(N)

Bridgwater Town
Martyn Hathaway

Carlton Town FC
Mike Halpin
AP Cup Group (3)
S T A R T I N G L I N E U P S
BRIDGWATER TOWN CARLTON TOWN FC
Ps Player Name SL FIT LVL Ps Player Name SL FIT LVL
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Gk Owen Brudenell 8 0 8 Gk Benjamin Guery 13 1 14
Sw Regõ Balog 5 2 7 Sw Connor Pearson 4 2 6
Df Trevor Jordan 6 2 8 Df Francis Martin 10 0 10
Df Riley Wright 4 2 6 Df Jeff Charlton 9 -2 7
Df Mateo González 2 2 4 Df Carleton Griffiths 5 2 7
Df Patrick Allen 2 2 4 Mf Alexander Daly 10 0 10
Mf Jose Antonio Benitez 6 2 8 Mf Alistair Carr 10 0 10
Mf Rob Manning 2 2 4 Mf Oscar Zapata 5 2 7
Mf Joshua Allen 2 2 4 Fw Rhys McColl 11 0 11
Fw Laurence Clarke 5 2 7 Fw Trevor Hanny 10 1 11
Fw Finn Huber 2 2 4 Fw Hayden Richardson 5 2 7
Gk Sw Df Mf Fw A R E A T O T A L S Gk Sw Df Mf Fw
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8 7 22 16 11 ROSTER TOTALS 14 6 24 27 29
0 0 0 0 0 HARDNESS 0 0 0 0 0
0 0 0 0 0 HOME ADVANTAGE 0 0 0 0 0
0 0 0 0 0 GREAT PERFORMANCE POINTS 0 0 0 0 0
0 0 0 0 0 PLAY FOR DRAW 0 0 0 0 0
=======================================================================
8 7 22 16 11 T O T A L S 14 6 24 27 29
============================================================================
============================================================================
B O O K I N G S
Each player is next given a chance for a yellow/red card. The first
number listed is the chance for the player to get the yellow/red
card while the second number shows the random number drawn. If the
random number is less than or equal to the player's yellow/red card
chance then the player is sent off. Note that the chances are as follows:
- Booking: 1.5 x (3 + (1.5 x Team_Hardness))
- Red Card: 0.25 x (3 + (1.5 x Team_Hardness)))
If a player is booked we immediately draw a second number to check
for a 'second yellow' (red card chance) resulting in a sending off.
If a player is not booked we draw a red card chance to see if the player
was given a straight red card. Note that the aforementioned formula
differs for a Gk where the formula uses the hardness points added to
your Gk area and NOT the team hardness points.
******* BRIDGWATER TOWN YELLOW/RED CARD CHANCES *******
- Team Hardness = 0
- Gk Hardness = 0
Gk Owen Brudenell: Chance of booking = 4.5% | Random number = 28.27 (no booking)
Chance of straight red card = 0.75% | Random number = 94.26 (no red card)
Sw Regõ Balog: Chance of booking = 4.5% | Random number = 19.93 (no booking)
Chance of second booking = 0.75% | Random number = 27.17 (no red card)
Df Trevor Jordan: Chance of booking = 4.5% | Random number = 91.74 (no booking)
Chance of second booking = 0.75% | Random number = 61.83 (no red card)
Df Riley Wright: Chance of booking = 4.5% | Random number = 21.17 (no booking)
Chance of second booking = 0.75% | Random number = 20.04 (no red card)
Df Mateo González: Chance of booking = 4.5% | Random number = 59.1 (no booking)
Chance of second booking = 0.75% | Random number = 47.24 (no red card)
Df Patrick Allen: Chance of booking = 4.5% | Random number = 21.06 (no booking)
Chance of second booking = 0.75% | Random number = 61.06 (no red card)
Mf Jose Antonio Benitez: Chance of booking = 4.5% | Random number = 17.2 (no booking)
Chance of second booking = 0.75% | Random number = 20.3 (no red card)
Mf Rob Manning: Chance of booking = 4.5% | Random number = 28.7 (no booking)
Chance of second booking = 0.75% | Random number = 18.23 (no red card)
Mf Joshua Allen: Chance of booking = 4.5% | Random number = 40.19 (no booking)
Chance of second booking = 0.75% | Random number = 12.1 (no red card)
Fw Laurence Clarke: Chance of booking = 4.5% | Random number = 45.76 (no booking)
Chance of second booking = 0.75% | Random number = 36.29 (no red card)
Fw Finn Huber: Chance of booking = 4.5% | Random number = 66.65 (no booking)
Chance of second booking = 0.75% | Random number = 42.4 (no red card)
******* CARLTON TOWN FC YELLOW/RED CARD CHANCES *******
- Team Hardness = 0
- Gk Hardness = 0
Gk Benjamin Guery: Chance of booking = 4.5% | Random number = 61.85 (no booking)
Chance of straight red card = 0.75% | Random number = 83.06 (no red card)
Sw Connor Pearson: Chance of booking = 4.5% | Random number = 2.98 (BOOKED!)
