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Explore full specs, exact dimensions, 750W motor power, 50-mile range, and ultra-stable comfort features."}}},"pageContext":{"pageType":"blog","slug":"meet-the-4-wheel-e-bike-game-changer-simple-glide-quad-e-bike-specs-and-dimensions","layoutData":{"layout":[{"layoutId":"bodyfit-quiz","variants":{},"id":"53788bf5-4879-48c5-a9a8-e81feac811df"},{"layoutId":"bike-listing","variants":{},"bikes":[{"id":"0006528a-cec5-449f-b252-db9aa4376a39","value":{"entry":{"entryId":"396hOzL9HpGcW2KN9piZkn"}}}],"id":"20b17472-b16e-45f6-b8d6-18ccd3677119"},{"layoutId":"paragraph-section","variants":{},"heading":"","body":"<div class=\"embed-container\"><iframe frameborder=\"0\" allowfullscreen=\"true\" src=\"https://www.youtube.com/embed/WfAwEBxtz7o?showinfo=0\" class=\"embed-responsive-item\"></iframe></div><p><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">For riders seeking ultimate confidence, safety, and comfort on the road, electric bikes have opened up incredible new possibilities. However, while standard two-wheel e-bikes require continuous balance and three-wheel trikes can occasionally feel tippy on sharp turns, a new category of electric personal transportation is emerging to offer unmatched stability: </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">the four-wheel quad e-bike</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">.</span></p><p><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Enter the </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">Simple Glide Quad E-Bike</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\"> by sixthreezero. Built on the foundation of one of sixthreezero’s best-selling models, this four-wheeled innovation is designed for riders who want absolute peace of mind without sacrificing independence, range, or utility. Whether you are looking for an accessible daily commuter, an adaptive cycle, or a comfortable leisure cruiser, here is a complete deep-dive breakdown of the specifications, dimensions, features, and real-world versatility of the Simple Glide Quad E-Bike.</span></p><h2><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">At a Glance: Key Performance Specifications</span></h2><p><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Before diving into the exact tape measurements, let’s explore what powers the Simple Glide Quad E-Bike under the hood.</span></p><p class=\"ql-align-justify\"><img 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class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Power, Range, and Performance</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">At the core of the Simple Glide Quad is a </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">750-watt rear-mounted motor</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\"> paired with a </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">48V 15Ah battery</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">. This setup delivers substantial power to move a four-wheeled vehicle smoothly, giving you enough torque to handle suburban inclines and paved paths effortless.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Range Expectation</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">You can expect a range of </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">up to 50 miles on a single charge</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">. Naturally, total mileage will vary based on rider weight, terrain gradient, wind conditions, and how much human pedaling effort you contribute versus rely on full electric power.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Intuitive Controls</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Riders can operate the electric motor in two flexible ways:</span></p><ol><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Twist Throttle:</strong><span style=\"background-color: transparent;\"> Located on the right handlebar grip, allowing you to cruise completely free of pedaling when your legs need a break.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Pedal Assist System (PAS):</strong><span style=\"background-color: transparent;\"> Delivers proportional motor support as you turn the pedals, offering a natural cycling cadence while taking the heavy exertion out of riding.</span></li></ol><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">The quad achieves top speeds of </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">16 mph</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">, striking an intentional balance between energetic cruising and maximum safety for four-wheel operation.</span></p><h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Frame Dimensions and Doorway Clearance</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">One of the biggest questions riders ask when evaluating a four-wheel cycle is whether it will fit inside standard living spaces, doorways, or storage sheds.</span></p><ul><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Total Length:</strong><span style=\"background-color: transparent;\"> </span><strong style=\"background-color: transparent;\">78 inches</strong><span style=\"background-color: transparent;\"> (measured from the front tire to the outermost edge of the heavy-duty rear basket).