St. Mary's Fall Interconference

HostSt. Mary's
DateSeptember 22-24, 2012
TypeIntersectional Regatta
BoatFJ
ScoringFleet

Summary

Saturday, September 22:

As close to perfect a day as could be had. 12 Races in southerly breezes from 8-15 knots. All courses were a "W-TF" a two fleet adaptation on the W-4 with a separate starting and finish line. One protest with heard by Raoul Magana and Guy Barbato resulting in one dsq. Justin Law did a brilliant job as PRO and Leah Anderson Magana took video from the finish boat to ensure accuracy on the tight downwind finishes.

Sunday, September 23:

Sunday was a different day entirely. Temperatures fell almost 20 degrees with wind chill and the breeze swung nearly 180 degrees to the north where shifts of 40 degrees were seemingly commonplace--especially as the day went on. All eighteen races were completed by 1pm with "WTF" courses. One protest was filed resulting in a RAF. Congratulations to the Roger Williams Hawks who rallied to win showing their consistent play in the variety of conditions.

Score summary

SchoolTeamABTOT
1RWRoger Williams UniversityHawks73140213
2GTNGeorgetown UniversityHoyas102129231
3ODUOld Dominion UniversityMonarchs123118241
4DARTDartmouth CollegeBig Green139112251
5BCBoston CollegeEagles16988257
6STANStanford UniversityCardinal114159273
7NAU. S. Naval AcademyMidshipmen151126277
8SMCSt. Mary's College of MarylandSeahawks151166317
9MITMassachusetts Institute of TechnologyEngineers157162319
10CCConnecticut CollegeCamels184158342
11CGAU. S. Coast Guard AcademyBears193160353
12UVAUniversity of VirginiaWahoos206172378
*13USFUniversity of South FloridaBulls215179394
*14WACWashington CollegeShoremen165229394
15HARHarvard UniversityCrimson222206428
16NYMSUNY Maritime CollegePrivateers196253449
17MIAUniversity of MiamiHurricanes242254496
18UPNUniversity of PennsylvaniaQuakers277269546
Sym.Explanation
*Number of high-place (1) finishes

