Internet Table-Top Rally Championship 2004-2005
Round 2 - Cloverleaf Rally
Route Card Solutions

See also Cloverleaf Rally - Updates and Navigational Regulations for the Route Check Legend

Version 1 - December 4, 2004


North of GL45 is deemed to be out of bounds.


1 - Heights of Absurdity (2004)

TC1 @ the "C" in Crowborough (of course!) in GS5331


Master Navigators/Road Rally Navigators

Use the following spot heights to reach TC1A @ T in GS4626

94 111 123 59 96 99 LWR∆ 99 117 132

94 111 [Not 126] Y>W(1) 123 GL28(1) E(5527) 59 96 GL28(2) GL28(3) 99 [Not YYYY - NTR] LWR∆ 99 GL28(4) YYYYY(1) GL28(5) GL28(6) 117 GL28(7) 132 S(4925) [Not 83] Y>W(2)

Route Checks
RC1 - S(4925),  RC2 - E(5527),  RC3 - Y>W(2),  RC4 - GL28(7),  RC5 - YYYYY + YYYY(1)


Master Navigators only

From TC1A to TC2 go via

20/4 25/5 23/7 17/4 11/4 8/4 7/3 17/2 18/3 LWR∆ LWR∆ 4/6 5/8 11/3 14/6

The code referred to dates of DD/M. You needed to convert the date to day number during the year which gave spot heights to visit. E.g. 20/4 = April 4 = 111th day of the year. The spot heights to visit were:

111 146 205 108 102 99 67 48 78 156 218 71 166

Ch(1) 111 [Not YOO - NTR] YOO(1) 146 205 YOO(2) W(4533) 108 [Not YOO - NTR] YOO(3) 102 O>W(1) 99 Ch(2) 67 48 O>W(2) WWW?(1) Ch(3) WWW?(2) 78 LWR∆ WWW(3) WWW(4) WWW(5) LWR∆ WWW(6) 156 218 O>W(3) WWW(7) WWW(8) 71 Ch(4) 166 WWW(9)

TC2 @ Crowborough Warren approach North

Route Checks
RC6 - YOO(3),  RC7 - O>W(3),  RC8 - Ch(4),  RC9 - WWW(7/9),  RC10 - W(4533)



2 - Digitido

TC2 @ Crowborough Warren depart South


Master Navigators/Road Rally Navigators

3 5042965 0 507304 50903082 1 5 51032975 5169129484 5143129849 517300 52202895 117 2 25 535 52553063 157

TC2A @ last plot

A list of map references, spot heights and grid numbers.

GL30(1) 3 5042965 0 GL30(2) 507304 50903082 "240" 1 5  GL30(3) Y>W(1) 51032975 5169129484 Y>W(2) 5143129849  GL30(4)  GL30(5) Y>W(3) GL30(6) 517300  GL30(7) Y>W(4) Y>W(5) 52202895 Y>W(6) S(5228) 117 GL30(8) 2 25 Y>W?(7) [Y>W & Y>Y equidistant] E(5330) 535 52553063 Y>W(8) 157

Route Checks
RC1 - GL30(8),  RC2 - E(5330),  RC3 - Y>W(7/8),  RC4 - S(5228),  RC5 - "240"(Y)


Master Navigators only

From TC2A to TC3 via

  0 1 2 3 4 5 6 7 8 9
0 1121         923        
1   5     31          
2       3            
3       101517       22    
4       13   2629     20 414
5   816 12   2          
6             1      
7   6 18   2530       7  
8       19     24      
9       2728            

TC3 @ OYOY in GS4642

Find the consecutive numbers (1-31) in the grid and write down the corresponding grid coordinates. Break up the list of coordinates to give the following plottable sequence of numbers.  