</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Total Width:</strong><span style=\"background-color: transparent;\"> </span><strong style=\"background-color: transparent;\">31.5 to 32 inches</strong><span style=\"background-color: transparent;\"> (including outer axle nuts).</span></li></ul><p class=\"ql-align-justify\"><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">Pro Tip on Doorways:</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\"> Standard interior doors are often 32 inches wide. At roughly 31.5 inches, the Simple Glide Quad can navigate through standard door frames and garage access doors, though it will be a tight fit requiring a steady hand.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Ground Clearance &amp; Low Step-Over</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Mounting and dismounting a cycle should never feel like a gymnastics test. The Simple Glide Quad features an </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">ultra-low step-over height of just 13.5 inches</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">. Combined with swing-up armrests, riders with hip mobility issues, knee soreness, or balance limitations can step through the frame with total ease.</span></p><ul><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Steering System Clearance:</strong><span style=\"background-color: transparent;\"> 6 inches off the ground.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Mid-Frame Clearance:</strong><span style=\"background-color: transparent;\"> 10 inches off the ground.</span></li></ul>","id":"177b96cc-3167-4622-9a52-15f1d6a6749b"},{"layoutId":"full-width-image-with-out-bleed","variants":{},"image":{"assetId":"2SL2wXAu4BjIlpUgZe3PUL","options":{"backgroundSize":"cover"},"mobileAssetId":"","mobileOptions":{"backgroundSize":"cover"}},"id":"fec186c0-567b-4069-88a7-12b7bedba491"},{"layoutId":"paragraph-section","variants":{},"heading":"","body":"<h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Unmatched Comfort &amp; Body Ergonomics</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">What truly sets the Simple Glide Quad apart is its ergonomic adaptiveness. Unlike traditional bicycles that force you into a single rigid geometry, the Simple Glide Quad functions more like an ergonomic armchair on wheels.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">1. Multi-Adjustable Captain’s Chair</span></h3><ul><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Seat Height Range:</strong><span style=\"background-color: transparent;\"> Adjusts from </span><strong style=\"background-color: transparent;\">29 inches</strong><span style=\"background-color: transparent;\"> (lowest setting) to </span><strong style=\"background-color: transparent;\">33 inches</strong><span style=\"background-color: transparent;\"> (highest setting) off the ground.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Fore/Aft Slide:</strong><span style=\"background-color: transparent;\"> The seat tracks forward and backward across a </span><strong style=\"background-color: transparent;\">6-inch range</strong><span style=\"background-color: transparent;\"> (12 inches to 18 inches relative to the headset stem).</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Backrest Distance:</strong><span style=\"background-color: transparent;\"> Can be customized between </span><strong style=\"background-color: transparent;\">27 inches and 35 inches</strong><span style=\"background-color: transparent;\"> from the stem/handlebars.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Seat &amp; Backrest Dimensions:</strong><span style=\"background-color: transparent;\"> The plush seat bottom measures </span><strong style=\"background-color: transparent;\">18 inches wide by 17 inches deep</strong><span style=\"background-color: transparent;\">, while the supportive backrest measures </span><strong style=\"background-color: transparent;\">18 inches wide by 17.5 inches tall</strong><span style=\"background-color: transparent;\">.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Headrest &amp; Armrests:</strong><span style=\"background-color: transparent;\"> Includes an adjustable, car-style headrest and folding armrests positioned </span><strong style=\"background-color: transparent;\">36 inches</strong><span style=\"background-color: transparent;\"> off the ground.</span></li></ul><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Whether you are </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">4’11” or 6’4”</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">, these extensive micro-adjustments mean you can tailor the distance to the pedals and handlebars precisely to your body shape.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">2. Handlebar Customization</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">The handlebars feature a tilt-adjustable stem that allows you to change both reach and height. Set fully upright, the handlebars rest at a comfortable </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">39.5 inches high</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\"> with a </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">22-inch grip width</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">, eliminating back and shoulder strain while riding.