Crunching Some Hypothetical (fictional but a possi
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Posted On: 02/24/2019 1:50:07 AM
Crunching Some Hypothetical (fictional but a possible guess) Numbers
Here were some of the questions I asked if you wanted to crunch some numbers:
So let me simplify this first 2 questions instead of revenue and debt let me just combine the 2 and just say OWCP is worth 1 billion dollars sometime in the future (instead of saying 2021). Let's assume that the A/S never changes and remains at 500 million and that the O/S for math purposes goes up to it's max (yes, dilution) 500 Million. Now lets say then the value of the price per share is 1 billion dollars divided by 500 Million when this happens 50 cents without any R/S. Now let's just look at the worst case scenario where the R/S was 1:500 now the same result for pps would still be 50 cents but you would have only 1/500 the amount of your shares and the equivalent price per share would be 0.50/500 = 0.001.
So to simplify the above then the equivalent price per share for each R/S would be for each 1 billion dollar OWCP is worth at full dilution but no added A/S would equal 0.50/(R/S):
NO R/S = $0.50
1:2 = $0.25
1:3 = $0.17
1:4 = $0.125
1:5 = $0.10
1:10 = $0.05
1:25 = $0.02
1:50 = $0.01
1:100 = $0.005
1:200 = $0.0025
1:500 = $0.001
Keep in mind, this is just hypothetical
GO OWCP$
$OWCP
$OWCP
$OWCP
Here were some of the questions I asked if you wanted to crunch some numbers:
Quote:
What will be their revenue for 2021?
What will their debts be?
How many A/S and O/S will there be in 2021?
What will the share price be based on those things and how many shares would a current share holder of 1 million shares now have in 2021?
So let me simplify this first 2 questions instead of revenue and debt let me just combine the 2 and just say OWCP is worth 1 billion dollars sometime in the future (instead of saying 2021). Let's assume that the A/S never changes and remains at 500 million and that the O/S for math purposes goes up to it's max (yes, dilution) 500 Million. Now lets say then the value of the price per share is 1 billion dollars divided by 500 Million when this happens 50 cents without any R/S. Now let's just look at the worst case scenario where the R/S was 1:500 now the same result for pps would still be 50 cents but you would have only 1/500 the amount of your shares and the equivalent price per share would be 0.50/500 = 0.001.
So to simplify the above then the equivalent price per share for each R/S would be for each 1 billion dollar OWCP is worth at full dilution but no added A/S would equal 0.50/(R/S):
NO R/S = $0.50
1:2 = $0.25
1:3 = $0.17
1:4 = $0.125
1:5 = $0.10
1:10 = $0.05
1:25 = $0.02
1:50 = $0.01
1:100 = $0.005
1:200 = $0.0025
1:500 = $0.001
Keep in mind, this is just hypothetical
GO OWCP$
$OWCP
$OWCP
$OWCP
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