66 542349 117 178 51053300 524349 3 3 513372 83 48003705 86 74 459393 457414

T(1) 66 GC(1) GC(2) GC(3) ^(1) 542349 GC(4) T(2) GC(5) GC(6) Y>W(1) 117 178 51053300 "Rocks" 524349 ^(2) ^(3) 3 3 513372 83 GC(7) GC(8) GC(9) GC(10) GC(11) Y>W(2) 48003705 86 74 T(3) 459393 T(4) Y>W(3) 457414 Y>W?(4) [The WO route and Y route at the end are equidistantish]

Route Checks
RC6 - GC(11),  RC7 - Y>W(3/4),  RC8 - T(4),  RC9 - "Rocks"(Y),  RC10 - ^(3)



3 - Tulips and Utilsp

TC3 @ OYOY in GS4642


Master Navigators/Road Rally Navigators

GL43(1) T(1)  SH1(54)T(2)GL43(2) T(3)GL43(3)

GL43(4)T(4)Y>W(1)

ETL(2)ETL(1)Y>W(2)

T(5)

TC3A @ next junction

Route Checks
RC1 - T(5),  RC2 - SH1(54),  RC3 - GL43(4),  RC4 - ETL(2),  RC5 - Y>W (2)


Master Navigators only

From TC3A to TC4 @ SH129 in GS5339

Consecutive pairs of tulips were swapped (hinted by U<>t i<>l s<>p) giving:

Y>W(1) GC(1) GC(2) GC(3) GC(4) GC(5) GC(6)YOO(1)YOO(2) "kfSmH"YOO(3)Y>W(2)Y>W(3)

Y>W(4)Y>W(5)"wo" S(5237)

YOO(4) "P"YOO(5)YOO(6)

 

Route Checks
RC6 - GC(6),  RC7 - YOO(6),  RC8 - Letters(kfSmHwoP),  RC9 - Y>W(5),  RC10 - S(5237)



4 - Yellow Peril and Number Peril

TC4 @ SH129 in GS5339


Master Navigators/Road Rally Navigators

via the following road junctions (CRO)

YYY YYY YYY YYY YYY YYY YYY YYY YYY YYY YYY YYY YYYY YYY YYY YYY YYY YYY YYYY YYY YYY YYYY YYY

TC4A @ YRRY in GS5439

YYY YYY RD(1) YYY {NOT SH94] Ch(1) YYY YYY YYY ^(1) Ch(2) RD?(2) Ch(3) YYY YYY RD(3) RD(4) YYY SH1(49) YYY RD(5) YYY RD(6) YYY RD(7) ^(2) Ch?(4) RD?(8) RD(9) YYYY N(5742) RD?(10) RD(11) YYY YYY YYY YYY YYY Ch(5) RD(12) RD(13) YYYY Ch(6) Ch(7) YYY YYY YYYY YYY SH115 Ch(8)[Not at the TC]

Route Checks
RC1 - N(5742),  RC2 - RD(10>13),  RC3 - ^,(2)  RC4  - SH1(49),  RC5 - Ch(7/8)


Master Navigators only

I'm recording each permutation of coloured road junction as a number. A possible example, though not correct, is 1 = YYY, 2 = YYYY, 3 = YYR, 4 = YYO etc. There is no logic to the numbering and junction variants like YYR, YRY, RYY all have the same number.

From TC4A to TC5 via CRO

112232244111567124884221194219109111213113211145222

TC5 @ 600384

The key was: 1=YRR, 2=YYY, 3=YYYY, 4=YGG, 5=YYOO, 6=YOO, 7=ORR, 8=GGG, 9=RGG, 10=RRGG, 11=OGG, 12=OORR, 13=RRRR, 14=YRRRR

Ch?(1)[count it again?] RRY SH133 "m"? RRY YYY SH2(66) YYY YYYY YYY YYY YGG YGG "A"? S(5736) YRR YRR YRR YOYO YOO ORR YRR YYY Ch(2) Ch(3) YGG GGG GGG Ch(4) GGY YYY YYY YRR YRR Ch(5) RGG GGY YYY YRR RGG GGRR Ch(6) GGR GGO "i"? RROO Ch(7) RRRR RRY Ch(8) RRY Ch(9) Ch(10) Ch(11) "y" YYYY N(5840) Ch(12) Ch(13) Ch(14) YYY YRR Ch(15) YRR RRRY YYOO Ch(16) YYY "T" YYY Ch(17) YYY "Ok"

