187.00 $
187.00 $
187.0
CAD
187.00 $
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Aerobic Step XL
Aerobic step adjustable to three (3) heights: 10 cm (4") - 15 cm (6") - 20 cm (8"). The platform measures 108 cm (43") long, 40 cm (16") wide and 10 cm (4") high. The blocks measure 40 cm (16") square and 5 cm (2") high
Weight capacity – 500 pounds
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kzo5cVlEMeR6lh1nnuJ2BU9PBSwxwQRNjiYLNY0WAH9Kr8OocSi6qrpmyN79o8DwWL6BVMWtNhkvWs/svyePA7CpoJqeR8U0To5G7WuFiE/d7Sew8E7WVlZNag2yLmhYdhWKYxJqUFFJLzfsYPFxyWE+jaNurJi1V1h/sw5N83bSqLD6HDohDR0scLOTBa/jz/p2I4Xh+Kx6lXTNf9V2xzfArGNAq2AOkw6T5RH/AG3WbIPyKrIJ6SV8U8T4pG7WuGqQjKfrFa9+KDgmuuQGi5OwBYXoTpBimq50HyWE/wAyfI+Tdqwr0fYJQar6kOrZh/dyYPBo/NMjjiY1kbGtYMg1osB/UsRwrDcVj6uto45mjZrDMeBGYVV6L8FlcXQVtTD7uTx8c030U4ftdi1RbuY0Km9GmjlO68rqmo7nyWH+kBUOBYNhhDqPDYYnfXDe195z/wCxN//EACsQAQACAQMEAQQCAwEBAQAAAAEAESExQVFhcYGRoRCx0fDB4SBAUPEwkP/aAAgBAQABPxD/APUNsBbkPmM2PVZb4oWJBDNifyiW/nNP4jnPmQHpmtuTZ18QUou1Q82EDur1xfeA5Hsj7MLNxpQwb0f+QvIs2T8sVNdqX/BItqjo4MLcTz5lB90WabZT/cRpoHYH2QgtlqC+qxwvaqt93LbTNxOZTmUNnmY5JR1hoAnzAJ9ppVHH5JT3en8iCAk6ZkFKV7gPslbt92C/MJVNz7HJETIbf8Bf9pa1YEi3f/LBMA2oHwSOog3MvlHxAKpTBGeVX3lkICjOPdPiXwuuqJfUtLvJajD1dRG0rlzKfRrKv6Kcym0YjUtis8SjKTEw+ge5KNIh1mUTaH6rYRw3Ym5C4OKKyTFOBk2/0lAt0jag63XpYqpDW6ellI4hLRIfMfiCoKpr5SfySrCphBeWPiFgBvGDdrIy9qnYv0rG1ty8wGtWVKlngmLROuERSU4lTMplpapaWmG0oiGrE4D6KNJZMsdU4PplUFvTMUKYc4TDTabj+Ddej/8ARAKZU09sIVlYfg0Lu9WtDfnBEFVQVf0NZYHdKC80X4l9YLwY7JEl4FuoQ+FqZLouYmNpt9KnUzDeUjt7lhLlvEu55IPWcynEvrUMb39SDVjDhlioQgBrOaYayhNmIuTM1RjulHtnpbMv4m/jqo9EHoDoSocCAF0Kqrp5N9urP+WvHYg+d+kuqc62lcNceJYTpoK8CJ8zJnb5PKP5gqaanuAfaWax1SGAOieJ9oVj3Ma6y+0sfoKgCVjFIYvMy7ESK5mDglhvLg9YpLJcxGUPoKmk6kU4jZ/EB19zZAjTEM0zPfM1LnNUe2aAfTL4lUpenxNQbms+2ZmeJmUsGXpNJqcukuMKZFTsBmL6IloM1wVlOh/jn1pV9L6D90jtns4PgbR1CPPOslkDRAdnJ8xFW8