Mrs. Hurst Bowl

HostDartmouth
DateSeptember 15-17, 2012
TypeIntersectional Regatta
BoatFJ
ScoringFleet

Summary

Saturday, September 15:

Truly champagne conditions on Mascoma Lake greeted the Mrs. Hurst competitors today. The breeze built through the first few sets to eventually be gusting into the low 20s in knots. The breeze tapered slightly towards the end of the day as the final set was completed. The Yale Bulldogs were dominant and hold a solid lead heading into day two. Big thanks to Dartmouth alums Ed Jude Glackin '11 and Bernie Roesler '12 for logging over eight straight hours on their beloved Mascoma today.

Sunday, September 16:

The Mrs. Hurst Bowl was presented with terrific sailing conditions again on Sunday, with a NW wind ranging from 6-12 knots. Though many were caught off guard by the cold morning temps, the sun warmed the shoreline up quickly and made for a great day. Four races were sailed in each division on Sunday, bringing the total to 12 in each for the regatta. Many thanks again to Ed Jude Glackin and Bernie Roesler for volunteering so much time to their former team this weekend. We really appreciate it.

Score summary

SchoolTeamABTOT
1YALYale UniversityBulldogs9340133
2NAU. S. Naval AcademyMidshipmen88103191
3BCBoston CollegeEagles9999198
4GTNGeorgetown UniversityHoyas12085205
5URIUniversity of Rhode IslandRams78146224
*6TUFTufts UniversityJumbos14385228
*7ODUOld Dominion UniversityMonarchs120108228
8DARTDartmouth CollegeBig Green13693229
9CORCornell UniversityBig Red129105234
10RWRoger Williams UniversityHawks14492236
11BRBrown UniversityBears113129242
12MITMassachusetts Institute of TechnologyEngineers121135256
13HARHarvard UniversityCrimson138139277
14USFUniversity of South FloridaBulls93187280
15CGAU. S. Coast Guard AcademyBears172110282
16BOWBowdoin CollegePolar Bears159124283
17UVMUniversity of VermontCatamounts149164313
18BUBoston UniversityTerriers113250363
19COLColumbia UniversityLions173204377
20CCConnecticut CollegeCamels181206387
21NUNortheastern UniversityHuskies214190404
22MSMMassachusetts Maritime AcademyBuccaneers261261522
Sym.Explanation
*Head-to-head tiebreaker