Chance of second booking = 0.75% | Random number = 62.83 (no second yellow)
Df Francis Martin: Chance of booking = 4.5% | Random number = 69.17 (no booking)
Chance of second booking = 0.75% | Random number = 90.48 (no red card)
Df Jeff Charlton: Chance of booking = 4.5% | Random number = 20.8 (no booking)
Chance of second booking = 0.75% | Random number = 96.61 (no red card)
Df Carleton Griffiths: Chance of booking = 4.5% | Random number = 27.51 (no booking)
Chance of second booking = 0.75% | Random number = 46.87 (no red card)
Mf Alexander Daly: Chance of booking = 4.5% | Random number = 33.23 (no booking)
Chance of second booking = 0.75% | Random number = 38.71 (no red card)
Mf Alistair Carr: Chance of booking = 4.5% | Random number = 70.38 (no booking)
Chance of second booking = 0.75% | Random number = 54.68 (no red card)
Mf Oscar Zapata: Chance of booking = 4.5% | Random number = 4.41 (BOOKED!)
Chance of second booking = 0.75% | Random number = 84.37 (no second yellow)
Fw Rhys McColl: Chance of booking = 4.5% | Random number = 6.1 (no booking)
Chance of second booking = 0.75% | Random number = 41.86 (no red card)
Fw Trevor Hanny: Chance of booking = 4.5% | Random number = 63.36 (no booking)
Chance of second booking = 0.75% | Random number = 78.4 (no red card)
Fw Hayden Richardson: Chance of booking = 4.5% | Random number = 93.38 (no booking)
Chance of second booking = 0.75% | Random number = 4.79 (no red card)
============================================================================
============================================================================
I N J U R I E S
A major consequence of hardness is that your opponents get injured.
For each player the chance of injury is:
((your team’s hardness * .25) + (opponent’s hardness * .75) + 2.5)%.
For example if your team has a hardness of 8 and the opposition has a hardness of 4,
the chance of injury for each player would be: 2 + 3 + 2.5 or 7.5%.
The chance is halved for the opposition Gk. A player plays at half
his normal level (skill plus fitness) in the match in which he is injured.
Injured players lose fitness as a result, the amount of fitness lost being
shown on the game report in brackets. There is a 30% chance of no fitness loss,
15% chance of 1 level fitness lost, 15% of 2 levels, and a 10% chance
of each of 3,4,5, or 6 fitness levels being lost.
This fitness loss (if any) takes place at the end of the session, for
reasons of simplicity. Should a player be injured twice or
more in a session, only the most severe injury will apply.
******* BRIDGWATER TOWN CHANCES FOR INJURY *******
- Bridgwater Town Team Hardness = 0
- Carlton Town FC Team Hardness = 0
- All (except Gk) chance of injury = 2.5%
- Gk chance of injury = 1.25%
Gk Owen Brudenell: Chance of injury = 1.25% | Random number = 80.29 (no injury)
Sw Regõ Balog: Chance of injury = 2.5% | Random number = 9.18 (no injury)
Df Trevor Jordan: Chance of injury = 2.5% | Random number = 55.04 (no injury)
Df Riley Wright: Chance of injury = 2.5% | Random number = 85.48 (no injury)
Df Mateo González: Chance of injury = 2.5% | Random number = 15.78 (no injury)
Df Patrick Allen: Chance of injury = 2.5% | Random number = 70.34 (no injury)
Mf Jose Antonio Benitez: Chance of injury = 2.5% | Random number = 97.2 (no injury)
Mf Rob Manning: Chance of injury = 2.5% | Random number = 65.75 (no injury)
Mf Joshua Allen: Chance of injury = 2.5% | Random number = 47.69 (no injury)
Fw Laurence Clarke: Chance of injury = 2.5% | Random number = 86.45 (no injury)
Fw Finn Huber: Chance of injury = 2.5% | Random number = 54.9 (no injury)
******* CARLTON TOWN FC CHANCES FOR INJURY *******
- Carlton Town FC Team Hardness = 0
- Bridgwater Town Team Hardness = 0
- All (except Gk) chance of injury = 2.5%
- Gk chance of injury = 1.25%
Gk Benjamin Guery: Chance of injury = 1.25% | Random number = 51.56 (no injury)
Sw Connor Pearson: Chance of injury = 2.5% | Random number = 39.57 (no injury)
Df Francis Martin: Chance of injury = 2.5% | Random number = 50.03 (no injury)
Df Jeff Charlton: Chance of injury = 2.5% | Random number = 1.27 (INJURED!)
