Episode 1906 - Revision history

DaaniyalA at 23:22, 20 June 2022

2022-06-20T23:22:42Z

TobyMcDonald at 16:43, 7 February 2022

2022-02-07T16:43:23Z

JRTerrier24 at 18:57, 23 July 2012

2012-07-23T18:57:34Z

JRTerrier24 at 19:20, 5 August 2011

2011-08-05T19:20:59Z

Smjg: tidy

2011-01-04T22:51:47Z

tidy

JRTerrier24 at 21:46, 4 January 2011

2011-01-04T21:46:29Z

JohnnyCanuck: correct scramble

2010-11-20T21:35:17Z

correct scramble

Vande at 09:52, 24 October 2010

2010-10-24T09:52:15Z

JRTerrier24 at 13:13, 23 October 2010

2010-10-23T13:13:20Z

Smjg: numsols

2010-04-21T00:22:42Z

numsols

@@ Line 24: / Line 24: @@
 {{R-conundrum|9|BEARDSLIY|c2time=21|c2sol=DESIRABLY|61|57|71}}
 {{Rounds-end}}
 {{DEFAULTSORT:1906}}

@@ Line 4: / Line 4: @@
 [[Allan Saldanha]] played [[Tim Morrissey]], with Allan Saldanha winning {{score|61|57}}. The [[Dictionary Corner]] guest was [[Nigel Rees]], and the [[lexicographer]] was [[Catherine Clarke]].
-It's noteworthy that Saldanha scored all maximums on the letters and numbers, and just needed to solve the conundrum for a [[List of Countdown terminology|perfect score]], which would have given him back-to-back perfect scores, following on from his [[Episode 1903|previous match]].
+It's noteworthy that Saldanha scored all maximums on the [[letters game|letters]] and [[numbers game|numbers]], and just needed to solve the [[conundrum]] for a [[max game]], which would have given him back-to-back perfect scores, following on from his [[Episode 1903|previous match]].
 ==Rounds==

@@ Line 4: / Line 4: @@
 [[Allan Saldanha]] played [[Tim Morrissey]], with Allan Saldanha winning {{score|61|57}}. The [[Dictionary Corner]] guest was [[Nigel Rees]], and the [[lexicographer]] was [[Catherine Clarke]].
-It's noteworthy that Allan scored all maximums on the letters and numbers, and just needed to solve the conundrum for a [[List of Countdown terminology|perfect score]], which would have given him back-to-back perfect scores, following on from his [[Episode 1903|previous match]].
+It's noteworthy that Saldanha scored all maximums on the letters and numbers, and just needed to solve the conundrum for a [[List of Countdown terminology|perfect score]], which would have given him back-to-back perfect scores, following on from his [[Episode 1903|previous match]].
 ==Rounds==

@@ Line 1: / Line 1: @@
 {{episode|previous=Episode 1905|next=Episode 1907}}
-'''Episode 1906''' was broadcast on 19 December 1996, as the second semi-final in the final stages of the [[Series 33|Supreme Championship]].
+'''Episode 1906''' was broadcast on 19 December 1996, and was the second semi-final in the final stages of the [[Series 33|Supreme Championship]].
 [[Allan Saldanha]] played [[Tim Morrissey]], with Allan Saldanha winning {{score|61|57}}. The [[Dictionary Corner]] guest was [[Nigel Rees]], and the [[lexicographer]] was [[Catherine Clarke]].

@@ Line 12: / Line 12: @@
 {{R-letters  |3 |RGSEIANCI|CREASING |CREASING |REAGINIC*           | 23|15 | 23}}
 {{R-numbers  |4 | 75|10|4|2|3|7| 610
-|610|sol1=(4 x 2 x 75) + 10
+|610|sol1=4 × 2 × 75 + 10
-|610|sol2=(4 x 2 x 75) + 10
+|610|sol2=4 × 2 × 75 + 10
 |33|25|33}}
 {{R-letters  |5 |DBOEODAKF|BOOKED   |BOOKED   |ABODED*, BOAKED*    | 39|31 | 39}}
@@ Line 19: / Line 19: @@
 {{R-letters  |7 |XWEBTOUNS|SEXTON   |bounts {{x}}|BESTOW, BUTEOS*, OBTUSE, SUBNET*| 51|37 | 51}}
 {{R-numbers  |8 | 75|9|7|1|5|8| 730
-|730|sol1=(75 - (7 - 5)) x (9 + 1)
+|730|sol1=(75 − (7 − 5)) × (9 + 1)
-|730|sol2=((9 + 1) x 75) - (8 + 5 + 7)
+|730|sol2=(9 + 1) × 75 − (8 + 5 + 7)
 |61|47|61}}
 {{R-conundrum|9|BEARDSLIY|c2time=21|c2sol=DESIRABLY|61|57|71}}
@@ Line 27: / Line 27: @@
 {{DEFAULTSORT:1906}}
 [[Category:Episodes in Series 33]]
 [[Category:9-round games]]
 [[Category:Episodes presented by Richard Whiteley]]
 [[Category:Episodes with Carol Vorderman as arithmetician]]
 [[Category:Episodes with Catherine Clarke as lexicographer]]
 [[Category:Episodes with Nigel Rees as a guest]]

@@ Line 4: / Line 4: @@
 [[Allan Saldanha]] played [[Tim Morrissey]], with Allan Saldanha winning {{score|61|57}}. The [[Dictionary Corner]] guest was [[Nigel Rees]], and the [[lexicographer]] was [[Catherine Clarke]].
-It's noteworthy that Allan scored all maximums on the letters and numbers, and just needed to solve the conundrum for a [[List of Countdown terminology|perfect score]].
+It's noteworthy that Allan scored all maximums on the letters and numbers, and just needed to solve the conundrum for a [[List of Countdown terminology|perfect score]], which would have given him back-to-back perfect scores, following on from his [[Episode 1903|previous match]].
 ==Rounds==
 {{Rounds-start|Allan Saldanha|Tim Morrissey}}
-{{R-letters| 1|TMSEOAJNI|AMNIOTES |ATOMISE  |                    |8|0|8}}
+{{R-letters  |1 |TMSEOAJNI|AMNIOTES |ATOMISE  |                    |  8|0  |  8}}
-{{R-letters| 2|PSRUEHLAQ|HALVERS  |PLUSHER  |HAULERS*, PERUSAL*, PLAQUES, SPHERAL*|15|7|15}}
+{{R-letters  |2 |PSRUEHLAQ|HAULERS  |PLUSHER  |PERUSAL*, PLAQUES, SPHERAL*| 15|7  | 15}}
-{{R-letters| 3|RGSEIANCI|CREASING |CREASING |REAGINIC*           |23|15|22}}
+{{R-letters  |3 |RGSEIANCI|CREASING |CREASING |REAGINIC*           | 23|15 | 23}}
-{{R-numbers  |4|75|10|4|2|3|7|610
+{{R-numbers  |4 | 75|10|4|2|3|7| 610
-|610|sol1=75 × 2 × 4 + 10
+|610|sol1=(4 x 2 x 75) + 10
-|610|sol2=75 × 2 × 4 + 10
+|610|sol2=(4 x 2 x 75) + 10
 |33|25|33}}
-{{R-letters| 5|DBOEODAKF|BOOKED   |BOOKED   |ABODED*, BOAKED*    |39|31|39}}
+{{R-letters  |5 |DBOEODAKF|BOOKED   |BOOKED   |ABODED*, BOAKED*    | 39|31 | 39}}
-{{R-letters| 6|TRCEIEZGI|RECITE   |RECITE   |TIERCE*             |45|37|45}}
+{{R-letters  |6 |TRCEIEZGI|RECITE   |RECITE   |TIERCE*             | 45|37 | 45}}
-{{R-letters| 7|XWEBTOUNS|SEXTON   |bounts {{x}}|BENTOS*, BESTOW, BUTEOS*, OBTUSE, SUBNET*, SUNBOW*|51|37|51}}
+{{R-letters  |7 |XWEBTOUNS|SEXTON   |bounts {{x}}|BESTOW, BUTEOS*, OBTUSE, SUBNET*| 51|37 | 51}}
-{{R-numbers  |8|75 |9|7|1|5|8|730
+{{R-numbers  |8 | 75|9|7|1|5|8| 730
-|730|sol1=(9 + 1) × (75 + 5 − 7)
+|730|sol1=(75 - (7 - 5)) x (9 + 1)
-|730|sol2=(9 + 1) × 75 − (8 + 7 + 5)
+|730|sol2=((9 + 1) x 75) - (8 + 5 + 7)
 |61|47|61}}
 {{R-conundrum|9|BEARDSLIY|c2time=21|c2sol=DESIRABLY|61|57|71}}