The first place team as of a given race will always be at the top of the chart. The spacing from one team to the next shows relative gains/losses made from one race to the next. The legend is listed in order of rank as of last race. Nodes specify the score as of that race for that team.Drexel Stephen Young '21Running winner1234567891011121314RankChristopher Newport Vir Menon '20Navy Connor Bayless '21George Washington Owen Timms '23Hobart & William Collin Porter '23Kings Point Luke Welker '21George Washington Michael Ehnot '22Navy Caden Scheiblauer '23Cornell Ben Rizika '23Hampton Filip Stevanovic '20Hobart & William Duke Cowart '23Cornell Tom O'Shea '21Navy Louis Margay '22Georgetown John Patrick Panarella '22St. Mary's Jack Hemmelgarn '23Old Dominion George White '20Maryland Derek Safieh '21Georgetown Taylor Walshe '22Hobart & William Aaron Tsuchitori '22St. Mary's Christopher Booher '20Drexel Stephen Young '211(1)5(6)1(7)3(10)3(13)1(14)1(15)3(18)1(19)1(20)6(26)5(31)10(41)1(42)10(10)7(17)15(32)2(34)5(39)2(41)4(45)2(47)7(54)6(60)12(72)7(79)17(96)10(106)8(8)10(18)12(30)13(43)15(58)11(69)9(78)9(87)10(97)12(109)15(124)12(136)6(142)7(149)20(20)20(40)20(60)20(80)19(99)18(117)20(137)20(157)20(177)17(194)DNS(215)DNS(236)DNS(257)DNS(278)16(16)2(18)3(21)7(28)4(32)4(36)8(44)11(55)11(66)4(70)13(83)10(93)4(97)2(99)11(11)8(19)10(29)1(30)1(31)20(51)3(54)5(59)3(62)5(67)9(76)2(78)5(83)6(89)14(14)15(29)18(47)9(56)12(68)9(77)7(84)10(94)6(100)10(110)11(121)17(138)7(145)12(157)19(19)18(37)14(51)15(66)16(82)16(98)10(108)17(125)16(141)19(160)14(174)14(188)8(196)8(204)17(17)12(29)11(40)17(57)7(64)3(67)6(73)15(88)5(93)15(108)8(116)9(125)13(138)3(141)13(13)13(26)16(42)16(58)13(71)15(86)17(103)13(116)15(131)14(145)17(162)18(180)19(199)19(218)12(12)17(29)8(37)5(42)9(51)5(56)13(69)8(77)14(91)7(98)5(103)11(114)15(129)16(145)2(2)4(6)5(11)6(17)11(28)7(35)2(37)6(43)9(52)3(55)1(56)4(60)14(74)15(89)6(6)14(20)17(37)18(55)17(72)13(85)16(101)12(113)12(125)16(141)10(151)13(164)12(176)13(189)15(15)19(34)19(53)19(72)20(92)12(104)19(123)14(137)19(156)18(174)19(193)15(208)18(226)17(243)4(4)9(13)13(26)11(37)10(47)10(57)12(69)18(87)13(100)11(111)16(127)19(146)16(162)14(176)9(9)6(15)6(21)12(33)6(39)8(47)5(52)7(59)8(67)9(76)7(83)6(89)3(92)5(97)7(7)1(8)2(10)10(20)2(22)14(36)BKD(41)4(45)2(47)2(49)2(51)1(52)11(63)4(67)5(5)11(16)7(23)4(27)14(41)19(60)11(71)16(87)17(104)13(117)4(121)8(129)9(138)11(149)18(18)16(34)4(38)8(46)8(54)6(60)14(74)1(75)4(79)8(87)3(90)3(93)2(95)9(104)3(3)3(6)9(15)14(29)18(47)17(64)15(79)19(98)18(116)20(136)18(154)16(170)1(171)18(189)