Targeted fitness lost = 3
Jeff Charlton is being assisted by the Physio. He will lose 2 fitness points (deducted at end of session)
Jeff Charlton new match skill level = 5
Jeff Charlton new match total level = 3
Df Carleton Griffiths: Chance of injury = 2.5% | Random number = 32.63 (no injury)
Mf Alexander Daly: Chance of injury = 2.5% | Random number = 18.17 (no injury)
Mf Alistair Carr: Chance of injury = 2.5% | Random number = 9.17 (no injury)
Mf Oscar Zapata: Chance of injury = 2.5% | Random number = 57.46 (no injury)
Fw Rhys McColl: Chance of injury = 2.5% | Random number = 22.71 (no injury)
Fw Trevor Hanny: Chance of injury = 2.5% | Random number = 83.95 (no injury)
Fw Hayden Richardson: Chance of injury = 2.5% | Random number = 9.72 (no injury)
============================================================================
============================================================================
P E N A L T Y K I C K S
There is a 10% chance of conceding a penalty for every hardness point used.
Each 10% chance is separate, so a team could concede as many penalties as it plays
hardness points. If no hardness is used, there is still a 5% penalty chance.
The chance of a penalty being scored is:
50 + (4 x penalty takers skill) - (2 x Gk skill) % (to a maximum 95%)
******* CARLTON TOWN FC CHANCES OF ALLOWING PENALTY KICKS *******
- Team Hardness: 0; (1 5% chance of yielding a PK)
- PK Taker: Trevor Jordan SL 6
- Defending Gk: Benjamin Guery SL 13
intRndPk = 35
1: Chance of PK occurring = 5% | Random number = 35 (no penalty kick)
******* BRIDGWATER TOWN CHANCES OF ALLOWING PENALTY KICKS *******
- Team Hardness: 0; (1 5% chance of yielding a PK)
- PK Taker: Rhys McColl SL 11
- Defending Gk: Owen Brudenell SL 8
intRndPk = 15
1: Chance of PK occurring = 5% | Random number = 15 (no penalty kick)
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A T T A C K I N G C H A N C E S & S H O T S
(i) If team A's Fw area total is greater than team B's Df area total,
then A earns a number of attacks equal to the difference.
Note: A Sw does NOT add his levels to the Df in this league!
(ii) The team with the highest Mf area total gets attacks equal to half
the difference.
(iii) If team A's Df area total is greater than team B's Fw total, then
team A earns a number of attacks equal to one fifth of the difference.
If team A is playing a sweeper behind the defence, this rises to one
third of the difference. All fractions of attacks are rounded up,
and then each of the attacks is treated as follows to see how many
produce shots, then goals:
(iv) Attacks have first to beat the Sw (if playing!). For each attack,
there is a percentage chance of it being stopped equal to:
30 + (Sw level x 2) %
(eg a level 10 Sw stops 30+10x2=50% of attacks.) Attacks passing the
Sw become shots.
(v) Each shot has a 35% chance of being off-target. If a side has scored
2 goals this rises to 40%, then by a further 5% after each goal scored,
to a maximum of 75%. This is to curb ridiculous scorelines (with luck!)
(vi) Finally, on-target shots come up against the Gk. This is similar to
the Sw test, but the percentage is:
40 + (Gk level x 2.25) %
Notes: If the defense is playing offside trap then the offensive team has
their Fw attacks cut in half and theor Mf attacks doubled.
A team choosing to PFD has 7 extra levels to split between Sw,
Df and Mf areas, but their attacks for each area will be halved
(round up fractions).