Route Checks
RC6 - N(5840),  RC7 -S(5736),  RC8 - Ch(16/17),  RC9 - SH2(66),  RC10 - Letters(m?A?i?yTOk



5 - LWR GS

TC5 @ 600384 depart SE

Do what it says in the title. [After entering each GS go the Long Way Round before entering the next GS]


Master Navigators/Road Rally Navigators

6038 -1 +100 -1 -100 -1 -100 +1 -1 -100 +100 -100 -1 -1 -100 +1 -100 -1 -1 +100 +100 -1 -100 -1 -100 +1 +1 -100 -1 -1 -1 -1 +100 +1 +100 +100 -1 -100 -100 -1

to TC5A @ SH89 in GS5627

Add or subtract consecutively to give the GS numbers to visit.

SH114 Y>W W>O Ch+(1) O>W(1) W>Y(1) W>Y(2) Y>R>Y> Y>W? W>Y?(3) SH137 R>W W>Y(4) SH141 SH158 CH+(2) R>Y>O>R>O YOO(1) O>W(2) SH145 YOO(2) YOO(3) SH98 GC(1) GC(2) GC(3) Y>W W>Y(5) GC(4) GC(5) GC(6) GC(7) GC(8) GC(9) GC(10) GC(11) GC(12) YOO(4) GC(13) Ch+(3) GC(14) SH161 Ch+(4) GC(15) YOO(5) Y>W W>Y(6) GC(16) GC(17) GC(18) YOO(6) SH157 YOO(7) SH148 R>W W>Y(7) YYRR YYY YRR YRR RROW YOO(8)

Route Checks
RC1 - O>W(2),  RC2 - GC(18),  RC3 - Ch+(4),  RC4 - W>Y(6/7),  RC5 - YOO(8)


Master Navigators only

From TC5A via only the following:

T T R L L B L T L R L B L R B T B R T B B L B L T R T L B B L B L T L B T L T B L T B B L B L T B L T R T R T L L B B L T L

to TC6 @ Birchenwood Fm in 7029

Enter consecutive GSs from the Top, Bottom, Left or Right.

T GC(1) GC(2) GC(3) T R L L B GC(4) L GC(5) GC(6) GC(7) T GC(8) GC(9) GC(10) L R L B L R B Y>W(1) T B Y>W(2) GC(11) R Y>W(3) T Y>W(4) B B L <(1) B L T R T L GC(12) B GC(13) GC(14) GC(15) GC(16) GC(17) B GC(18) L GC(19) GC(20) GC(21) Y>W(5) GC(22) B GC(23) GC(24) Y>W(6) GC(25) GN6 L GN2 Y>W(7) T L <?(2) B <(3) T L T <(4) B L Y>W(8) T B B GN6 L O>W(1) B L T B L T O>W?(2) GN8 R GN6 Y>W(9) T R T <(5) L L B Y>W(10) B L O>W(3) T L

Route Checks
RC6 - Y>W(10),  RC7 - O>W(2/3), RC8 -  GC(25), RC9 -<(4/5), RC10 - GN(62686)



6 - Fibonacci

to TC6 @ Birchenwood Fm in 7029 depart SE


Master Navigators/Road Rally Navigators

Proceed via the following spot heights and map references

cfoniccn ci cc caficb ai cccinb c ciiico nn ci cfficf i io bi fo

To TC6A @ last plot

Decode so that f=1, i=2, b=3, 0=4, n=5, a=6, c=7, c=8, i=9 and resolve the duplication giving:

71452875 72 77 761273 69 778253 8 792274 55 82 811281 9 24 39

71452875 72 T(1) 77 Y>W(1) 761273 69 T(2) O>W or O>Y>W?(2) 778253 S(7725) T(3) T(4) 8 Y>W(3) 792274 T(5) 55 82 RRY(1) RRY(2) RRY(3) RRY(4) RRY(5) RRY(6) 811281 9 "Hope"(N) 24 39 T(6)

