125.00 $
125.00 $
125.0
CAD
125.00 $
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Universel Inclinometer
The universal inclinometer replaces the estimation of range of motion or the use of a goniometer.
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IJGlsRewOs/LBCOX1KCUc2WdkcUEZjnlFgk/6cf859T0CCZjwR40IiiBDWjmeZPc+qCJrGNNkYD2YwHE5wLmg8PE3qLQUOQyRj3MfE52REy4oYBbIPU9yoqwjD9HczJnmlkx5Ixxh7vMXk9AegViVJ1jT25+MJ8ctM7G2xwPzt7fslI5fB+TA1s2FMKMx81nkVK1KtmeLpWogtJIBv3aeizpj2EErJ4WyRkFrhYpWUsdVUEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGCaCDzeqzuzc0Y8RtjDVg8+6LETX8oYWCzBhIEko8xB5N/wAojxrITqepMxo7ETD5nDoOqQtenM+NBJDgghrpGkNaOgCrNecycD+HSBkodGwH7nLjHL0cFFiTpeEzU/EmlmeOGUeKGHySkciEKvBlMOUcd4cyQC28XKQd2lVIzlZDMeEvkNAmuLhvhvkT6IqomcXmQzAggB08bT8tcpYz1HdEiywtLORG7L1BzYoXNHib0Jq5P9CjTXN1l8t4ulsMcQFGQDc/sP1UqyIkOExhDpD4j+dkbBBLDbNgHZBuGX3CDcR7d1EbCPbkgFhrkgxweiDUsPZBqWEINCCAaFKqjTY7JDZFO/mAQbY+oT4I8PIaJ8Z2xsch/ZSVGMjTGOiOXpIE8Bdxy4l8yOX09PyV1LESOZr4yQ97mudcrminzydI2joB1VFviZPikxSlvjx/PwjyNJ/DfUoNsnKZCWsAMkz/AJI28z6+gQQ87EfjTPz8MTOmOzomnyuraz3QQmwQxxtz9am45HjyxOGzfQDugm6fqcM0zcSPGkxxwXHxNq2hBA1vFdg5jNRxxTHGpAByd3+qWEr02PIzWdKa9pBlYL2KzY1Kl/DuYWOdiSEje2X0PUKleiRGUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQYQRNTyfs2G94NOqmoKfAY3HgkypyBQ4iT0Cg8VrOoPlfLkOJEkx8voP8JPV/FlouINP00zSA+I8eI+hyHZVlXY7G6lkkahCYpMkcePK00RXRDEzCmzm5TMV8keXjBxY+UCyKB2PqirlsYjYGxta1oHJooKoj5sccuO8SRul4RxAMPnBHVvqgrDI8mOYTNJcOBk5HkkH8kg6H1QWWl6bA3HGo54dFiRnjhhebIJ9erT0H1UMRM3On1qcjeLFYaa0Hn/lLWo6wwtY0NaKaP1QSGRX6IOzYQK6IOgjAQbiPZQZMeyDHhojBjobWfcIsaGPdBqY9uX6IOb41Rwcyr2QcXtFEEAgjkeqCNG+bTp/tGGSAPmZ3H7IidkYseqQnU9JAiy2t4ZogBbgeddj2KsqWK3HdxlohjYHRjiZET5IP98h6uQWGmiEsfLGXyOeadNIK8X29ESp4rY8zSK83q8WRBmS5jxC5hIEUkhvw/QN6lBxiymQYkskByzmvH+vJFd+g50FFX8Lmajpw8WMgStpzT0PVVmqnRNROhZ0uPlEiNhokC7Clbnj0eYAyWHPxHh0cnna4dUR6jEyG5ONHM07PF+ykWpCqCAgICAgICAgICAgICAgICAgICAgICAgICAgwgpdVccnMjxxZawW6uqLin+Lc1uHpzIGkEyGyB1A/cqQ15HChdqepxtkAETBxOA6f/aSJbF5rb8mPFY7GL2ta/wC9MY8wb6LSKWfIlnxQZJm5EUZ4mzR7SRH1HZRVzpeG/EhmyDKMiWeneUcIPb6ompePmxTuMduimb80Ugpw/ceyog5EwyXOIDnxxG/uxwzQnvXUIJOj6e3Uch085YcaMXNKw0yfqA5vQjqitNUz36zm+FCS3Ei2FdfX3UtMdIYQxoaBQAoAKWrIkxx8iRSokMjAqhaiOoYSNgVR0bC41Q29kHduK4gbc0HQYZIohA+xHsg1dhGjQRY5OxHCzR/JEcX47gLIKDi6LnYQcXxbEnZQRnxje7Psg4PbV0CfcoqLHNLpmWMvGADLp7Adj/hIVYatjRZWK3U8MCSB5uWEmmh3d1dB1VlSxXRS8DvtJkaQDwuyJBQI/kjZ2RmxZyZkEUTHSFwdIPJEB5z/AOvNVXHIxDqOKBOx2O5r+NlEEiv7+iCDBqGbksOPp7HSGM8L8icVR9u6glaZhT4L5jNktlMx4iKoh3Uqqh/EeMQGZUdgEeHJXXsUsSVYfB+SMvS8jTZDb4Dxx2fwn9ior0fw9MWGXFfex423+qkWr0bqoygICAgICAgICAgICAgICAgICAgICAgICAgINHODWlx5AWpRUYzS+SSc7lx2VV4