Admiral's Cup

HostKings Point
DateApril 20-21, 2013
TypeIntersectional Regatta
BoatFJ
ScoringFleet

Summary

Saturday, April 20:

The 38th Admiral's Cup was sailed in NW 15-25 knots with knockdown gusts. The fleet sailed in for lunch after 6 races in each division at 1300. C division rotated in the basin due to the conditions. A and B divisions had short breaks in the afternoon to let C div. catch up. The fleets raced KP trapezoids all day and finished racing around 1830. There were 4 breakdowns and no protests. Thanks to Charles Higgins and John Vandemoer for hearing breakdown requests.

Congratulations to the Stanford Cardinals on their win. Thanks to USMMA Waterfront teams for helping run the event.

Sunday, April 21:

The 38th Admiral's Cup was sailed in NW 15-25 knots with knockdown gusts. The fleet sailed in for lunch after 6 races in each division at 1300. C division rotated in the basin due to the conditions. A and B divisions had short breaks in the afternoon to let C div. catch up. The fleets raced KP trapezoids all day and finished racing around 1830. There were 4 breakdowns and no protests. Thanks to Charles Higgins and John Vandemoer for hearing breakdown requests.

Congratulations to the Stanford Cardinals on their win. Thanks to USMMA Waterfront teams for helping run the event.

Score summary

SchoolTeamABCTOT
1STANStanford UniversityCardinal996627192
2SMCSt. Mary's College of MarylandSeahawks10651111268
3DARTDartmouth CollegeBig Green5812884270
4YALYale UniversityBulldogs829895275
5NAU. S. Naval AcademyMidshipmen1327088290
6TUFTufts UniversityJumbos10510288295
7NYMSUNY Maritime CollegePrivateers11591105311
8ODUOld Dominion UniversityMonarchs106106102314
9RWRoger Williams UniversityHawks102102134338
10UVMUniversity of VermontCatamounts109129115353
11HWSHobart and William Smith CollegesStatesmen97128176401
12WACWashington CollegeShoremen106149156411
13KPU. S. Merchant Marine AcademyMariners215173106494
14FRDFordham UniversityRams163184240587
15PRNPrinceton UniversityTigers205222168595

Score history

The following chart shows the relative rank of the teams as of the race indicated. Note that the races are ordered by number, then division, which may not represent the order in which the races were actually sailed.

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. You may hover over the data points to display the total score as of that race.

