70th Prof Erwin Schell Trophy

HostMIT
Date
TypeConference Championship Regatta
BoatFJ
Scoring2 Divisions

Summary

Saturday, October 29:

A light NE breeze gave way to 15-20 knot puffy conditions with a full on monsoon. Twelve races were completed in both divisions on course 4s and 5s. A tight battle is expected for the 7 New England berths to the ACCs. Many thanks to the MIT dockstaff of Stew Craig, Jeff Gilbert, Pat Joyce and Gerard Welch who swapped out broken equipment and kept the event running smoothly. Jeff Dusek, John Stokes, Brooks Reed, Josh Leighton and Karlen Ruleman heard protests and redress requests. Report time is postponed until 11 am on Sunday. Full detailed results may be viewed at http://scores.collegesailing.info/f11/prof-erwin-schell/

Sunday, October 30:

Sunday: Late report time (11 AM) allowed for enough snow to melt for safe traveling. Competitors were greeted with N-NW breeze ranging from 3-16 knots, and ample sunshine. 6 races per division were sailed with a short lunch break.

Thanks to the following volunteers: Finish boat: Laura Dunphy, Tevis Nichols, and Zach Drach. Scoring: David Alfonso, Angie Nehmzow, Mark Van de Loo, and Bruno Faviero. Dock Master: Pat Joyce, and Dockstaff: Gerard Welch, Jeff Gilbert and Stew Craig. Judges: John Stokes, Brooks Reed, John Garrity and Jeff Dusek. NEISA Rep: Alden Reid. PRO: Fran Charles.

Congrats to the Dartmouth Big Green for winning the 2011 Schell, and for the next 6 teams who qualified for the ACCs.