FnuksfXL1eZCq2QfaZkAvIvxSLUj1g96TQjsb+gpvLQXmHtLOrKckrvUo/AmzLDjZ4nUmG81MxAfRWI6QVxcFi2X/fzNw/v2goqUD8xJvBF/0P50mVK65fRNe70fE8O2CWZ1ZabVMx7ylaLZUpQ74RQ+Blo8LoTM2b/wDLlXSvs9gURwdMhDaDqupTE4QNuptJ1R/goCrQTX0mvRb+e3SZuC3DylkA7zomG8d6dc6EwlazKK81H2Zm4DrJ6tL6hOP56faZIPyP2pLwrNVQ96Q0I9p3TqwoyR4MqgE24lkKc3FNL/fUtd/3zMs3+fzBzAZz++IA9P3vFAxkiE0yRUmTwWatRy6+Jj2dGB8zNIecnzLrBjoRW9Jl3u5iX0hZQZ6EyTT1V8QWiQ2MEtBXbJFCLh4unERsy5VgHGXSUxRfJBzu38WseGGlW0BrmtXP+ALVxzVdu/2SwrNvoTtC+ZhOpLN4idYjaK2l6E2C5UYTCIgCXDff3KjDl1mV/wDUdZlU10inF5+Yl1v1/bljvf72YC1w/P8ADLGBl/en2nVB4/fxAHTpp8f1Gv6/r+oB69J4V7/MXRlOhq/zKVUHfF8yqI8g38xS1dTj1C6IcBUz3jr3zM6x0zLNswNUXgykzNT7epUt2daJZ0rZt+JihdZ+CIqs4NHom0WlDiOXBKNVej5hWMev/JmYS9M+VlqMNP12vSACIosrSvqktpqqv0H89I8Z1Xl2OhoT4+piXCO82lmZmx+Jen3l12gUveItfXMYXH8TAaJgFqFlS6ECkdEdRgLSgZyukeHEOXzj4fxCmuP3rX2lMHHfH3qFOh6PmiIK2v8Ad6I11x0/a+0ENaPX4+0qQPkMe2iZYHgt/iVDZ6qPRMa3pl71j1Wkx7hzcv8AqXnrL9TAhe35nvJcvqAbSnLj1C2iOo+iU6g/XBEVaOxo9EqC2ghojgIDNNWcEEEJlr8sB5L2Hdlmh9J71iFrLrFAVc1AFr8kGmJtqtDUu+F/QGD7tDIsXO73yR6t5c7LhbpBzrL4m0zFpHoh9HaHLmYF61Kl3mav7mbx1gH8SjeMi9OkwlUd1430gw8Hx8UQYXt+8VKZTB0x9q+8dkLYq/XeaoTcB9XfcMyHAezLM6Af+haLdLGBzpL2j7R3byw3l6rjaJZvsmkQPcyOXrKAr5ehmWegI9GYg1F03x9BAEIKSUjs4J3sx1itoOLxDs1MoF6xxFS14JitQ+ngsUPdQaFdqeQXb0gAAFB9OZSwK7H2TN/zUq6cPnaJVocmSKYZcHzDKtJdVvL5g+/oVrL2mGJdpKDE1TNRUVrxcrqfEb4we58Zd44HRGZ5HljuZliyOy33FW4G6/HSChTtBR6Jf9y7ybw9JQ7cTYa3LTi8cXNGL4nETp+Zkbhus/MIJLq2nu6HlgzGakHF5VXzUCaCjfXo7xUVtXVczqTvlpUExmUvVO1zpRCd4lmJ4ZYzS8qvglsxpzFO33HiOxfEO6lx7S3RQMwuuXl/x4QrymhTRNvBgoSaouyNxZrXUYfiDVDO5/JKfuGkGNUM94fE9IMv1BNdY56QhpmCCOekzMWc+jMXErOYaazbMvFaxc94tOss15mG0eWkMq1uGSjtBOv4ggl4vMy2b5hSA8v8S9EDpgjGRfEOm0orOVdW+xmjFSgFj/UA6DmX01bsx5SWm2+EQq5ypHbq8LVc1vA935QZV7ymdQdoGXLe7L+VtynAWWUwqlva6HI+EogKGvZv/EYP/iEDajLptXvol75tRY7bkeMJo1PvPT9PoyrVMfzWjGFmPXJ7JTnyGSaDaGstcKFXBbZ7TR2lDrLLl1xDriIvmCzqsGZzFLy5mqt5ddP3SArLje/6hTmcNfiBlT4T0QC23Rj51eViVObYxKxFnmNhdSwXCZsLUIQ+LmgHseljXX/BBETEyKlSGvm5fmPxlseXS7V4igkLZGbWIF7s/UKP+0Rypm7XkC07BCdvwHs0vf8A83xAi6CXZ5uapeMsk0xJyqYhI0Ved8DGUOv3xM23W7/0m6Tph8zQ9m0NPF4KnOXq4JZElY8t6yuZzBiykwm7oZ+dIUFdNjP4jM/Uyr0CWWDt+GDqhwGkec/3dliqOxbNTF7s0AdJcixyw5sDjSIILuMRwUXjT3KJFeNT7YPQjZQBtm6Lra/9VrCRTac+ByG8KwqFHbTbklIb3e0StTlrLKlLLJLEUy4JImxVJBZgcGz+BgYNOisP8Q1MPUwwGNmyUzdo5qyUVNfWZNF+4C5rL8sdqJOTvj71HekFS6x0/uNBUfL7Youe5W9IUjvgS5zaNjtDFq7ax7KvdjApdJeMmtsOQlOIglTpLdq+ZUtO7mOQCnMFovtHgENBlYp1dHQdf9YgT7tALWXsQFZzWavtKO4cLrGOaTV48mkJu84ceosWA9whqGWCpd1Fi5cNPJpEQA9h9aSgpF1HzGwqejNIxzhB+9wF3x1B/EqVfTk1mLY+PxNQ06q/FzeAzeAPtAtSWZY8GZZBo6/iI5XQ0ggZld2SHkJOYDQLwR7AQXEztdvqXLyescwbi4qcBosvzA6QKGR4lHACXbokuEFasjV3Wozu/wCroF3GqXouomh1W5bDOnAONGVwNw0HZ/Mo19+hvKVlH0yloUeWIiuj1lwAMsGEs4xSqD9xglJzZH5jpS74+81Z7Jq3umh37ExFHV/EeyuhpGwRctTSChQ5glXJsQdpoleR1nIK9ZZCHqEVn6YIC0G39pYgcrcBLY1UxrU0TBxrMD1yXiq7om6+DBjEObNv+qpDBTVqB5GKmZtIo7BNkllquP8AcpaPYowtgbkSAi63p1IIXnuXmVw00NTwwzSPnb3HKMJRr3QDAFy/yS4AtwsjVKdSZNIpSLDVB0gAIjmaHCYxKJRG20GM3Z+0FzXZNVs8asTIQe2LZT3/ABKTNseLq5ZTi7SqgDHVPi3muLe7AvL1g89Z0OJdbyYIX4wdgV75/wBZp1mhaPBovD5l+cV4QDHhz0gGIcmvreAMo6TH4JYXR6S4wIKShy9XiAOVjpMUC+NPpByKFhANwgYepdxltiZQpuEaATQqdvoJkBEUtL9ofLr+7sUrRBGuZYCqWVrmAEq9JUpX5mIA/WIVmO0zAB2JvVHXLBRVXzvOckuXOfUaHWWr51ZTnTebYAAAAoDQP9hEIhBOEbubmnkMdjXw2dI3Ft3l1S8rvpM8UnZAG0RMGAlEG+YZUsmIANmMVEeRFlovuVc2ZeFpjF/cjlrOpAagohZNByxWxeorvMQRYEOCB2CNbhysm0XB+lzFp48sq7yuxEuHUHRDk3zVTCppefOig7r4hia113c2x4j/AHixsjG9Ke5TG/FpcB8/LHEaETxAQi8RVTVGQUvVrpLNRUok95mUG+Zj4LVzoECgTiYwYuALconuEqFCmt6ED1cPcyAbRltDiARV9dY8U6dXxaW8LLQxwh8i9oViM1B5TjwH/CQCAiUjvDQM5cw9oL5pHps9dxOjtGgb1PoisUGUqJuaCGXwjmEUM9SMiqLi5WvmYMPSZNk3glk3gNDEPlZgV+JXIKV3Ow8LuWzhSu9pMvATldRSrlMrqr/xgFOgLEdRHWHsicYB2QvKuZrXnN96dR5jfF5w+ghMsxcJgCcxWUa4JYq6uaUIxiaE1cTVQZgTUuW3cTQdWXF6hh60cL0tgv11gOD7u+//ACsNmwindyyu2sc1jVToMflp7xGfU+7qNMuoAnJLS3rpmHMti4Xmnj3BBaeJwMokLoD0YPdw1/CrJdGrwB3g92AhVN1qurn/AJ1J+CUZG5ZPdQ3GVtoNhx8L0icwpfuhpjdfijuXljWXiKAFqugG8INMORh4RfkDrFFoG6KOyfJhBVpADYDT/pCzhn5Ol1KYAqW7JTgQezMNTgh1pb+0MOBuhj719w23KAvzvl/+E3//xAAoEQADAAEDAwQCAgMAAAAAAAAAAREQAiAhEjAxQEFRUlBiQpBxgYL/2gAIAQIBAT8A/tEqKX9S/qUqKir8VUVH+jkj+xH9iERCbYREREQ6X9iP7HJydSs9W2kU/wCTk5ILShJdpk2TCWFnyNJo0u8ejq+So5+pyR/YhEJLbSl7k7VEhrp57lSKi/qckf2IREnbhMzfOy8wmJiRzc3CjpH9iIi7q7UJ26QhBbGUbPLu1uIS92UpfQXsvfS4hCbIUo0/c4xqTfK8mnV1K+/vtTruaUpSl7F9HCb2U5ZPkTnguaL+T+Xs1O8C7FKUpcwhCYfaRGQ43MpTlk+RQpcxkRqc/wAbG4hLL7VKJlFhDU7MIuxSlbJ8nA3iwtI2RLyUudKimLFWLnl9h9hCFhDzcJEEh76UrYkRIu2FSG8wg57Z1LqUE/QLCyyE7TZTkhwXdRKnTxmYr3PTzUePOLm9lCwu5UVnLJmdiYYkcLta3z0o0tSMelex0o6X7D7KFhdmor2whBtQ9t9KXuedWrCbQmsW+TpXsNNdhYW5tFbzMJNiRCpD1Dbfp9S56inDwm0LUJicHpT8Ea2LC2torIyEWJSEG4PUNtjYkxInpm4qJ81+49KfgaaxBC1CaKRMekgsXFOSUSzCEOB6kNspyyCSxBqIXpdfhLCbR1Umlj0teNqYmW+SIhCEOMQSEsPUkPU2U8kEplIkHqG6L0utNqr2E7lNoWocfken4GmvIs2C1FQncrkSxUPUN4hMoSJB6p4G7hr08Q1PGxcC1fInfI9PwNNZXI9NFpmEUeobLiEmUiQqQ9Q3SYvqmqR5p4FqKmPSmNNCFdyRMQgkRIer4G288F9c1RprKwmxMiZMwmYJHgbSHq/DtUaa21o60VMuPIkQqHqK/wAW0eMpj00WmCWE4PUV5n41oh5Ey7YQv49qjXwLExMX+l3/xAAiEQADAAIBBAMBAQAAAAAAAAAAAREQIAIhMDFAElBRQZD/2gAIAQMBAT8A/wBRZ9n0Onav1V9K+1GTSl9+oT70OmKX6KopXonezS+xe7UVFY9KQS2SoyExMXF9C6QnYbRSseixCIhBIamvhZhCEIQmlLpR7TssqKy3E1SJiavRfvYWIQhCap3u1FK9kJEJh7paLW9mEITEG4J1dilG3qswhIUhMfFb3TxrOw8N6tHHo9aVjFlaeSEzOzcpZThM3SaXV6MRSlJpNEqQmZu3BcrlkJsmeRrSbPd5glo1lJkIkXKfrJf0ZSl7T0eJpMJMgtG0j5NnViTXancXgg0NZon2qPrhZjIhaPkkPkVsXFsXES9dP+EzKNZT7iRFq2kPkVs+NFxEoTFL68iEzplkJilKPF0sLltIfItI2LgJJZuKPkJtv1uPnEJBNlWkITF3bSHyK2JNi4/oklmlxYPl+CvIXESH6qfUmYQrKUYsQaITLcG6RsXEXFLdtDYqxcc310xPHgY0iHgT/S4hSjeKNUXFLduHyK2LixcUvepVhHUlGsJiY12m4PkNsjYuP6JJePok4JpizCYutxR8j5M8i4iSX09LdOhCaNwfI6sSYkdPq08w8CaG7lqi4k+wTL9ynBP9Hpf8X//Z