D4nzDm6w8A2xhoV6bfuiVP+HccQ4DshwozG77NH/CifrhC7UJJptSwpIZmSGvBJ/CNh9UVrAdP1HOEM+muhnIJdZ4br+qC/a1rGgNADQKAA5Ks1C1EslDIjHFLKRbWOfwuru090VCjZLl5MePGXPnLuBnieSeH1v8TQlpi11/IGJjw6NhHmPvXDmb7+p5lTWpEfFxmwxADcDqOpQSmCzaCTGyyABugmw4pcASFJCpseIALIVxEhkLQOSDoGgVQQZFVsAgzY7BBg+oQYLQRuEHN8DSNxdoIsuGCTQQQZsVzCdrCYIMkdWKQRZGeiKiSMAsEWCK36oNtGzBp2acaanYk+xDuiI56lifwzUHsdIGNIuKZwL38J/CxvIFWJXTT3RRTAPiET5B5TK/imk9T2CCyBAPQAIKbXM1+LNHDHIMZko4nzBlk+grqgqY8bxanaySOON3E7Jnf5zW9NCg9ITFqeneUkxzN2sbj/hVHndEzDpuu40riQ0u8OW+oOxSke7yCcPVYZ2gBpNOrqDsVGq9IERlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBhBF1B/DikA0XmlKsV2bJ9i02SQGnNZt7qj5c8unyXkWTI/hH9EkSvWZ0sWBpRa5jiwNEYDTRN7c+iIoCMSAtcGZmmvraQHjY73pFXmmR5DIpZsmZuXxG4ns3sVyCqO8OfjykM8QxyHfglbwOH5omIOXN4kz2SBpaTQhyWcAP/g8d0qxa6EwYmNk6nkeIGQgxwslIcR3pw5gmgs1ZFXhNky8qTKmsvkcTv07oqxuyAOQQ1Kghc8jbqqatsXEoAkfmFMNT2Ma0CgFYjdXQUGCLQAgygICAgUEHOSFrwbAuldFdlYdAkD9FKuqmaEgkEEUphqFIyyaHJUQMqHxIiB8w3b7qInzSP1b4bZkxucMzTzZLT5i3rXrX9FRWwytYQYC2EvHFwwjxZn/APk7kERbSZsELQZ3iNzhfhnd3tQ6qjjkOnycF7sUGGQbt8ZnMf2QU3Dp7OB+pZT8vJI/0mniAPbZBYaHOHCbHZjugjY7jja4blp/ugqdZxSNXLGU0THjaT07/qlhK9/JH9p0mF5Ic8MFnua3UVb6dN4+DE8ncto+4UglKggICAgICAgICAgICAgICAgICAgICAgICDBQQs3zzRM6DzFSrFH8VTcGBHEDXiPv6D/gVHiNJxw7W2MAJZES82rPEq/zczDjlbiZhbwytJJf8opEQjpmMxvHh6i6GNx4aDg9hvpRUVZ4OI3CxWQMc5waTuRzJVRjP8IYxM3ggE03xx5b/sgrWxSiMMjjlja803w3CaEk8tjyCUi3+IyMLTcLSoABY8wHWv8ANrNajljsEOOGgcxQrsqJeLAXkbWSiLzFxgwAkC6QTmgAUEGUBArsgICDNFBhAQEBAQavaHAgoK7NxQQSBugpMiIsJBFIIEzSKIFeyLTRMgYWuCJw+6yhwkHlv/lREU40uHlZenNE7mQyHhZEWxtLDuC5/NVErS/BAe1gxmyNNkQnjI93dSqJ5AeCCAQRRB6oKUTYmmzyY+Bhvnmu3cI+T0tB0x9XndmwwZOMyMymhwycTh7hIOXxPGWMxslosxv4TXqlI9VoEv2nTSwm6P6FRVlox4GzQnmx9/mpBaKggICAgICAgICAgICAgICAgICAgICAgIMICCHILyHk9BSlWPKfFchOVGwEAMZf5/8A0qKH4aaH5WXMQTQ4R6qxmtdYmvVHtdHjNpgAfkAniHol9IiQxYpyYmzwxtD3BrZMWa6PTayoV6wSs4zGZG8bR8pduFUiPqMhYxg43xgm+IQ+I0/+SK5aBjxTatGWHGeWedzoC5vLu3klIzqkhy/iKV122EcI9K/yoqaxnFIGgXwikVd4OMGgEhEWLRQoCqQbAoNhugyBaAG7oNiABZNAINSSTsK90DhPqPogwbB3AKDIo8tq79EDhKBXog1IrkgwSg1c0PFEIKnUMUEEgeuyCjmj5tI6KVYqswmMRztsPif06IJvxLHG/Ow84iEsyYOFxl4uEOG42HM0VqJWuA95kADpHMI5R4/hxj89yqiZJkQRkCSaNhJqi5QUOuRQtzSyEOE0reJ5MvAzt15qKi4eQ7TpWmJuHI9xrhjJe8/VBea9H4mjz7btAd7VStRO+DMgPhDSd3R3+RUV6LDPh6rI3kJGcX5ILVBlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGOqCGDZce5Uo8T8SvvPncSCGtrn2Cq6hfDDaw5XH8T65qyYzai6plTuy5YcqcY8QNRgw8YI72itNHkibqcUbWY+Tx394yMtcz1USvRTYuPOQZoGPd3Ld1U1CmxRBIRiwzAAc4snhI/wDUosW3w014lyJpROCxoH3zW8Q68xzCUiowPvcuaUn5n378yor0OnwcTuIi7Ki6u42hoAHRVG6DZptB0aNhaDeqQYNAWeQQaDc2fp6IHVBzdlwNfwOyIg7+UvFoOhAO/dA5kE9EGwNj2NIMgAhBo5tWQg5mxsgxaDlMwPaQR0Qefz4fDkJA5lSrqjy2cUczRvbbQ1Jy3Gb4UwMgF/FjzhtsPmANjr7qypYieCS8GfGcQTRORl/2CupiyjxcaIXHjxNo3s0IIOtQZE/gCDGgmBPCTILLfX0CCENI1AQvEcmJESOUTKJ+tKKuJonP058cg8xhp2/WlWdVnwdmuh1jHxCAWSBwBHTZZsae7I4NSx3gc7bt7ILQGwFRsgICAgICAgICAgICAgICAgICAgICAgwgyg1caBPogiEVGCBuRalHzr4rmcNSLASGue7iA68kno7/AA60N0wUKBkdzC0OTtbYYJXugY4tk4GRucLPqR0CJHbTs8yZRxpMWOGQsLgY3BwI9aRKtKF0OY7qCnz3QHLeJBguI5+I5zXj6qrF18OGMaXqDoxE0D/tPLx8p6lKRX6NGHEkb2Sf6KNV63Ci4IxQo0oiYO3RUZHNBuxtkFB2AoUgHZBykcCA27JKDN1vewQfP/jL4omdlP07AldHHGeGWRp3cewPQIPFkgkkkk87JQel+F/ijI0zJjx8qR8uG88JDjZj9R6eiD6cCCAQQQd9uqDANO+iDsDYQYIsUg4vFElBpZQDyIQV2owh7CQB3Uo8zksqUgjmEGkPn+B8xpAIjfxb9KLSkWq9pxwQ5p09p57QPeVUX4IIBuwRew5qohapnnAxmPbGHOe/gBcfKPU+iCrGsZrKcZ9OIH4Q87oRc4eR9twWTmMsMjT5SeX+ES+vO6A4M+I8AgbeLW/1WasfTZwRJjOvlIEVZDkFRlAQEBAQEBAQEBAQEBAQEBAQEBAQEBBhAQaSGmE9ggjO/wBNhB/DalWPmvxWCdTB7vf/AGVSpvw8R/DAAbp7ufREV+RNDmyufDpTJm3XiF/ATSpEvSJYGZRxxgtxZnMsFp4rA9VCp5xchziRnStBPIMbsqkRZBkMeWiXOko1xNx2EH6oq40IPOmaiJBIHk/9Voa75ewSkRfhxnFsehI/VZjVerjAAAHQKo6glBs0WQEHdooINiaQc3O3QcnuALCepr9EEfKyPCYAKsqUfHcsvOZOX7vL3E+9lai1wUQqweylWPsukZBfp2MHHzCJoN+wVRMJJcK7pCurSg6DdBrILFoI5FEhBgmkHGdvFGR3QeY1CMtygCNqtBFwxfwbqZAO5I2+ikWozG5IAHDqQ2ryvYVUSxhvIv7dlix1c3b9FUc9SyfsOAwFom4yGXKdj6n0QUsc0oyS1mLpryxviOLQKAHr3QehwclubhRzhhYHD5SeX+ES+vN6ML+IMHpU4WasfUJxbIyOkrf6oqxHIKjKAgICAgICAgICAgICAgICAgICAgICDBQZQc5v9N3sgik3Awjq1SxY+cfForNaegkcP6JKWJHw668GRo/DIVWb07TaLgTyF7oSHE2eF1WqSu2Jp+LhEmCENJFFxNk/UqJalXRrkPRUitzmffOc6O2kc3ZZjb+SKtvhTw3wZ0Ufg04A1HKZKsHmSlI5fDADZpWG7a4j+izGq9SKAAVRsDug7RizaDqTQQaOddoNCbKDhkEiMkcxuEXFbM4ygDckGx6ojxfxBoUzp3ZeGwva/d7BzB7hJR5wxvDi0scDfIhJ2uXNxc6JoM2VOybIjdHjtN+Ybu/wpaZle+xCYwCLAHJEWcLuOzzoUrB3aa3QbhyDY7goI8gIOyDmSbQYJsEFB5zVgBkPPINZf6FBFxQIvg2QuAHiv3sc9x+ykLVPGzHeQGw4RJNfd5Lmn8iqlq+HICjQVHPIET4i3I4DGRvxnYoOEGPghr240cBa8U4No2gkEMiiIaAGsbVAckTO1B8LYgn1TGyCSOCSwK5rNrcj6RJZjjAHORvNVE5vIINkBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQc5BbD7IIcZvCYb5W39UWPFa9DHLlyNkANEOF9Nlmeor/hlxb9qiJ3Dga7LSU1PMyos+Vomnj4QDAyOOw/3QnjXFi1M5kTpTMJS/ic4yDgDe3D3QxcTSztkLYMYyV+Jzw1v7qiDlCQSNflfZInnZvDEZXGuyC1+GZpGasGu+0FksZa10kTY2kijsBv3SkdMBpxPiLJhJoF3EL6/wDLCzGq9ID3VRkHf6oJMO4soN3mhzQcSee6DBPXsg4TAkbdEEJ8RFuA577dEVzLGuaSav06qLHnGSMOseEQw3LzAXOXLj7ur8tx6QsaQCBZB6lbzt8LpwEkcJ27joqlToRTQAKAViOwNbINgfVB0aeYQcpjRQcCUGCbCDzWuuAgyXXu4cA9b2/dBjUmHG0LAxWh3E6nENcGk9dieu6kSqgNke8Rukna8m2jIxmvB/8AYKiUHagwgEY0repBcwn+qo46zifa2whssLXsJLY5XeVyCrdpmWHAN0xscteWSKYivVRV1O6SHSXmZ/FI2GnOHU0qn64/BrKmhNdS5ZvrU8e6k5QgHm+/yCQqaz5QqjZAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGrhbT7KUVuM4HHmZzLJD+qaseT10AZodvuK29ERS6O7wdbliO3iMvfr1VlLE7WjlExNhE5gI8/gDzE9PoqkVcelzzuAiwpIST/AK00vmH0UV6doIYGkk0OZ6qo45of4BMckwIN/cgFx/PkghYeQzCz4J3Bsb43i/FnMkpHXYXWyUleh1uIY2sYua0DgkHC4j12/ZZirkGwDd2LVGwPJBJhOyDMh5oOROyDBO1oOJeCSCeSA1ocTfRSrEbKhqyBQO+yE9eSgHFrIsbmUnn7rj/s9LlLPl69djQh1F1n6ru863tJLWjbYAKMstcAaBVg6goMgoOjDug5zHcIOJItBq4hrST0CDzmoxnLz8PDG5c/xH10H/LQcfiXJhfniEnHLYmBvDO08G+9cQ5HkiVDwIgJC5sUkTQNuGfjjd7KiwAuyd63QVWqaXNl5BlhMLuJnARKPl9R2KCANPzoZwC2eTID2luQJPIG+oUFn8QSiPSpW2AZCG7dd1aRJ+FIi1wABHC2vzWa1PHsCbkgaByBPskKmt5BVGyAgICAgICAgICAgICAgICAgICAgICAgINTuCpRUY54dSyYSaEjOL8kWPO/ETCCHVu0ojzM8gxtSxsm6F06vySFeqJAZZIoC7J5Ko4OysZhAdkRCtt3jZUR9OzvtYnLi0GJ5B4TsW9Cgy/MGS10eLjvyGuFFxPAz8z/AGQQ2NLC+CMFzuTosRnCB/5SFKR6nF4dW+HPCcWOmxvI7hdxVXr7LOKn6dKZsNpcbe0U70IVEnraDtC7ci0G8mxKDje9oB5bGiUELIcWEUoMwZANAkbo1IlkMewk0RSE9eI0xok+Io2k2DM4+/NcZ/k9H6dfJ7Z4bGDRpd3mokmQATRulB0hJPmH/wBqxKkg9Qg2B2QdIzdoOUxs+yDmQaQcpjUZBIArcnoEFRpz2B2ZrE4qNjSW2OTR/wA/VB5mOSV4kyXPlBmcXvlhIkZZ3pzOlckS1JxzLA0yx40c0cgsvxhwk/8Aqf7KibDksmic6HiIaN2lpBB7UUFNBrObKS5kMEtGjEHU8fQoLTBz4s0PDWvikYfPG8bhBVfE0tvhhsktHGd/oEtVffBzXvwmyPNuea2HMLNHqW+fOcANmNASLU4bBVGUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBhBgjYoKTOcMbVYJiaaTTvYqVYg/EWPYcQNiL90R4DUWEZFnk5vU8iFSvSYUjM/SWCQEh7eB9HqNkRAmjwMSUwYeAMmdo8xduG+5KKzpmXINQGOIsUNeCXjHb8ldyiLs7ChtR6KiDqEReR5ZJWkf6YfwRj1cVBN+G88Y2bwl7XwSDheY4+GGPtR6lWkegbH9ky3jlHIenRRU0tB2HMboDbaRvQQdnEEA90HA7EoME0NzzQcpoeMEkWaUWKuaOSJxIsUVVgM2WNhB3FLNWTa81psnh6vHKCSQ4n+q5T16P1n9t6Z+ZLKaAIBXZ5udukET3kEgm0KsYmcAAIrZWMugO5AQCdwAbQdgeFpJ2sII5PET2KDYNoWUFZq0j5AzCh3fN81dGf5RYrPiKUQwQaRAHkACXI8KuINHIAHnvv7BGapYWfaJxI0tc8neeA+G9v/AJs6qi3AoEXuBSCFqrskY7GYoeJZXhvE0fIOpQVszMZ0wi1eHwZ+Tchhpr/Wx1QWmBgQYoc+GR8pkAuRzuKx0+iDzWqTHL1GQtJIc7gZ6gbKUj6R8O4rcbDjbVNYxRqp2nU90kvPiciLFUEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBgoCCn16IvgDgNwenRSxY5TD7do8cpouDad6UpEeB1iA8LiBvGeL37rS2NvhzJ4ZpMdxNPHG30PVGbFnPpGLkzuleZAXm3ta+mu91RuZMHSogwmOBp6Dmf7oO+NkxZcQlgkD2k1Y6fsgjZM0c4MEUIynA0QT5GkfzH+yCLIH8ZdMWkRneWQcMMZ/2N/EVCV63Sc1upYAikLhNGPKZBTnt5cVdkVYYcxDjDJs9uwvqP3QS3Rgix1QYaCPKQg5vaQeW3NByBt1gbeqUdAbFHkoNZIGSA2Ai7fVJrpZgYhII8STysH9Ss25H0fHhedeVx5nQTtlAstN+65S9vQ5cJy43i9xi4zZomStILHiwR1XaXY8nlLLZU1kTYwKHJVkeSRY2pWIwDY25hBuxpJs7BBu4FxAANBBlsdAk70gj5mSzGx3SvsgbNaObj2CCtbINNxZtSziHTSHytJ+Zx2DR/z1VkHlZjJkzSOmaZshzvEmicOCVju8buoHRMS11jdLCRkGJ2QwivFDOGVo7OHVBPhminjEkUjXtPUHkghs1nCfKYhOWm6Bc2gfYoJc0MeREY5GtewjkRzQqJnys07TCIQGho4GAHlaE7UeiY/2jUmOIBZH5jfUqWtY+mF32bSyQac8cLaUpUzAj8PGYCN6SREpUEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBgoMoIufEJcZ7a3pSrFNosobJNhSGmvFtvoeoUiPOa1j+Flva4bg8j1SVp5keLhZIe0EmM209wrKzXqxM6bB8fGALnstlnr2WkefgxpX5EWRNHJGWP4ppsk+X2AUE3Cz8OBxZDHO6OeXeVw8pJ6eyKuWRtiYGRtaxoFBoHJVEbNiJImaGF7Bs6U2yMfzV1KCNiZMmJkMyYy8SOPl4hcs/0/CxB6+GaLUoBPjuAlYacA75HDooqfiZXigscAJG8wevqEEwcJFjfqg1cwOFDqg5nHobUhGvhkGiCPZBsGdrUk1Z/wAeM+LY5m6oHTEmMsAirkO/1XLn69H+LZeNkUQ5+36Ln+Pr3br23wozI/hR8UVGXnwr7fta78LseX/JsvPpcFh7Lb5mBGSaACQrLMcgkHlaDsIwAByQC0NBJ5D9UHDJyI4ITNM4MYO/X9ygq2g5Ehzs0iKGMWxrj8o7n1/+kHm9W1J2pZDJQGtxxbcdkoBY69jxfyvPRWCPj44mIYQ7giPySGpIT04XdWolWhJNkHkfzQQs3LZgOjEeMZJJ3VwtoX/lBVzYoEj4cN8GSy7diSHzMPXhPdRU7RI8mJkscrJGQAjwmyG3Dv8ARVKhatL9t1JmKzeOEecg9Ut6Is9ExGjJDYmABxvbqsar1OQ8ZObDjMNsi3NdVatXLRTQB0CRG6oICAgICAgICAgICAgICAgICAgICAgICAgINHCwR6KUeW1Fj8TPErLBBsUpRH19jcmKPMj34hTvRFeYlY0khwBB29knqN9CyjBO7ClIDXG47PI9luVLEvV8TJyZ4XRxNmiaDcbn0OLoT3QjbD0xzZmT5jxLK0eRjR5GewQTW5MMs7oGStdIwWWg8kHLIyXNkEGOwSTkcjyZ6u/5ugjZGO7HYXulceMffTD53dmtHQFBvhZc2BOHR8Eb2s80RNRwxc/N3cVFeqxcmHU4G5EBMcgAJa7Zzff90E2DMJJZMOGQbX3QTY37DiIF/qg6IMoNTSGqn4g07+IYTmtA8SMcTD69vqscprv8fp/RyeM0rT36hnMhAIaDchrkB/dcuM2vR+v1nDjsfRYY2xxNY0ANaKAHRd5MjyLbbbXSh2CqMgVyCDBOyDmZOYG5QRcrKZjAGS3vPyxjmUEDgfK45eoPa1rN2Mvys/c+qDz+s6mc1743tfHiQmnMaae07VI4dW9h9VUqEI5ZJ3NcGGV4t9j7rJb/ADejkHcOk08AOLpcQGg4i3R+/dv9EEibIighM0r2tjr5iedoOEkeLquLQe17LsOad2n+xQVR0bLic1kYhfwu4mzg8L279e6gt9SzBhYb5bBeRws9XK70SdqXAh4Iy+Q295t1rNrUj1WjsGNivynDeqZY5qRFxokJcHTuFlx6qxauVUZQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGEFRreN4kJkaN2m9lLFlUUMgLXwSbxyCt+hUFJl45imexw5H80FZlRONSRkiWM2COqspYvtNzm5uKH2BK0U9vY/stRmxH1DUI2OnxZHug4Y+JsgO5J6AKCJhjExMLFyspjoshpJaGfNJfcILbDy481jpIWuaQeF4cKII7qiQBdbDY9kFZlQshcxoBkD3W2K/NNJ3cewUGsORLjZBnglc6YO4XPaP9aT+Qf7ArhK9Jga1j51Q5RbHIHeGHX5HuHPhJTDVu100F194wdhyUVIhymPAIdR7FB3EgIsix3CuJrYPB6qLHPIeGR8VgAdeyYsqBgRYzJpXQAB0ruJ+3NSTGuXO8pJatAQBVqsBcBzIQal4HUD3QcZMlgBsgoIb8iaUkQCrNcRHJFxy4YsYl7yJJjtZPP8+SsiVQalrL8ksGLwvDxxMLh5X1fFHR5O7FMTVTHRfEY5aDtoJXdR1if/AGQtWkMTIIxHGCG38pPK+g9EHQkAEu2aBe6CpfKzVsKQ7Y8bJPuJXO5uHp0QVj5pcCfxSwwZIPma0fdzj0rqoPUNcDEHuptizfRVMeXzs0Z2psBBELDwsA6+pStSLTFgM87GDej0XO1ZV44CWSPGj3Y3bbqrIj1OHCIIGtArZaWpCIICAgICAgICAgICAgICAgICAgICAgICAgICDCDnMwPYQQDY6qUeSz8cwTlpBFmxSlELJiOTFdfes29wiqiZhFgWCO/RIiqxcmbByjIAQ4HztB+YLcHqYzj5scc4jZJQtpLbI/yoihiZmZOVIWwvGU5xDpZB5Ym/7fVFX2NjQ6ficAeA1ot73HmepKqGJmwZgeYH8fAaNBBjFgeHnInozPFUDsxv8o/ugxNiEjigLWP4eBpPJgJ3LfVBDe0ghscfAXXBjtcPlb+J5UEvT9ay8IsETzJju4iyKU8o2j5uLmLP0VpF/ia5pudwiYnFmcA6pNqvluNv6KKtGwzMHFDKHtPc81NXGRLOzaSEmuoVMZORE8Frw4AiuXJEaYzcaCy0u59UHc5MQ3BJ+qLWpyJH7RxvPsERr4ORJZIDAT1KCDl52n4HEMmfxZWji4GjiIA57D+6Cpy/iIucQ1ghiY5rX063Brhs6xsBfayiap8jKnyyG5MhZbhG8N5Ryj5Hgdiito8V84eZWmMSC5GjYtlH4m+6Imvx4pY3xOYC2Q26hzPf3VGmOZo4C3JLS6M/OD8zR190HHE1TGzJTHGXNeRYD21xeoQcMrSMbxH5Bje9nCXGBn4ndx6oN9EjlGI4TNeIhJ9yJB5g1BC13UgbxITYB87gefooI2lYbnESuBL3bMBHJS3tqePVx4zcDGBNeK8fkphFloeLchlIujtasR6ECgFRsgICAgICAgICAgICAgICAgICAgICAgICAgICAg1IsEIKnVsQSxlwHmaL91LB50ExvBGxBojuo05ahiMkj+0QgbDzNHREeezsTxAXsFPH6qyljjpmoOwZiCCYnGntHT191qVmx6mKRk0QfG4Oa4bUVBRayZZc8Y8ZM/E2gwA/d31oc0Vs6duBG7E09zQIRxT5Dhe/7oLfClfPhQyzAB72WaVR2JABJNNAuz0QQoYxmCXJk4g2Vvhxi9wzv6EoE2C57nBpHBIWsdW3DGOg7klQRzZIM4oyPORK0jkxvytRW+Nn5mHEXRTPY5sPiOAOxe93lH0RJVzD8T50cgZII5R4whsir8tk7K4trTK+JPtUBeYXxnwTLbJCNrr81myt8OUnscdP1iSDIIyBNL96IwPE5EtvtyWZLHT6fTjfIsf/ANuaIeNmFX3Zk80nMA10C1I4a5TfFGW5xYxsUVTCIuA4qBbYO/7LWJqnyNV1DLiufJkc4xOcGg8LeNjtxQrYhRXAvDA54rw4niYNA2MUg3/JEdIcR5DWOZbWcUD7P+pGd2keoQSRhRmJzZiXufGI3u/mA5H3Co2w5XOY6GY3PCeF/r2d7FB3rcjlsgqcvUZcTUzHOwOw3NHIcr2tQQMnHbjDhLyYAeLGyGm/DPPhPoir7T535OFDNICHObvfVXWcQtZ1b7MDBAbmIpzh+H/KWkikw8UzvEsgPA09T8xWbWpHrtJxmQs+0zgUNmt7qQSWh+blCwSSfyV/R6nEgbBC1oHIKiSgICAgICAgICAgICAgICAgICAgICAgICAgICAgIMIOcjA4EGqKDzurYRikMrBTSe3JSxdVrXujPENwRRBUFfmxMDuOMU1xuj0UlFPmYYkqSIAOGxHdalLGMLLn0yQEkvhefM0dD6LWxHoYpI8iMywOaS9tcQG4UFVh6RO8tZl8LYY3cRDXX4ru5RLVrmSsgxJHve6JgFcTW2W3tsqKrT837Pizy5UkkmO59QeIPO/v9EFriZMeXjtlhBDbqiKquiDuRyrmUEPFDMmTJmeA5jz4TbHNrf3NoOrsWJ7iTY4nte6uvDyHsiRFOO5mVHC0hzgJZbI/E7Yf1Raw/BmML2NAIGO2JtHnRsomMSRPinY5woPzGlvqOGkWRlmFN4bGkAfdysNnlxGwhTKxpI8aeUkEhkb9jyczmqJLMRgkEocTb3StocuIbj2UHRmNC2HwhGA3h4N/5e3sg56c9xxfDkNyQu8N19a/xSCSbJquZpBBZqeNLkux4yRKQQ1xGxcOloKvBz5sYtlmkfLGXcE7ZDvG7oR6KC31DC+2tYRIY3AEFwHNp5hXDWNNwjhQywF4khLrYCNx7oI2p6qYycbDp0x2c4cmf5UVBxcVjGF8vm4uZP4lLSRLx2tLwSAGNHIDkpY1Fy1z5QAQRtTWjon4lr0WkYIiYJHjzEdeisNWw2CqMoCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgwRaDhkwtljLSLBQjyuZjOxpSCLaTtSlggZEPG0loJ60Oiiqx7Swm7I9OqDjLCHgloBsbg9UlLEWGWfAlL8cksvzRnqtSpi+wdRgzGgNPC8Ddh5hVLEbOwsyaabwJmiGcAODj8oHb3UEDMm4M0tFuOI0RQRnm55HzfRFXWn4xw8GOFxJeBbyOpPNBDjzcxurDHnEQa4OPC3/AKYHIkqok4uoYuTIYYC4FosW2gRfRBMAJ7/VBxETvtskxqvDDG78tySg7URsOdfkg4ZjS9+MWgkNmBNDkKKDvyAA5D0QayMEsT462e0j3Qa44LMaFshBe1gaaPOkG8j2xROkcaYwWduyCqfq7H4eTJjMc2WMB1SDmD+L1UV20vNlmkdj5JaZmAPa9o2e09UGmqYgY2F+O+HHMbzIA4fM5BGbhSanj/bMUsidkN4Zo3Dyn1CC4BZi4jBNIA2NoBeTzpXUxS5+sPyZDBhksadi88z7JaSNMfFZA0OkFki6PM+/YLNrUjpZleTtQ7DkpKYs8TG4QHOFV8rT/dUeh0nA43iWQWAeqYV6JoAAAFAKo2QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGpFikFfqOMJYyCATVqVdebljMUhBBoFSxETIxmyAloF9u6YKySIxk0DQP5I1rlIzxBYNOHcc0lsTFZkxywzeILHW29FqUsWWFrpYAzKBc0/jHMe6us2LeEYs7hkxCNzwK4wNwg01KTLjxScNnHIT+Q7+6gq5AyDR5ZYmSNnmd4b3yjzknn9FR30iIPz5ZGAeFjsELCOp6oO2vOczT/K97Hl4a3hdV2gjapkTxyeBDM+NuPB4ji0/MdqtBb4zzLixSOHmewONdLCJartV1DIxpxFjBlsjMr7HMXyRYs4ZBNAyVooPaD7WiVB1t+RDhiaB4Y1jgX0NyixD1gfaM5gBcAcYyRU7k4bqEWmHIM3TYnyAOEkdPB69CqX1XgYx1XKZK9kcYibA1pNXfZBpg4eVBqWOx8bgMcOaZb2cw8h7oLmfHiyGBk8bXtBunDkggZerY2EBHCGvc0UGs+UKKocjKydQmAcS/fytA2CEiVi4jMciSSnSDlXJqlolBj5SCbNn80Fli4giAc8AuG4b2/ypi6tsHFM0gLgSCeqsHp8aERRgAbphXdVBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQYQavaHAgi7QUup4QALmjqpVike0sJG4oojlLEyUWQA7v3UVXT4rmE7Vf6osRyALbI0EHbcJpXF+jNyAXYsga4C+B3VJUxArKwZgQHxuB6HYrUqWLODXJYtsqG724moJxy8DUYzE+Rrg47tcaQSoIYoIRFA1rWDcAHmqmIWp42VPNAYhG6KN4eWl1En9kEfUsLKmzZvCiLmZDGsL7+Sjvahq5Y0RxtY001orl2VSqPXA6LNdII3OE2OYhwjk5Fi5w4zFhQRHYtjaD6bIlctSjfLp87GRukc8UGgoRCdhZeRh4rnMbDk4/lHEbD2+tKLPU/T8f7JgxQEhxaNyOp5ql9c5MbAhyHZMzIxI42XPPJBHyNdgYagDpnkdBslpIrZsrN1AljnFjCa4GhTWsI9FkIL55AyJu+x3Kmo6sayIcEDKvb1KWrIkY+M6V2wJr9FFWkMLYQCAHPO1noqynYuK+VwJGxKD0eFiNijBI3pVdTQKCIygICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIOU0QkYQR0UsFHl4BJJA59kwVc2O+Mk0Spg4EggtcAR2ISxUTIxRRdGSR2PRBGjc6GQEGjde6NO53JBAI9QpuJXKTCilBIBaT2TaYgT6Q8Elga8DsaIVlSxFL8vAILJJGWeRHP81uUxIj13KApwjee5FWms4lM19pAL4HC/5SE0sdRruITREjb7tTVdG63hE0ZHN92FNTGp13CBoF7vZiaY1dr+KL4WSOobbVaaYiy/EDjYjhaBXV1ppiHLq2bNY8StvwBNMZxcLJyXl0rXFo5F5WbWpFpFp8UYp1H2Clo60yMAMAaPQJo1yHF4awGhV7IN8fDBAdJYb2HMpBOYwEBsYAA6AKizwcAvILwT9ExF9jYjIgDQB9lRLAoIMoCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgwg5viDrsXaCBlYYcDQHJTF1R5eGWEkBLCVAdbSQefJRYiztBIcBVFDVgNIneQ8AcJF2mGtJMdkAJkf+RQ1ClyYmkgAmj1KYajSZDHinAEdiFRHfDiPu4gD6FEcHYWMfle5v1UtRqMGIEETE13CaMnEZdiQb92qqyMVg3Mo+jUD7HA4gukc6uwpB0Zj4jDuwu9ygkRyQRHyRsHsEEmLKiJAcCb7FSwiwhhgnFNeQT3KYrOVo88cIlFOaT0QcMnEdjTMZKPOGWfREbxguIA3tILfTsIvIJCpa9DBA2JoACqOyDKAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgINXNBFUgg5eOHg7fkmJXnM3FLHEgGrUsalVsgIJBH5qSCdHrE/giJsLncLaoAlaFflS5M4JGJN9Gu2/RTBVyY+SSSIZhZ6sKDg6Cdp3D2+4QamOXoT+SAY5ux/JSjBjnA3B/JBgsmvk78lQ8Oc9HV7IBhnPR35IMiGfqDfsgeDN2P0CCRBhZbgC2GV1noOaC5w8fPiIcdPmNdwkhauJszL+wFjsaRnCQd2phqDlzHNyS4AggcO450mCfp2nl5BITFejxsdsTQABdKpXdEZQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGj22OVoIGTiCQGwN0FLl6cQQQORUsWVtBG+EXEGDruExq9upy8oGgAa22CJjm/ImcKcAf/VExDmDXnzxsNeilVwLIgdo2j2aitHFgGwaB7IOfEACA1pvuEAEfyD8kG7XAEENF+yDawTZa3f/AGoNmtjveNp92pB1aGA2Im//ABCqVJZkzMADRQHZo2/RDHQZ+QBs4j2aEMavzMggkmwdt2Df9E0x3wMbxyXOaQQeo5pEq9x4RE0ACqVRIQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQYKDm4cwRaCJmhrMZzyPlFqWrI7R48RhaTGCatPw1HdCwE+QbIbXMxMIIMYH0QRZ8VrhQAF9kEKTAJugVMXUd2A8mgCUxXWLTgD5zv6BS0dxgRAUGE/VNTWDgRcgCFTXJ2n72LIG6Ya6R4B6gqmpUeHRBPRC1NiYG0CAR6hE7d2htjyNPuEhtZyw37G4hjR9FUGOAyGNIAtl0BzUi1LG4VRlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQaOCCs1cl0IhaSCSCa