Route Checks
RC1 - T(6),  RC2 - Y>W(2/3),  RC3 - RRY(6),  RC4 - S(7725),  RC5 - "Hope"(N)


Master Navigators only

From TC6A to TC7 @ The Paper Mill in GS7831

Proceed via a Fibonacci series of 17 digits

53548327678960987654972134567896519332546786532178745815546789427610912813467834
28746359571230254789521014751456325985478555478863214570120148922104512369587402
15487022157921125254886512401036940014257895412369878412692114478889955482320320
40475745878810122368712542782176320133658714871889954124700123597356971236288216
45578113799335487720441827891014649875010321478954781004785989654892634882874114
198444148914893325401032210122454756687841005100465798+6694841106554619820319814
54510124998775615331017474578984164574126610231078789766001498644578845891056644
27470014689811616410679984561631184800614911689817101998754611034597611944621031
82176320133658714879484110655461982078810122368712542782176678653217874589106554
61982031981454510124998775615331017474578984164574126610231078789766001498644578
84204418278910146498750101111111489142222284489465489749874646549813100589849896
54886512401036940014257895448865124010369400142578954123698784126921144788899554
62320320404757458788101223887125427821763201336587148718899545401032210122454756
68784100510046579896694841106554619820319814545101249987756153310174745789841645
74126610231078789766001498644578845891056644274700146898116164106799845616311848
45578113799335487720441827891014649875010321478954781004085989654892634882874114
19844414891489332540103221012245475668784100510046579806694841106554619820319814
54510124998775615331017474578984164574126610231078789766001498644578845891056644
27470014689811616410679984561631184800614911689813101998757001235973569712362882
82031981454510124998775615331017474578984164574126610231078789766001464987503255

The Fibonacci series runs: 1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597 

Take the corresponding numbers from the matrix marked in red

53548327678960987654972134567896519332546786532178745815546789427610912813467834
28746359571230254789521014751456325985478555478863214570120148922104512369587402
15487022157921125254886512401036940014257895412369878412692114478889955482320320
40475745878810122368712542782176320133658714871889954124700123597356971236288216
45578113799335487720441827891014649875010321478954781004785989654892634882874114
198444148914893325401032210122454756687841005100465798+6694841106554619820319814
54510124998775615331017474578984164574126610231078789766001498644578845891056644
27470014689811616410679984561631184800614911689817101998754611034597611944621031
82176320133658714879484110655461982078810122368712542782176678653217874589106554
61982031981454510124998775615331017474578984164574126610231078789766001498644578
84204418278910146498750101111111489142222284489465489749874646549813100589849896
54886512401036940014257895448865124010369400142578954123698784126921144788899554
62320320404757458788101223887125427821763201336587148718899545401032210122454756
68784100510046579896694841106554619820319814545101249987756153310174745789841645
74126610231078789766001498644578845891056644274700146898116164106799845616311848
45578113799335487720441827891014649875010321478954781004085989654892634882874114
19844414891489332540103221012245475668784100510046579806694841106554619820319814
54510124998775615331017474578984164574126610231078789766001498644578845891056644
27470014689811616410679984561631184800614911689813101998757001235973569712362882
82031981454510124998775615331017474578984164574126610231078789766001464987503255

and write the numbers extracted in order

1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597
5 5 3 5 8 7  6   9   1   1  5    2    8     7    7    8      3

assemble them as a series of spot heights to visit

55 35 87 69 115 28 77 83 

55 35 GL74(1) GL74(2) G>Y(1) GL74(3) W(7330) GL74(4) 87 69 Ch(1) Ch?(2) G>Y(2) G>Y(3) 115 GC(1) GC(2) GC(3) G>Y(4) GC(4) GC(5) GC(6) GC(7) GC(8) 28 Ch(3) 77 83 

