This decide features one of many tallest top ranges for adjustments, which helps with reducing pressure on your backbone. You can adjust the chair height from 23.6 to 33.3 inches, which also makes this perfect for individuals that are using standing desks. If you’ve ever sat on a balance ball, you realize that it can be a mini workout to keep up your stability. That idea has been translated to a non-traditional workplace chair that’s an ergonomic stool for a standing desk thanks to Gaiam. Available in two height ranges and color options, this interesting ball chair uses half of a stability ball as the seat and is another great possibility for an lively seating stool.<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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?+uKwHaLwiiHdbxzAcyVdTyX0gnwHtNcg6V6d9NHt1/9HaKp?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?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?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?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?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?/9WXHorMfYm0H+LrX6IViV4M0601bQ3trWGB5Lq9VmjQKWUaZcHB9Wedbvwb4rg6vEaUKefM27XjFL0Xvab+Rr+K42rPCzjKKSaX8zfWv6UbHUpSvZDhxSlKAVQflvS/2FYJ9/qkB9oW0ul+bc6/mq/K1q8ta8LTaPbDnmW5uG9WwwKnzq0/5NXaMc1SMebRarzyU5SfUm?/gVvxdHqLrGLeRkAUHavLJ2qVJO1gQMOCrEYzlTkmo9rV1M6KtxaTsgBKd3OQAMDJUNE/QY/c1acduVjJA5hDzIOOmOXT9NYa7iJMXXMYZcbX2kHZk5CkDCI/I469a9Ex2DpVHKWaSb7Xb3HmHCeIVqUYwyxaWqdlfre?+5GdF4omhjCRwXQQ8wHjhkXdgAnKiJvD01LbOZ3VWfCSsEBBxgFgSQeZ6KScZPUDJ616I3VIwCG8wY5BmHXl52AoPMDrXh2bjnlycNk9AoLYBxkfc7cjl5p9FVYXCxpQspuV7aN6LuJxmOnWnmcFFxvqlq2Rji/jpH90WqgRsEkQSTSJEC5XarKG5cmw2Cw6VW2nyRw5V2QligUxvHInnEZ85GPiIx08DVi8YXunkhZe7fmSTtLEEdBlQfHPIGonqUemhkaPuRtIOeQx?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?/L1+b0CrnEMRKGEcpJRlsrO+/6ZRw7CxljlGDco7u6t+uo40TS7l4ftLiNmJaSXl3m3JVEjb4S/Adm2kEhl8Kx+o6HckNHJdS8/B8SD8+GHtzUmnt7tLQdwRu3YbkC21E7pguf+0jLcuZ5/LXWva+7tyMisi5cOVJLAgEhlVMjnnaVBXB5t1rR1adChh49JCTlJJp381/Hl2G/o1sTiMTPoqkVCEmstvOTXPTrZ7uHtM7uXu9wfa3wgOR5A9Ofhy+SrniuMRbfDH6qqTgiMlwT16n21Zt0+EHsrSO19DfpOyvuYC8bLY9JA+erICAmOMr/dGHIYJKF8E88dAD0/PnlXFkw76PPwRIhPLPmhgTy6nkDVv2E8RZCFOQGByHUc1IAwcLgkk?+jnXR+D88rn5yTdt3yucj4VwzqneEpJXu4pu17b+49PZ/w7E+oWaiNCTMbhjtGUjtlaZdvLPK7FsmOWNx9h2Zqk+xGzDahcOR51pYxKOeQBd3TscHoc?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?+Czt4raHd3UIIBdtzszMXd3blud5GZ2OAMscADAHV8bx2Gq05qlKLc6qmsqmtLST6TOks2qtk01l2GBhaU4yTknpG2tuza3V39hlaV13U6IpdmCogJZicAAeJNUn2j9tDKTHa4Qcx3zgF2/kRnko9bAt05KaweCeDuM4tNxw8fNW8npFd7632JNl3E4ynh1eb15dZdd3cxoNzuqIPunZVX5yQKhmtalA+paI6SxPHDd3hkdJI2WNW02dVLsCVQFyFBYjJIFajcY8WTTTI00skhDBjvZidueg3dPZXsuOOrMDzLds?