![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gNzUK/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgBLwDUAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A9tHJpJOtKvWkk60CBRxQ1KvSkNMAFOBpi9KXpQAMvemg4NSZzTGXBzQApOKKUYZaZ0NADqVTzSUUgFddy1Cpw1WAcioHG180wJKWkHSloADSZpaSgBDT15FNpy9KAEf7tQqPmqaT7tRxj5qAHEYFANOccVH3oAfRSA0tABRRmikAq1wXxE1vXdO1bQdP0O+hs3vvtJkkmhEg/dxhx16dCPxrvl6V5N8YtGfX9W8N6dGGLypfbNufviHcv/jwFADLPxZ4r8TXXhu10zUrXTJNQ0p7udmtRKpdX2nAJyM/WpNV8beINNi8S2Buon1Gz1GztrV/JUDbMAenfgNXLXl74X1LUvCF3r8DW+k/2IyGOBZFEcyvt24j5HIatTxLaPcfGnRoLdGaz1RrO/ZsHB8gSYz+GKBl658b+IRpupRx6jDbynxZJpEV5LApW2gHQ44BI9TTtV1/x7ZeEtPv5r6Gyuxf/YJllshmfdJtSUA9BjsOtZq3ttpuheJ01fTEudJvPGFxDeNKjYhhbH70becggYIpqy3d18H9H85554012JLaSYHe0AmIQnPPSgDe1jxlr2h/ELw34flu4p7eSOFNRlEAXfJIzKCP7vIBwK9SBrwHxymrz+K/FGt2sUDWOl3dgJHfd5gKYI8vHGMuc5r3xGDqCOhGaBEN7ObTT7m6VQxhiaQA98AmvItO8WeNx4dvdXvLhJ7W40SXULe4S0CrazBiBHno3HPNetarE8uj30Ualne3kVVHclTgV4lpPimS/wDhxd+GLS2Mkdn4dma7l2MGinDFRHyMdOaBnS6Zrni7xB4itbCy1q2s4k0i0vZvMtFkMjSAbsdMZqnbfEXWZ/Fd3o32iIGHxKliP3S5Ns3mDH1BTr15rDsj4ctvG2lTeJfOj8vRNPNoVEvEwA67P68VRGlTJ8T7XVER9kni24gl44+V1ZD/AOPPQB2+k+IfFVnqviltY1qC6s/D8O50isVVpS0ZdSOR0x0zz6ilj1rxRrvim207StditrYaRb3zvc2SM8pc85A4U/TgVWu0bzfiz8p+aCPbx1/0dqq+HfDlhrvjnTjqNvI/2Tw5YzQkSMm2QEehGfoaAJn8aeJbiO7sbW/ihuZvFkukQXD26t5EAGRheAx9zR4j8b+LtC+HFhdTxrBr8l7JA5e3A3xIHYvsPTIVTWC8g0ye41O8WSOytPHk088uwkJHj7xwM4qzrmqa38QZ/Dn2KxtoppIdQlVLjeI2iI8oMe+SM496YHp2t67PD8OLvXrJ1W4Gmm6iYqCA2zcOK86k8e+LNO8O679rvbWe9trKyvba4S3C7RMy5Ur0OAetbVncSXv7OkjMreYmkSwlSOfkDJ/7LXA31wur+FvE99ZxzPappOmWpkMTKDKjKGUZHOMUgPTLnUvFGgXnhuz1HWLe/fUtT8qWSO1WMeVsztxzzkZzXSeKfEQ8O6WJkQPcStsiVume5PsK8w1DU/CWm2vhS80GWZdIs9ZZ7h2SZijeXzw43Ht0rr/F0SeK/C9lrGjlrmBCzqAhBZDwTtIzwRUyvbQ6sDCnPEQjV+G5yN78Tdcs7GWISI93O+VlZBiJQOij1+tU/DnxI8SprNvHPcLexSyBWilRRwT2IGRWDqum3ktl9vjgd7aFvLldRnYTyM+lVPD1tdXWuWqWYzMH3jKkgY5OcV6WGhB4fma11Fm6VPFzjBWS/wAj219e1O5uMwvtyeI1UEAVe/tS+yN7orYGQgBH51z6PO8KWygFiAGEa43n1/8ArVtfYLi1jRZEJAUZYcjpXyuczrQoKVJvfWxw5Y+eo+fUu22