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.Princeton TigersRunning winner1A1B1C2A2B2C3A3B3C4A4B4C5A5B5C6A6B6C7A7B7C8A8B8C9A9B9C10A10B10C11A11B11C12A12B12C13A13B13C14A14B14C15A15B15CRankStanford CardinalSt. Mary's SeahawksDartmouth Big GreenYale BulldogsNavy MidshipmenTufts JumbosNY Maritime PrivateersOld Dominion MonarchsRoger Williams HawksVermont CatamountsHobart & William Sm StatesmenWashington College ShoremenKings Point MarinersFordham RamsPrinceton Tigers1(1)11(12)12(24)1(25)9(34)6(40)4(44)8(52)12(64)5(69)1(70)2(72)2(74)7(81)5(86)3(89)BKD(98)6(104)4(108)10(118)7(125)1(126)13(139)BKD(145)3(148)13(161)3(164)10(174)13(187)4(191)2(193)11(204)3(207)2(209)3(212)6(218)9(227)5(232)3(235)1(236)3(239)4(243)10(253)12(265)5(270)11(11)13(24)DNF(40)12(52)13(65)DNF(81)13(94)13(107)DNS(123)12(135)13(148)DNS(164)12(176)14(190)DNS(206)9(215)12(227)DNS(243)13(256)12(268)DNS(284)4(288)8(296)DNS(312)10(322)14(336)DNS(352)15(367)14(381)DNS(397)8(405)14(419)DNS(435)9(444)9(453)DNS(469)14(483)11(494)DNS(510)9(519)13(532)DNS(548)12(560)11(571)DNS(587)12(12)6(18)6(24)11(35)5(40)11(51)1(52)4(56)14(70)7(77)9(86)14(100)11(111)11(122)14(136)10(146)14(160)13(173)8(181)1(182)14(196)7(203)9(212)11(223)4(227)9(236)13(249)1(250)9(259)10(269)4(273)7(280)13(293)14(307)11(318)11(329)1(330)12(342)14(356)5(361)8(369)9(378)1(379)13(392)9(401)14(14)15(29)5(34)15(49)10(59)5(64)15(79)14(93)3(96)15(111)11(122)7(129)15(144)13(157)12(169)13(182)13(195)8(203)15(218)14(232)1(233)15(248)5(253)5(258)15(273)12(285)14(299)14(313)6(319)6(325)14(339)6(345)9(354)15(369)12(381)8(389)13(402)14(416)8(424)12(436)14(450)11(461)15(476)14(490)4(494)4(4)3(7)7(14)10(24)7(31)9(40)5(45)3(48)7(55)14(69)2(71)3(74)10(84)1(85)2(87)8(95)7(102)1(103)9(112)5(117)3(120)9(129)2(131)12(143)13(156)4(160)12(172)11(183)10(193)11(204)10(214)8(222)6(228)4(232)2(234)7(241)3(244)9(253)2(255)15(270)4(274)3(277)7(284)3(287)3(290)13(13)5(18)4(22)13(35)1(36)3(39)11(50)2(52)13(65)11(76)5(81)9(90)13(103)4(107)4(111)4(115)10(125)5(130)7(137)6(143)9(152)2(154)10(164)4(168)7(175)5(180)7(187)5(192)5(197)13(210)1(211)4(215)8(223)11(234)10(244)10(254)2(256)13(269)12(281)2(283)1(284)2(286)13(299)10(309)2(311)6(6)7(13)3(16)4(20)3(23)7(30)10(40)10(50)11(61)6(67)7(74)4(78)4(82)3(85)10(95)1(96)2(98)9(107)10(117)13(130)5(135)5(140)4(144)13(157)11(168)7(175)9(184)8(192)4(196)5(201)7(208)13(221)7(228)10(238)13(251)5(256)8(264)7(271)5(276)7(283)12(295)BKD(296)9(305)1(306)8(314)15(15)14(29)14(43)14(57)14(71)12(83)14(97)15(112)10(122)13(135)14(149)12(161)14(175)15(190)11(201)15(216)15(231)11(242)14(256)15(271)12(283)14(297)15(312)9(321)14(335)15(350)10(360)12(372)15(387)12(399)15(414)15(429)10(439)13(452)15(467)12(479)11(490)15(505)9(514)13(527)15(542)10(552)14(566)15(581)14(595)8(8)1(9)8(17)2(19)6(25)8(33)2(35)1(36)4(40)10(50)12(62)5(67)7(74)9(83)8(91)7(98)4(102)14(116)12(128)9(137)11(148)6(154)7(161)3(164)6(170)8(178)11(189)3(192)8(200)9(209)11(220)9(229)11(240)5(245)7(252)13(265)15(280)8(288)10(298)6(304)7(311)13(324)2(326)6(332)6(338)3(3)2(5)13(18)6(24)2(26)BKD(33)8(41)5(46)8(54)9(63)6(69)6(75)6(81)2(83)3(86)2(88)1(89)10(99)3(102)3(105)10(115)13(128)1(129)7(136)8(144)3(147)4(151)9(160)3(163)7(170)9(179)5(184)12(196)3(199)5(204)1(205)7(212)1(213)11(224)14(238)5(243)5(248)6(254)7(261)7(268)7(7)4(11)1(12)7(19)4(23)1(24)6(30)6(36)1(37)8(45)4(49)1(50)8(58)5(63)1(64)11(75)8(83)2(85)11(96)4(100)2(102)3(105)14(119)1(120)9(129)1(130)1(131)2(133)1(134)1(135)5(140)1(141)1(142)12(154)6(160)2(162)4(166)2(168)1(169)3(172)2(174)1(175)3(178)4(182)10(192)2(2)8(10)10(20)5(25)OCS(41)2(43)9(52)9(61)9(70)2(72)3(75)8(83)5(88)6(94)7(101)12(113)5(118)4(122)5(127)8(135)8(143)8(151)12(163)2(165)5(170)2(172)2(174)13(187)7(194)8(202)12(214)2(216)4(220)8(228)4(232)3(235)10(245)6(251)6(257)4(261)9(270)14(284)5(289)5(294)1(295)9(9)10(19)11(30)8(38)8(46)4(50)7(57)11(68)2(70)4(74)10(84)10(94)9(103)8(111)6(117)14(131)3(134)7(141)6(147)2(149)6(155)10(165)6(171)8(179)2(181)11(192)8(200)4(204)11(215)14(229)6(235)12(247)2(249)6(255)8(263)9(272)12(284)10(294)7(301)8(309)11(320)8(328)4(332)8(340)13(353)5(5)12(17)9(26)9(35)12(47)13(60)12(72)12(84)6(90)3(93)15(108)13(121)3(124)10(134)13(147)5(152)9(161)12(173)1(174)11(185)13(198)11(209)3(212)10(222)12(234)10(244)5(249)7(256)12(268)3(271)13(284)10(294)14(308)1(309)14(323)14(337)6(343)4(347)13(360)10(370)6(376)7(383)8(391)9(400)11(411)10(10)9(19)2(21)3(24)11(35)10(45)3(48)7(55)5(60)1(61)8(69)11(80)1(81)12(93)9(102)6(108)6(114)3(117)2(119)7(126)4(130)12(142)11(153)6(159)1(160)6(166)6(172)6(178)2(180)2(182)3(185)3(188)5(193)7(200)1(201)4(205)5(210)3(213)4(217)11(228)10(238)12(250)11(261)2(263)12(275)