+lpVP5hGK9X4F4AU+H4iniZVnKcHeyjaOqa5t9e+ncaHFcWdaDgo2T7dT9JLe4RvgsrfyWVv0Gu0ivzGTjqUn7VCoPhjPL5a3C8jgas9rPcXkztbTOi2sT5O3ZuErqzEkIzFECjlmN69CaNSXtSlcioBRnldcRMLe30yMkTapIGlxnK2MDK78x0Mk3dKAeTKso586h+lWYhiVQAqoOuMgYU5HI+jIGfRWI1LUTqOo3moA5gXNtZtyI9zQ7lR1IzlZZzJOPHzz06VDtb0DVkdpElZ0cyYieQgCMuCgADcgi4QYIyB05cuz4Rh5YfDZ1DO6j1V0mo9W/PfTsOD43iY4nF9F0ipxpLRtNpye?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?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?+wnuv7MuorSxQlmLuFeUA8o4/QT90+PNHTmRV8aMeHZdR0a2sjazxG5uu+gVu+Qxrp87puSQsuBMqNnHwgD1FZ1fi0KWLhhck5Sn/ADKDyR0v50ttbbK/Ve1y3Gg3Tc7pJdV9X3IiPYT2MNeurbWTT42+23BGO9IPnQwZ+ETzDSYKqMjm3IbqafZxxIkcahIolVEUdFUDAA+Tx8a7o0AAAACqAAAAAAOgAHIAegVzWzLAqv8AyguJWtdOm7s4ubwrZ2/PB72fKs6n0x24mlHrQdKsCtdu3PVPdWrQWgOYdLi7yQA8vdU6htrDp5tqsZB8O9bp45ODodPWjT5v4dfuVzFxuI8XoTq?+qtO/Ze92RhNB0nuII4owAcLn04xy/f11jdbuJtxwzhBtyWQYwAcHLDAGCWGAB53qqLax2hX0ExElsO5Iba+yXdzGA3gp68sN5pGNvLLfX2UI5CSFTJPNe9ERUeAHeebgDkBnwFdzLiWHhLJKThl09F9WmnYeeQ4TjKkOkhFVM2vpLr11v18+8k+lsxYkkZIAwfhHby6NtbHnE4APMnnUngbHmnk?+ASMpke0bt49PTPqqLaZxSrDc1tcAHb56RiaPd1yGiyvTI5egHwrKaZxBau?/dLKA7ZARlkRt3oAdV59eQqujjKVX0Zq76nuymvgK1F2nTlZW1WySMZ2m3v9hXSjG7uwCNyHKuQGwM7hhOfQH286qHsiv4kkkLswCGCVggJcwRrMH2gczskeByBz2K56KcbAXB81VIGzeA245BMh7sfCz90y5A8Mn01S+pdmzd4ZLctEN5MajKlfO5d2588AcsEhT6QK1+OwNerWjUppNwNtw7iGHo0HTqNqM9O3l95x2lajp1z5yzRv089sI3QZyCFI87PhVVafbAOwBBG44IIIK55EEcuY51ONd06bLRzTIWYMu94baRvRnvAqyHHUEsTUS0W0w20HdtJG7GM4PXHPGeuK03GJVpSi60FF2tddduerN3wWFCEZRozlNb2fVfk7ItDg?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?/HCp/TK10PZXA/6P8A1kB/Q9XLkH201dEk1fEttcde5lwPEIzD51BFY+Wfw8R4ePzdapbKki?/+zdibODPXbJ83fPt/0cVIK8PD9l3UMMXjFHGp/lBRuPytk17qxXuVioP2vTyLHCUZkPeNzVmU/A9KkHrU4qB9rgJNmnhJMQfYTGpHzNWBxJN4aSXZ80ZvDv4iN+35Mg0ev3q9LiX5ZHP9In9FdacZahz?/ALKk5HxWM/NlakvEXCsAvbW2QyLDcLK0gDAt5qOy7SwOPgeINePSuCopL25tu8kEFukZVvM7wuyxkhm27CMs/RQeQ6888y8HjIyyxn?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?+Suvju3RdT4f2qq5vb3oAP+qrn0VLeCLXu7S0j/B21sh9qwqD+cVF+0L++fD/89vv91XNcBwHFzr+FSm22pV6r36rTsZVWNqFuxFs0pSvog1JwzAcycKOZJ6ADqfkFamcCXBunvL9t2b64uJV5ecIt57tAPQkYVQPRV+dvmue5dKvpckM0BhQjqJLhhApHrUybs?+G0nwqmuD7DubaGMfCVF/KAAP58n5a6HwepZqsp?+qrLvf8Awmcz4UV8tGFP1pXfdH/lxMbxPuwAyptIY7Gxkk+avNiMcg?/PHQ9Kg3FOkQGCdjAA4hmKFdzYcRttOVUKMNgjPoq1NVRSxOxfRnaucjzSM4z8MMflqD9ofdR27vt89/MBYscZVmGMkgc0HTwJHjXWVlNUZOTTVtdP+Di8NUhLERUE1LNpq/xIV2McPpcrMj953YaMkRsVJ2o/XH3IYqfR0qz9P4MhiYOJbpthBEb3EjR5ByMpyzg4ODyqsuz7Srhrb7VD3rGaSUkStG6IFWKMqykHLutyOh?+B051l/deoxZ3JqKAeifvV/JeKP5t1czw2WSkm6OfW90rv9I7HitN1arUa/R6WcW2l+mWZeOGGM5+EeR5eYquefMfCxWHv7k8xzDYbBOemOfiOo?