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Difference between revisions of "Episode COMK9"
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{{Rx-letters |7 |AIORNJSTD|INTRADOS |JANITORS |ADJOINTS | 51|51 | 51}} | {{Rx-letters |7 |AIORNJSTD|INTRADOS |JANITORS |ADJOINTS | 51|51 | 51}} | ||
{{R-numbers |8 | 100|50|7|6|4|2| 507 | {{R-numbers |8 | 100|50|7|6|4|2| 507 | ||
− | |507|sol1=(6 + 4) × | + | |507|sol1=(6 + 4) × 50 + 7 |
− | |507|sol2=(6 + 4) × | + | |507|sol2=(6 + 4) × 50 + 7 |
|61|61|61}} | |61|61|61}} | ||
{{R-conundrum|9|CONANDOMK|sol=MONADNOCK|61|61|71}} | {{R-conundrum|9|CONANDOMK|sol=MONADNOCK|61|61|71}} | ||
Line 24: | Line 24: | ||
{{R-conundrum|TB|NOBTONITE|c2time=7|c2sol=OBTENTION|61|71|71}} | {{R-conundrum|TB|NOBTONITE|c2time=7|c2sol=OBTENTION|61|71|71}} | ||
{{Rounds-end}} | {{Rounds-end}} | ||
+ | |||
+ | [[Category:Co-event games]] |
Latest revision as of 20:34, 23 May 2020
Episode COMK9 was played on 22 August 2015, and was the grand final of .co.mk.
James Robinson played Dylan Taylor, with Dylan Taylor winning 71 – 61, after two tie-break conundrums. The hosts were Zarte Siempre, Innis Carson and Mark Deeks.
Rounds
Rnd | Selection | James Robinson | Score | Dylan Taylor | Others | Max. |
---|---|---|---|---|---|---|
1 | AAEUGRTSB | GATEAUS | 7 – 7 | BAUERAS | ABREAST*, RATBAGS*, TEABAGS* | 7 |
2 | GTLHOUESP | PLOUGHS | 14 – 14 | PLOUGHS | PUTLOGS, TUPELOS | 14 |
3 | AOAELMNNE | ANEMONE | 21 – 21 | ANEMONE | MELAENA | 21 |
4 | 10 5 7 1 4 8 → 829 | 829
((7 + 4) × 8 − 5) × 10 − 1 |
31 – 31 | 829
((7 + 4) × 8 − 5) × 10 − 1 |
|
31 |
5 | AOUEAXNDN | ADNEXA | 37 – 37 | ADNEXA | DUENNA, UNDONE | 37 |
6 | SMBTREUEE | BERETS | 43 – 43 | MUSTER | BEMUSE*, BRUTES*, BUSTEE*, BUSTER*, EMBERS*, EMERSE*, ESTEEM*, MEETER*, MEREST*, METERS*, METRES*, REBUTS*, RESUME*, STUMER*, SUERTE*, TUBERS*, UMBERS* | 43 |
7 | AIORNJSTD | INTRADOS | 51 – 51 | JANITORS | ADJOINTS | 51 |
8 | 100 50 7 6 4 2 → 507 | 507
(6 + 4) × 50 + 7 |
61 – 61 | 507
(6 + 4) × 50 + 7 |
|
61 |
9 | CONANDOMK | 61 – 61 | MONADNOCK | 71 | ||
TB | ELOCALLUM | moleculal ☓
(17 seconds) |
61 – 61 | moleculla ☓
(1 second) |
COLUMELLA | 71 |
TB | NOBTONITE | 61 – 71 | OBTENTION
(7 seconds) |
71 |