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.Mass Maritime BuccaneersRunning winner1A1B2A2B3A3B4A4B5A5B6A6B7A7B8A8B9A9B10A10B11A11B12A12BRankYale BulldogsNavy MidshipmenBoston College EaglesGeorgetown HoyasRhode Island RamsTufts JumbosOld Dominion MonarchsDartmouth Big GreenCornell Big RedRoger Williams HawksBrown BearsMIT EngineersHarvard CrimsonSouth Florida BullsCoast Guard BearsBowdoin Polar BearsVermont CatamountsBoston University TerriersColumbia LionsConnecticut College CamelsNortheastern HuskiesMass Maritime Buccaneers18(18)3(21)5(26)8(34)18(52)15(67)4(71)2(73)7(80)9(89)9(98)5(103)3(106)1(107)7(114)1(115)9(124)14(138)11(149)15(164)1(165)12(177)7(184)14(198)10(10)8(18)16(34)17(51)22(73)14(87)19(106)12(118)6(124)10(134)3(137)15(152)18(170)16(186)9(195)8(203)20(223)6(229)21(250)1(251)6(257)11(268)9(277)6(283)7(7)14(21)18(39)9(48)15(63)11(74)7(81)8(89)14(103)17(120)1(121)13(134)13(147)9(156)4(160)9(169)15(184)OCS(207)6(213)9(222)7(229)2(231)6(237)5(242)14(14)DNF(37)3(40)DNS(63)11(74)DNS(97)15(112)DNS(135)2(137)DNS(160)11(171)DNS(194)6(200)21(221)16(237)21(258)11(269)17(286)8(294)11(305)4(309)21(330)12(342)21(363)17(17)16(33)21(54)11(65)6(71)16(87)20(107)DNF(130)19(149)20(169)15(184)20(204)19(223)12(235)13(248)16(264)6(270)20(290)19(309)17(326)10(336)16(352)16(368)19(387)13(13)7(20)14(34)3(37)14(51)18(69)8(77)14(91)21(112)3(115)17(132)2(134)14(148)7(155)19(174)17(191)12(203)12(215)12(227)10(237)8(245)14(259)20(279)3(282)20(20)18(38)9(47)19(66)20(86)20(106)16(122)18(140)17(157)18(175)12(187)19(206)16(222)13(235)2(237)20(257)3(260)10(270)17(287)OCS(310)20(330)19(349)21(370)7(377)19(19)4(23)20(43)6(49)19(68)5(73)3(76)15(91)3(94)11(105)4(109)16(125)12(137)14(151)8(159)5(164)8(172)3(175)1(176)3(179)14(193)15(208)18(226)8(234)8(8)9(17)2(19)10(29)17(46)13(59)18(77)13(90)16(106)6(112)13(125)18(143)8(151)8(159)5(164)6(170)13(183)1(184)13(197)2(199)9(208)3(211)14(225)4(229)9(9)15(24)13(37)5(42)16(58)4(62)14(76)11(87)5(92)15(107)8(115)10(125)9(134)6(140)10(150)3(153)14(167)4(171)7(178)5(183)5(188)5(193)10(203)2(205)4(4)12(16)15(31)14(45)9(54)9(63)5(68)10(78)9(87)12(99)6(105)11(116)17(133)19(152)6(158)13(171)7(178)7(185)18(203)8(211)DNF(234)6(240)19(259)18(277)12(12)DNF(35)8(43)15(58)1(59)6(65)10(75)6(81)13(94)14(108)14(122)8(130)7(137)3(140)20(160)10(170)10(180)13(193)10(203)12(215)13(228)9(237)3(240)16(256)21(21)20(41)22(63)DNF(86)21(107)21(128)22(150)DNF(173)22(195)21(216)22(238)DNF(261)22(283)22(305)22(327)22(349)22(371)21(392)22(414)21(435)21(456)22(478)22(500)22(522)3(3)11(14)1(15)2(17)2(19)8(27)9(36)5(41)12(53)7(60)18(78)9(87)4(91)11(102)15(117)11(128)2(130)8(138)9(147)4(151)12(163)10(173)1(174)17(191)22(22)17(39)19(58)20(78)5(83)17(100)21(121)17(138)18(156)16(172)20(192)14(206)21(227)15(242)21(263)7(270)21(291)18(309)20(329)16(345)15(360)20(380)11(391)13(404)16(16)6(22)7(29)16(45)13(58)3(61)17(78)3(81)15(96)8(104)7(111)3(114)5(119)17(136)3(139)14(153)5(158)5(163)16(179)14(193)3(196)7(203)13(216)12(228)15(15)19(34)4(38)18(56)10(66)2(68)11(79)9(88)10(98)2(100)10(110)6(116)20(136)2(138)17(155)4(159)18(177)15(192)3(195)13(208)11(219)1(220)15(235)1(236)5(5)5(10)17(27)13(40)7(47)1(48)13(61)4(65)11(76)5(81)16(97)4(101)11(112)5(117)18(135)15(150)19(169)9(178)2(180)6(186)16(202)8(210)8(218)10(228)1(1)10(11)6(17)7(24)8(32)10(42)6(48)7(55)20(75)4(79)19(98)7(105)1(106)10(116)1(117)19(136)4(140)16(156)5(161)18(179)2(181)18(199)5(204)20(224)2(2)13(15)12(27)12(39)4(43)19(62)2(64)19(83)1(84)19(103)5(108)17(125)10(135)18(153)14(167)12(179)16(195)11(206)4(210)19(229)19(248)13(261)4(265)15(280)11(11)2(13)11(24)4(28)3(31)12(43)1(44)16(60)8(68)13(81)21(102)12(114)15(129)20(149)12(161)18(179)17(196)19(215)15(230)20(250)18(268)17(285)17(302)11(313)6(6)1(7)10(17)1(18)12(30)7(37)12(49)1(50)4(54)1(55)2(57)1(58)2(60)4(64)11(75)2(77)1(78)2(80)14(94)7(101)17(118)4(122)2(124)9(133)