Smart 4.5 Mins Knee PatientPos_FFS DockingMode_Front SRT.T-D9200.Knee Lower Extremity right CircularPolarized 60 false AWASW_MST_WA15 30 false false 0 UseTable false

Cor_PH Sag_PH Tra_PH Cor_PH Tra_PH sag ax cor tra

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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VCxISUdILFVTRVJfREVGSU5FRABOTyxERUZBVUxULFNPRlQsSU5URVJNRURJQVRFLEhBUkQsVkVSWV9IQVJEAFBBUkFMTEVMLERFTEFZRUQsT05fVEhFX0ZMWSxEWU5fU0NBTixSRUFMX1RJTUUsUkVBTF9USU1FX0RZTgBOTyxZRVMsWUVTX0xPQUQATk9ORSwyRCwzRCxERUZBVUxUAA==

Lower_Extremities Knee Sagittal PDW_SPIR.Protocol

UEsDBBQAAAAIAFxw1jb9xH+piwQAANUJAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAACX9poY2RgaRFhYGAwYIAAHyBmZAUzWUWBxJEP7xjsJ7C+PPZW7+wHZtxyjEwMDExA3cwgWQEJhv+M8gwgMZBaBSChAGILiEDEGSHiQjjUKgLZAFVUDQAHcLp7RrvNwUq6zcFKpVZRb9tGDH5ugf0HTgWGFrDipMGALJUNJFm8+mFtkAQLBgwYThIlcT3daXcnO16w/z7yJDsOUmDYksTOnUh+JD/yeMqa0Or5N6+zBlXJ/19lLQYFTQhdin/2tJolF9YENCG93XSYQDHsZknA+zAV6w9QNMp5DDPyNj05+f6H9Ch5hDKqxVmi+tBYt2f+8zVcOVv2RYCzrtNUqEDWPLOr0aBT4Ykp24WPqDuIXxVphMJhVIrmmswXcKhniQ8bjb5BDAkEDn+MuvA+gcZhNUsODn7b/UXtowOR/n+cl4O8EOEl5k9txTo+gdtfry73tAX3lTpVRaAVwkNhtXWn8GaxOOSfvwdhY1foHmUXF4eHx8ejLIa0E4nRYjGKVuQpYPlVaW7LDTzkqvhSO9ubMt3qlIX8foCKO+QUTrowLNNKtaQ3p/ALulIZNYEzR0pPpG9WGLjlJuCV8alHR9Vo4+kvjBjRZVA5p//wXJJNIzORJdl+m6awNAwUIDQYmxdsFdcdt6vlUKFBh8CKctwCBba++vHu95ur5XU2HfYsmI4HkZeS77AaT8ObYDvRKWkFSlNtZomjuglDodVQxDeBOpjfUuezqZrDvoRMBfOlqaxIxBcDDQ7+a/j5Xuj5SELWuPkI9VM8tRpK9IWjTk42TMEaTLn03BZvr28XR++2YNTW4F3BB3vEPPijqxPIrSvRzZLDBNZUhmaWHL0/4U5FSXncjCxorLinV+OOWRJGsnMOMl1Hde6o0Lvcgu/IABYNr3i8oSmQwUPDz7EIEnKlAvi+6xx6z2EfZOfX82x6PlbEQaFRcVBK6+hjyHlbHyZ4/lgHLhYTJXyfCksj6c8xhLHL+05zi0ammPhOOQYM6DwoU0LF063niCJx77fEvT4zoPymZUVHhRQqzsJIG5CH3kvaVgQrKpGRgEyJHfKXCfDohLnQnP7o+/ZyMjLUqYJMHSMY2Kv4yFs3cMKfZeACaLv24mXAABk1SuaC3oDnkR8YD976vmg4Vjg+bP27gXG1r6mVq/GJk+i19+K/6rUGX8TwAbhJgFpVi0SAbB/iHiHXvXP8eD++mvGZQ6itLeMN4pQPkGNYIzJ7jqdAz86hkKUWFPHrN4Ypk27QPZU7vPhZzu8WN9l0OReK+daT3Ft1T23f8gRxYLndWza9+XS9tblpqG0lXrZoGV+uqs0EGIqvRetZCgIoeJxR0XDZrNlz+NkRF2xoDlEUKnKUa9fUrFs52/IgqykE9svhFNZZo3SMe+9k7qYIdc+6VObFv3epaMF38JFM8FIMDqDUkthev0qLHm9b9K5hlocqch4rq3seLJKwpDER1lGqu4HO8tyX/GTkREZyew+xbULDR5JCrJ4i46WPNOfKra7IpYG877l3HE/yCBEVGM8Tz+5d7WIkcndUVpdjLWzOE2+F5USOChxLiJ9uzoZaGPbX5jQeydixLBbjeLHtjYghFa48GXkNYSTJQZQJdSknakW4Fq1dMJ+lR/g6Aa7dMIY2rFdJN61Jy6jlFxsuZM0PekPcVi2FzVdnk4zx8aLIpuPL3D9QSwMEFAAAAAgAXHDWNkFKDiHHAQAABgMAAA0AbwBQRFdfU1BJUi4xcnRmU0RaAJgAAAAACAACX9poY2RgaRFhYGAwYIAAHyBmZAUzWUWBxJEP7xjsJ7C+PPZW7+wHZtxyjEwMDExA3cwgWQEJhv+M8gwgMZBaBSChAGILiEDEGSHiQjjUKgLZAFVUDQAHcLp7RrrNwUq6zcFKZVJNjxMxDOWMxH/wEaRVlbbApaeVAIkLIIq0l1zcjDNjkY+Rk7RU1f53nFkKu8vFSmL7vWe/XKxUv7aYCi/BzeN6825jB/Le9BgwjWuz3V6sz6nWQ9CDsT5xsN5NKIWqgVthDLv7+1cvL9blkEXrYGeFBmNHIUrGHkIjs9MKe2Q6/eQ0vLXNre2MMlinEnzZGNC0PsDDq+fte2NDj3CbAMs5RqrCDmbJngNBloEEuEArNEDNPXHkgQATKAPNpCFVAMVD7dXiQoFc5Zwge/jx8QbITRnKjI7TqH0K0+SQwaOrWVZ/BF2Ffa6AIeRT6WQPUABCASsfKZyhTDq7wsLr0tykkmFrYnkDJ656e1wZUEZ6wrWQt9Jl+BYCFLdMAfDtwx1wxLFnOlBudbkT6FJF9Hl11fdP5qg0RSnHnAdwap1gqXCgelI7AKWya6oBXD+GDtbpyznpAjGAD42H1WM7/nrD19Pdp71lA33/+gv6RiL+4tgieJ0mz1VFBth/+f5M3X7iGPsw2hiVFXX4800HxlZz0Sx03A6r47pJrVW7/qP/Kqze4uJlr+/rOhDop0yjtnjJEYpurVZVoeJclpwwPN+VfskXvwFQSwMEFAAAAAgAXHDWNqy/EP5OAQAADQIAAA0AbwBQRFdfU1BJUi4ycnRmU0RaAJgAAAAACAACX9poY2RgaRFhYGAwYIAAHyBmZAUzWUWBxJEP7xjsJ7C+PPZW7+wHZtxyjEwMDExA3cwgWQEJhv+M8gwgMZBaBSChAGILiEDEGSHiQjjUKgLZAFVUDQAHcLp7RrrNwUq6zcFKXZGxTgMxDIaZkXgHP0Cp0hamTn0BGBhYsuRyzp1VX3I4SUup+u44rZCAxYmc378/x2crJaysi5muwc/Dav28tj2GYFpkF4eV2WzONqRYSsd6MTZEYhv86CRjMbATcry9XB7uz9YnTqI62FrB3thBEKOxHVc0W1XYA+FxT7F/stWv7Oykt14RQl4beB8xQs0UB7AEh8R1QsgjTZYMLMA7wVCZTzCnTIVShDLeBNClT8jVj5pxBaiAV15HMYPLwFQKIziSx0I5V4QibdxmcRWoX6aOcQlKqEw/xxWoc34fEvcNizKkLqMcsF8oKcKmkb687aAhUtS2U0fRXeGOVMb23IrTAUUB51lQW6V4myiJ1nhBp05tlCYm5B5SgPZRTfWf6XUuNNEXAgTBj4rRn1QedBPakBlG5BlKgkETNVJIMlE5QdBv+dV/+ddUN3P3DVBLAwQUAAAACABccNY2u9Gxn4AAAACaAAAADQBvAFBEV19TUElSLjNydGZTRFoAmAAAAAAIAAJf2mhjZGBpEWFgYDBggAAfIGZkBTNZRYHEkQ/vGOwnsL489lbv7Adm3HKMTAwMTEDdzCBZAQmG/4zyDCAxkFoFIKEAYguIQMQZIeJCONQqAtkAVVQNAAdwuntGus3BSrrNwUodjjEOwjAQBKmR+IOfcE6gSsU/tnHsu2BhOdHFCUWUv3PQjFa7U+wBbeIR6pr/iMvku0eHxCL0Ywl18tT3B2SurY3FAkFqLpD4CrpyI/fUHMpwnrfrgTiXWc1zA5QTYVLmShjLxjSYgT3z551rumOLHkvQhGgXZO3I2WyFM+3yBVBLAwQUAAAACABccNY2GrKFl+YhAABfJAAADABvAFBEV19TUElSLmpwZ1NEWgCYAAAAAAgAAl/aaGNkYGkRYWBgMGCAAB8gZmQFM1lFgcSRD+8Y7Cewvjz2Vu/sB2bccoxMDAxMQN3MIFkBCYb/jPIMIDGQWgUgoQBiC4hAxBkh4kI41CoC2QBVVA0AB3C6e0a7zcFKus3BSqV5aVgTZ9/vIGpU1IgoKEqi0oqtBbSKuEBGpUrVStxBEKLyKAJCpICELYOiUhdIbasIAsFaRFSICIgLJMoWfRTCogSIAkmUgCEyISEMyWTmvXnOud7z5Xw413nDJ66Z3Pf9337LHbKD7IVmbd+6bStkYQFBFuAPImWQF/jvf/YZX+R/uoYF+QKyngKlQCmWFkugCdYWltYWZB1EB+ec9L9egP73x2KC5cRJkylTpk6zAi9UzIImWFhaTphoOWnSxIngaTJ4Dk20njR78cpNk212H6EsiZrz45mrt6Y4bi59OXdPC/rNqqO/np06zdZu3nz7b5c6Lfvu+9Vua9zXrlvv9dOWrd4/b9u+d9/+A75+B/2D/3XseMiJ0LDomNjTcZz4hNRz5y+k/Xbx0h9//nXteuaNrOy/b/9TcKfwbtG9R2XlFY8rnzx9VlNbV98gfvX6361t7963Szs6u+QK5afPfar+gS/aYZ1+xDCKjRnH47KALP879P9rXNYgrgkTJ1pOpIzHZTEhbvwF64mTFq+cPHvTbsqRKJslP56ZMmfz1VulL6c6rtqDzj36a8s0229Wy7/Vjof2n8j+3wI7+/8V2X8H9n/i6oKmW1qA4llaQzBEzCChz29wo3RTL96o8GQk8rBRU4gMccX4seJ8h18TYwYkutYpjDYSYiGfYnCzSfogaX4LCZVX5G5GlsgIj/prfOZYRkiq+Km4AErWyquP1taIplVQrSWTC6LNmXLR406zgDh7g4QuWqt4uuwxviERrRi9TCwL1WVpIkWKf1BhuqHsNAy2UMSS0NS+56lS4l/J0YVmiu614BT22R1fIpqWBMsPYk8qqlor7r9hlpLQq0TZIWWP1yISepd05pJ5FgmdTST+vSKIs6OBBvO3EbJ3jNnEa2QOYzVnuI34O/truQeFb5pX5SRvjKaJtIvyqe5Eh5Do1HpfYZeR0BQiM1GO6Hds4mPZ0ebUv3NoeWMkdCu4S+RJOAcxS/D96DkbEmpeUE9b2gCXIYpQErIxUzxXkdAKlx45K5+2gqjNVtcaHdIzCv8+Ybjuz7pISA0SjbMPCZnitjSvhVXEcWoYJlKu4cEXCI+A0CBv49ZraGINRkJe9H5KYLuo8rmRE32IkbU2fzrnyPDRykrdV2QlbjRHveznFM9YM+8HxVOd6jEJ8VxLkYLRfs+ZlBFP0++db4+9W6STdOqFFCPdHRyahPLpDohN/cn4VZ06NgmlXOdrf8QZuch03t6Nc2+BaPPQQyT0dhkiztKI2/BLusuNaxAsEKb2nkXKjkvq7Z7QRyxbYs2JdxKTNyRI78b39D87RyEYzg/q+8tpojcZDH56PHzpVupOraomcaD3mcnzY1/Rsfied4kgRdFj9DDI+LfuVVl5pbBV2FhkVUZkgXTNPkTkmL3hayc5sp1rEkYN+3QfZKFGCn7mKwl98SWh3w3ni+NI6GoZb85MpA8Wn0yYpLowwp4xwEUuld9iswUHv1w/EIcMT29z07jysZz+EJDQmaD+bbyxlGlKfL+77IfV5gMNSPkHzhodYX25KZuNbx8jajRiXOwJX82nHiZaU/2w+coZywfh0HewwjcxPsMYdL44nIQ6GCSkcxgZUbkNI8bThc7Vevox0LG7TLalcaeRr5YyzwQu7G/0kn8tndhtp52cdsolonhkaAZ2e0vVcxK6e6sFqRSVxjCi20xWJET5cCpcZd5uc/vE+qRZTBJavDN4n+m4C4jTKp/O5cuyVSXx+dPN2x2WHj15OHWnaUtx3l1YTUIiAUvw7uj92qLkjC+KxHiNSPWGkHOIl1LEWt4YJyO8zJibpLs2OT7OYLXwgxo++h5uYXTmIX0bZGOqjOV8beXV+AIs9RUJba2sKHs3hKhriW+eqkeamKLIF/Q8NLjRLMYTlbyg7twyKeOjjlVIf+Re8ySkOSZRc4Cqz91LfJ8crEGGrR62iiF1jp6xQEq5tG7d4KmVLChpJYrgS0loVpKrnLW0r6tnX/vKOAlec8Gn+ooRi86h4XECGc/ui7/vC16Kv5iHPdZSr5wcYU3H4No6nmYDHu60ea0ET6EGbcB+wHIgn0lQUqB2fZNJUSjuwTbh6yYXGJIn6GqMLmC6Z0flUvY1ix7ClTGHUknoxywSusSij0B4uOkAmHQbDqt3tJbdyTN0aEfFLRHhaGEtPA2fGqxd4Pt84oBX7XoFHrRedVa/Zx1tEWNhM26t4GNbjEh9svxM7tt8sD5sWaHumfbxy/q+ooLQyvXCezGNYTrf58/bt96JZY5Rwx9sdKJrdxtXWha+3crUO6BMw4iWhOqGMKc4jYXJnYWvR/kXcBjAFf08sYgD1yPUpHW3OezdUtz1VjjXAtup5E/Ceulj1IckdE75kq7d7zJ1ry4kTAPhWuylYb5wHb5LS7tGQkvMUp7H7kR59dJWHbGRYSeNFcxCjpyofgK+dwqpWbGBO3eYqrFK/puTacjD0osGTp+MUTOn4A5oxF9JJHSiqIUxjxO3UXozQLWAX+c/ActtsnA8tHnHKbuvmsRNfD/t9fRJ6enVEsOogXVxJHUct1yxa3zsd/WzdvgrpSRuiJVDrLgwY0cDa46rqJUrATGpLrmeJKTgzXH02kF0vWg3RwOMVI0NbKTI4Ni7XEVXX7eaVzdCQuuGDoCmuENCGcihYFxveGByXRLh0gNacO0QT4cdqM9Z1egsNnobt7zn4wT/zVWjQaXeaOsxoLo8StdqDfBj8x9f35JQYcKIis6SlCSJFLGfbAEOUEdYS2QmeJP2QmZivIz4FtmzzjwpcVLup1nm26/OKgdJKPg9/FlXabZI0I7FCty1fTzGbbnz5oapJNTqfFL/fEgvMk6LUxWO5FM7eRd7qEkOt7kvRGXVo7/hDkWhInu3odlhmc/g9K9DcFnaZe6MEHGX4fzf6jyKFgLdlkp4ZdMveVhrmcS5R8t1wvDXEiMJYaPPqt7/IGB0kpArCY1MoqsKfaJYfpw//d5zV3Df8i3wYHZJcnbPS+FEVHR2yMMzNMRcUPTFvvBMTCCyiehSSwlrySAD/gLLeQVJongP2v4qXQcJhYKyBMMRvSQURh10GdOQ0Jy+tFvG4Y3K1RZHm0YPoR/fCxc9Xs8oIm7e5g+IPXUSz1VBroqdPzcqLl+dbgeHkFDmyvvIK6aIhc4dmZSbq2/oqY3uj1uvSsV3hxR0d37pCaZ3nbYvxF9U3JbxsTykBhCDPoJDQldWz9fHRzoPlZpLw+PFxhAVKLvEaIcw4F0zqGD2OhH0ujltf+lj09YiIvX2x49gDN4M2t95XowcthxpeGrUSSzBdxbEq7a2M2rhzuLGvKJjhueAZWwYyasycGuZTnCXQR0QzpRW7GQ0mPY9boulY9vgtsivOhLazPoNfih6aETeim/1c+0A/Nd+iM4e6/4qMSV8UcyEW0UVP5S2DTp4xg8Zj6cw4sxXTxbeVG7N8DaaAun1kPnPeRNVmxeGXAW71b56SfBjSOilV6GolfEjB37ZBjJb74yK5JUpOPN2F/LWdde7kY92nqtkdakB6g8cfrPvCxJ65FJo5mkLa3USghcZ4bbD8Q/Q64uChJ9GPeOVOdlmkKizWZxIU9BDjK3EFpncu8oRK06whg+OD5Ak0HLhp+hxHMCd6MVQkmdv7o+JrlNDdY0wnk4fHo3Dq8eXg7mFDH4lHd3GS3sMlztI6nmdWxUYJ7zBXpN3P7F3R635CuPjPY56SzPV4BpEQtbCuRhN5AKXhbTFODAQfXBUvnLLEEZUn+Ionwjuwodh2hfhBLOgeEgvKB941lANWucxxs7osq3IR4Z1KPFC2Z4C+3gcMVGAvgAPa0ioy0vBbyChaWouVGm+lkS/d0KE8sJ6OroiC5U9c8KfuYjAjLtcbkLkQFWdKyNs0uPq6dptgNJFvAQiVN/z0S/5nCTCwDMCms/USXCfap+VDcuNKSSUelbEbmQrvxai/N6hNNeSGCaVCpRlTaiycWmbn0SGxzellvQ/G2JNR2o28Cw/8QX5gs/EfNUjcx1qxa9Q2uYOzkzWqhtgf6ij7QhYvX/RywFDk+gw7nkKbDZyP7/5yNtd8Why4aCo/0DSCbExGV7iucW3LXaZ23dJF3sfVz41hXQIX48Rh0yfQi41p9FODM9olBiPs12ITtldlYcxMc4ALV7V2fUB4JurbVWyoNCH/ybPHO41yH9GQ7q4LUB60kEkvDHlh/a0DpXJhR8c7FnZSYilmlwmS5qj4JVKDFa8HqV5BbXCzOtA/txIP4m8hJETgjS4jFt99wRix5gdKlrAoH48eNN1NmdH3Rqki3W4FRRGVCl6rIeNdsQSzq7wbNV5EpJ/BzBmA+GFnwapfqNOD5aLBju1jkFaSj3zDAnJEti10fEGWaNTnT2MpyQAvRstwL+hoxeVXjD6l25Ew/qDoJbpyquPJs7XlES6iJofEK9xkYJPNyykdaoeCpjYAqXV0AUSmgsK3cNC6oRSv1Z94FFAMkuPAlCXIgqv/0z6PPiTe94yS33hHowqb1y1hXiD/gOmvtK2Mjuo4phhh+cCW/s74MQrb4Mmp+g0ejedsAx17x264rFbTkKW+FZtw020h1lR9h4uJV4nmguUuYnEN53N5Szs7jot5TeR3BGIUibNrUGYgFkRsySTpJ32W1Ph8x6BWsfeQd2HD6BRSrRLPdwVdNZ5Yv14JWgcO3/6qAtS78KkD0OaIKZpc9K3rVUR8jfxQw+Q8op0S5Or/6NyEuIPGVNBdur9YEWm2AcPmWMxlq692QsIZSIeEAWneESHax1rAbiaIu4UG+DBjz6120nohm1FST8L/WNmPKXZ5Pt2Vu3E1gGdhNJ5oegBcicQqMFT+iFxYYJ5CpZrWgYaZkofvyRpnZZW8Cui1A+sFzJyxZhRK9Mhe9rh0s9Ps40K2c71+1WgAQ0whoLjJyM+5RbDaS+dTzs4KtLOum2786yy8tl72VaT3/w1locom50KN7o9qhuGXosni/5G0oXUJ9h5k2MAxjMt17jbzwBuaQc8LL/Xz9IyRkkoK9oUzZMUIyuIuD8Nob18Yul80KnPffhe72IFX4KJqSatskZkI6QHcHzr98rCEDQPCTsY1BXYmc7c+VCrMrSn+FSa03KCaWnET2Wv86mNJHTBqDeOnhcpjV19Cql5mkSD8ASIT6453uRo2IL5KuDLrApkcOhWf4LA8G1DprLR1b/d4+D9oBNdkVn5GGuzxGCoKAnPA1BxFakVoRncazphKUqpQyyI1ZhY/pYe9hgVVofc47TJA7uL48UGX1wcEwQQ+dwvp9VjfcLfUJ/q5N4/owo4vybm2phOS/a1xF5+zsQyw5KBEdyeEELMlmBXjdEbacDQTIrENsFnua4YXVF4BrDNuUw5zFudvLeWRtUeA3qOZ967WXtHJEAiooCiGtOGGIYYc/HwYfoek3dX8VAhQBTBoT8SuQiaEZ6THA5SKheWylldAb2VGXAw82JmT0emvQEIz6nwC8Q6KAgJRQ5jOuKwv+svdAGYk7kM5FOkElRW4X02aT+K1AsXYdHK9OUm93qaHfGuhe0caeSbLEbG7YtWLFiasm4GXaJDELhT1PwCUOGN3xdygaBT6wI9c9oGHtvN2ujCbQzXexBVibw3D3U8zXeD2ok9oY3FKhl7JSe+dYz2RD1wJnBSXmkwwaOYn8Z+SRYJgj6czp9ZY2iaWiJs8SChkMpna8tMTpZEsNlnfSL/Vd/9gWyP0Uy/0sqnT99RApjmRi5SqA4Kf6N+w6yMpx+vrAB0C7xhZJb5fobImMQQXWMP2GwKmaMzpw1KLSc0fW2z//3hPEtz3l8Wx5tC9S2FHdpoQwCM6c0rcZFkNRLKLAoMaAqpsKNHtA4hSh0BG0dxxOanZmJIomtsrJcaCmUWAKx53HUjTQmjsCWX9kU0m+vM2VCbTTfurP/Yl5n4ABD0xtZyR97YTC7HQ5mjz6d2IbO9kil1bCuC6JLtkgot8QX0LmkwAY/stFJ642eiAbn/2GNQKTyYI7f3ZJv2EM2g4GxTTNNKIn7Ec3mmtrzbscp8R5+IzAz1v17Zi5zvmYG7ynm0wK4gpK5sE/Bx0t9WO1D8pSu88bfctc0i+RQtE0YBqLGN+hHqYGJ/BALUrliAc7nzDfP6k3nszRYqu4fxK0PRTYD+F4k0TExXpcSR/nWgiANjO00n8W9K2yIBANH7T/kDRWQyW/kBHy/ucPOBFbGvSchjVCC1qnYnGIdzSOiTapj+VinzXP4ZsLA/mF25P+f2/rMNsoB3q6tZxOzENzsDCNYIUyMYy/gX8uoZUgm71qTA1+J5fzqLw3k6sfIM74WvFH5EEbti+7kej5uHBKKyJFdBUCiiXfOqTfQw9pd+R9MJEorRNvO5aXOH3XEhCb0Rj83xMuWMMXoK29aKSagkBRbw0rOp+BrK4MfbElS1f71TA/WcSOvPYbTBwzSViRLYEj8+0PQLsOKGGL/kNkZCKFPxD9224AnqabgWfQdnPWtf3Wir22Y6jHYXHlHwNIJB+iCA+rUqU7TwV0Q+rz4+E7e5bCgVtv5No753sVWz0PMZ17tcu3Ic3APRx+d+XoZPPmh9Zvr8OVcv7pvHb5hprtTcRhUn3JYhJwVn7ZMbLkeH3+ewtmDpBYdzd8dGxHlLt2nv1i4DU59Yw13cfLNG6N4ttD7kfmHrR3GDTwqNT+WH3At4CUbiOAn9Qg9+XzJk8WUVT9MNLIOg3GN/POpo+IJG8uSsS9l9N9E/DXebTxL1QBNdXl/dl34HW6BgsQdZC8Nz6NQYFTG7hZULRBLxzQn+bA9XQ78r8T7SFVZEA4W+0WFXHiFSSfm70O70gu5AqsbPJTLG9FxSmizYVgXaLI9/D2kOR5X4mY10Oh5vvib8PslC6yBOYziCzrwYdS/I6iPt6xCx5abZlT5s3zzSRKWgntVVtAWeBxawypnB/IqDfEwPVmL3eX82eyLHl2oPPEUz92kpNaVKnRKgtuFZQ9Gx+JD7HPZW7GpvAK5mdaxt1sOzkJpAvsk+ySlHVZyIDIpRumEaZlZ4HjUp59jBM/QRrn6o8HJiKPqmLm8VqspICrgX/qw9Cmjuca33vJa2aKE6lfhegnmlFc6xwDZNtzHff3V2QTjblMTI0vTwBUz//h/kfFivNUj0DP4nvacxwXdoqMF5ATFFgLrXCX9EGan3uUDs2AsX9++405/tWnO95SDxLUdd7//10mmO28gttM91ev+ihba8GqY2KS8p0mOukuaxgLUlMOm4ORU+zjvHpZViV02rcEeMZdoUfiv2JiuteyGWwWWEwTOSVvGwq/3da9p5aR5O8txExXxHYvnhgBra9IWWvX/EL6I3paUSc/F9WNEDGRb9gjZTu7RSMWOPzhb5F8BfWl4Pv5j7gOP0C2YNpMHniha94OLvnD8V3hprbZjEvGobuqUv3ZzV62q0CPfveyqV0oedYmHtId8oJR37TlwrmNZfuYJDP9TiHBOxB1DVSc3qXPpWtEPkaEKIFNqCUT2sW2VeDizBHvM/8HHWbE4PUyupY5/j21YFAOX09vU/mKOi0BAn04s0JatZGsmsJHdtHA6kkUR6CTKkJ9blOWLseycIGI27xG0jIavNunqaVdX7CvbYzSTXkv5sSv3t4vBsJyADuZMZta1CrErXl+n30JTclBUVG29YLgH4/iaNVh0FaGW/UujcDAcPdfnKr99W8jrqqxLRPvWL7O5cJcuaaGLN3est0rqkZC/o9/ZrZ9iG71TEU39j1e/u/40n52M/Jdk/gtNwt96Cn6tiuq0y4KNpNie6GE/XtUXG8sZM5VUEqPNFAXNsZgjxPZX1BoU+VzivEf/bFGu4b4g4+kU3eIBLM9HhzuSKshLkHWDf2StHAMB+2S3IZqzp16npVnhU8CSe0d3AKDLIdvwCbG8s0W2Ypzcv759asWyp9tv69CujsHYxAHrZL4j4QlG6ZU7GjaanA4eQi6tfLS0XlQ7Dyi+SfWKfD3m3/9i6yrzMEpPoRMouKqwzr6PfoT50C24yvxfZrenOwk9Rg1ZiujFa3NcE5HaM2jgCoDBACPCEH0rkUOsyRGnqwWWWwTXC798n2Sg86fVBC/mDXQ1ngP7eIOTe0Bj5WkH/5V66mGqV5Id6G/45YDDy0vC9xwo47mLulCrK7rYY521paZ0xR67mPkgvfvSHxfdeIdMLRDl7qXzXqyqdrFDNZ31uyzb0nKXPr+hJpa2sbD/Z2Ci54LaKv5DDCYwAI5i6fXkJ9OnRcofEmoFitc+5nNQ/H7K/SUmO04bX+vY8cmrIhQ+gRe8qXM8Cc5jw8WYPhlIcA1Ffg3wcr+uCbNYqH6p+n5GslQcG18bxtW7C0sftOBx721zp/YyEfmfjL5GHMc7hXkCjnGOaokURlhnhXg327Fp61+XeD0aH9NEuwM3zOezt7Q/wg2YeoD36nBMs7WKiy7IS35sKpMO5Hr4RkFf/7rlo5aBaS9mP0qofJE3Bigw32bM4Vn62/p4FPeYJYAhsPtqhErZqI/0Og4r2XKnaf6QQi97ON+3wftYysjNsuE2TvebmHfDipsZoQZrYh6+nO1gIQloqYAoAzI1asXiqfqe7N8rGfarce9OdALdeUtU/u3Oeh/2RG018P4R5iz6tu8XHtiOKUnzy8rceNtqZYrlzCa+EY6mB0d85MyWEbV/pfU6aaUGdcL7o/erZsUPn6R0JdLOVCAWK4tWQnG2LvBown+lfybLE7tcHrXxXMH7nlmEysQknemRZuS2i/YF4N2CuuMUbyyQhI/HO4isJVcCaHq27Id9cwHUi2lZhji9YU4WLcH/ibQubWQtTgJlxv0cfdLYxWVyUegDxMdcd/8a7NpuWJkcWYPmcqmWvoO9TKG/t2fyiHXfDsotHmgqiYs1FiYY3zyUaTx8c6TiF1DObuFkDXaXy7PC1VZfnf43QkNDn4eFWNHqgZ4x3S+NvfxIe8LXpCatc0xMGmMdLdRAoO6cRII2lG+d+Rh/YNxZXXxntAYS4EzwlobsI6BO1/r5twnTbuKAt6SONlTgR1baDhNatM07rGD6cOqh7aeCXJ/M0opMmOl4DymylyflTls3oWJyp6TkCn/ji7EJCfYvvhYCyORVACWm1HxPruFPfrQYhhvqXFNzBUnc8B7jAKP6Hj6