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?++re+q3LXCsTOVWpQqtO21opKydmtO0oLtX8mDcjvYTAqFkcwTjz96ozKIpEXaxdgqbHVRzyWOBWvXZc5XPJTuHeRt4iSLbIvzgp09NfpOpr88L6x9zahcw42ra6hcwqPxGllQfJ3cEZHqY1qZVHN3lubynTjTVo7e8/Qq1uFdVdfgyKrr?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?/Ct0ek80AU8/TMxX2qnckj8YVs9VT+S3p9ra6Zb26zxvcyg3M0YcbkllVSUCE5+1xrGjFeRZXb7qrZCmrTJOKV9FD6DRagGtfHl?/32ozJnrLIG59IocQ8vRu2KAfWW59D4LrWblxsjkaC3HIJD9ryPS7L57E+OT7cnnWO0FjJfTE9ZFYD2sQfbzJz8nz/UBf735cSD+oQPlPy1lrYoPHBpLqWKyEbzk5CsSfTlgefrHM12Sac/4VvmT9lZAT/in54v/VXw9x+Kfyof/XUMlGFW0mU5zG3XBMUW4H2gA/nqQ8A3krTwJLmVFmg3BiThDMigqTkqNzKCo5HOMdCMdNL6j+n+juP5ql/YrphecSEf3S4RR6o7ZPdEh59Ve49zoCB1jYVabKzYc1xSlWiBUC7Tm/snTF9NwfzzW4H6TU9qBcfc77Th97ID/rU/9IrDx?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?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?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?+DMDUu70INb9H1BI9WnhIZXgurhPOAAaJbuVEKnqQVVOXLmR1HOppr/D6RTypjo5K+bDko3nIeRV/gMOvrrK6lwpY3eoPeBmjMot2ZAqh2mjVlJMm8gRuog+1hR5yyHJMmRLOPdJP9jvv5mMxtned2wja2FdVztYgkhug6eORG6STKCsZbDHhIfYkx?/wDMIryyWv8ALH8pZR+l6l02kA+Jz/i7b+tEx/PXik0T8ds/yLYfoiB+YiqiLkL1GNB92jDI5Eg9OeADL15eAPsNZjsu4g1Hu9ONjBbzzXUd6yi5klhQWjXkjNIWVWfeWjVh5p82TGDgV6ta0mXY/nA4VuWZhnlnBO9l/wBD2YqY9jWpwQCK3C7UmttPSPbjapEJcLjwBaU9Oh8PEWpx0KostsUrmuKxysVAeLznUrBfAIW9h3t+kA/Man1V/wARjOrWY9EI/wD9R/UKw8d6EVznD7SMzA+nJ8oS+yz36UwOqXJ8I7eNfn7h/wBGaiNtJjSrhvG4uRz/AMqEn?+g1SOxmxdarJ+DhX/Rg/wDwqNpHnTrGP4xeNkekB5k/TtrV1XdS7qvxkoo2VJar/wCXwi5MkUkQ/hCyi+5tLRWPq8yVPzbYzVP8SXZZImPwppLy4I8cSGNB8oeOX5zVn6neH3Zq0o/wazMaH/tGgiK/63vBVcy2oa4s4fAR2a/TzGYf6M4qxjdbpdcpfOMV9lmTgtLN9UV8nJ/aRsbplt3cccf4KONPyUC/qr0VyxriumStocy3d3MNSlK+NToRSlKAguu9llhLNJcRvd2dxOQZ3sLu4te+YfdSrEwjduuX27jnmTUi4R4bt7OLuoe8Ks7SO0sss0rytjc7ySMzsxAUdcAAYArMUrOrcSxVamqVSpKUVbRu?+23u6uXUUKEU7pGgPbtrTXOp3UxjMRLhNjZ3AQqIFJyAQXWMPjHLdjJ616NIP2j5D+qpD5Y0O3V8/hLW1f8A0pU/qVG+GWzER7f0Z/Ua+quA1oVuHUJ045IulC0b3yrKrK/Xba5o6qam78yu+KNOkd2ZRkLgHGCeYz06/NWAjtsHDZ/Qf0GrGnJRmII2v48sAjOM55dCfzUgAkUBlQ+GcePrzkZz6AK2hQQWGKP8f/Rr1adIO8THgT+g1kdQtowemPZ+w+Hr5V4RppGJVIKKcHB8SDjl+4qQTrhHThLu3DzeRzj7piTy+TFZmbQWTnHNNGf+ykkj+fYwzXZwPbhYQ337OfkU92P6FZuSI1Wm1sUNJ6Mw0GrapGMLdzHHjIVmP+uVya7V441NRgm3lI+6lt1B+aExL+asg1gT4c6+P4EJ8KyIYyvD0ZyX+5mJPh2FnrKlB/7V+B823ajqC/Chtm/xZuIjj?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?/epIoceY2Au2SHHmk53+ioKnlJyg4NjGw8SJ5E/MYnrGniIRbT+Rkwws5q8fmbF1AtUXOr2/wCLB/5V0f11AbbylLcjz7R09kqN/SCH8wrssO0qCa4GoLHIYog0WwbCxPdsuR5+3GZPT4H1VgY3F0mo67Ti9nsmZ2EwdVOV1vCSWq3aJSkvLXH/AJcY/wBfH+yum2iyNEiHQl5j9JHIPn8+oW/HCGK6TupQ+pyrKDtXbGrSGUrId2Q23cuAG5458819J2hoklrP3EzJpsAhKbV3SSCB13IN3nISyYOQfNPKtf4zT0Tff7amZ/A2HitTVpd3sp5V8TN6ldf2Nq02edzeRxIfxEunf88GK8WnWo?