Route Checks
RC6 - W(7330),  RC7 - GC(8),  RC8 - G>Y(4),  RC9 - Ch(2/3),  RC10 - GL74(4)



7 - Cloverleaf

TC7 @ The Paper Mill in GS7831 depart NNE


Master Navigators/Road Rally Navigators

Herringbones are in order and run clockwise. (The white at 8044 3189 is passable to the church on the yellow)

To TC7A @ 8245 3600

Y>W(1) GN2 Y>W(2) SH101 SH47 SH3(13) SH47 S(8329/8429) SH28 GN8 SH67 R>Y>W(3)>R>W>R O>W LWR∆ Y>W(4) E(8435) SH71 Y>W(5) Y>W(6)

Route Checks
RC1 - E(8435),  RC2 - Y>W(6),  RC3 - S(8329/8429),  RC4 - GN(2,8),  RC5 - SH3(13)


Master Navigators only

From TC7A to TC8 @ YYYY in GS8141

Herringbones are in order and run clockwise or anti-clockwise

The directions were anticlockwise, a/clockwise, a, a, a, c, c, c, a, c

LWR∆ WWW(1) WWW(2) WWW(3) Y>W?(1) ["L" plotted both ways] Rogers Wood SH44 LWR∆ SOX Y>W(2) WWW(4) "77" Y>W(3) W>R>Y>G>Y RRY(1) TLX Y>W(4) WWW(5) WWW(6) Sissinghurst Castle "Ongley"(N) SH27 MS [Not RRY - NTR] RRY(2) Ayleswade RRY(3) SH21 RRY(4) Y>W(5) SH25 N(8244) SH21 SH22 Y>W(6) Maplehurst

Route Checks
RC6 - Y>W(5/6),  RC7 - N(8244),  RC8 - RRY(4),  RC9 - "Ongley"(N),  RC10 - WWW6)



8 - To A Certain Degree

TC8 @ YYYY in GS8141


Master Navigators/Road Rally Navigators

130 192 298 181 190 269 18 22 333 282 28 277 172 271 78 27 92

TC8A @ SH25 in GS7743

Bearing of departure at consecutive junctions.

130 YYW(1) 192 "Tanyard"(N) 298 181 SH53 190 YYW(2) 269 18 S(7938) 22 333 SH29 282 28 277 W(7541) 172 SH3(23) 271 78 27 92

Route Checks
RC1 - SH3(23), RC2 - YYW(2), RC3 - W(7541), RC4 - S(7938),  RC5 - "Tanyard"(N)


Master Navigators only

From TC8A to TC9 @ SH56 in GS7737


8 288 338 12 257 80/175 342 310 89 135 130  207 272 92 50 70/110 176 133 32 (22) (35) 48 86 276(272)

46.4  550.4  640.4  53.6  494.6  347  647.6  590  192.2  275  266  404.6  521.6  197.6  112  230  348.8 271.4  89.6  71.6  95  118.4  186.8  521.6

The numbers were in Fahrenheit and needed to be converted to Centigrade bearings of departure thus: 

8 288 338 12 257 175 Y>W(1) 342 310 N(7444) SH(23) 89 135 130  207 SH(21) 272 92 Y>W(2) 50 "H"? 110 "H" SH(79) 176 "M" 133 32 22 35 48 "MH" 86 Y>W(3) "H" SH(64) 272

Route Checks
RC6 - N(7444) ,  RC7 - Y>W(3),  RC8 - SH(23,21,79,64),  RC9 - RO(0), RC10 - LETTERS(H?HMMHH)



9 - Chopped and Changed

TC9 @ SH56 in GS7737 depart W


Master Navigators/Road Rally Navigators

                           

TC9A @ last plot

The map bits were in GSs: 7538, 7537, 7636, 7736, 7737, 7736, 7535, 7235, 7134, 7134

YYY(1), 7538, YYY(2), 7537, "Glasenbury"(N), 7636, G>W(1), G>W(2), 7736, 7737, YYY(3), YYY(4), Y>W(1), 7736, 7535, SH1(124), G>W?(3), 7235, YYY(5), Y>W(2), 7134, YYY(6), 7134

Debateable whether you go O>G>W or O>W in GS7534. I allowed both interpretations.

