so how many of the T5000 and T25000 would you get
T5000 chips for T25/T100/T500 color-ups, T25000 chips for T1000 color-ups
This post is amazingly helpful along with @BGinGA , so for that thank you very much. Is there an option that works just as good with say 1500 chip breakdown?So with @BGinGA 's reccomendation, each stack would have 8* T25, 8* T100, 4* T500, so this part of the stack represents T3000, times 70 stacks in T210k or 42 T5k chips for color ups. Plus 2 T5k chips for each expected re entry. So that would be 70 more chips for a 50% rebuy rate to 140 chips to cover 100% rebuy. So grand total, you probably want between 120-200 T5k chips based on your expected rebuy rate.
For T25k he is suggesting enough to cover the T1k chips in play. 7k per starting stack times 70 is T490k. 20*T25k=500k so 20 is sufficient.
The tournament would presumably end with the T5k and T25k chips in play, which would be about 140 between.
So overall the totals needed are
T25*560
T100*560
T500*270
T1K*490
T5K*120 (assuming 35 rebuys)
T25K*20
Total=2020
Good luck.
This post is amazingly helpful along with @BGinGA , so for that thank you very much. Is there an option that works just as good with say 1500 chip breakdown?
I'm the middle man for this purchase, trying to not lose them to $3200 in poker chips when they don't even play poker.. haha using my chip obsession to hold events for these guys to gain business. They love love the idea. So I was weighing optionsI wouldn't, but you could introduce the shunned T50 chip, and replace some T25s, and also reduce some T500s.
Using T25/50/100/500/1000/5000, your starting stacks could be 4/2/8/2/3/1 for a T10000. That's 20 chips per player, or 1400 chips for the starting stacks. Add T5000 and T25000 for color ups.
Personally, I'd buy more chips instead, but I did the above once when I was in a pickle (more players than I had 25s for showed up), and it kinda worked.
Remove the T5000 to follow the advice above and you're down to 19 per player.