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?+WRiIkY7AhUc?+fQ7uvLpS7BgtQ1LLpI7KJYpZGMylC0iMQVQKih8KAyZckKpCrgDBa7r7XUqcyUiDekecx5/oHzVzxBokUcSMs6PO5wYV2Fo/W5DnHsIBrxaPabR6/E+uqSSYcIwZYVcOjz7Uxnly+eqx4NiA5mpg16MVUiDMajeg1H9QnrzXWoisfNd5o2D7uJK8eoS+b16Efs/SRSeYdTyA8egFenhvS1u5oLYyiJbyWGETBe8CGSRVVtodNw3leW9fbUEmJjuceNfL6yi9WA+aujte4RbTdQlsHbvRF3BWZgyd5FLErh9m59uGLoRuPNGryabpmJApUAq2DyHUHFASXR5JZNxRSRGFLFvNwG+CeeGOeZBAPQ+g19aumGiGeW7pyCgepQAo8efU+JNZ64uEjQlmCr0GSAMkYwM9T15CsJcjfJGy80XOT4Z/TUkFzeTJGTqn+L0+ds+s3Fun6GraOtc?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?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?+ik+qp1pPbVok8LzwTtMsbRIyLHIsoeRZGjG2QIMMsUxDhtvmMM5GKZWLliUqpp?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?/qQX9TM5UGiQ/wAKsfARD/7dKmfutPT+Y1DYLofwk/3uwc+fX3PH8tXMUr5P9aLWEfp/6H9xMNTGY5B6Y5B/oGqA8lYZurw+iED55h/6av8AmuEIIz1BHQ+j2VQvkruBLeMfGK39Pi8h/VUVv3tP2/Iqofuans+ZsFVD52a849NzF88kSH8/eCry91J6fzH9lUZ2gER6zFKOkj2Ep6/ctHH+iKrHE9IRlymmXeGazlHnBl80rq91J6fzH9lce6k9P5j+ytka0glKUr5UOZFeHiD+4zf4mb/ZmvdXxLGCCCAVYEEHoQRgg+oiq6cssk+TQT1K+7KuIrODSbB5riCJEs7XcZJY1APdKMHJ655Y6k8utfXYsWlF9fBWS31O8aa2DAqzWyQRQpOVIDL35jaQAjJUqfEVm7Ls80eNg6afZK6kFWFtb7gR0IOzIPrHOpPW3xmPoS6XoVK9aV25WVlmzWSV9b285vZWtqXpzjrbrFaOdt?+je5tUvEAwjy9+no2TgTHH4okaRB/II8K3jqrfKO4IhurKe4EYN9Zxd7FKAd/dxN3kkfL4YMXe7VbIDNkDJrb+BPGY8Px2Wp6Na0H2NtZW+xap9jbLuDqqE7PZ6Gumm6rC9uUaRAy/fMB19GeteXgazuppGtbZoxJcuEQyMQN5jmk5YDHHdxSHOMA7R4jPm4PkXcyEDbKvm?+xhkfNzXPpBqU+T8Ik1O0iKYuReytvycGH+DbpSm3O0bZPO3AZbfgnCrXvcm1bvNyYLtD7JdU0+JZ7hYZYpJVjJheVyjvkgyZRNqsRtDZPnEDxGYZFZK33LKfA71249m3cfnr9F9W0uOeKSCVQ8E6PHIhyA0bqVYZGCMgnmOY6gg1XsnYJw8f8AoJAfxbm7/rSGq3EqNXOEdUjtFPdjMj?/DkbBJHgo+9UegfLmvTeatDNIskpZHUqd6KG+CcgMuVzjHUHNbIyeT1oZ6LcIPVcMf6StUK7TfJ0SOBpdPknlmj5tbSmJzJH49yyJGQ6822vv3gYGDjcaIsVhPqFm3+EEdesD/AKmrFXIsz1uXI9C2/P52lAHtrF6npYjYqdwIJUg5DK4OCrAgYI9HXIPTFdUVgp55b9/kqkk7tTmgyBGXKrzG8KvnenAZvDxLGopcgvIzeGcD2Dl+nJ+WpWulL6W+fH5+or6tLCBi2wGRwcsEaWV8nx2qzSEk58KAjkVsf?/esnaW61zxJbSwbN9vPEJd3dmaCaPftxu2d6q78blzjONw9IrPcH8GX920yW9h7pktWCTDfaxhHLOoBaRgpy0cnwSfgn0igMUEQej5SK+4ni++X2Agn5hzqztK7DdfIH9gWsHqku4Tj29yrjp6KmGldgeoHHeSWiHHnbGlcA+hR3S5HrJHspYFFxMngGPsRz?+rFe6GFzgCNjnAHLGSfAZxzrZfh?/sItVwZ55JcfcxqsSn1E+e5HrUqasfh3hayth9ogjjOMbguZCPxpGzI3yt6amxNjVfh?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?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?+iu/rNPfUa18XsPorv6zXg/7AcV5R+ujR+I1ez3m5NK0299RrXxew?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?