http://scores.collegesailing.info/f11/prof-erwin-schell/

Score summary

SchoolTeamABTOT
1DARTBig Green14383226
2HARCrimson116112228
3YALBulldogs123107230
4BRBears14494238
5RWHawks85176261
6MITBeavers153125278
*7TUFJumbos182123305
*8BCEagles127178305
9CCCamels180134314
10CGABears183152335
11BUTerriers158182340
12UVMCatamounts184159343
13NUHuskies170212382
14URIRams154235389
15SRSeahawks173251424
16BOWPolar Bears263207470
17BATBobcats257229486
18MMAMariners241319560
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.Maine Maritime MarinersRunning winner1A1B2A2B3A3B4A4B5A5B6A6B7A7B8A8B9A9B10A10B11A11B12A12B13A13B14A14B15A15B16A16B17A17B18A18BRankDartmouth Big GreenHarvard CrimsonYale BulldogsBrown BearsRoger Williams HawksMIT BeaversTufts JumbosBoston College EaglesConnecticut College CamelsCoast Guard BearsBoston University TerriersVermont CatamountsNortheastern HuskiesRhode Island RamsSalve Regina SeahawksBowdoin Polar BearsBates BobcatsMaine Maritime Mariners4(4)17(21)12(33)7(40)18(58)11(69)15(84)12(96)12(108)9(117)18(135)11(146)12(158)14(172)13(185)13(198)16(214)9(223)17(240)13(253)17(270)12(282)17(299)16(315)9(324)17(341)17(358)17(375)17(392)14(406)11(417)10(427)17(444)14(458)15(473)13(486)5(5)4(9)6(15)16(31)3(34)18(52)14(66)6(72)8(80)11(91)9(100)10(110)15(125)3(128)9(137)15(152)7(159)12(171)4(175)5(180)3(183)6(189)3(192)4(196)12(208)11(219)3(222)11(233)5(238)13(251)12(263)18(281)1(282)8(290)8(298)7(305)11(11)16(27)15(42)17(59)16(75)15(90)DNF(109)11(120)15(135)12(147)15(162)14(176)DNF(195)13(208)16(224)16(240)13(253)7(260)14(274)16(290)10(300)14(314)7(321)8(329)18(347)6(353)13(366)12(378)14(392)3(395)16(411)6(417)15(432)6(438)17(455)15(470)2(2)6(8)3(11)5(16)10(26)2(28)5(33)4(37)1(38)2(40)10(50)3(53)7(60)6(66)BKD(72)6(78)11(89)4(93)12(105)3(108)16(124)7(131)6(137)14(151)11(162)3(165)5(170)6(176)15(191)6(197)8(205)1(206)6(212)10(222)10(232)6(238)6(6)9(15)10(25)4(29)12(41)10(51)RDG(61)10(71)16(87)10(97)8(105)8(113)5(118)7(125)15(140)5(145)12(157)3(160)8(168)12(180)1(181)16(197)8(205)18(223)8(231)16(247)1(248)5(253)9(262)10(272)6(278)9(287)18(305)16(321)5(326)14(340)17(17)8(25)8(33)1(34)7(41)6(47)12(59)16(75)4(79)8(87)17(104)13(117)11(128)9(137)14(151)8(159)10(169)1(170)13(183)9(192)13(205)17(222)14(236)5(241)1(242)4(246)8(254)4(258)18(276)4(280)7(287)8(295)4(299)11(310)2(312)2(314)8(8)14(22)16(38)6(44)17(61)13(74)1(75)5(80)3(83)5(88)11(99)4(103)BKD(113)4(117)BKD(127)9(136)15(151)2(153)11(164)11(175)8(183)10(193)16(209)11(220)15(235)13(248)12(260)3(263)6(269)16(285)3(288)7(295)7(302)9(311)14(325)10(335)15(15)5(20)13(33)3(36)5(41)1(42)3(45)3(48)10(58)4(62)2(64)2(66)9(75)5(80)5(85)4(89)9(98)13(111)9(120)4(124)7(131)1(132)1(133)1(134)4(138)2(140)9(149)14(163)8(171)5(176)10(186)14(200)12(212)1(213)12(225)1(226)9(9)1(10)5(15)10(25)13(38)3(41)4(45)8(53)5(58)6(64)1(65)5(70)6(76)12(88)3(91)11(102)DNF(121)17(138)6(144)2(146)4(150)5(155)12(167)2(169)2(171)1(172)4(176)9(185)3(188)9(197)15(212)4(216)2(218)4(222)3(225)3(228)1(1)7(8)7(15)2(17)2(19)14(33)13(46)7(53)9(62)7(69)7(76)7(83)13(96)2(98)10(108)2(110)2(112)5(117)16(133)7(140)6(146)11(157)4(161)7(168)5(173)5(178)6(184)16(200)13(213)8(221)9(230)2(232)14(246)7(253)16(269)9(278)14(14)18(32)17(49)18(67)6(73)16(89)6(95)18(113)17(130)18(148)5(153)18(171)10(181)18(199)11(210)18(228)14(242)18(260)18(278)18(296)DNS(315)18(333)DNS(352)17(369)10(379)18(397)16(413)18(431)11(442)17(459)14(473)17(490)16(506)18(524)18(542)18(560)3(3)11(14)11(25)13(38)14(52)7(59)BKD(67)14(81)13(94)16(110)3(113)17(130)8(138)10(148)6(154)12(166)6(172)8(180)15(195)8(203)14(217)3(220)5(225)15(240)7(247)12(259)7(266)13(279)16(295)18(313)18(331)12(343)5(348)12(360)11(371)11(382)7(7)13(20)1(21)11(32)4(36)12(48)7(55)13(68)11(79)17(96)6(102)15(117)4(121)11(132)2(134)7(141)8(149)6(155)2(157)14(171)2(173)9(182)2(184)13(197)3(200)14(214)2(216)1(217)1(218)7(225)5(230)3(233)9(242)2(244)9(253)8(261)12(12)12(24)2(26)15(41)15(56)17(73)2(75)17(92)BKD(99)13(112)14(126)12(138)1(139)16(155)4(159)14(173)5(178)14(192)10(202)15(217)12(229)15(244)11(255)9(264)17(281)15(296)18(314)8(322)12(334)11(345)17(362)15(377)8(385)17(402)6(408)16(424)13(13)15(28)14(42)12(54)9(63)8(71)9(80)9(89)6(95)1(96)16(112)6(118)14(132)1(133)7(140)10(150)17(167)11(178)3(181)1(182)5(187)4(191)9(200)3(203)14(217)8(225)11(236)7(243)7(250)2(252)13(265)5(270)11(281)15(296)4(300)5(305)18(18)2(20)4(24)14(38)8(46)5(51)10(61)15(76)7(83)14(97)13(110)16(126)3(129)15(144)17(161)17(178)1(179)15(194)1(195)17(212)9(221)13(234)15(249)12(261)6(267)10(277)14(291)15(306)4(310)12(322)1(323)13(336)10(346)13(359)13(372)17(389)16(16)10(26)9(35)8(43)11(54)9(63)8(71)2(73)2(75)15(90)12(102)9(111)16(127)8(135)8(143)1(144)4(148)10(158)5(163)6(169)15(184)8(192)13(205)6(211)16(227)9(236)15(251)10(261)10(271)15(286)4(290)16(306)13(319)5(324)7(331)12(343)10(10)3(13)18(31)9(40)1(41)4(45)11(56)1(57)14(71)3(74)4(78)1(79)2(81)17(98)1(99)3(102)3(105)16(121)7(128)10(138)11(149)2(151)10(161)10(171)13(184)7(191)10(201)2(203)2(205)1(206)2(208)11(219)3(222)3(225)1(226)4(230)