</span></p><h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Transportation and Storage Capabilities</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Despite its sturdy 140 lb total weight, transportability was built directly into the Quad's engineering.</span></p><ul><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Battery Weight Savings:</strong><span style=\"background-color: transparent;\"> Removing the key-locked 48V battery reduces the cycle weight down to </span><strong style=\"background-color: transparent;\">132 lbs</strong><span style=\"background-color: transparent;\">.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Foldable Transport Profile:</strong><span style=\"background-color: transparent;\"> The ergonomic seat back folds forward flat, the car-style headrest slides out instantly, and the stem folds down toward the frame.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Loading Height:</strong><span style=\"background-color: transparent;\"> Once folded down, the highest point from the ground to the top of the folded seat is just </span><strong style=\"background-color: transparent;\">37 inches</strong><span style=\"background-color: transparent;\">.</span></li></ul><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">If you own an SUV, crossover, or minivan with a rear hatch clearance exceeding 37 inches, you can slide the Simple Glide Quad directly into the back without needing a heavy-duty trailer.</span></p>","id":"8774ded8-e513-4ce9-9c15-87858a5b5518"},{"layoutId":"full-width-image-with-out-bleed","variants":{},"image":{"assetId":"4AxIx2LFwtniBvOnjVZxNd","options":{"backgroundSize":"cover"},"mobileAssetId":"","mobileOptions":{"backgroundSize":"cover"}},"id":"fdfc0a19-2e89-4c4e-ae62-825cbed01caa"},{"layoutId":"paragraph-section","variants":{},"heading":"","body":"<h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Dual Cargo Utility: Built for Errands and Travel</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">A great quad e-bike needs to haul more than just its rider. The Simple Glide comes factory-equipped with generous front and rear cargo storage options:</span></p><ol><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Front Basket Dimensions:</strong><span style=\"background-color: transparent;\"> </span><strong style=\"background-color: transparent;\">12\" Wide x 14.5\" Long x 10.5\" Deep</strong><span style=\"background-color: transparent;\"> — Perfect for quick-access personal belongings, water bottles, small bags, or pets.</span></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Under-Seat Rear Basket Dimensions:</strong><span style=\"background-color: transparent;\"> </span><strong style=\"background-color: transparent;\">16.5\" Wide x 20.5\" Long x 6\" Deep</strong><span style=\"background-color: transparent;\"> — Slides neatly beneath the extended backrest to carry groceries, gear bags, or larger packages without compromising your center of gravity.</span></li></ol><h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Stability Meets Efficiency: Tire Architecture</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">When designing a four-wheel vehicle, tire selection dictates the entire ride quality. Some heavy-duty quads use oversized 4-inch fat tires, which create massive rolling resistance, heavy drag, and sluggish steering.</span></p><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">The Simple Glide Quad optimizes performance by utilizing a staggered </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">3-inch tire width</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">:</span></p><ul><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Front Tires:</strong><span style=\"background-color: transparent;\"> </span><strong style=\"background-color: transparent;\">16\" x 3\"</strong></li><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Rear Tires:</strong><span style=\"background-color: transparent;\"> </span><strong style=\"background-color: transparent;\">20\" x 3\"</strong></li></ul><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">By utilizing 3-inch wide pneumatic tires, the quad retains exceptional lateral stability and cushion while remaining nimble and light to steer. It rolls effortlessly along smooth asphalt, neighborhood streets, and concrete paths, while maintaining plenty of traction to explore hard-packed trail systems, park gravel, and firm dirt roads.</span></p><h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Related Guides &amp; Internal Resources</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">If you are exploring adaptive electric mobility options, check out our other detailed guides and reviews:</span></p><ul><li class=\"ql-align-justify\"><span style=\"background-color: transparent;\">Discover how four-wheel stability compares to traditional three-wheel models in our</span><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(0, 0, 0);\"> </a><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(17, 85, 204);\">Ultimate Electric Tricycle vs. Quad E-Bike Comparison Guide</a><span style=\"background-color: transparent;\">.</span></li><li class=\"ql-align-justify\"><span style=\"background-color: transparent;\">Want to know how to maximize your battery performance? Read our top tips on</span><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(0, 0, 0);\"> </a><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(17, 85, 204);\">Extending Your E-Bike Battery Range on Long Rides</a><span style=\"background-color: transparent;\">.