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Casino Rama - VP Inventory

You are right about the large number of Triple Action machines, 51 to be
exact or 41% of their total vp inventory, including 24 seldom used $1. After
discussing the
situation I learned that most of them are on a limited lease program, as was
the
Triple/Fives. The important thing is that they did listen to us and brought
back
our favourite. In a way I am glad they introduced Super Times and
Multi-Strike.
It provides variety in their vp product. It is unfortunate that they did not
put in
decent paytables. I am still not sure how to calculate the return % in Super
Times because of the Bonus Multipler. It is suppose to appear every 13 hands
on average. Any ideas? By the way, I was lucky enough to hit two royals on
the Super Times before the Triple/Fives returned. While I was there one of
the Multi-Strikes paid out 4 jackpots total 8000. A few days later a women
hit a royal while on 4X. I guess it is better to be lucky than
skilful........sometimes!
Your turn for a Royal, Colin

[Non-text portions of this message have been removed]

You are right about the large number of Triple Action machines, 51

to be

exact or 41% of their total vp inventory, including 24 seldom used

$1. After

discussing the
situation I learned that most of them are on a limited lease

program, as was

the
Triple/Fives. The important thing is that they did listen to us

and brought

back
our favourite. In a way I am glad they introduced Super Times and
Multi-Strike.
It provides variety in their vp product. It is unfortunate that

they did not

put in
decent paytables. I am still not sure how to calculate the return

% in Super

Times because of the Bonus Multipler. It is suppose to appear

every 13 hands

on average. Any ideas? By the way, I was lucky enough to hit two

royals on

the Super Times before the Triple/Fives returned. While I was

there one of

the Multi-Strikes paid out 4 jackpots total 8000. A few days

later a women

hit a royal while on 4X. I guess it is better to be lucky than
skilful........sometimes!
Your turn for a Royal, Colin

[Non-text portions of this message have been removed]

According to the Wizard of Odds you multiply the game return by
1.00278 to get the total return.

ยทยทยท

--- In vpFREE_Canada@yahoogroups.com, lcolinandmarie@... wrote: