Cycling Forced Matrix Calculation

Hi, I need a clear and precise calculation of a cycling 2x3 forced matrix. I'm not looking for programming, scripts, softwares, I'm just looking for somebody to explain me how this plan works. The specifics of this 2x3 cycling forced matrix are: 1. the registration is a one time fee, no recurring payments 2. spillover goes equally down the matrix (no powerlegs - so it's easier to make the calculation) 3. everybody makes the same amount of money even if one signs up 100 people and the other one zero. The system has to calculate as if every member signs up 2 new members (very unrealistic, but I need this calculation this way) 4. the new cycles are paid from the money made from the previous cycle, so members never pay more than the initial one time fee. Here are my calculation requests: - in case of a one time $5 sign up fee how many times do I cycle in a 2x3 matrix with 500, 1000, 2000, 5000 and 10,000 total members equally distributed in the matrix? - same question as above but with a $10 sign up fee - how much money does every member make with a $5 sign fee or with a $10 sign up fee in case of 500, 1000, 2000, 5000 and 10,000 total members equally distributed in the matrix? - is there room for matching bonuses? If so, how do they work and how should I change my calculations per cycle? - how many members must I have to complete the final cycle, so that the first member makes $100,000 in the $5 matrix and $200,000 in the $10 matrix? - how much money doesn't get paid and stays to the company in case of 500, 1000, 2000, 5000 and 10,000 total members equally distributed in the matrix? IMPORTANT: I will give precise cycling amounts and data (I'm not disclosing them here) so you can then send me these calculations on a file but after the job is done, it's mandatory to talk also with me over Skype or over landline phone (on my expense) because I will probably have questions. Please do NOT reply if you don't have necessary knowledge and experience with these mlm compensation plans. Thank you.