"Glasenbury" was deliberately misspent to catch you out. If you took the Route Check at face value, I took your face value answer. If you qualified your answer is some way and made allowances for a possible mistake, I accepted your qualified solution.

Route Checks
RC1 - YYY(6),  RC2 - G>W(2/3), RC3 - SH1(124), RC4 - "Glasenbury"(N), RC5 - Y>W(2)


Master Navigators only

From TC9A to TC10 @ ETL in GS7339 approach E.

Not necessarily in order or the correct orientation.

                  

The correct order and orientation was

                          

and the map bits were in GS: 7232, 7332, 7330, 7230, 7231, 7031, 7034, 7138, 7237, 7337

GC(1-3), 7232, "e?d", GC(4-6), "r", 7332, 7330, W>R(1), 7230, S(7230), W>R(2), 7231, W>R(3), 7031, YYY(1-2), 7034, YYY(3), GC(7-18), 7138, YYY(4), "o?udh", 7237, W>R(4), 7337, YYY(5-6)

Route Checks
RC6 - GC(18),  RC7 - S(7230),  RC8 - W>R(4),  RC9 - YYY(6),  RC10 - letters(e?dro?udh)



10 - Stretch Marks

TC10 @ ETL in GS7339 depart W


Master Navigators/Road Rally Navigators

Y W Y O Y O Y Y O Y Y O W W O W O Y Y Y Y Y Y Y W Y O 

Y O Y W W W W O O O Y Y Y Y W Y Y Y Y W W W W Y Y Y

To TC10A @ SH101 in GS6938

The colour of stretches of roads between junctions.

Ladham Ho Lidwells Ho 73 27 O>W O>W SH3(72) Worms Hill E(7440) Curtisden Green T(1) 25 23 N(7144) T(2) N(7044) T(3) 25 65 68 Y>W Capel Cross Y>W GC(1) GC(2) 101

Route Checks
RC1 - GC(2),  RC2 - T(3),  RC3 - SH3(72), RC4 - N(7044/7144),  RC5 - E(7440)


Master Navigators only

From TC10A To TC11 @ Markwicks in GS6634

6 6 6 6 5 6 3 5 3 5 3 3 6 5 5 5+5 3 3 3 3 6 6 6 6 6 5 6 6 6 6 5 5 6 6 5 5 6 5 6 6 6 6 6

Use the length of the colour word as the key. 6 = Yellow,Orange  5= Green,White 3=Red. Then same scheme as part 1 to give stretches of:

Y Y Y Y W Y R W R W R R Y W W G&W R R R R O O O Y Y W Y Y Y Y G G Y Y G W O W O Y (Y missing) O O O

Y GC(1) Y GC(2) GC(3) Y "C" Y W Y R R>W(1) W R R>W(2) W R R E(7137) Y W W G&W R R R R O O "W" O Y Y GC(4) GC(5) GC(6) GC(7) "P" GC(8) GC(9) W Y GC(10) GC?(11) Y Y Y G T(1) G Y Y G W "F" O W O Y Y O T(2) O O

Route Checks
RC6 - R>W(2),  RC7 - LETTERS(CWPF),  RC8 - GC(10/11),  RC9 - T(2),  RC10 - E(7137)



11 - Loaded Dice

TC11 @ Markwicks in GS6634


Master Navigators/Road Rally Navigators

Standard dice rolls

3 4 6 6 6 5 3 4 3 4 3 3 6 4 3 3 6 4 6 4 3 3 6 4 3 2 6 4 3 2 3 3 6 3 3 3 6 3 6 3 3 2 6 2

TC11A @ next junction

Put the numbers in pairs to make grid line crossings:

