RE: Cali10 Aug 2019 14:00
Luckman, I welcome your interesting post! Only yesterday I attempted a similar exercise, trying to calculate how much of RBD's current share price is supported by cash-flow from California.
I'm not certain of all my "factual" inputs i.e. Barrels per day output from all wells and indeed how many Workover wells are producing at the Doud site. I'm using 4 wells there, each with 50 boo/day output, but will welcome correction if anyone can provide a genuine source of reference for their information.
VG-3 = 160 boo/day (Not sure where I got that from? Do you have a definitive source for your 200 boo/day please?)
VG-4 we know from the recent TP Brokers note, produced 7,484 boo EQUIVALENT during 18 days of testing. So I take that to mean they factored in the Gas produced and that number is the effective economic total. So that gives a daily output of 415 boo which I'm taking as including the gas. I will use 400 boo/day though. But I'm also aware that's with 100% well up-time and obviously not achievable over a full 12 months. I'll come to that later.
At this stage I'm also assuming ZERO contribution from the Burnet 2A and 2B wells at Monroe Swell. Though of course they will provide additional boo/day after "clean-up". So my calculations become:
Doud 4 wells x 50 = 200 boo/day
VG-3 = 160 boo/day
VG-4 = 400 boo (equivalent)/day
So current total output = 760 boo/day
We also know that the composition of oil from our Cali fields is very similar to Brent Crude and commands a similar price. For this exercise I'm assuming oil at £60/brl.
I believe that RBD can extract oil for about $10/brl (that's not speculation). So that means we receive close to $50/brl.
So the total annual return from Cali (currently excluding Monroe Swell) and allowing for our 50% holding in the asset, is:
760 x 365 x 50 x 0.50 = $6.93 million (Using £=$1.205) becomes £5.75 million. But that's based on an unrealistic 100% well up-time!
Whilst I'm an engineer, unfortunately I have no experience of the oil industry and have no idea of the typical percentage of steady-state well up-times achievable! Any advice/inputs from Oil professionals welcomed! Therefore our annual NET earnings are shown for different percentage well up-times:
With 90% up-time = £5.175 million net. Equivalent to an EPS of 0.125p
With 85% up-time = £4.888 million net. Gives an EPS of 0.120p
With 80% up-time = £4.600 million net. Gives an EPS of 0.113p
Conclusions:
(1) If a very conservative EPS of 5 is used, then the following share price support (ONLY from the cash from Cli's currently producing assets) is implied:
90% up-time Cali alone supports a price of 0.64p/share
85% up-time Cali alone supports a price of 0.60p/share
80% up-time Cali alone supports a price of 0.57p/share
I also judge that in the future when S&S have demonstrated their undoubted (by me) competence, to continually add accretive projects and monetise maturing projects successfully, the market will value the