
In this article, I am going to cover three topics:
- Cash Flow;
- Net Present Value (NPV); and
- General Comments On The Alberta Royalty Review.
The first two topics continue from my prior articles on the royalty and taxation. The third topic begins to address my comments the Alberta Review Panel Final Report (PDF, 2.25mb).
Cash Flow
The cash flow is amount of money after everything else has been paid. Knowing the cash flow over the life of a project, we can value it. This will make more sense in a moment.
Oil Sands Project Annual Cash Flow
| Line Number |
Description |
| Source: |
Kevin H. Stecyk |
| Line 1 |
Gross Revenue |
| Line 2 |
Less: |
| Line 3 |
Operating Costs (Opex) |
| Line 4 |
Capex (Capex) |
| Line 5 |
Alberta Royalty |
| Line 6 |
Federal Tax |
| Line 7 |
Provincial Tax |
| Line 8 |
Equals Developer's Cash Flow |
In the above table, we see that the cash flow is simply gross revenue less all costs, including royalty and taxes. I have described in prior articles how gross revenue and other items were arrived at, so I will not repeat the discussion in this article.
In the next section, I will describe how a developer values a project using the cash flows.
Net Present Value
The net present value (NPV) is the sum of a series future cash flows in today's dollars. I provided a table below that helps to explain this concept better.
Oil Sands Project Annual Cash Flow
| Line Number |
Year 1 |
Year 2 |
Year 3 |
Year 4 |
Year 5 |
| Source: |
Kevin H. Stecyk |
| Initial Amount |
$1000.00 |
|
|
|
|
| Future Worth Year 2 |
|
$1100.00 |
|
|
|
| Future Worth Year 3 |
|
|
$1210.00 |
|
|
| Future Worth Year 4 |
|
|
|
$1331.00 |
|
| Future Worth Year 5 |
|
|
|
|
$1464.10 |
Imagine you were given $1,000.00 on January 1 of Year 1. If you were able to invest that money at 10% for a year, then next year on January 1, you would have $1,100.00. We could repeat this process for all five years as shown in the table above. As we see, at the beginning of year 5, you would have $1,464.10. Another way of viewing the table is as follows: Imagine that you were going to be given $1,464.10 in five year's time, what is the equivalent value today, assuming that you could invest at 10% per annum? From our table, we know that $1,461.10 in five year's time is worth $1,000.00 today assuming an investment rate of 10%. This is known as the net present value of a single future cash flow.
In our situation with an oil sands project, we might have 45 years of future cash flows in our model. First, we would assume our production and commodity price over the 45 years. That would determine our gross revenues. Next, we would forecast our cost structure in terms of capital expenditures and operating costs. With that information and assumptions about the future royalty and tax structures, we can construct our financial model to determine annual cash flows for each of the next 45 years. We would then bring these future cash flows back to a net present value to arrive at the value of the project.
How can we know the future prices of oil, bitumen, gas and other commodities? Or, how about our future cost structures? If we do not know our future inputs and outputs, how can we arrive at a meaningful NPV value?
The reality is we do not know the future prices and costs. So we run the model several times under various assumptions. Assume low commodity prices with low costs to determine one answer. Assume low commodity prices with high costs to determine a different answer. Assume high commodity prices with low costs to determine yet another answer. And so on. There are systematic and sophisticated methods of varying inputs to arrive an array of outputs. Two popular techniques are known as Monte Carlo simulation and Decision Tree methodology. Both techniques are related but different. Each technique varies the most important inputs to measure the change in value. By knowing how the value of the project changes under various conditions, the developer can assess whether or not the project is viable and worth pursuing.
One item that I have not discussed yet is the investment rate. Earlier I used 10% as an arbitrary value. But what should the value be? This topic is a complicated and is often debated among analysts. The technical term of the investment rate is called the discount rate. It is called the discount rate because future amounts of discounted to a present value. For oil sands projects, a developer is likely using a value somewhere between 10% and 18%. That is a large range of values.
A discount rate is often a proxy for risk. By that, consider if you were to put your money into your bank. You can expect only to receive a couple or few percent return. It is very safe. Next, consider if you were going to invest a risky project. Then you would demand a higher rate. If the rate were the same, you would just leave your money in your bank account. So the discount rate is often used as a proxy for risk.
With regard to oil sands, the discount rate will likely be lower for an existing developer that is already running its operation successfully. Most of the bugs are worked out and the company is just expanding its operations. A new entrant might have a much larger discount rate because it is using a different technology and its management team is still unproven with this new venture.
The discount rate, though somewhat arbitrary, is extremely important to the overall valuation of the project. Again, a thorough discussion of how to arrive at a proper discount rate is beyond the reach of this article.
Another important point to know is that after 25 years or so, the net present value of future cash flows is almost negligible. What do I mean by that? Recall earlier when we had $1,464.10 in five year's time and it was only worth $1,000.00 today. Image you were going to receive a $1,000.00 in 25 year's time. What is its present worth today using a ten percent discount rate? Using a discount rate of 10%, a $1,000.00 in 25 year's time is only worth $92.30 today. Thus, the initial cash flows are most important.
I am going to repeat my prior sentence for emphasis: The initial cash flows are most important.
We have covered a lot of ground. We learned about royalty and tax structures that existed when the NOSTF and the provincial and federal governments created a new oil sands fiscal regime. Knowing that information, we are able to construct financial models to arrive at annual cash flows. And, using annual cash flows, we can determine the value of a project and provide comments on the Alberta Royalty Review. While I will not analyze a project, I will draw upon our knowledge when I comment on the Review.
General Comments On The Alberta Royalty Review
I read through the Alberta Royalty Review document. I need to study it in further detail before I write the rest of my articles. As a quick impression, however, I find that I agree Alberta is not receiving its fair share and that the report has some serious shortcomings. Although I do agree that Alberta is not getting its fair share, I do not agree with all the recommendations as given. And I found that some information is missing or presented in an awkward manner.
On page 11 of the report, it states:
Cumulatively, the Panel's recommended package for changes for oil sands targets a total government take from the oil sands sector of 64%, increased over the present total take which is a little under 50%. Roughly 60% was the total take identified by the 1995 National Oil Sands Task Force (NOSTF) as consistent with the needs of a fledgling industry. The Panel regards a comparable level of take as more than reasonable for the production powerhouse the sector has become.
As I recall the NOSTF targets, they were roughly one third to developer, one third to provincial government, and a final one third to the federal government, which is close the 60% identified above. With regard to the fledgling industry stuff, I am not sure where the panel dreamt that up. Part of the NOSTF's goal was to have the industry invest $25 billion once the fiscal regime was adopted. That is some fledgling industry.
I have jotted down some topics that I am considering for future articles. This list is not necessarily complete, because I might add or subtract from this list. This list does, however, provide somewhat of a framework. The list, in no particular order, is as follows:
- Historical and current tax rates;
- Capital cost allowance (CCA) 41A;
- Bitumen pricing;
- Upgraders and upgrader credits;
- Complexity of proposed regime;
- Synthetic crude oil versus bitumen election;
- Resource allowance and royalty deductibility;
- Undiscounted cash flows for comparison purposes;
- Confidential versus open process; and
- Super agency.
Again, this list is subject to change. I will, however, start with tax rates as my next article.
Calgary model Judith Aldama is featured in the photograph, which is hosted at
Flickr. If you click on the picture of Judith, you will be taken to where you can view a larger version and see even more pictures of her.