6qVYsYzcI9knhfUV5okm+ao0Jve+ag1IB5oMFoPIblBxkABoBZtWVoG1uRd90xLW5G22yuGsHYEEWFKSjBW5FgqyjuAANgCqMgAcgg2BIKDoDukG+SLwnBVEPKlMGbivryllFRatGmwCOSRG6oICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIObiBuTQG/sgq3SeLmEkXQ4vbsgs494WjuEEaQbn3QcyKUVhAqr9kEZ28hrooNwAAiNS6zQ39lLYAYSbI/NJFrZ4ofVUjrGbYCkGVRkc0HQJBvkC8NwCqI2ow+Jih4FlgClHfTJhNigE25uxVWpqIICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgx0QQc7IbFGQdwBuL5+imrjjhxEwvmkrik39lUWEQqFvspBGedyqOZCigCAQADfZBBZIHOcOxWaOoBcKukR0bGAKA/NJF2MkdgrDWjyALPIBEdITcYJ6pFbkbqgOaDcHcJB0mP/wDG/wBFUbNAeOFwsObRUoq4i/T8wtPyE711CToXbXB7Q4HYhUZQZQEBBhBlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBhAQCaCCJmZjMaOzu4jYd1LVkVeOyTOyA6Sw0G9uiZpuLd4DICAKAFD0VRtCbgab6KUR3k2a7qq5k91BjiFKg8+U+yzRSSZBhyiRyJ39VKsizx5myNDmkEHt0SJY7Bw7K6mMOcACSaCaSK7Kyw94ijNgmie6nrUiygNRjbotQrYndEA4IOgIoFIOkxvCkocgqjLCbAPOkHPNx/tENgW9m49VLBDwc0wEMkstJrfom4uauGua8Agg2qjZBlAQYQEGUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBgmkGpcB/lBq6ZjQSXNAHcoIGXqjYWkRgF55X0UqxX48M2fPxOJO9lx6J6eLuKKOGMMjAAA/NWI0yHXE4eilHTGN4zSCDY6KiNIHcR91MHIhxPJVSj2UAtJBu+SKoNRie2YkA8+izYSorJZYjbSQfRFkiS3U8lookH6KmRylzciUUXED0KhkMSN75gSSRasLcekjaQwDfkqjYtPYoNeEk9QqOoa6gKtSJUgML8dzd99lUamhIQDyAGyDdpoggqSiJnYXigywgB4+ZvdMELGy5MYkWSAaLT0VFpj58UwABAPYqSiUHXyr81Ss2O4/NBlAtBlAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBqSB1QaulYwW5wHuUHM5mOOczL90HN+oYrLJyIxXdyCtzvifTsVhIm8Vw24Y+v1QeRw/iTJfrL3yTOEUxLQwnyi+SlHovtr5BVAO9Cmrjth6e/IfxSHhjB5nqqVdMayFgZEAB/VMIEkD3RHKY3G8AEmlKIeg5MkhkgkILWHy2qLV0bSdxf1QY8FvVp/NA8JvLhP5oBhZXyn6lBDy8KBwLnxvPs5B5/KEDJCGsIHrus2NSuBfEOh/JF1vG6FzwC27PUc0LV5gYkDgHthcD6vWmbVoImgVwVXqiHht/7Y/NAETefB+qDYMb2H5oOGfkjDxHSgNJA2BPNBA0uaSeJ0shtz3dOiKsAdlIjYGjY6KiNlYbMq3ABkncdUFLlwz4xIcwgXs4KRYqNb1jJx8IY7ZngyEcjuAFSsad8a5EEYjyoxNwj5rpx/dEXGP8a4EgHiNlj96KCSPi7TKP3ztv8Aag2b8XaYSAJH/RvJBYYus4OWQIslhJ6E1f5oJ4cDRsfmg2QEBAQEBAQEBAQEBAQEBAQEBAQEBAQYQYJoIKbVviPC04FpeJJR+Fp5IPHZ/wAYZ2Q5whf4TD0agqJNUy5SS+Z5J7lBy+2Sk2STfcoNXTPcDZJs9Sg5kknc2gWAbsj26IlfQ/hGXG1HT+JwvKiPDICfyP1RqPQVw7GhW2w5IjBN8kAmwR1pB5fMkyZdNjhjE4miw5Gy2CKdsB7nnSlVAGLqkWeGfeB0ToW+I07SDiJ4vyq0HVjtaZNPAZJhHhte9ryfn4geH3rdBwZNqL9LJiyXukd4QdWQ4uFkc75etIN3zarFBPDJkyRNZkNBuVxaAW3XHzAKDd2brb9NhixX5Bmle4NN8Tg1vMg9RypB2h1LMnyIXT5XhNlx74JDVu4qI91LFlb6hizsxpnkniDCQR02TDVE+bLje8EuMb5Y2BwG7Ttf0O6YiXiNlmkDnZXDK6V8fgEcqvbuO9pg7xz5o0fGnhywXvkja/hcLFurfsmDTG1HWjJDHJLI50gkkjI/6jWg7e4IVHV+ZqcUcD26gZnTwvkLRXk4W3e3IA7boIsetas8wsMzw9jHePY/EGlwH5C0Frhx6xl4ZkkyZoy5gcHFreovaipioThqDsXTXSTumdmHowOI8t7CwEw1Pys/MwCYYBKfDxRMQIAbNkebfYey0j0cbi+NjzVu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