Mar 7, 2011 10:58 GMT  ·  By
Crystal Harris will release a pop track before her summer wedding to Hugh Hefner
   Crystal Harris will release a pop track before her summer wedding to Hugh Hefner

If Paris Hilton, Heidi Montag and Kim Kardashian can do it, so can Crystal Harris. The fiancée of Playboy mogul Hugh Hefner has announced plans of coming out with a single right before the big day this summer.

Harris, who has never before expressed a desire at launching a career in music, has revealed that she will be releasing her first musical effort before the big day when she’ll say her I Do to The Hef.

At this moment, it is not known whether she plans to release a full album as well. TMZ reports Crystal’s first song will be a pop record, as expected.

“TMZ has learned, Crystal Harris will be releasing her first single ‘Club Queen’ in June... right before her big wedding to Hef – but here’s the kicker... she’s not doing it alone,” the e-zine writes.

Apparently, to guarantee her success, Crystal has turned to the best of the best in the industry.

“We’re told she’s pulling out some big guns to make sure her pipes are pitch perfect... enlisting the help of famed vocal coach Seth Riggs – who has also helped the likes of Madonna, Stevie Wonder, and Diana Ross,” TMZ notes.

As of now, these are all the details about Harris’ attempts at getting her name out there as something other than Hefner’s soon-to-be-wife

Then again, getting talented people to work with you on a song may be the golden ticket, as Kim Kardashian has also learned just recently.

The socialite turned television personality says she wanted to put out a single because she wanted to step out of her “comfort zone” and see if she was up for the challenge.

She turned to uber-producer The Dream for help on the track and, while he’s behind most of the hits we hear on the radio today, Kim’s “Jam (Turn It Up)” is considered a major fail, being harshly criticized minutes after release, as we also noted a couple of days ago.

Of course, Crystal Harris may still prove to be the exception to the rule.