The Books Insiderindependent audiobook data
Wanted by Paisley Hope

Wanted: Audiobook

Book 1 of the Grosvenor Ranch series

According to The Books Insider's catalog data, the Wanted audiobook runs 11.4 hours unabridged, narrated by Sean Masters and Vanessa Edwin (about 7.6 hours at 1.5× playback speed).

11.4listening hrs
Historical (Romance)store shelf
2026released
Free for new listeners

The instrument When will you finish it?

Based on 11.4 hours of listening.

Days to finish Wanted at common listening paces
Your paceYou'll finish in
30 min / day23 days
1 hour / day12 days
2 hours / day6 days
1 hour / day at 1.5×8 days

Part of The Audiobook Finish-Time Calculator: the same instrument for any audiobook we measure.

What our data says

  • At 11.4 hours, it runs longer than 78% of the 9,636 Historical (Romance) audiobooks in our catalog.

Computed from 409,794 English-language unabridged audiobooks in The Books Insider catalog (store data read November 3, 2026). Lengths are the store's own running times. Methodology.

About this listen

Wanted is book 1 of Paisley Hope's Grosvenor Ranch series: a 11.4-hour unabridged recording, read by Sean Masters and Vanessa Edwin, released November 3, 2026, on the Historical (Romance) shelf.

The listen at a glance

Length
11.4 hrs
Narrated by
Sean Masters, Vanessa Edwin
Released
November 3, 2026
Format
Unabridged audiobook
Language
English
Store shelves
Historical (Romance)
Series
Grosvenor Ranch #1
ISBN
9798217511839

How to listen to Wanted free

New members at audiobooks.com get three free audiobooks with the trial.

Separately, the store's catalog carries more than 10,000 audiobooks that are always free to stream.

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Questions listeners ask

How long is the Wanted audiobook?

Wanted runs 11.4 hours unabridged. At 1.5× speed that drops to roughly 7.6 hours.

Is the Wanted audiobook free?

Yes, for new listeners: the trial starts you with three free audiobooks.

Who narrates Wanted?

Wanted is narrated by Sean Masters and Vanessa Edwin.

Is Wanted worth listening to at 1.5× speed?

At 1.5× you'd finish in about 7.6 hours, saving 3.8 hours.