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Data as of .

DDTS vs SEPU: which one stands where?

As of Sep 19, 2026 SEPU can fall 0.2% before its buffer engages and DDTS 0.0%.

Innovator Equity Dual Directional 10 Buffer ETF - Sep and AllianzIM U.S. Equity Buffer15 Uncapped ETF - Sep.

0.0%DDTS can fall this far before its buffer
0.2%SEPU can fall this far before its buffer
14.8%DDTS can still gain
uncappedSEPU can still gain
DDTSBuffer working
9.3 of 10 pts of buffer left+14.7% more to the cap−10.0% floor0% period start+14.7% capTODAY · SPY −0.7%9.3 pts+14.7% to cap−10.0% floor0% start+14.7% capTODAY · SPY −0.7%
SEPUBuffer working
14.3 of 15 pts of buffer left−15.0% floor0% period startno capTODAY · SPY −0.7%14.3 pts−15.0% floor0% startno capTODAY · SPY −0.7%

These are two different products. SEPU is a floor fund, which caps how far a holder can fall. DDTS is a buffer fund, which absorbs the first part of a fall and leaves everything below it with the holder.

Where each one stands today

DDTS resets first, on Aug 31, 2027, 347 days from now; SEPU runs to Aug 31, 2027, 347 days. A fall from here reaches DDTS’s buffer after 0.0% and SEPU’s after 0.2%. Both track SPY, so what separates them is where each is in its own period.

Every figure is ETFIQ’s own, from the issuer’s published outcome-period terms. A buffer ETF holds FLEX options on its reference index rather than shares, so there is no holdings overlap between two of them to report.

Performance, window by window

DDTS and SEPU over each window. Every figure is an ETFIQ calculation with distributions reinvested. Source: ETFIQ.
WindowTotal returnGap to the reference
DDTSSEPUDDTSSEPU
3 months+2.0%+1.5%−0.3 pts−0.8 pts
6 months+9.3%+12.9%−8.7 pts−5.1 pts
1 year+9.8%+11.6%−6.7 pts−5.0 pts
Open the live comparison on ETFIQ
DDTS and SEPU on the same fields, as of Sep 19, 2026. Source: ETFIQ.
DDTS
Innovator Equity Dual Directional 10 Buffer ETF - Sep
Absorbs the first 10% of loss on SPY and caps the gain at 14.7%, over a period ending Aug 31, 2027
SEPU
AllianzIM U.S. Equity Buffer15 Uncapped ETF - Sep
Absorbs the first 15% of loss on SPY and does not cap the gain, over a period ending Aug 31, 2027
IssuerInnovatorAllianzIM
Reference indexSPYSPY
Buffer10%15%
Outcome periodAug 31, 2026 to Aug 31, 2027Sep 1, 2026 to Aug 31, 2027
Days left347347
Starting cap+14.7%uncapped
Can still gain14.8%uncapped
Fall before buffer0.0%0.2%
Protection left, index points9.3% of 10.0%14.3% of 15.0%
Index return this period−0.7%−0.7%
Fund return this period−0.1%−0.6%
State todayBuffer workingBuffer working
Expense ratio0.79%0.74%
Net assets$29m$162m

DDTS in plain words

From its price on Sep 19, 2026, the fund can gain about 14.8% more before it reaches its cap. Protection left, in index points: 9.3% of the 10.0% buffer still sits below today's SPY level. 347 days remained on Sep 19, 2026. On Aug 31, 2027 the period ends and a new cap is set.

SEPU in plain words

This fund has no cap. It takes a share of any further rise in SPY. The fund's price can fall 0.2% from here before the buffer starts absorbing losses, by the issuer's figure. In index terms, SPY can fall 0.0% from today's level to the point where the buffer begins. Protection left, in index points: 14.3% of the 15.0% buffer still sits below today's SPY level.

Questions people ask

Which resets first, DDTS or SEPU?
DDTS ends its outcome period on Aug 31, 2027 and SEPU on Aug 31, 2027. A new cap is set the day after each.
Which is cheaper, DDTS or SEPU?
DDTS charges 0.79% a year and SEPU charges 0.74%, so SEPU is cheaper. Fees come from each fund's prospectus.

Other comparisons

Where these figures came from

ETFIQ links to the documents behind every figure. It is not affiliated with any issuer, and a link is not an endorsement.

DDTS against SEPU, ETFIQ, data as of Sep 19, 2026. Every figure is calculated from a named public source; the method is at etfiq.com/methodology. A comparison is not a recommendation.

Cite this page. ETFIQ, DDTS against SEPU, data as of Sep 19, 2026. https://etfiq.com/compare/buffer/ddts-vs-sepu Free to use with attribution; the underlying files are at Open data.

How every figure is computed · Standards and sources