Description
Summary and Thesis:
UHAL is a very well-known company and a fairly well-known investment thesis. I’d refer readers to previous write-ups for Company background and overall thesis structure.
At current levels we believe downside protection is extremely strong and upside potential is substantial. Specifically, we believe that the self-storage business may alone be worth close to the current stock price and that there is massive value and optionality beyond that.
Moreover, there are specific reasons why both the self-storage and equipment rental businesses have pressured consolidated margins over the past few years, and that dynamic has now stabilized and we expect material improvement over the next few years.
We’re strained to see fundamental downside below current levels and believe that there is a path to a $600+ share price over a reasonable time frame.
Self-Storage:
- UHAL’s self-storage business generates $400mm of run-rate revenue. EXR and PSA trade at approximately 17.5x run-rate revenue. That implies $7bn of value for the self-storage business.
- UHAL’s SS facilities are woefully underutilized because so many are so new (i.e. ground up development). As of the last quarter, occupancy stood at 68.4%. These facilities will eventually run at 90%+ occupancy. Every 100 bps of incremental occupancy is $5.3mm of revenue. That’s another $115mm of revenue or roughly $2bn of potential value.
- Over the last 12 months, UHAL has spent $1bn on SS CapEx, much of which isn’t reflected in the Company’s square footage because it isn’t online yet.
Adding that up yields $10bn for UHAL’s SS business. UHAL’s current EV is right around $11bn.
So $10bn is our bull case for SS but we acknowledge that number may be high. UHAL’s facilities are generally not in as desirable of locations as EXR’s and PSA’s and accordingly deserve a discount. On the flipside, we believe UHAL is much better positioned than PSA and EXR to buy massive amounts of (very cheap) shuttered retail real estate and convert it to profitable SS real estate. UHAL’s equipment rental business acts as a customer acquisition tool and enables UHAL to operate SS facilities in locations that PSA and EXR would have much more difficulty. It’s hard to quantify the value of that but we believe it will be significant over time.
Downside case: at last quarter end UHAL had 38.2mm SF of SS. Let’s assume $14.75 of revenue per occupied SF and 90% occupancy. That is $510mm of SS revenue. 60% NOI margins – substantially below PSA and EXR – yields $305mm of NOI. Let’s cap that at 6.5% vs. the 4.25% cap-rates EXR/PSA trades at. Plus 75% of LTM CapEx and we’ll call $5.5bn the downside.
Critically, UHAL has turned the corner with regards to newly built SS product hurting margins – the development properties that have entered the portfolio over the past few years are now generating more cash flow than the new development properties coming online are burning. So new product is still diluting margins but the path to recovery has commenced.
Other sources of value:
Equipment rental + accessories:
This business continues to grow mid-single-digits and it holds a dominate position. On a run-rate basis the business is generating >$1bn of EBITDA and >$500mm of EBIT. Margins are depressed because the Company continues to work through issues relating to getting repair and maintenance expenses under control. Additionally, higher fleet utilization represents a major opportunity for margin expansion. At the Company’s August investor Day management highlighted improved equipment rental fleet utilization as the biggest lever for earnings improvement. Higher SS occupancy was second.
Between top line growth and margin optimization we think earnings from this business could grow very nicely over the next few years. We view the financing of trucks in this business as an operating expense so prefer to value the business on a net income basis: allocable debt is currently $2.1bn and interest expense is $75mm, resulting in $425mm of EBT and $320mm of net income (assuming a 25% tax rate while UHAL has historically paid a much lower cash tax rate).
We consider $2.5bn (8x $320mm) the downside case and $5bn (12x $400mm) the bull case.
Other assets:
- Self-storage property management that generates $30mm of EBIT.
- 2 insurance companies with combined tangible book value of $600mm.
- $500mm of cash on the balance sheet.
We value those assets at $1bn to $1.5bn.
Other thoughts:
UHAL is ‘frustrating’ because despite sitting on assets worth demonstrably more than the current share price, the Company is focused on the long-term and takes no steps to get its share price up in the near-term. That is both the source of opportunity as well as a difficult to quantify risk. Over the long-term management has done an excellent job running the business, but share price appreciation has come in fits and starts.
In our view, the biggest risk facing UHAL is the inevitable transition to autonomous vehicles. We have no convicted or differentiated view over what time span that happens. We also don’t know what it does to UHAL’s business. We’d argue that the unquantifiable risk is offset by these unquantifiable options:
- UHAL’s fleet and real estate portfolio put it in a very interesting positon to play a pivotal role in last mile delivery. To date, the Company has been only a passive participant (i.e. people rent its trucks to carry out last mile delivery). But maybe the Company (or an outside party) gets smart and figures out a way to take advantage of last mile in a broader way.
- For the same reason UHAL is well positioned for last mile, it is well positioned as a large scale fleet operator of self-driving trucks.
- UHAL has an incredible brand. It gets free advertising from people driving its trucks. It’s been in countless movies, TV shows, etc.
- As mentioned previously, UHAL is as well positioned as any company to buy shuttered retail real estate, reposition it as cash generating SS and perhaps one day it’ll be worth a lot more. There is likely a lot of value in that and we know that very large real estate investors are trying to figure out a way in.
Valuation:
Presented below is our summary valuation. To simplify the cases, we think current level is roughly downside, base case is $500, and bull case is $600.
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)
I do not hold a position with the issuer such as employment, directorship, or consultancy.
I and/or others I advise do not hold a material investment in the issuer's securities.
Catalyst
- Improved SS margins from improved occupancy
- Recovery of equipment rental margins from improved utilization and/or reduced expenses
- Valuation + others (see above)