Assumptions:
Let's suppose that you had been granted 5000 Apple
Restricted Stock five years ago which vested three
years ago when the stock was 30. You paid the tax
on the stock and did not sell.
You also were granted 10,000 Employee Stock
Options 3 1/2 years ago with an exercise price of 27.
These options are now vested.
You want to efficiently reduce risk and take profits
without paying a large tax bill. Here's how to do it.
___________________________________________________
Apple's market price at the close on April 26, 2007 is 98.84.
Sell (write) 150 January 2009 calls with exercise price of 110.
The sale could be made at 16.20. The proceeds of $243,000
would be credited to your account. At some firms which
charge the minimum margin requirements, the writer
could remove all of the proceeds of the sale of the calls
and still have substantial excess margin. In fact, with the
new portfolio minimum margin requirements, the writer
of the 150 calls would be required to own only 2000 shares
fully paid for in order to satisfy initial margin requirements.
No taxes or interest payments would be accessed upon
the withdrawal of the $243,000
The equivalent stock position prior to the sale (write) of the
150 calls was long 14,700 (i.e. 5000 shares + 9700 from the
ESOs). The equivalent stock position after the write would
be reduced by 150 x .57 = 8550, making the new position
+ 6150.
There would have been no "time premium forfeited" back to the
company. There is no current tax liability. There is no additional
margin required to initiate this position. The deltas are still
long 6150.
The delta risk has been reduced 60%, erosion risk has been
reduced by 100%.
If Apple goes down, stays the same or increases slightly,
there will be a profit on the written calls over time. If the
written calls are bought back at a profit or they expire
worthless, a tax becomes due.
The profit would probably be a short term capital gain,
which could be offset by any unused past or prospective
liquidations of capital losses.
If the Apple stock rises substantially after the write, the
written calls will cause a loss. But the gain on the stock
and ESOs will be substantially more than the loss on the
written Apple calls. The losses on the written calls will
generate potential tax losses and can be taken now or
used in future years.
Of course, if the employee has no Apple stock or assets other
than the Apple Employee Stock Options, he may consider
making some premature exercises and sales of the stock
to reduce delta risk and to provide some required margin
for hedging. If the ESOs are Qualified ESOs, the stock
should be held and used as margin collateral.
Efficient hedging by selling Apple listed long term out of the
money calls will result in 50-100% more earning in these
circumstances with Apple than the naive startegy of
premature exercises of options, sales of stock and
diversification.
If you think that Steve Jobs will be indicted or
removed, it may be wise to consider buying some slightly
out of the money puts in lieu of writing as many calls.
Apple Update
Stock is trading abour $109.6 and the Jan 2009, 110 calls
are trading at $22.80.
The value of the three positions increased about $60,000.00
with a unliquidated loss on the calls sold of about $97,000.
So lets buy 50 of those back and sell 50 of the Jan 2009,
120s, giving a liquidated $32,400 short term capital loss and
making the position a bit more bullish. The spread could be
bought for about $430 x 50. Alternatively (or in addition to)
you could buy 70 Jan 2009 110 calls back and sell 50 of the
Jan 2009 90s giving some positive gammas. Both of these are
margin reducing and capital loss "harvesting" trades.
Up date on Apple May 31, 2007 stock = $120
Lets assume that the optionee took the earlier suggestion to
buy 50 call verticals (110x120) for 430 and/or bought another
70 Jan 2009 110 calls against the sale of the 50 Jan 2009 90
calls.
He can now buy back the 30 Jan 2009 110 calls and sell
30 Jan 2009 130 calls, again "harvesting" capital
losses and picking up some long deltas. That's what we would
recommend.
Update June 7, 2007 AAPL trading for 123.65 at close.
The Jan 2010 calls are now trading. We suggest buying 50%
of your shorts in the Jan 2009 , 120 calls and selling an equal
number of Jan 2010, 140 calls for a credit of 50 cents.
Again we "harvest" capital losses and hold on to unliquidated
gains. This also picks up some long deltas and reduces
margin requirements. The implied volatility increase and the
increase in interest rates has added value to the ESOs
and the listed calls.
Update June 12. AAPL trading at 117
Close out any losing position shorts in Jan 2009 calls for
"Tax Harvesting" purposes other than the Jan2009, 90 calls.
This means buying the Jan 2009 130's, or the Jan 2009
120's and selling simultaneously the Jan 2010, 130 's and the
Jan 2010, 120 calls. Enter the orders as a spread with a
limit which gives a slight theoretical edge.
Update AAPL July 13, 2007 AAPL = 137.7
Buy in all Jan 2009, 130 calls and sell all Jan 2010, 150
calls for 30 cents credit.
This adjustment "harvests" tax losses and adds a small
amount of positive deltas. I dentify the sale versus the
ESOs as an "identified starddle"
Implied Volatility Increase
The implied volatilities on the Apple calls have increased
making it such that the profits on the three positions
combined were less than expected if the volatilities stayed
the same.
Straddle Rule
Some pundits who claim expertise in this area will say that
the straddle rule disallows the deduction of the losses.
Well, that is not true. Even if the starddle rule applied on
the sales of calls versus the ESOs (which I do not believe
it would), it would not have applied to the sales of calls
versus the long stock as those are "qualified covered" calls.
The worse case would be that 2/3 of the loss would be
delayed a year or the 2/3 loss would increase the basis
in the ESOs. If one believes that the straddle rule will
apply to selling calls versus ESOs, then he should designate
the sale together with the ESOs is a "identified starddle"
making it such that the losses on the calls sold are used to
increase the cost basis of the ESOs.
Mismatched tax losses and gains
Some other pundits claim that there will be a mismatching of
losses, with the losses on the listed calls not deductible
against the ordinary income from the ESOs. These same
pundits are the ones who claim that the straddle rule applies.
If the starddle rule applies and there is an identified starddle,
the loss on the listed calls merely increases the cost basis
of the ESOs.This means that the losses and gains are
matchable if their idea that the straddle rule applying is
correct.
John Olagues
P.S. Since April 27, 2007 when this article started, there has been a general rise in the implied volatility of many stocks. Apple's implied volatility has risen from perhaps 33 to 41. There has also been a rise in general interest rates. Given the above factors, the value of the Apple listed calls have risen in both theoretical and market values. If a person had sold calls as described in this article, reducing his deltas accordingly, but remaining substantially long, he would have still expected a large rise in total value of his combined positions with the stock rising as it did.
However, the rise would have been substantially less due to the rise in the implied volatility and interests rates, although the theoretical value of the ESOs would have risen somewhat as a result of the rise in volatility and interest rates.
The lesson here in that as time passes, volatilities and interests rates do change thereby affecting the value of both the ESOs and the listed calls. That is why, the prudent approach to hedging in the start relatively small and increase positions as time passes.
P.P.S. I just posted an attachment which shows when Steve Jobs thinks is the best time to exercise ESOs.
He exercised 120,000 options with a strike priceof $5.70 on the very last day of the life of the options. He did not forfeit any time premium nor did he pay an early tax. That is the way everyone should do it.
At least Jobs has one advisor who somewhat understands ESOs.