34 66 65 34 34 33(1) 64 33(2) GC(1) ^(1) GC(2) 64 64 33(3) GC(3) 64 32 64 32 GC(4) ^(2) 33(4) 63 Y>W(1) 33(5) SH1(148) 63 GC(5) 63 32 62

Route Checks
RC1 - Y>W(1),  RC2 - ^(2),  RC3 - SH1(148),  RC4 - GC(5),  RC5 - GL33(5)     


Master Navigators only

From TC11A to TC12 @ Hoathly Fm in GS6536

Sometimes using face up, sometimes face down

6 6 4 5 4 3 W 6 6 W 4 4 6 5 W 4 5 6 5 6 5 6 4 6 3 6 3

4 2 1 3 W 1 5 3 3 3 3 6 1 6 1 6 2 6 2 4 5 1 1 4 1 1 1

Work out whether each digit was as quoted (1,2,3,4,5,6) or the reverse (6,5,4,3,2,1) and pair off the numbers as grid line crossings. The W = use a White road between the plots.

61 SH158 YYY(1) 32 33 Y>W(1) W SH76 61 O>W W 34 62 YYY(2) Y>W(2) W RD(1) RD(2) 35 SH63 62 62 Y>W(3) 63 63 63 YYY(3) 35 SH112 64 YYY(4-5) [X(1) or YYY(6-7)] Y>W(4) W X(1/2) X(2/3) SH(134) 65 YYY(6/8) 34 X(3/4) 34 66 YYY(7/9) 66 SH6(83) YYY(8/10) X(4/5) 65 65 35 X(5/6) 66 36 66

Route Checks
RC6 - Y>W(4),  RC7 - SH6,  RC8 - YYY(8) RC9 - X(6),RC8 - YYY(10) RC9 - X(5),  RC10 - RD(2)



12 - Words and Letters

TC12 @ @ Hoathly Fm in GS6536.


Master Navigators/Road Rally Navigators

Pass as close as possible to the first character of these "words"

Cotts Quarter Key's A21 Three P Friars Old Chillmill Hononton Furnace Park Longbrooks Mile Mascal's CH 

TC12A @ the next GL

Cotts GGY(1) Quarter GGY(2) GGY(3) Key's GGY(4) A21 GGY(5) W(6340) Three P Friars Old Chillmill Hononton Y>W(1) E(6940)* Furnace E(6943)* N(6944) Y>W(2) Park Longbrooks Mile Y>W(3) Mascal's Y>W(4) CH 

*Really, 6943 if you were an Expert or 6940/6943 for Masters. The 6940 route was shorter but clashed with part 2. I allowed both.

Route Checks
RC1 - Y>W(4),  RC2 - N(6944),  RC3 - E(6940/6943),  RC4 - W(6340),  RC5 - GGY(5)


Master Navigators only

From TC12A to Finish via

Pass as close as possible to these last characters

1 y d s s 7 r 2 H e s y P l l l n S 2 1 9 k n e 6 d 2 m h s s e t h l s 8 s 0 r r 0 t l n k

Finish @ SH96

111 Brenchleyy RD?(1) Matfield Y>W(1) Gedges ETL(1) Mascalls B2017 Manor 42 ETL(2) ETL(3) PH Y>W(2) ETL(4) ETL(5) College Wks RD(2) RD(3) Rembury RD(4) P ETL(6) Hill Hill Bournemill DB(1) Mabledon Y>W(3) DB(2) MS 112 DB(3) N(5644/5744) DB(4) 51 109 Petersbank ETL(7) Y>W(4) Scriventon Printstile B2176 RD(5) Broadfield RD(6) 142 ETL(8) Fm ETL(9) Sch RD?(7) Schs Sports Centre St Sch Y>W(5) Hospl John's 108 Brooms Y>W(6) ETL(10) Y>W(7) 60 Wr Twr 40 Blackhurst Hall Sandown ETL(11) Park

Route Checks
RC6 - ETL(11),  RC7 -Y>W(7),  RC8 - N(5644,5744),  RC9 - RD(5/6/7),  RC10 - DB(3)