Hv13/i+g0B0K1Lomi/Hf2NmHViVNoz4I/gOyfdKHcyW4KtL5KQYeZl81P1+N2igX40Wa1FQMIC2KoXkZGMzm5UbxiSGHrXDY1JB7wHM+OV6Qvkvpd+SPIuOBQQZk+94rbDmb7NZIcD/HhEQqUxMxI3tcAPSWgw2F4VdMKyP17vsHyntIJn/XKyi9umgs6gECIflhEf/uOmT/quLNr809NhRhuRRaR9XdmhI+INgl1VZzlHK/mvAPA8SODScr0LP0sZ7PgV54A8FBlheAAJVn2B98ArN9LrRcQ1ZPwSqKNlNeOXx6pXJncjDW6VSEvWSppNuyd79PQo1w4NpPLURmW2R5YxnjJIAF+nDikca4ToT9LM3usI/hv+Z2w/okeWE3mrsPFLVMn20k+JhMgcJiAhHxIqBLmRDmg0G+nHuf/ml1dLX1b7I9PUbc8xy3r78ri4Y6+d88OOfus3ckb6adrcpOMWL9L3Uf86bE4zHec4eWl90uVI12VgxkLfebgeK+gXzYYfIUCE7lCZrBpyf24Cbun6C8GrKUeACgAbbgNMKeTzjrSpR+0Gs7Sdeo4b/Vz3jwe0TudjP9J3l5a3Drk0Tb7+pbG4/x/l/NgDxyZ+Tvn210lQMtBW9qDxw9HUOhtAdocx9j4wRXzRY9Fw2gt8Z/yoQdw16DzIFrVGaE6KmkuITrATPeiFyqG0/Umy+x5+L7XOIVhehwaE51GBXWIUx0sMJJQy0o08roblS2gLVTlIfWg+1TgnHH45+ns4XcbgPCUkpuNFQIIjeivjwuSpvdOgQY8s4j07i2iMCmPUMToz8FgczvVrO9x6y5aEtDpDBqwcIjZxVJWAYIv3jzhvn3L0yRMd0Vio5D9C6irBlL2Bg/JUax+YacNU91EAJWHVoMG4SnRkxBy1kZbiwVs21iZDZIX4L6WYeUOcputBrbvRWcxnRDLE98IPnD77BtginRT2wfDwvDYkWv96/GoWbPd+qK0gRG0/ijtyF7S7nYD77G4r3prLCBgogLa2K3rIpDQ4o9w0hQD7meEY/nvyHUW7bjBowfPxmQLi86Id/vPWCglQ2nrPaLXsqaAkabl2WkQiYTf5/uTrzuW86Ul7Seh8slw0/uvoitAEu1SPiW4f/4VSGI7teJT8zNmtq6GpTRt17M7Lv5SizEETyh+lD9izUkeYeiFftz7cOGpof5rnjV8YaboBRMkofQZ2QLwTc3/QwzTkrgYuJ4zTVpcZB8iFhO6Fi2xEcg+p6KExFpxNBfAAuejWz3j/IN5GFnAoMCgsszLXx42pKREBmTDTjA0EMRPXLHnyZNi5WDTQ2oabkLy69Q33DZYeY4/fMTqJrAxYEW7mEMlqfhUANB6PQS3njyWNe6q2Ng9TcMkJS0wlZjEQsa6X/1Y3dAD+XCzmg+LbeTtI2uiHpsfSbrgF+R0mIdanhCvIVTVOVBxljwE3k7LLQmWQ4Akk1NYXpRkyJxw2MDc0OUroWo2aQAp1BXQ9QASZSvX6BQnBN+5be1lkvnIadpov9hwfByD7Lc07C80bCERl7Htw8ItvV2RRBBJ8OcLrl6rWoZOgfPIxYqLfjSxRqxPfHdYa1+HwXrFireYgCpqsEsTCLxslRCWexuAKiPsXR7cnVUl5kYgsGIBDGd+hToY7FZeZYwhKh2X5vyKf9lICtJt6AaxMZXgCRDhXeZpxoDTYwNMj2HCZaTHR2gbfWadiCF/4Uk0u2L0Za9R1tLnCekkaKKNz8M+ABkbPj0jGf95xhdNEOLP6qQT94E5M0/qUygMPIPp0CiDTc4cDlTB73BjjP1fkMYTVFClEaxGE+drsYBsQYGslQzqlXi+hpzPvdFttECyxJCFmZUqQMi/ZeBhdazQeDtvL8ro3X5UKAjaFxIX27KC/0Q3kaH9iJMEhfapXT02Ps4DqQLgwnYQCoYTzuaqhiMIBIo1vnBqCwx4JUletlcb+eiZb7rf48foL1Q9CE1yNAIVuCAw96/SGTwkJ1rdm9F6o6UYwAAReQHC2GqNwXptA7l2bvIqwEfFo1LMKo2onCsJNd/Wvem6yM2Ti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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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SmartSurveys Knee SmartKnee.Protocol