+2ozIH6BsxrlRWk3vsNb+L6f9FefWq7B5W2ufF9O+ivPrVTmRJuuq18tJWlTeVvrvxfTvobz61Xx77LXPi+n/RXn1mozIXN1RHmu1VrSf32uufF9O+ivPrVcP5WmuH/B9P8Aorv6zTMhc3WYGutYj18a0sHlZ658X0/6K7+s19e+11z4vp30V59aqcyFzdMJXRMhrS8+Vhrn4DT/AKK7+s0XysNb?+L6f9Fd/WaZkQbpRRVzKAK0t99jrnxfT/orz6zXDeVhrfxfT/orz6zUZkTc3MBWviVRnPo9laae+t1v4vp/0V39Zrg+VXrf4DT/orv6zTMhc3Pe5A5eNdQkBrTF/Km1o8+4sPorr6zQeVLrXxew?+iu/rNLom5uhdTjaR+yvNbkEeo8/1H89abv5UmtHl3Fhj/FXX1iuIfKk1odILD6K6+s0uhc3TCDAFdxkrS0eVbrfxfT/orv6zXDeVXrZ/wfT/AKK7+s0zEXN20bIzXnkOD15VpdH5V2tj/oNP+iu/rNcP5Vutn/B9P+iu/rNMyFzdZJK80yc/11pePKo1r8BYfRXf1muxfKu1v8Bp/wBFd/WaXQublI2K6L6MMR4EdCK07byrdb+L6f8ARXf1muk+VLrX4Cw+iuvrFMyJubpwEj213hya0rXyrNbxj3Pp/wAsV59ZrgeVXrfxfT/orv6zS6FzdB4gTzGa?+xZjw5fv6K0t99brfxfT/orv6zXanlaa4P8AB9P+ivPrNMxBubeJ0zXotlXFaVS+Vnrh/wAH076K7+s0Xys9c+L6d9FefWqi5VmN12GPCuhW87ODWmPvttc?+L6d9FefWq?+D5WWuZz7n07P8Airz61UMlSSN2ZlBHprE6fEFY8iM/vyPQ1p63lZ658X0/6K7+s11r5V+t9fc+n/RXf1mgUkbwxXJ9FeC+KswrTH32mufF9O+ivPrVdUnlWa2Tn3Pp+f8AFXf1mjdwpJG9USnHI1zk+IrRtfK310f4Pp/0V59ZrtXyvde?+L6cf/o3n1qqsyKGzXelKVQQKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB//Z" width="301px" alt="seat">The normal mannequin can go from 20″ proper as a lot as 33″, so you ought to be snug both sitting and standing. Some of us don't have a dedicated office area at residence, so we're making do with what we've. Before you upgrade your workplace house and splurge on a more supportive desk chair, there are a number of elements to consider. Just like with common chairs, you’ll need a stool that's supportive and comfy to make use of and made from quality supplies ? particularly if you’ll be sitting on it for lengthy intervals.<h2>The Design</h2>An ergonomic chair that includes a steadiness ball to help work your core and improve overall posture and is secure for those that weigh up to 300 pounds. So, we’re including the CoVibrant? ergonomic stool with a backrest in our information. An reasonably priced ergonomic stool for back ache with a peak range from 17.5 to 21.5 inches and a built-in foot ring at the base makes this perfect for a variety of makes use of and environments. The sturdy vinyl is easy to wash with a moist cloth ? making it excellent for high-traffic environments. The only downside we famous was that while it's attainable to get this stool with a backrest, that requires a separate purchase for that upgrade. But we did like that this was another wheeled decide with five casters and that it could support as a lot as 275 pounds.<ul> <li>With mobility, the query got here down as to if a stool had casters.</li> <li>The hydraulics let you adjust to a better or decrease range than many different seats.