(H)

Boston United
Rob Peterson

Clevedon Town FC
Bryce Kalmbach
League Round 12
S T A R T I N G L I N E U P S BOSTON UNITED CLEVEDON TOWN FC Ps Player Name SL FIT LVL Ps Player Name SL FIT LVL ---------------------------------------------------------------------------------- Gk Reece Wilkinson 15 2 17 Gk William Williams 15 2 17 Sw Charles Cook 13 0 13 Sw Niels Pedersen 8 2 10 Df Graham Pike 13 2 15 Df Lukas Mas 14 0 14 Df Florian König 13 2 15 Df Leo Compton 12 1 13 Df Taylor Alexander 8 2 10 Df Kai Hawkins 8 0 8 Fw Baron Palmer 11 2 13 Df Finn Kelly 8 0 8 Mf David King 8 2 10 Mf Oliver Chaffersey 11 1 12 Mf Javier Diaz 4 2 6 Mf Callum McCarthy 4 2 6 Fw Giorgio Sanna 13 0 13 Fw Max Black 8 2 10 Fw Sebastian Colombo 13 1 14 Fw Glen Cole 4 2 6 Fw Kenny Stretch 8 2 10 Fw Jack Brown 4 2 6 Gk Sw Df Mf Fw A R E A T O T A L S Gk Sw Df Mf Fw ----------------------------------------------------------------------- 17 13 40 16 50 ROSTER TOTALS 17 10 43 18 22 0 0 0 0 0 HARDNESS 2 0 0 0 0 0 0 0 3 6 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 3 4 0 0 ======================================================================= 17 13 40 19 56 T O T A L S 19 13 47 18 22 ============================================================================ ============================================================================ 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. ******* BOSTON UNITED YELLOW/RED CARD CHANCES ******* - Team Hardness = 0 - Gk Hardness = 0 Gk Reece Wilkinson: Chance of booking = 4.5% | Random number = 72.84 (no booking) Chance of straight red card = 0.75% | Random number = 74.44 (no red card) Sw Charles Cook: Chance of booking = 4.5% | Random number = 31.53 (no booking) Chance of second booking = 0.75% | Random number = 28.57 (no red card) Df Graham Pike: Chance of booking = 4.5% | Random number = 14.14 (no booking) Chance of second booking = 0.75% | Random number = 94.29 (no red card) Df Florian König: Chance of booking = 4.5% | Random number = 44.13 (no booking) Chance of second booking = 0.75% | Random number = 48.3 (no red card) Df Taylor Alexander: Chance of booking = 4.5% | Random number = 46.29 (no booking) Chance of second booking = 0.75% | Random number = 26.86 (no red card) Fw Baron Palmer: Chance of booking = 4.5% | Random number = 9.29 (no booking) Chance of second booking = 0.75% | Random number = 50.91 (no red card) Mf David King: Chance of booking = 4.5% | Random number = 87.36 (no booking) Chance of second booking = 0.75% | Random number = 24.64 (no red card) Mf Javier Diaz: Chance of booking = 4.5% | Random number = 12.76 (no booking) Chance of second booking = 0.75% | Random number = 53.74 (no red card) Fw Giorgio Sanna: Chance of booking = 4.5% | Random number = 95.09 (no booking) Chance of second booking = 0.75% | Random number = 83.46 (no red card) Fw Sebastian Colombo: Chance of booking = 4.5% | Random number = 24.44 (no booking) Chance of second booking = 0.75% | Random number = 81.72 (no red card) Fw Kenny Stretch: Chance of booking = 4.5% | Random number = 93.48 (no booking) Chance of second booking = 0.75% | Random number = 16.0 (no red card) ******* CLEVEDON TOWN FC YELLOW/RED CARD CHANCES ******* - Team Hardness = 2 - Gk Hardness = 2 Gk William Williams: Chance of booking = 9.0% | Random number = 93.88 (no booking) Chance of straight red card = 1.25% | Random number = 83.47 (no red card) Sw Niels Pedersen: Chance of booking = 7.5% | Random number = 52.02 (no booking) Chance of second booking = 1.25% | Random number = 64.74 (no red card) Df Lukas Mas: Chance of booking = 7.5% | Random number = 32.9 (no booking) Chance of second booking = 1.25% | Random number = 8.17 (no red card) Df Leo Compton: Chance of booking = 7.5% | Random number = 1.69 (BOOKED!) Chance of second booking = 1.25% | Random number = 38.18 (no second yellow) Df Kai Hawkins: Chance of booking = 7.5% | Random number = 99.1 (no booking) Chance of second booking = 1.25% | Random number = 6.53 (no red card) Df Finn Kelly: Chance of booking = 7.5% | Random number = 79.8 (no booking) Chance of second booking = 1.25% | Random number = 39.47 (no red card) Mf Oliver Chaffersey: Chance of booking = 7.5% | Random number = 8.38 (no booking) Chance of second booking = 1.25% | Random number = 31.28 (no red card) Mf Callum McCarthy: Chance of booking = 7.5% | Random number = 88.23 (no booking) Chance of second booking = 1.25% | Random number = 66.75 (no red card) Fw Max Black: Chance of booking = 7.5% | Random number = 18.14 (no booking) Chance of second booking = 1.25% | Random number = 7.27 (no red card) Fw Glen Cole: Chance of booking = 7.5% | Random number = 32.85 (no booking) Chance of second booking = 1.25% | Random number = 9.98 (no red card) Fw Jack Brown: Chance of booking = 7.5% | Random number = 13.09 (no booking) Chance of second booking = 1.25% | Random number = 41.76 (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. ******* BOSTON UNITED CHANCES FOR INJURY ******* - Boston United Team Hardness = 0 - Clevedon Town FC Team Hardness = 2 - All (except Gk) chance of injury = 4.0% - Gk chance of injury = 2.0% Gk Reece Wilkinson: Chance of injury = 2.0% | Random number = 67.75 (no injury) Sw Charles Cook: Chance of injury = 4.0% | Random number = 24.91 (no injury) Df Graham Pike: Chance of injury = 4.0% | Random number = 34.12 (no injury) Df Florian König: Chance of injury = 4.0% | Random number = 15.03 (no injury) Df Taylor Alexander: Chance of injury = 4.0% | Random number = 5.49 (no injury) Fw Baron Palmer: Chance of injury = 4.0% | Random number = 25.97 (no injury) Mf David King: Chance of injury = 4.0% | Random number = 53.89 (no injury) Mf Javier Diaz: Chance of injury = 4.0% | Random number = 50.68 (no injury) Fw Giorgio Sanna: Chance of injury = 4.0% | Random number = 46.4 (no injury) Fw Sebastian Colombo: Chance of injury = 4.0% | Random number = 94.78 (no injury) Fw Kenny Stretch: Chance of injury = 4.0% | Random number = 27.62 (no injury) ******* CLEVEDON TOWN FC CHANCES FOR INJURY ******* - Clevedon Town FC Team Hardness = 2 - Boston United Team Hardness = 0 - All (except Gk) chance of injury = 3.0% - Gk chance of injury = 1.5% Gk William Williams: Chance of injury = 1.5% | Random number = 35.89 (no injury) Sw Niels Pedersen: Chance of injury = 3.0% | Random number = 48.64 (no injury) Df Lukas Mas: Chance of injury = 3.0% | Random number = 49.13 (no injury) Df Leo Compton: Chance of injury = 3.0% | Random number = 49.81 (no injury) Df Kai Hawkins: Chance of injury = 3.0% | Random number = 74.0 (no injury) Df Finn Kelly: Chance of injury = 3.0% | Random number = 36.24 (no injury) Mf Oliver Chaffersey: Chance of injury = 3.0% | Random number = 75.5 (no injury) Mf Callum McCarthy: Chance of injury = 3.0% | Random number = 54.99 (no injury) Fw Max Black: Chance of injury = 3.0% | Random number = 58.74 (no injury) Fw Glen Cole: Chance of injury = 3.0% | Random number = 6.06 (no injury) Fw Jack Brown: Chance of injury = 3.0% | Random number = 85.79 (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%) ******* CLEVEDON TOWN FC CHANCES OF ALLOWING PENALTY KICKS ******* - Team Hardness: 2; (2 10% chances of yielding PKs) - PK Taker: Graham Pike SL 13 - Defending Gk: William Williams SL 15 1: Chance of PK occurring = 10% | Random number = 78 (no penalty kick) 2: Chance of PK occurring = 10% | Random number = 83 (no penalty kick) ******* BOSTON UNITED CHANCES OF ALLOWING PENALTY KICKS ******* - Team Hardness: 0; (1 5% chance of yielding a PK) - PK Taker: Lukas Mas SL 14 - Defending Gk: Reece Wilkinson SL 15 intRndPk = 60 1: Chance of PK occurring = 5% | Random number = 60 (no penalty