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Lower_Extremities Knee Sagittal PDW_SPIR.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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U09GVCxJTlRFUk1FRElBVEUsSEFSRCxWRVJZX0hBUkQAUEFSQUxMRUwsREVMQVlFRCxPTl9USEVfRkxZLERZTl9TQ0FOLFJFQUxfVElNRSxSRUFMX1RJTUVfRFlOAE5PLFlFUyxZRVNfTE9BRABOT05FLDJELDNELERFRkFVTFQA

Lower Extremities Knee Coronal T1W_TSE.Protocol

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

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

8 <_version>8 19 <_version>19 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 19 <_version>19 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 19 <_version>19 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 19 <_version>19 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 19 <_version>19 512 <_version>512 9 <_version>9 512 <_version>512 false false true 39.307765960693359 false false true 70.28985595703125 false false true 55.914150238037109 false false true 29.510610580444336 false false true 71.133140563964844

8192

1 0 0 0 192 0 0 0 0 0 0 0 0 0 0 0

0 0 0 0 16777216 0 0 0 0 0 0 0 0 0 0 0

8192

1 0 0 0 192 0 0 0 0 0 0 0 0 0 0 0

0 0 0 0 16777216 0 0 0 0 0 0 0 0 0 0 0

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

0 0 0 0 16777216 0 0 0 0 0 0 0 0 0 0 0

8192

1 0 0 0 64 0 0 0 0 0 0 0 0 0 0 0

0 0 0 1073741824 0 0 0 0 0 0 0 0 0 0 0 0

12288

1 0 0 0 192 0 0 0 0 0 0 0 0 0 0 0

0 0 0 0 16777216 0 0 0 0 0 0 0 0 0 0 0

AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1