</li> <li>Since you are sitting larger, count on a foot ring to accompany the drafting chair so your toes can comfortably lean on one thing, which can additionally be good for ergonomics.</li> <li>Many mid to greater priced chairs include a wide selection of design options that some find helpful, especially if sitting for several hours at a time.</li></ul>The 5 heavy-duty nylon casters are sturdy and noiseless sufficient even at most weight stress. This is an excellent stool for hairstylists or dental hygienists who've to take a seat while engaged on sufferers all day long. When we sit for long intervals of time, we steadily lose strength in these muscle tissue.<h3>Varidesk Varichairs- 2023 Evaluation</h3>This balance ball stool is right for folks ranging from 5′ to 5’11” tall and includes leg extenders that add an extra 2″ to the chair height. This decide also comes with a pump, and we like that the pump can be stored on the underside of the stool. You can also simply adjust the air stress to make your seat firmer or softer.<div style="text-align:center"> <iframe width="562" height="311" src="https://www.youtube.com/embed/PWSPEMTBjLs" frameborder="0" alt=" <a href="http://b3.zcubes.com/v.aspx?mid=12452606">Ergonomic Stool</a> " allowfullscreen></iframe></div>The stool can be adjusted for height with the bottom setting being 21’’ and the tallest 28’’. It is designed to redistribute the stress that builds up in your buttocks and to strengthen your core muscle tissue. Our ergonomics panel have reviewed the main products available on the market. We checked out components like whether you’re sitting or standing, high quality, safety, customer evaluations, and of course worth.Shorter testers mentioned the excessive again made them really feel like a kid sitting on a throne, while taller testers mentioned the non-adjustable arms had been far too low to be snug. That mentioned, the Ignition 2.zero looks like it is going to be a little extra durable than most chairs in this value range. The body is generally onerous, matte plastic, and the casters roll smoothly. And the seat cushion is covered with a thick woven fabric (though it’s obviously less premium, with a looser weave, than that of the Gesture). You can move the seat depth in and out, change the seat peak, and telescope the arms up and down in addition to away from or towards your torso. The rubber mesh again moves and stretches with you as you shift into it, and as the day goes on, it offers plenty of help for the S-shaped curve of your backbone.


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Last-modified: 2023-09-12 (火) 04:07:05 (238d)