Options Skew Analytics

TAP option chain

Strikes around the forward, as they were quoted at the close

Data as of 23 September 2026 (end of day)

2027-01-15(114 days)ATM 31.98%±6.59skew +3.16
CallsStrikePuts
VolumeOpen intBidAskIV IVBidAskOpen intVolume
01$13.60$14.90—$22.50—————
04$11.10$12.40—$25.00—————
05$9.00$9.90—$27.50—————
066$6.90$7.70—$30.0035.53%$0.45$0.553195
144$5.00$5.60—$32.5033.95%$0.90$1.052406
2627$3.30$3.90—$35.0031.97%$1.60$1.801,36321
3072$2.10$2.5531.98%$37.50—$2.75$3.1054310
37296$1.25$1.6532.12%$40.00—$4.30$4.802,8880
291,115$0.70$0.8530.79%$42.50—$6.20$6.703338
0784$0.35$0.5030.80%$45.00—$8.30$9.308940
—————$47.50—$10.60$12.00970
19508$0.15$0.2534.50%$50.00—$12.90$14.503170
—————$52.50—$15.30$16.802440
—————$55.00—$17.80$19.20340
—————$57.50—$19.70$21.7010
—————$65.00—$27.30$29.1020

Forward $36.89. The 25-delta put carries +3.16 volatility points over the 25-delta call.

2027-04-16(205 days)ATM 31.90%±8.78skew +0.48
CallsStrikePuts
VolumeOpen intBidAskIV IVBidAskOpen intVolume
—————$25.0039.56%$0.30$0.5030
—————$27.5036.38%$0.55$0.70251
01$7.20$8.20—$30.0034.33%$0.95$1.1021
—————$32.5032.57%$1.40$1.85112
118$4.10$4.60—$35.0032.02%$2.35$2.80176
513$2.75$3.4031.92%$37.50—$3.50$4.201355
088$1.95$2.3531.60%$40.00—$5.10$5.701632
186$1.15$1.8531.73%$42.50—$6.70$7.9060
099$1.00$1.1032.09%$45.00—$8.80$9.60150
—————$47.50—$10.90$12.2040
—————$50.00—$13.20$14.60390

Forward $36.71. The 25-delta put carries +0.48 volatility points over the 25-delta call.

How to read this

Calls on the left, puts on the right, the strike between them — the layout every chain uses. Each block is one expiration, and the heading carries its days to expiry, the at-the-money implied volatility, and the one-standard-deviation move that volatility implies over that time.

Only the 21 strikes nearest the forward are stored, which is the part of the board that carries the volume. The shaded side is in the money: below the forward for calls, above it for puts.

Implied volatility is shown on the out-of-the-money side only. An in-the-money option is nearly all intrinsic value quoted on a wide market, so a volatility solved from it would look authoritative and mean very little. The price is still shown, because the price is real; the blank is deliberate.