CAIE vs PLA: which paid, and which earned it?

CAIE and PLA both write options for income. Calamos Autocallable Income ETF and GraniteShares Autocallable PLTR ETF.

14.0%
CAIE cash paid, 1 year
6.9%
PLA cash paid, since launch
+11.8%
CAIE total return, 1 year
+11.1%
PLA total return, since launch
CAIE · 1 year to Sep 30, 20263.9 pts behind SPY
CAIE
+11.8%
SPY
+15.7%

3.9 pts behind SPY

CAIE over 1 year: paid 14.0%, price −3.1%, total +11.8%, SPY +15.7%, −3.9 pts.

SPY

+15.7%

CAIE

+11.8%

14.0% as cash

3.9 pts behind SPY

Total return, distributions reinvested

3.9 pts behind SPY

CAIE over 1 year: paid 14.0%, price −3.1%, total +11.8%, SPY +15.7%, −3.9 pts.

SPY

+15.7%

CAIE

+11.8%

3.9 pts behind SPY

14.0% of it arrived as cash. Total return, distributions reinvested. CAIE over 1 year: paid 14.0%, price −3.1%, total +11.8%, SPY +15.7%, −3.9 pts.

PLA · since launch to Sep 30, 202627.2 pts behind PLTR
PLA
+11.1%
PLTR
+38.3%

27.2 pts behind PLTR

PLA since launch: paid 6.9%, price +3.7%, total +11.1%, PLTR +38.3%, −27.2 pts.

PLTR

+38.3%

PLA

+11.1%

6.9% as cash

27.2 pts behind PLTR

Total return, distributions reinvested

27.2 pts behind PLTR

PLA since launch: paid 6.9%, price +3.7%, total +11.1%, PLTR +38.3%, −27.2 pts.

PLTR

+38.3%

PLA

+11.1%

27.2 pts behind PLTR

6.9% of it arrived as cash. Both charts share one scale, 0 to +38.3%. PLA since launch: paid 6.9%, price +3.7%, total +11.1%, PLTR +38.3%, −27.2 pts.

Performance, window by window

Total returnCash paidAgainst the benchmark
WindowCAIEPLACAIEPLACAIEPLA
3 months+0.9%+11.5%2.3%3.5%−1.6 pts−37.2 pts
6 months+13.2%not published6.3%not published−3.8 ptsnot published
1 year+11.8%not published14.0%not published−3.9 ptsnot published
Since launch
CAIE Jun 2025 · PLA May 2026
+26.1%+11.1%18.1%6.9%−1.2 pts−27.2 pts

CAIE and PLA over each window. Every figure is an ETFIQ calculation with distributions reinvested. Source: ETFIQ. Open the live comparison on ETFIQ →

On the same fields

CAIE
Calamos Autocallable Income ETF · Autocallable on SPY, paying monthly
PLA
GraniteShares Autocallable PLTR ETF · Autocallable on PLTR, paying monthly
Issuer Calamos GraniteShares
Strategy autocallable autocallable
Benchmark S&P 500 (SPY), used as a default proxy Palantir (PLTR)
Pays monthly monthly
Payout rate, annualized 14.1% 19.3%
Expense ratio 0.74% 1.07%
Cash paid, 1 year 14.0% 6.9% (since launch on May 19, 2026)
Price change, 1 year −3.1% +3.7%
Total return, 1 year +11.8% +11.1% (since launch on May 19, 2026)
Benchmark return, 1 year +15.7% +38.3%
Ahead or behind −3.9 pts −27.2 pts
Return of capital, latest estimate not published 0%
Age 462 days 134 days
Net assets $872m $4m

CAIE and PLA on the same fields, as of Sep 30, 2026. Source: ETFIQ.

CAIE in plain words

Over the year to Sep 30, 2026, CAIE paid 14.0% of its starting value in cash distributions while its price fell 3.1%. With every distribution reinvested, the fund returned +11.8%. S&P 500 (SPY), used as a default proxy returned +15.7% over the same days, so a holder was behind by 3.9 pts. At its price on Sep 30, 2026 the latest distribution annualizes to 14.1%, paid monthly.

PLA in plain words

Over the period since launch on May 19, 2026 to Sep 30, 2026, PLA paid 6.9% of its starting value in cash distributions while its price rose 3.7%. With every distribution reinvested, the fund returned +11.1%. Palantir (PLTR) returned +38.3% over the same days, so a holder was behind by 27.2 pts. At its price on Sep 30, 2026 the latest distribution annualizes to 19.3%, paid monthly. GraniteShares estimates that 0% of the distribution paid Sep 11, 2026 was a return of capital (19a-1 notice, estimated, a tax characterization rather than a measure of erosion).

Questions people ask

Which is cheaper, CAIE or PLA?
CAIE charges 0.74% a year and PLA charges 1.07%, so CAIE is cheaper. Fees come from each fund's prospectus.
Cite this page

ETFIQ, CAIE against PLA, data as of Sep 30, 2026. https://etfiq.com/compare/income/caie-vs-pla

Open data

Free to use with attribution. Every figure is calculated from a named public source; the method is at etfiq.com/methodology.