Discover Broadway
Join us for an exclusive FAM Opportunity
October 11-13, 2019
GroupTools, in cooperation with Broadway Inbound and HotelPlanner, is pleased to announce their 2019 Fall NYC FAM Trip. Join us in Manhattan for a complimentary two (2) night stay at ROW NYC, and a complimentary ticket to to see Frozen on Broadway.

Frozen
This is the timeless tale of two sisters, pulled apart by a mysterious secret. As one young woman struggles to find her voice and harness her powers within the other embarks on an epic adventure to bring her family together once and for all. Both are searching for love.

ROW nyc
ROW nyc has pioneered a unique type of hotel, meeting NYC's urban grit with grandeur and offering a completely contemporary experience with an incomparable front-row seat at Times Square. Our guests are undeniably in the middle of it all, with access to everything and anything.
This FAM trip is limited to 11 guests
Requesting an invitation is simple. Just fill out our brief form and Bruce Amick, Co-Founder of GroupTools will send you an invite to the email address you provide. You'll have the ability to opt into the event, secure your seats and the option to choose from other exciting activities during the event.
Space is not guaranteed until a $50.00 deposit is received. All deposits will be refunded during the FAM.

GroupTools, built for group leaders, suppliers and attendees; is an easy way to plan, manage and attend group events. Manage your group from anywhere, anytime, on any device and capture invitation responses and payments instantly.

Broadway Inbound is the ticketing home for group buyers, tour operators, and the travel industry. Building on The Shubert Organization’s 100+ years of theatrical and technological innovation, we provide a level of trust and security unmatched in the industry.

HotelPlanner.com is the world's largest provider of online group hotel bookings and event management services. Listed among the top 50 travel sites in the world HotelPlanner offers unmatched hotel group rates for any type of group.