******* BRIDGWATER TOWN ATTACKING CHANCES AND SHOTS *******
AREA TOTALS GK Sw Df Mf Fw
-------------------------------------------
Bridgwater Town 8 7 22 16 11
Carlton Town FC 14 6 20 27 29
Bridgwater Town Fw Attacks = 0 (11 - 20)
Bridgwater Town Mf Attacks = 0 ((16 - 27) / 2; rounded up)
Bridgwater Town Df Attacks = 0 ((22 - 29) / 3; rounded up)
Bridgwater Town Total Attacks = 0
******* CARLTON TOWN FC ATTACKING CHANCES AND SHOTS *******
AREA TOTALS GK Sw Df Mf Fw
-------------------------------------------
Carlton Town FC 14 6 20 27 29
Bridgwater Town 8 7 22 16 11
Carlton Town FC Fw Attacks = 7 (29 - 22); result rounded up
Carlton Town FC Mf Attacks = 6 ((27 - 16) / 2) ; result rounded up
Carlton Town FC Df Attacks = 3 ((20 - 11) / 3); result rounded up
Carlton Town FC Total Attacks = 16
1: Attack for Df Jeff Charlton
Chance of Sw stopping attack = 44% | Random number = 25 (Sw stopped attack)
2: Attack for Df Jeff Charlton
Chance of Sw stopping attack = 44% | Random number = 10 (Sw stopped attack)
3: Attack for Df Carleton Griffiths
Chance of Sw stopping attack = 44% | Random number = 76 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 51 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 57.54 (Shot Saved by Gk)
4: Attack for Mf Alexander Daly
Chance of Sw stopping attack = 44% | Random number = 23 (Sw stopped attack)
5: Attack for Mf Alexander Daly
Chance of Sw stopping attack = 44% | Random number = 10 (Sw stopped attack)
6: Attack for Mf Alistair Carr
Chance of Sw stopping attack = 44% | Random number = 72 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 56 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 7.16 (Shot Saved by Gk)
7: Attack for Mf Alexander Daly
Chance of Sw stopping attack = 44% | Random number = 50 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 93 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 31.38 (Shot Saved by Gk)
8: Attack for Mf Alexander Daly
Chance of Sw stopping attack = 44% | Random number = 62 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 90 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 26.87 (Shot Saved by Gk)
9: Attack for Mf Alexander Daly
Chance of Sw stopping attack = 44% | Random number = 83 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 71 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 25.33 (Shot Saved by Gk)
10: Attack for Fw Trevor Hanny
Chance of Sw stopping attack = 44% | Random number = 66 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 70 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 65.93 (GOOOOOAAAAALLLLL!!!!!)
11: Attack for Fw Rhys McColl
Chance of Sw stopping attack = 44% | Random number = 14 (Sw stopped attack)
12: Attack for Fw Trevor Hanny
Chance of Sw stopping attack = 44% | Random number = 80 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 72 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 4.23 (Shot Saved by Gk)
13: Attack for Fw Trevor Hanny
Chance of Sw stopping attack = 44% | Random number = 72 (Sw did not stop attack!!)
Chance of Shot Off Target = 35% | Random number = 55 (Shot On Target)
Chance of Gk Save = 58.0% | Random number = 46.63 (Shot Saved by Gk)
14: Attack for Fw Trevor Hanny
Chance of Sw stopping attack = 44% | Random number = 17 (Sw stopped attack)
15: Attack for Fw Trevor Hanny
Chance of Sw stopping attack = 44% | Random number = 17 (Sw stopped attack)
16: Attack for Fw Rhys McColl
Chance of Sw stopping attack = 44% | Random number = 13 (Sw stopped attack)
===============================================
F I N A L S C O R E
BRIDGWATER TOWN 0 - CARLTON TOWN FC 1
Match Notes
Two warriors meeting on neutral ground — no walls, no crowd advantage, just pure football warfare. Like a Slayer track with no intro, straight into the chaos from kick-off.
Olmec Head Axel (Rainworth Miners Welfare FC) 05/09 - 3:30 PM
Neither team guaranteed to progress with a victory, but winner goes through if Marine lose. If Marine lose by two or more and this is a draw, someone will sneak through but the teams are equal on goals, against, and goal difference. Maybe a sneaky PK shoo
John (AFC Rushden & Diamonds) 05/14 - 7:53 AM
Hathaway and Halpin. Two men, one pitch, no home comforts. The universe remains indifferent, and today, so am I.
Olmec Head Marvin (Goole AFC) 05/15 - 7:30 PM
Hathaway and Halpin on level ground — no edges, no excuses. Just two sides with something to prove and ninety minutes to prove it.
Olmec Head Axel (Rainworth Miners Welfare FC) 05/15 - 7:30 PM