)/(2)=108.05 | (108+108)/(2)=108.05 | (6938.7+231.1)/(2)=3584.9 | (108+108)/(2)=108.05 |
S100 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (107+107)/(2)=107.05 | (6937.7+107)/(2)=3522.4 | (107+107)/(2)=107.05 |
S101 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 | (106+106)/(2)=106.05 |
S102 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 | (105+105)/(2)=105.05 |
S103 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 | (104+104)/(2)=104.05 |
S104 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 | (103+103)/(2)=103.05 |
S105 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 | (102+102)/(2)=102.05 |
S106 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 | (101+101)/(2)=101.05 |
S107 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 | (100+100)/(2)=100.05 |
S108 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 | (99+99)/(2)=99.05 |
S109 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 | (98+98)/(2)=98.05 |
S110 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 | (97+97)/(2)=97.05 |
S111 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 | (96+96)/(2)=96.05 |
S112 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 | (95+95)/(2)=95.05 |
S113 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 | (94+94)/(2)=94.05 |
S114 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 | (93+93)/(2)=93.05 |
S115 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 | (92+92)/(2)=92.05 |
S116 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 | (91+91)/(2)=91.05 |
S117 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 | (90+90)/(2)=90.05 |
S118 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 | (89+89)/(2)=89.05 |
S119 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 | (88+88)/(2)=88.05 |
S120 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 | (87+87)/(2)=87.05 |
S121 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 | (86+86)/(2)=86.05 |
S122 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 | (85+85)/(2)=85.05 |
S123 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 | (84+84)/(2)=84.05 |
S124 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 | (83+83)/(2)=83.05 |
S125 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 | (82+82)/(2)=82.05 |
S126 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 | (81+81)/(2)=81.05 |
S127 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 | (80+80)/(2)=80.05 |
S128 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 | (79+79)/(2)=79.05 |
S129 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 | (78+78)/(2)=78.05 |
S130 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 | (77+77)/(2)=77.05 |
S131 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 | (76+76)/(2)=76.05 |
S132 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 | (75+75)/(2)=75.05 |
S133 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 | (74+74)/(2)=74.05 |
S134 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 | (73+73)/(2)=73.05 |
S135 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 | (72+72)/(2)=72.05 |
S136 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 | (71+71)/(2)=71.05 |
S137 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 | (70+70)/(2)=70.05 |
S138 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 | (69+69)/(2)=69.05 |
S139 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 | (68+68)/(2)=68.05 |
S140 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 | (67+67)/(2)=67.05 |
S141 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 | (66+66)/(2)=66.05 |
S142 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 | (65+65)/(2)=65.05 |
S143 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 | (64+64)/(2)=64.05 |
S144 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 | (63+63)/(2)=63 |
S145 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 | (62+62)/(2)=62 |
S146 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 | (61+61)/(2)=61 |
S147 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 | (60+60)/(2)=60 |
S148 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 | (59+59)/(2)=59 |
S149 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 | (58+58)/(2)=58 |
S150 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 | (57+57)/(2)=57 |
S151 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 | (56+56)/(2)=56 |
S152 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 | (55+55)/(2)=55 |
S153 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 | (54+54)/(2)=54 |
S154 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 | (53+53)/(2)=53 |
S155 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 | (52+52)/(2)=52 |
S156 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 | (51+51)/(2)=51 |
S157 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 | (50+50)/(2)=50 |
S158 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 | (49+49)/(2)=49 |
S159 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 | (48+48)/(2)=48 |
S160 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 | (47+47)/(2)=47 |
S161 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 | (46+46)/(2)=46 |
S162 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 | (45+45)/(2)=45 |
S163 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 | (44+44)/(2)=44 |
S164 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 | (43+43)/(2)=43 |
S165 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 | (42+42)/(2)=42 |
S166 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 | (41+41)/(2)=41 |
S167 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 | (40+40)/(2)=40 |
S168 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 | (39+39)/(2)=39 |
S169 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 | (38+38)/(2)=38 |
S170 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 | (37+37)/(2)=37 |
S171 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 | (36+36)/(2)=36 |
S172 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 | (35+35)/(2)=35 |
S173 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 | (34+34)/(2)=34 |
S174 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 | (33+33)/(2)=33 |
S175 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 | (32+32)/(2)=32 |
S176 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 | (31+31)/(2)=31 |
S177 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 | (30+30)/(2)=30 |
S178 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 | (29+29)/(2)=29 |
S179 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 | (28+28)/(2)=28 |
S180 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 | (27+27)/(2)=27 |
S181 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 | (26+26)/(2)=26 |
S182 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 | (25+25)/(2)=25 |
S183 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 | (24+24)/(2)=24 |
S184 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 | (23+23)/(2)=23 |
S185 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 | (22+22)/(2)=22 |
S186 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 | (21+21)/(2)=21 |
S187 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 | (20+20)/(2)=20 |
S188 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 | (19+19)/(2)=19 |
S189 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 | (18+18)/(2)=18 |
S190 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 | (17+17)/(2)=17 |
S191 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 | (16+16)/(2)=16 |
S192 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 | (15+15)/(2)=15 |
S193 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 | (14+14)/(2)=14 |
S194 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 | (13+13)/(2)=13 |
S195 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 | (12+12)/(2)=12 |
S196 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 | (11+11)/(2)=11 |
S197 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 | (10+10)/(2)=10 |
S198 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 | (9+9)/(2)=9 |
S199 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 | (8+8)/(2)=8 |
S200 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 | (7+7)/(2)=7 |
S201 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 | (6+6)/(2)=6 |
S202 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 | (5+5)/(2)=5 |
S203 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 | (4+4)/(2)=4 |
S204 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 | (3+3)/(2)=3 |
S205 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 | (2+2)/(2)=2 |
S206 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 | (1+1)/(2)=1 |
S207 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 | (0+0)/(2)=0 |