Stan James Poker - Microgaming - % rakeback  - Stan James Poker - Microgaming : 2017-05-01 - 2017-05-31 - 2017. May 01 - 31
Period:  5/1/17 - 5/31/17
Type:  point chase

Prize:

% rakeback

Updated: 2017. May 31., 02:00

room:  Stan James Poker - Microgaming
network:  Microgaming

To participate in the promotion, you must log in or sign up!

Stan James Poker - Microgaming registration
Terms and conditions
Details

Promotion type: point chase

Period: 5/1/17 - 5/31/17

1$ rake = 10point

Prize: % rakeback

payout: see below

payout type: see below

Play on Stan James Poker between 1st and 31st May, and win a ticket to a $1,500 flip tournament. In addition to the chase, the 200% up to $1,250 first deposit bonus, the flat 30% cashback as well as the central promotions provide great value to our players.

chase Information
Between 1st and 31st May, every Rakerace.com player who rakes at least $20 (200 loyalty points) at StanJames Poker will be entered into a flip tournament with a $1,500 prize pool. The tournament will take place on 10th June and will pay out the following prizes (we expect between 15 - 40 entrants).

Rank Prize
1. $400
2. $300
3. $200
4. $150
5. $100
6. $75
7. $50
8. $50
9. $35
10. $30
11. $30
12. $20
13. $20
14. $20
15. $20


Attention! If the amount of the loyalty points generated by Rakerace.com players will reach 200,000 points, the prize pool of the flip tournament will instantly grow to $2,000 with the following prizes:

Rank Prize
1. $475
2. $350
3. $250
4. $175
5. $125
6. $100
7. $75
8. $50
9. $50
10. $50
11. $40
12. $40
13. $40
14. $30
15. $30
16. $30
17. $30
18. $20
19. $20
20. $20


Every player who generates at least 200 loyalty points ($20) rake during the promotional period (between 1st and 31st May) will be entered into a flip tournament with the same amount of chips as many points they generated during the month. On top of this the top ten players in the leaderboard will receive bonus chips according to the chart below:

Position Bonus chips
1. 5 000 000
2. 2 000 000
3. 500 000
4. 220 000
5. 100 000
6. 70 000
7. 50 000
8. 30 000
9. 20 000
10. 10 000


We will regularly refresh the list of players eligible to participate in the $1,500 flip tournament in the table below:
Payment structure
Point Prize
200 $78.95

Terms and conditions

  • Only players who register to Stan James Poker via RakeRace.com link are eligible to participate.
  • Leaderboard rankings will be determined on the basis of generated loyalty points
  • A minimum of 1,500 loyalty points need to be generated to be eligible for the prizes.
  • Rakerace.com and Stan James Poker reserve the rights to change the details.
  • A minimum of 250 loyalty points ($25 rake) need to be generated to be eligible for the prizes.
  • You need to OPT IN to this promotion. For this you have to contact Stan James Live Chat or alternatively you can email them at poker@stanjames.com with your username requesting to opt in to The Chase promotion. You only need to opt in once, after that you will be automatically opted in to all Chase promotions.
Leaderboard
# Player Prize Status point
1 New player Y*g*_*e*r $78 19,464
2 New player G*r*3* $78 18,137
3 New player P*o*c*i*e $78 14,379
4 New player t*n*f*e*1 $78 OK 10,951
5 New player A*t*l*b*r*l* $78 4,587
6 New player E*d*e*r*n $78 4,415
7 New player E*r*n*h*t* $78 3,070
8 New player s*r*p*i*n $78 1,483
9 New player b*g*r* $78 1,466
10 New player E*e*g*l* $78 OK 1,268
11 New player b*d* $78 934
12 New player d*n*p*p* $78 750
13 New player n*e*e*e*1*2 $78 616
14 New player g*g*i*o*y* $78 OK 487
15 New player p*z*a*a*g*o*a $78 268
16 New player l*c*r*a $78 232
17 New player i*t*u*p*z*a $78 OK 218
18 New player h*c*e* $78 203
19 New player b*r*c*f* $78 OK 200
20 New player k*o*k*o*g - OK 175
21 New player B*n*B*o - 102
22 New player A*n*t*K* - OK 91
23 New player K*k*m*l* - OK 86
24 New player G*m*e*o*s*o* - OK 80
25 New player c*a*m*s*e* - OK 71
26 New player T*e*r*f*s*o* - 70
27 New player c*i*a*6* - OK 20
28 New player M*r*1*9* - 13
29 New player t*j*r - 6
30 New player C*a*l*e*i*p* - 3
31 New player z*1*3*5*i - OK 0
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