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.Pennsylvania QuakersRunning winner1A1B2A2B3A3B4A4B5A5B6A6B7A7B8A8B9A9B10A10B11A11B12A12B13A13B14A14B15A15B16A16B17A17B18A18BRankRoger Williams HawksGeorgetown HoyasOld Dominion MonarchsDartmouth Big GreenBoston College EaglesStanford CardinalNavy MidshipmenSt. Mary's SeahawksMIT EngineersConnecticut College CamelsCoast Guard BearsVirginia WahoosSouth Florida BullsWashington College ShoremenHarvard CrimsonNY Maritime PrivateersU. Miami HurricanesPennsylvania Quakers13(13)4(17)10(27)3(30)14(44)2(46)11(57)1(58)9(67)5(72)8(80)4(84)5(89)2(91)3(94)10(104)1(105)DSQ(124)5(129)2(131)11(142)4(146)16(162)8(170)12(182)1(183)13(196)6(202)7(209)5(214)14(228)2(230)14(244)1(245)3(248)9(257)9(9)17(26)6(32)4(36)18(54)3(57)6(63)8(71)5(76)1(77)13(90)2(92)14(106)9(115)4(119)6(125)18(143)4(147)17(164)9(173)13(186)17(203)14(217)14(231)11(242)14(256)5(261)12(273)4(277)2(279)17(296)12(308)3(311)13(324)7(331)11(342)14(14)3(17)15(32)12(44)16(60)14(74)5(79)10(89)11(100)12(112)17(129)13(142)13(155)7(162)12(174)4(178)10(188)2(190)7(197)10(207)8(215)14(229)2(231)2(233)7(240)7(247)OCS(266)3(269)13(282)18(300)11(311)13(324)7(331)3(334)6(340)13(353)1(1)7(8)4(12)2(14)6(20)7(27)8(35)4(39)8(47)2(49)6(55)12(67)1(68)10(78)6(84)17(101)9(110)3(113)10(123)5(128)4(132)3(135)11(146)11(157)16(173)4(177)10(187)2(189)15(204)1(205)7(212)10(222)8(230)2(232)9(241)10(251)7(7)8(15)1(16)11(27)10(37)1(38)9(47)17(64)14(78)18(96)1(97)1(98)2(100)3(103)2(105)18(123)2(125)6(131)3(134)8(142)14(156)2(158)9(167)10(177)4(181)5(186)16(202)4(206)2(208)3(211)1(212)3(215)1(216)6(222)4(226)5(231)17(17)16(33)18(51)10(61)5(66)18(84)18(102)15(117)18(135)14(149)7(156)7(163)12(175)11(186)18(204)15(219)14(233)8(241)11(252)4(256)16(272)16(288)8(296)4(300)9(309)17(326)8(334)15(349)12(361)16(377)9(386)8(394)9(403)8(411)13(424)4(428)16(16)13(29)14(43)14(57)17(74)11(85)16(101)12(113)16(129)11(140)12(152)17(169)17(186)15(201)7(208)13(221)5(226)17(243)14(257)11(268)10(278)8(286)17(303)15(318)14(332)18(350)7(357)17(374)14(388)13(401)13(414)14(428)17(445)18(463)16(479)17(496)10(10)6(16)13(29)9(38)12(50)4(54)4(58)6(64)17(81)8(89)11(100)5(105)3(108)12(120)5(125)2(127)12(139)10(149)2(151)17(168)2(170)6(176)12(188)7(195)3(198)13(211)11(222)9(231)5(236)14(250)12(262)4(266)12(278)15(293)11(304)15(319)3(3)15(18)2(20)1(21)7(28)13(41)12(53)5(58)13(71)7(78)15(93)3(96)8(104)8(112)11(123)7(130)11(141)13(154)4(158)6(164)5(169)7(176)13(189)5(194)5(199)10(209)1(210)5(215)8(223)7(230)10(240)1(241)11(252)10(262)12(274)3(277)18(18)18(36)17(53)15(68)8(76)17(93)15(108)14(122)7(129)15(144)14(158)16(174)15(189)18(207)15(222)11(233)15(248)15(263)16(279)12(291)9(300)10(310)5(315)18(333)1(334)8(342)12(354)11(365)9(374)17(391)8(399)9(408)2(410)17(427)10(437)12(449)2(2)1(3)12(15)6(21)1(22)9(31)1(32)2(34)3(37)3(40)2(42)11(53)6(59)5(64)14(78)16(94)6(100)9(109)8(117)1(118)3(121)1(122)4(126)9(135)13(148)3(151)2(153)1(154)16(170)12(182)5(187)17(204)10(214)4(218)15(233)8(241)4(4)9(13)3(16)8(24)3(27)6(33)2(35)9(44)1(45)13(58)3(61)14(75)4(79)4(83)1(84)14(98)13(111)7(118)9(127)3(130)1(131)9(140)3(143)6(149)8(157)2(159)9(168)13(181)1(182)6(188)2(190)5(195)4(199)11(210)2(212)1(213)15(15)10(25)5(30)7(37)2(39)12(51)13(64)11(75)4(79)10(89)4(93)15(108)10(118)13(131)8(139)3(142)8(150)5(155)12(167)7(174)12(186)5(191)6(197)12(209)10(219)12(231)14(245)14(259)10(269)11(280)4(284)6(290)13(303)7(310)1(311)6(317)6(6)11(17)8(25)5(30)4(34)10(44)3(47)3(50)2(52)4(56)5(61)6(67)11(78)16(94)13(107)5(112)4(116)14(130)6(136)14(150)7(157)12(169)1(170)1(171)6(177)9(186)3(189)10(199)6(205)9(214)6(220)7(227)6(233)9(242)17(259)14(273)8(8)12(20)11(31)16(47)15(62)16(78)17(95)18(113)15(128)16(144)16(160)18(178)18(196)17(213)17(230)9(239)17(256)12(268)18(286)15(301)15(316)13(329)18(347)17(364)18(382)16(398)17(415)16(431)18(449)10(459)3(462)16(478)18(496)14(510)18(528)18(546)12(12)5(17)16(33)18(51)11(62)8(70)14(84)16(100)6(106)17(123)9(132)10(142)9(151)1(152)16(168)1(169)3(172)1(173)15(188)16(204)18(222)18(240)7(247)13(260)15(275)6(281)15(296)8(304)11(315)15(330)15(345)RAF(364)15(379)5(384)8(392)2(394)5(5)2(7)7(14)13(27)9(36)5(41)7(48)7(55)12(67)6(73)18(91)9(100)16(116)14(130)9(139)8(147)16(163)16(179)13(192)18(210)17(227)11(238)15(253)3(256)2(258)15(273)4(277)7(284)17(301)4(305)18(323)11(334)16(350)16(366)5(371)7(378)11(11)14(25)9(34)17(51)13(64)15(79)10(89)13(102)10(112)9(121)10(131)8(139)7(146)6(152)10(162)12(174)7(181)11(192)1(193)13(206)6(212)15(227)10(237)16(253)17(270)11(281)6(287)18(305)3(308)8(316)16(332)15(347)5(352)12(364)14(378)16(394)