kick) ============================================================================ ============================================================================ 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). ******* BOSTON UNITED ATTACKING CHANCES AND SHOTS ******* AREA TOTALS GK Sw Df Mf Fw ------------------------------------------- Boston United 17 13 40 19 56 Clevedon Town FC 19 13 47 18 22 Boston United Fw Attacks = 9 (56 - 47); result rounded up Boston United Mf Attacks = 1 ((19 - 18) / 2) ; result rounded up Boston United Df Attacks = 6 ((40 - 22) / 3); result rounded up Boston United Total Attacks = 16 1: Attack for Df Florian König Chance of Sw stopping attack = 56% | Random number = 12 (Sw stopped attack) 2: Attack for Df Graham Pike Chance of Sw stopping attack = 56% | Random number = 87 (Sw did not stop attack!!) Chance of Shot Off Target = 35% | Random number = 41 (Shot On Target) Chance of Gk Save = 82.75% | Random number = 22.89 (Shot Saved by Gk) 3: Attack for Df Graham Pike Chance of Sw stopping attack = 56% | Random number = 20 (Sw stopped attack) 4: Attack for Df Florian König Chance of Sw stopping attack = 56% | Random number = 2 (Sw stopped attack) 5: Attack for Df Graham Pike Chance of Sw stopping attack = 56% | Random number = 98 (Sw did not stop attack!!) Chance of Shot Off Target = 35% | Random number = 87 (Shot On Target) Chance of Gk Save = 82.75% | Random number = 69.93 (Shot Saved by Gk) 6: Attack for Df Taylor Alexander Chance of Sw stopping attack = 56% | Random number = 14 (Sw stopped attack) 7: Attack for Mf David King Chance of Sw stopping attack = 56% | Random number = 35 (Sw stopped attack) 8: Attack for Fw Giorgio Sanna Chance of Sw stopping attack = 56% | Random number = 79 (Sw did not stop attack!!) Chance of Shot Off Target = 35% | Random number = 76 (Shot On Target) Chance of Gk Save = 82.75% | Random number = 50.9 (Shot Saved by Gk) 9: Attack for Fw Baron Palmer Chance of Sw stopping attack = 56% | Random number = 27 (Sw stopped attack) 10: Attack for Fw Sebastian Colombo Chance of Sw stopping attack = 56% | Random number = 44 (Sw stopped attack) 11: Attack for Fw Baron Palmer Chance of Sw stopping attack = 56% | Random number = 74 (Sw did not stop attack!!) Chance of Shot Off Target = 35% | Random number = 19 (Shot Off Target) 12: Attack for Fw Baron Palmer Chance of Sw stopping attack = 56% | Random number = 8 (Sw stopped attack) 13: Attack for Fw Sebastian Colombo Chance of Sw stopping attack = 56% | Random number = 98 (Sw did not stop attack!!) Chance of Shot Off Target = 35% | Random number = 67 (Shot On Target) Chance of Gk Save = 82.75% | Random number = 95.13 (GOOOOOAAAAALLLLL!!!!!) 14: Attack for Fw Giorgio Sanna Chance of Sw stopping attack = 56% | Random number = 21 (Sw stopped attack) 15: Attack for Fw Kenny Stretch Chance of Sw stopping attack = 56% | Random number = 32 (Sw stopped attack) 16: Attack for Fw Giorgio Sanna Chance of Sw stopping attack = 56% | Random number = 7 (Sw stopped attack) ******* CLEVEDON TOWN FC ATTACKING CHANCES AND SHOTS ******* AREA TOTALS GK Sw Df Mf Fw ------------------------------------------- Clevedon Town FC 19 13 47 18 22 Boston United 17 13 40 19 56 Clevedon Town FC is Playing For A Draw! Clevedon Town FC Fw Attacks = 0 (22 - 40) Clevedon Town FC Mf Attacks = 0 ((18 - 19) / 2; rounded up) Clevedon Town FC Df Attacks = 0 ((47 - 56) / 3; rounded up) Clevedon Town FC Total Attacks = 0 =============================================== F I N A L S C O R E BOSTON UNITED 1 - CLEVEDON TOWN FC 0
Match Notes

2nd of two BIG matches for Boston this session. If we're lucky, we'll come out with 4 points. If we're unlucky, 0.
Rob (Boston United) 07/05 - 1:17 AM


Okay, at least we took 3 points in the session. Not the best, but not the worst.
Rob (Boston United) 07/11 - 9:35 PM