</span></li><li class=\"ql-align-justify\"><span style=\"background-color: transparent;\">First time purchasing an electric cycle? Take our</span><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(0, 0, 0);\"> </a><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(17, 85, 204);\">E-Bike Body Fit &amp; Sizing Quiz</a><span style=\"background-color: transparent;\"> to discover your ideal frame geometry.</span></li><li class=\"ql-align-justify\"><span style=\"background-color: transparent;\">Browse our full collection of</span><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(0, 0, 0);\"> </a><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"background-color: transparent; color: rgb(17, 85, 204);\">Electric Bikes and Adaptive Mobility Cruisers</a><span style=\"background-color: transparent;\"> to find the right ride for your lifestyle.</span></li></ul>","id":"d0c416a6-5a39-47b7-b69b-2afacf76289f"},{"layoutId":"full-width-image-with-out-bleed","variants":{},"image":{"assetId":"3AYzNJqWwysaOIjv4ArCOz","options":{"backgroundSize":"cover"},"mobileAssetId":"","mobileOptions":{"backgroundSize":"cover"}},"id":"21b8c9cb-e068-4ff8-8cd0-a7c26fa9df0b"},{"layoutId":"paragraph-section","variants":{},"heading":"","body":"<h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Risk-Free Testing &amp; Community Support</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Investing in personal mobility is a big decision, and experiencing the ride firsthand makes all the difference.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">30-Day Risk-Free Test Ride</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Every Simple Glide Quad E-Bike comes with a </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">30-day test ride guarantee</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">. Drive it around your neighborhood and test it on your daily routines. If you don’t love it within the first 30 days, return it with no questions asked and no out-of-pocket costs.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">1-Year Comprehensive Warranty</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">All components—including frame, motor, controller, battery, and labor—are backed by a complete </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">1-year warranty</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">. If any defect or operational issue arises during your first year of ownership, it will be taken care of completely.</span></p><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">In-Person Showroom Test Rides</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">If you live in or around Southern California, you can test-drive the Simple Glide Quad in person at the sixthreezero showroom:</span></p><ul><li class=\"ql-align-justify\"><strong style=\"background-color: transparent;\">Location:</strong><span style=\"background-color: transparent;\"> 1046 Calle Recodo, Unit K, San Clemente, CA</span></li></ul><h3 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Join the Community</span></h3><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Before making your decision, connect directly with thousands of real-world owners in the </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">sixthreezero Pedalers Facebook Group</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">. Ask questions about setup, post your riding adventures, download the companion app to track your mileage, and share feedback with a vibrant community of passionate cyclists.</span></p><h2 class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Is the Simple Glide Quad Right for You?</span></h2><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">If you want the independence, fresh air, and fun of an electric bicycle paired with unshakeable balance, simple step-through accessibility, and plush armchair comfort, the </span><strong style=\"color: rgb(0, 0, 0); background-color: transparent;\">Simple Glide Quad E-Bike</strong><span style=\"color: rgb(0, 0, 0); background-color: transparent;\"> stands in a class of its own.</span></p><p class=\"ql-align-justify\"><span style=\"color: rgb(0, 0, 0); background-color: transparent;\">Ready to take your riding confidence to the next level?</span><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"color: rgb(0, 0, 0); background-color: transparent;\"> </a><a href=\"https://www.google.com/search?q=%23\" rel=\"noopener noreferrer\" target=\"_blank\" style=\"color: rgb(17, 85, 204); background-color: transparent;\">Explore the Simple Glide Quad E-Bike ordering page today</a><span style=\"color: rgb(0, 0, 0); background-color: transparent;\"> or reach out to customer support to schedule your test ride.</span></p>","id":"6eab9947-2ebd-4c86-b573-41238e18e77b"},{"layoutId":"bike-listing","variants":{},"bikes":[{"id":"89104c8f-343e-47ee-a0f9-31ca301e2c44","value":{"entry":{"entryId":"396hOzL9HpGcW2KN9piZkn"}}}],"id":"3e1a47d6-88b6-4aef-8c81-544594f64eee"},{"layoutId":"bodyfit-quiz","variants":{},"id":"42d43e28-ab7c-4c06-9813-29911e3d7163"}]},"images":["4M9PBiREYFBVTzK64hZqvR","2SL2wXAu4BjIlpUgZe3PUL","4AxIx2LFwtniBvOnjVZxNd","3AYzNJqWwysaOIjv4ArCOz"]}},"staticQueryHashes":["1118653772","2624707571","3486008833","764694655"]}