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    Welcome to Lawyer Solutions Group

    Lawyer Solutions Group is Nevada's premier full service provider of court reporting, e-discovery, trial and litigation support services. Our company has been offering excellent services to lawyers in Downtown Las Vegas, NV for over five years. Our principle approach to solutions is our client's needs. We understand that managing cases can be tedious business and finding dependable consistent service is crucial to your success.


    We have developed customized solutions to meet your needs, budget constraints, and time lines. Our company has a dedicated team of professional service advisors to assist you from the inceptions of your case to the end. We have over 20 years of combined experience in Court Reporting, Trial Support and Electronic Discovery (e-discovery).


    We are centrally located for easy access to the airport and all of Las Vegas. The only full service Court Reporters, Trial & Litigation Support firm is only a block away from City, State and Federal Courts.


    Ensuring Your Success

    Our firm is dedicated to ensuring that your experience is the best it can be whether scheduling a deposition, managing discovery, forensics, refining data, review or preparing for trial. We have handpicked the most state-of-the-art and cost effective technologies to ensure your success whatever the project may be. Our experienced, dependable staff repeatedly performs above and beyond expectations to maintain the standard of excellence built on hard work and dedication to meeting the ever-changing demands in court reporting, e-discovery management and trial services.

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    Call Us

    Our clients can lay their heavy discovery and document needs on our shoulders. Take a load of and call Lawyer Solutions Group today for Court Reporting in Las Vegas, Nevada or nationally. 1- 855-DEPOS-NV (855-337-6768) or local 702-430-5003. Representatives are available 24/7.


    Jun
    23
    Jun
    19

    The Nevada Commission on Judicial Selection sent Governor Brian Sandoval three names for consideration to fill the open judicial seat in Dept. 1 of the Second Judicial District Court in Reno created by the retirement of Judge Janet J. Berry. 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    Jun
    19

    The 2017 Nevada State Legislature acted in a significant manner to reform Nevada’s guardianship laws following a report from the Supreme Court’s Commission to Study the Administration of Guardianships in Nevada's Courts. 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    Jun
    15

    In a bill signing ceremony Wednesday (June 14), Governor Brian Sandoval said the creation of the Nevada Sentencing Commission will make Nevada’s criminal justice system fair and reduce sentencing inconsistency. Try Auto-Enhance Turn off #riteTagExtensionWidgetTryFeature a:before {background-image: url('data:image/png;base64,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')} More...

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