o3T3EStJkMwBG0Vuk1zdnDLJcxsqHaGBLY4rohk0sjnWnSlKq29dLndiVFSSiGaKfjFFe2co4dKx9c8RaN4eijm1jUILNZCVjMp5YjrgdTWueBXD+PfDaajJYa4Nbi0ifTBIFnnt0njKuACCjcZ44+tPcZr6n4y8MaK0MWpavZ27yoJERzyVPQ4HQGrWp+ItK0vw3L4hlnWXT4ohKJYcPvU4A2+uSQPxrymxj8PT2k9rZeLEXX76cNdarfaariVNpXy1V/lRemOe35dD430OHw18CrzR4JWmjtYYUEjdWPnoSfbkmqlCUfiQrpnQaV4807WtNu5orC/jntZo4JbK4iCShnxt4Jxgg5yT0BqG1+I+h3Pic+H/s99FMt09ms8kAEDSr1UMCefwrmvHB0M2YGm+X/aI1rTv7R2hs7v4M54+76VzmirPefFh7G5ljh09fEN3dwsEJeS4jUfITnAG0g9OxqRnodj8T9B1DUZ7OO2v0UJO8NxJABHc+SCZPLOeSMd8Vy0p8DXG67ZPEH7zS21ogX0o/c79pGBJw2e3T3qLwkdEHw+tBfeX/AGuY9U/s/cG3Y+bzMY46Y61zkf8AyDE/7EB//R1IDvLvT/CPhjTNK8RCPXZ3uJYTZW8d7NLJLIw3Iuwvg9OQePrW3B8Q9EuNNsr6GK4UXrSKI3jCurxkBlYZ681z/iDjw/8ADT/sJ2H/AKKNee6kzL4ZsWUkMNV1Agjt+8WtaMPaTUSJ35Xy7nsv/CcaaTk2twT/ALq/41X1L4l6HpmsJp81tfPgQme4jgDRWxl+5vbPBPtmvM9G1cX8flTEC4Uc/wC2PUU/xD18Z/72i/yFTUg4S5WceFq1pVJQq9D0wfEnQ/8AhJ30KS2v45Rd/YjctbjyDN2TeD1Pbil074laJqHiE6RFb3yMzzRQ3TwYhneIZdUbPJA9q88vf+Q1df8AY+W3/os1DoP/ACEfCn/YW1j/ANANQd56Ja/EnRNStLWe0tNQuBd201zHCkCs5ETbWXaG+9noKhtvitodxo13qg0zV4oLZ1hXzLUAyyM20RphiCwI5HGK8x+DouIvGmk2c2TH9huLmEn+7JtBH4MjVqp/yTS3H/U1j/0eaBHo9h8RNGvrawZba9ie71A6b5EsIV4ZwMkOM8D6Zqn4z8fw+GNXttPS1uplijF5ftBAHEdvkqOpGMtjnnj61wtv/wAjFD/2Pk//AKDV74j/APIzeK/+xXT/ANKKYzstU+JOg6TrK6bLb3kqr5JnuYYN0Nv5v+r3nPGQfSpb74i6Np8WpFre9eSwvUsDDFEGaaZhkLGM89+uK8w1a7nsdQ8UTpaWN3bgaKLiK7DEFTFgFdpHIbaeTU99/wAjHqP/AGOtp/6A1IDvJfiV4fj0O21CDTr+Wa+nkt/sUVqDPvjHzhlzj5Rjv3qvF8S/DNhJZvbWDJa31us63EUSrjJIwyjngqc9ay9WbQ28Z+Ff7C8vyft2pi48sMP3/lDfnPfP4V5dJ/yL/h7/ALB//taWt8PTVSXKyZN7n01Y3tlfoJ7YJl1DbgByD3z3FcVb/ETVtTe4fRPBt1qFlHM8K3H2uOPeVOD8p5FHw3Fwuhaf5u7o5Gf7mTiuag1GXRPEt9qeneFvDsF7KzpJKNfjUuC2TlCcAkgE8V5uFqyqKcZ6uMmr97dTWcVG1uup1mn+O7//AISDT9I1nwxcaSb9mjt5DcpKCyrnBC9OK7wDArzHwu2m3vixdYvdC0iHW7mVl8621ZLh1Hl/eC59tvAzz6Zr0+utGYlFIeKKYAx4ryD4zXdx9q0yzywtjG0uOzPnH6D+devtXLeNtI0PV9ISPWr+Cw2t+4uZZVTY3p8xAIPcVrQmoVFJikro+dq958N29v4m+FENnr7E2s0TRPIz7TtVyFOT0IwPyrlB8K7LTmju9a8S2cGnMwCyEiPzM8gBmOASAfWuj+Iuh2dz4J06O1vNLtbCxuIpkjvpSttOgBARmXk5znjrXTiq0JxSjqTFNFm28BeGLHR9k2oXE0c15FeNeXN2GeWSP7gLnggelXk8C6HLOl9DLcGQ6mdVSWOUH96RggHH3COo/WvLRHoV5ZS3esa54Uuru2iWDS9KW5cWNsmRuJ/iLEZ/zjHpXwx0oaT4MWNb+yu0nuJZ0NjIXgiDH7iE84GO/cmuA0Mnw/4e8BJ4su10/Vzd3kCzgWD3W6O2D8S7F7dSDyao6Povw4ttP1o23iN7mD7J9inkmvA32WBm+6nHC7iOeea43RY447bwxMiKssltrm91GC2FbGT3xXf+AvCukyeHtI1t1VrmXQktZLcqpjdd2/eVxktnvQAukeEPCGv6JNY6V4i1HUIbeaKVJlvy72kiAhChx8vBP5e1aKfDjw1c6RaaWsl2YrJpGD+b87s5BZmJHJJFM+EFvAnww0h1hjV5UkMjBQC+JHHJ78Vt3GyOdxA52dM15GaZpUy5wqRSad766/L9TajRVW6ZgwfC3wx5u+3nvw8Z6iYcf+O1T1zw74Fk8X20Wpay9vqMogD2IutqXJTiPzFxyfTkZru9KWIxlgcy989hXl/j7SdNk8ST6fpolvPEetXVpM8QUMLSKE435xlAR1yea7MBjK2Lw0a1a132M6lOMJtRNg6B4Fj+IZabWHfWnuvtY097r92J8cNsAxux0BOaNK8P+BoPHcy2esvLqsbzOmnm63RwSSDEhRccNjORk4/CuQvIo/8AhIrmfy184eOrdBJj5tuw8Z649q2IdJ0xfiXpem6B513LYahc6hql0ygiEyrjyy4Ayc9u3546yToPC2l+CLfxJaxaLqq3GqaTaPZiIThj5Zcsc8fMQWPI6U650DwefDS6E+oulre3b3EUhm2yLNu3fK2PlIJ4BrA0vRLPQPil4c0myjkS3tba8kS7m2k3hcAlQVHOzJ61yXi4/uoP+ujVrShzzUWc1Ws6dSMbb3PRY/AvhW7th4fTUtQW7tLw3ryi523DzMvLlsc8HtV+++F3h/U0tBeyajO9vD5DSvdtvnj3l9sh/iGTXkdhPN9nhm81/MA4fccjHTmvXvBmo+Iry2/4mMG6zC/JcS/K59MD+Ie/H1NYOVpuD6Hv4nK/Z4eOIjLRpOz/AE7mTcaF4D8VeK55odY33cAjN3ZW11tilEPCl17heBweKiuLX4eaxp2t3C+IFEcl7He3NzFdBWt5h8qMhxwOcd+tefaJHHHoXhyVEVZJdF1oyOowXw0mMnvXofhPwrpP/CKWOtFFa5n8PRQS25VSjAKH3lcZLZ71R5I6w8I+Cte8ORW2k61cPHp08kzahbXmJleQfOWfHcdfpVlfAXgye0tbuO+WTTtPgFuu25QxDBJJdvXLZPI61iaVptlP+zssctxHp6T2mZbkRE8iXjcFGSDwD7GsHSIdK1uGCz1PxJ4Si0y13TQ6XYl4IrifGFabzMEgYHA601JrYR7JpZ0xrXdpc8E8I+TfDIrgY7ZHH4V4dreleG9S1PUodY8SeG9IcSyAQ6fY75N2TgvIRnOeoX36V6L8OvDE+iS6rfzXGlE37R4t9JBFvGEBGRnuc1y2hax4e8L67qMMeoXmqaV50uLdNG8wJKWyf3wGWxyKzhTjTjywVkU227sreA9M0q78baTPHrXhky2CyNHDpdu8UtyShX5iwGcDJ4969zryDS7vS/EXxK068F3qCwwSu9lZnR/IWNjHg7pcZI4J5717AVyK0JEopNjUUAKwrhvHPgy98TX+lX9jJpzy2HmqbbUoTLBIHAGSB3GP84ruiOK8/wDHTWVx4i8PaVe6pqumreC5IuLG/wDsyLsVW+fj5uwHTGT60gKWsaB471DSHttTk8IT2USlwklnK4jwpGVB6EAnFVn8O6dqXwq8M28Guoi2ciXFtdz2pkjlYbuGjP8ADyeD6CqMOmeHby51uzPjXxOP7NAVjJra7Ljcm75PUdjWrFtk+EOiz6RbyiyiVXMUzB5FjywyWAHOfbpQ3Yapzqe5TtzPa/cyf7Jv/wDoZPDP/hPr/hXa/D3SbXRNAls7fUEvpHuXnnkjh8pA784Vew46CvOv7Sg2Z+bPpivR/h6lydFlnmjCRyylohjBK4xn/PpSUk9jOnQx6vLEU+SK76Xfl3MHR/hZc2OqRm71pZ9MtEu0s4Eg2uguAQ+5s84B/wD1Vd8HfD6/8O6p9t1DWI70wad/ZloscHl7Id+/LcnJzSyeNvEtzrWqWWj+Djfw6fcG3ac36RbiBnOGHv71n6v4w8bwXmiR3Hhn+x7e51SC3lnF3Fcb0YnKbQMjI53dse9M0Ov8IeHm8LeErDRJLhbk2yuplCbQ252bpk+tasVjDFvIG7d69h6V5VH4x8SR+O2jfU4pdNbxAdJFi0CghCuQ4cc8U7TdW8YX/hfX/EA8SrttPtaw2Ys48gx52nd+HpWNTD0qklOcU2tilKSVkz1S3tI7Z2ZMknpnsPSuNufBuvxeNdS8QaRr9taJqHkiWGSyErbY1C4DE8Z5PHt6Vhv401i9upGtbzZbxeHra7cKi/8AHxLIvOcf3c8dKq3PjLX4fBs1yNTEM0mo29qbySJWFtG+dz4xjsOvrRRpUqC9nSjZHSsNUqUJYlvRO3mbs/w2u5vF51Aayg0l9UTVmtPI/eeeq4A35+7/AJ96seHvBmv+HdZuZYtftm0u6vZbua1+xDe+8njzM544/Kub1vVPHeleB5dRm1j7PcWOoNbCQ2cZ+2ws6LHL6L1J461Y8T+LPEHhrxd4W0VtTF1GRG2pzeQi+arzBAcc7fwrY5DT8LfDe80LxBZXlxrCXNhpouBYwLBtdfOOW3tnn/PSr998NdM1BbVbm4mIicvLt4Mmew9B+tYXiXW/GOk+JpdQ+0/ZtGi1K0s4LVrdSt0kg+dt/XINa914t1Cw126ibZNbJKVCFcEAHsRVRk4u6OXEVKVNxlURsad4I0PTrxrmO0VsEeVG/KRgDsO575Oa6IjIx2rgvGeo+JbpLCXw5dtY6f8AZLi7ubwQLJgomUQ7umSCK5/VvEvjS+8N6frNhdjT7SLQv7RuLhbdXWa4Bx5XzfdyOePWpOyVadVJyd9NPQ0dG+FVzYXCxXutLcabbWt1a2USQbXRZySxZs8kbj/9ar3hP4fX+h3M9xqOsR3kg05dMtRHB5YSFehbnk9Kq+NUbxF4S0CaXTLW5nuUSbNxqBtIoGaMEkkEFhzjA5rz8eA5NOu2mf8AsLWI5ox+4h1p7dbdwexZyWBGOp/Kgk9ZWwuPA/wtFlHqEInsINount2dOX6+WMk9eleMlPDbG7k1fxk228uGuJlj8P7fnbrtd1JA9hgV6xoOl/2F8H47G/19LIojmXUbSbeId0pPyv3xnbmvOn0DwTNefarn4lPdzf37tUn/APQwaAO4+Eln4RtYNT/4RW/vLzc0f2l7lCuD823Hyj3rkY3tzdXw8Pp8RIrIXcoMemBTAsm47tv413Hw01G0uLnWbCx1u41a3szCFmeKNIxuDH5NgHpg59K4/SvHOoaedQg0m58IaPbC+n/0XU55/PDbjlmwccnnigDX8JNfnxRY+cfiH5e5s/2qii2+6fv+3p74r1rOK8r0H4jazdeLNL0m8uvDWpQ3zOhOjySs8O1S25txxjivU6Yh4PFFNBooAcORXl3xXvrGC80KxudO0Wea6afy7nV2YQ26qFLdOctlR+FeoLXL+L7qxtRbtd6Vb3zFiEM8QZUHGcEjgnH6UETnGnHmlseNyjTYonk8r4ZybFLbEll3NjsPevRk8a22i/Djw9qFjosedRMdtb2KSiOJHbOQXbgLwevrVi/v/CsNrBJZ6Fps0smCyNaoNg7g8da6K+07Q9V8NRQX2lwtpxUOltJEAEPbA7H6VMpKEXKTskKnWhUlywd2efXOt6dLfRQaZ4Otb7V44hNfxpeotvaEnhWk+4WPpXdeC/EyeKdCa9Wz+xyQTvbSwCQOqunXaw4I5HIrMg0nw/BpE+kQ6DaR6bcEGaBRjzCCCCx6noK6XRbLTdP0uK10q1itbRM7Yo1wFPf8a5MNjsNiJONKWp2VvbNL2jb+dzzrxXZ/Eqz165vNP1WebRJHLJFYQRSTwr6bHA3fgap+AB4n17xBqtw3i7U/slndQ74buxVDOMZZSp/1fQg7frUWvWHid/FOrPf2/i64t2uCbJtGvVjhEOBgbf73rUGn2PiaPXNKfToPGNttvIzcPrF+r25hz84K9ye1dhgQWNh/ZnxTm8RS2bPG3iGexkZo87VkQeW49MNnn3q98Nrbw5Jf6rYzWc8fiC7lvInlaKQKYGYnGfu9B9a9T1jVG0y0nlWMOUheQA+oBI/Cua8OfE/RtZ2QXhGn3Z42yt+7Y+zf44qKM1Wc409XB2fkOScUm+p534Dsr0+C/FN3ewSRyqtrYoGUg7YsDj8xWrZ376V4Iv5JtMS+sZb6CK+jliZwsDZ3Pgc5HFezbgV3ZBGM5rg9M+KVnql7Jb2+i6mQ8U8tk+xf9M8rhggz144zTcfeudcMXy4WWHtu73OJ2XM3wQ1GGJLqSyTWAunCVW3m1EybOvOOtR/ESw1vU/E/iu+sI4jbaZbWaP5iMXcbhL+6I4yD1zXd6f8AE+0vNC1fWJNE1O1tNNU+Y0yqN7htpRcH7wJHWuo8N65b+JvD9nrFojpBdIWVZMblwSCDj3BqjjPMbnXbDVviaR4llvfslhJb/wBlWcdu7RPKygmRyB1BIxnpWtqOk31/4ivUtraRgZ2+crhRz1JrRtPiZDeRajdJ4f1YWNik7PdlF8tjFnKg56nHFbXhbxQ/ii2e4/sXUdOh2I8T3aACZWBIK4JyMY/MUzmxOGVdJSexxHxBnGmL4e8N3t3eW+hzxyNqMtnEzvKFxhOASASTmqPxB1rTpPDttoqaW50K50nztLkWGUOLpTtjTA6fKc4IrfvfHev3PjHUNB0Oy0ffZyLEFv7sxyzMV3Eoo6jFV7/x54p8O6jZQ69p2hBZ544zBa3pNxtdtoZUPUZz+VBvGKikka+p+D5PFWmeE/7UERWxCS3tvOn+tJiAK4HQ5plt8JvDFvr9/qE2nWUtlPFGsVm0GFgKg7mBzzn6V1Ot6q+j6e10llPdkfwxDp7n0H4GvJNb8XarrZZJpvKtz0gi4X8fX8aznNRPTwOWVcX7ydo9/wDgHofgzw/FoXgi10aae2voY2lJdBmNg0jN39M4/Cua1bxPolprMcFno9hcWsTYnfyE+b/d47eveul8NW0d94GtLWUsI5YWRirYOCx7155qvhLUdN1eOyjiacTti3dR9/6+hHelOUrJo68vwmFlXqU6z+G6XT5np/h7TNDiku9Z0aNV/tLY0uw4XKDAG3opGTmuZ1Hxz8Pv7SuUuLRLyeOQxyzJpjSgsOCN23mum8K+HR4d0wxNK0k8pDynJ2g+gH9e9eRxTwx3N8nh6bx7DYi7lBjsIEeFZNx3BT6Zq1e2p5FeNONSSpu8eh6D4d8Y+Cb3WYrHSrdLS+nBEe6wMBkwMkBiozwOldzXi/h6W2l8caGusyeMprrzJDYjV4kjiD7DuPHJOP6V7RVGIUUUUAKtcx4z1BLTT/szW/mm4yAzD5Ux3z6+ldOvWuP8eeN9E8HpZrrNvPcfaizQpFGrcptyTkgD7woM60HODjF2uctFbXWkTWd9dWW6JjvVZBw319D3r0G+lN9o0NzGjqpwxVxggEd688ufi1PqBs7ey8JpcreTrDAbnUIQC/UZVd2OnU4rsNW8VzeHvDthc6xpjyaleyrbrY2REm6Vs4UE4BGB1rnxVFV6MqV7XM8HQeFndO6IhwK3NGRltnY8KzcVnSz7PDY1ddAvHuigc6apHm5JxjrjI61Z8LeI7XxPo5vba3mtjFM9vLbzqA8UicFTjj0rxstyiphq3tajWm1j062IU48qR5R4h8Ka5rXiXxFdpp0Gpnz2W3uRrXlGyAXgFFOAR1w1P0fQPEcOraPf+KbMah/pUKxXV3ry+WjZGDHGMBm4yBk5xWlqWk3NvqviKKx8c2NjbapcSNc20lj5jKSNpG4n09Kh07QLq5bw/pU/jqxu7LTLuCa3tUsdjMY/ujdnPQkc1790Z/V61r8jt6M9B8WgHS7r1+yyf+gmvB9C8K6x4im26faM0YOGmf5Y1+rf0HNe1eLdX1621ew0rRdDttQ+2wymWS5ZljQLj5SwGBkE8Gsm61D4j2mj3CQeHNFt0jgbZ9nuiSmFP3VxyR2FZ4GDwlStUvdzafpZWMqj51Fdjf8AB/he48M6aYbnVZ7zI/1RP7qP/dB5/wA9K4nwVLY6b4v02ysXh1HRb9LubSbmSIrPZsrfvY8kZ2k5rsNM8SJovw60zWPE1xLFKbaPzzJGfMaRh02gZyT2xXGaLqvw90DWn1Ww07XFuSHEavZzskQY5bYpGBmt5ScndkpWMa9u0g+E+q28gcpeeJ3gYIu5iPNDEADqcIeK7n4QX0U3g6e2TckdrqNxDGki7WCl94BB6H5+lL4Zt/BniSIwaWtzv07Uf7SeCcPG6TtkhiG6g88dKbBpHhPU9HfxfDaXZigvZtVCmQhjPExVjtzjkx9M4pJDOS8PwayPhx4ume7tTo5XUAluIj5okyfmLdMdeK9B+HUOsxeENPOrXdtcRvawG1WCIoY4/LGA3qenNcXb+O/B1roF5okWlaoLG8MpmQspJ8zO7ndkda1/hnqHhkX93p2gWmpwM0Alf7XN5i7UIUBfmOPv1rKhUirtE8yOd8UeJpbf4haj515omiT2LIlrPd6W080ylPviQDpyRVAeMJ5vEWmXqaroPiDUDcRQLFHpDpPsLclZCPlxknrXQ6z4g1/TfH9/Jf2+tXFjbsPsFjZaeskNypT+KTqDuP4YqjLdeOrHWtLd7i+bVbuWOV9Pt9OQ2cELMQUaXqGAHJ/XvWJR7HcXlpZKrXVzDArHCmWQKD+dchr2keE9Y3SrqNjbXJ582KdBk+4zg/zqh8Wb2xt7TR7a70vTbx7q5ZIpdTlMdvAQuSWI9elcJeR+GbkLDonhvw1L9lhjOo6lc3LpZRzMP9XG2fm5zg0mk9zSjWqUZc1N2Z6tYaXK3g1NNstXWGXYVS+tsOF+bORng+lcvfeGfG0GtaVbWvjTUJ7K4Mv2u58iEfZwq5Q477jxUVoIPEfwKuUsLez0WKSN1AaUrBGVlyzBjztOCfxrKk8E+ALqDS9dtL+0j0G1eSPUne8mxM5QbVUk8EMc8Yz70yZzc5Oct2dv4Lh8Q2Wt6/ZazqN1qNpAYPsd1PEqBwVJfbjjg4H4V5u9tDrGoahe+H/Det/Ynu5QWt9eW2R5A2GYRnOMmu3+GemaPZ6p4iufD19a3GkXDwCCOGdpGiKqd27dyMk5HNeZ+K77QbXXL17jQfCt1cvO+Vt7y4Z2OT1CfKG9enNBJ1HhaK10rxxo41jQNWgu7gyR2M93rC3ixvsO75R0yOM+9e0Yrwz4amGTxTZzw+EtB00NuHnLqHmTqNp+5GXJz26dM17nTEIaKKKAHLXn3xK8SvpF5pOmJaaO5vvNJn1gkW8YQDg47nNegrXD+Plu77VNE0WyvdMhnvfPZYb+x+0LIUVTkZBC4BPXrmkBx/imLwDc6Mk2kx+DX1IEGZZJzChXad23yiDnOMZrdhm8H6h8J9Dl8R26afpcgUwxySyExyDdja4+bsxB9DWPZ+FNbvr+8srXUPCMlzZMq3CDQ1BjLDI6r6eldL4rfxDpHhnw/ttn1O4gv4ft8en2YfzIQG3BUI+UYwO31oGcl9k+DP8A0GH/APA24/xrs/hVdWN14Qk/s2zhtrOO9njiETM3mKG4cliSSRXPJ4wvh4lkmbwDrx0Y2oVIBo6eYJt3LZ9NvHX8K6fwLf6kPCl5fa1aXVqyXU8iQy2vlyLCOVGxRycemc+9AHnHiH/kZdT/AOvqX/0I1J4X/wCRp0z/AK+F/nW3qzGfVrma18CR6hBLIZEu/wC3Fi84Nzu2E5XOelV7PVbbR9Z0uTUvAx06Oe7jgiuY9YFwUkY/KdgPIrH2bvc+oed4f2Hs7O9rdO3qdZ4+8PeKNaS1m8Na8+nyQBhJAHMYmzj+IZwRg9R3rz220bxXe+MtE06+1DxdYv8Av/tFxJMskceIyVMcijackYO4dxXoHxB8cP4WghtbJEe/uFLAvysa9Mkdznp9K86074q+JbW8WW7uI7yDPzwvEq8exUAg/nXdDDTnHmR8q5JHqfiHQtIn8HRaZ4i1aVLeEx41Ca4WKUSL919543fhXKf2X4Z/6K1rP/g8h/8Aia3/ABfq9jfeAY9TFzYQWs7Rur6haG4jGexQAnPb2ryz+1dK/wCg34O/8JyX/wCJrBqzsyjv/h3/AGQnivxLBpt5danJH9n8zVLm8Fw04KnABUAALyO9XPAYJ+EoAto7kn7diCRwiyfv5flJPAB6Zqh8KdUN9da1BHZ6Y1tAYvL1DTrE2yTkgkqVIBJX+tSeF5Vh+B93K8KTKkGosYnztcCWbg4IOD7UhHDXfjDTbLUIrGTwN4daeWQRgRarG6qScfMwXCj6mu1+H+sWt34qvtPXw1pmmXMNoJGmsbxbgMrMBtLKMDpnr2rnA/ie28L6LFF4d8IHTNceBI7dLaQgeYu5TIPbueea6bwIL/R/GGoeHbzSNBsWWyS7L6VEyh8vtAYt1xzVucno2FkYHjnTdVufGLP4e0zxWk3nqbye1ujDDKuwf6skkA9OcY4PFWtD0v4rx6pbML2S200SKZY9Tu4riRkyMjKpnOM1U8eeC/EGr+JL640rwnbTLKy4vZNSkUyfKBkIJFC+nTtWNongPUdB1GxvNb0K5wLmMCWXXoo4lYsMYXGWPoN3NQM9h8Y/2g+nwxWPhuz14O/72C6mRFQAcN84IJrkTL4p+wGw/wCFY6R9iLbjbfb4fLz67duM10nji5mtbazlgleOQSnDKcHpWbpXjZlKxalHuH/PaMc/iP8ACmcksZThUdOehk2UkWs/AmU+J7htPidZFllit8eSFnITEajkDCjAHI/OuRtNc8ITXEEuu+Nf7RSzVjZ2y6K8MMcpGBIyBcORx1r2LxHfZ8H3l5Zz3q/uwySWEQkm+8PuKep+vvXh0/iPx3NdCOzuvFVvDnma7s9xI/3Ej6/jSOpO+p6P8Kv7JuLnW9Rsdd/te8uGhFy6WJtEQAMEATAGTg5Iqte2c7Xtxj4P2FxmVj55mtwZOfvcrnnrWr8M7nUrm2vv7T1TVr+UGPB1CwNsE+99zJ+b3+grip7fxT/aN6dYh8cyXJuZCraTOgt/Lz8uwduKBmlYy3Fj4+8NW7eA7Dw8txLMGlVYZHkxGT8rKMrj9c17BXj/AIXg8TL4x0xrWPxbHYAv9u/tyZWjKbTjaB/FnH+c17BTEFFFFACrXmvxEg/tHU9OkfRvFDXNi0yQT6O6IdrKmW3dcHp2PDZ7V6UvWvNviZbM3ifwveDxFa6Etut3m7ldNw3Kg+VWPzeh9M0gOLh0eS3uJ54dH+JUc05BmkS6UNIQMAsR1wPWuy8SWGvXvw70W10e21qR/tEZu4J7oR3bQjcWV5Cep4/Sstb3I5+NFuP+2Nv/AI1o+JtavbHQdEjtNZN+JFMrahGAv2gqRg/Lxj2pN2VzpwuHliaqpR3ZzH/CL6p/0Jfib/wo1r0f4cWut2PhNbbXY7iO5S4kEaXEwldYs5UFgTnHSuIvPFeuC4i1CDUZhFLyE42ow+8mOnH8iK9O8N6wdc0OC9ZAkhysijoGHXH8/wAamM03Y6MXltXDU1Uk00/wZ4v48n0HT/E2pSXmk+FriZpiT5l5cNOx/wBtIwQpqDwTc2tz4j06e28HeHLMC4QCeTUfnXJHKRu+S3p8vWu51WbQX1W6N74R0ya58w+ZLLGpZz6klaTS28PvqtoLXwfpcVx5qmOSOJQyHPDD5e3WrPE+vUL8t9fQi+KGo29lrulWzWWiLJdQyE3+rq5jUIRhBt78n864qbUreCCSUXXw8lKKW8tVnJbA6Dnqa7z4p6/eadf6Rp0UsVtaXCyyT3UmnfbNhXG0BMY5yea4CDxreuJLB4tIhSOQhdVbQXMsq9isQXaD9atTktEzqsj2zwdcQ6h4N0q6SwSyjnt1k+zKPlQnk4z2zz+Nc/rsvjCPxtBDpdozaAXt/tEggiLJkndsy2SDxuJGR2908Q2mr638LLVdI1OSa4ZIpZZ5G+yNcRjlhn/lmT/9asjRdT8QwaFLo2m+D0uLXa6uR4hjlcB85+bkjqcVN7geqhQowoAHoK4TwAbsfClDYRxyXgN75CSfdaTz5doPtnFU/hjYajp+o63HdyrBbExeVprakLyS3ODuZmB+Xce3t7VJ4Plt4PgzLLdz3EFskd+0sts22VF86bJQ9mA6e9IDlbjVPimrldXg1KxgHGNH0+C44+u8kV1Hw7uIbnV7svqnie6vfIG+LWIfKRV3DlVxjOfeuPjg06Pw6dZ1DWPH1lHK6LZW76mrS3m8ZXy1A+ldV8N5oYPEN9p1w/imLUfsqzfZtbuhMpi3Y3pgcHPFAzO8YXuh2niu6XVtX8b6cZJFVGtZHW1Y7RxHgHPv75rJe08J63Lp8emfELULi5jvYZfs+r3kmxtrA4Cso+bsKveObea88VXEl9D43mtLOUS2502CNYYjsGWRyc+vP1rL0248F+fpmrXfhbxZdCa4jS21HUZC6by2FO7zMHn27UAel+OxALG1e5vbWzgEpDTXMojUZHv1PsKxtI1HwFp5WSfxJpVzMP4pLlNoPsM/zqP4tpp622j3d5qMdnNbXLNAJ7JrqKQlcEMgB/AmucvfF/geTw7FBZPpMOrhEElzJoDNGzDG8hdnGecelBg8PTdT2jV2expqFrNpy31tNHPbMu5JImDKw9iKyH1W6Z9wk2jsoArL+H+nWSfDWzt9MvWvYSZHWZoTEGbzGLAIeVGcgVOylWKsCCOoNfM57iMRTqRjBtRt07np4WEGnfc6LTr37XGQ4AkXrjuK8cstJ8C282oJ4r8QRjVPtsxKw6lJhULEqCFOAR3FetaNbOgeZwQGGFz3968TmudM0PUb+y0vxhCLdbqRir+HftRVi2WXzcfNg8V7GW1KtTDRlV3OesoqbUTt/Cem/Dn/AISG3l0DWGuNRi3NFEb+R88EH5WODwTXpdeF+HYtH8TeLdNh1PxOl1JEJTb20OjGwMjFCD+8GDwOce1e4xIIokjDMwVQuWOScep7mu8yH0UUUAKtecfFmRxFpkS6vZadvEuWuNPFyzfc+6Sp2+/rkelejIc1598ULaxuH0v7YoJUS7ckj+5np+FOPLf39hS5re5Ft9krs8gttG0yK5Nzca/pV7Nn711p07gf8BBC4/CvXdQfw8Phtpk+uX1tbW6qFguLS2Ma7znhIgM4OOntXn/9m6L/AM80/wC+mrsfEkWkRfDnw/8AaJtQhliuY2046dGJJjP82AqtweM9aqo6LVoDo1MRTmpuEoNbNpo5qHVfBsVhdwN4kmlMgBiH9mzKFcdGPB9x+NeqeB5dKm8KWraPeLeW2W3TBSuXz82QeR9D7Vx0mieII/DI1r/hKvFDZQP9iWxiNzyQMbPUZz16V0PwyTSx4TdtLmvZS93K1218gSb7QT84ZRwD04FYqKWx118dXrx5akrq9yn4r1/wLHfyQ6lrEcOoRHY6W4aR8jsyqDzWd4a8XeGRrSWejaZrd/dM6I85tDthVjjc2cbV75x0rB1a88BXXizXBq+lX9lqVvdtH9q0952aXgfMdnCn2o0GTwvbeKra40jxN4sW6up4UlS5gd0nAICo7MgO3nGSeBVHn+wp83Py6nb+LrnxLp/irR7/AEbTrnUbGKGZbm1julhVmOApIY4OOe1c9D4g+IKjWxL4VvJBes32PGoQg2gKYABB5wee1aXxTg8DSxWh8XXdxbzhH+zG2Z/MI43YABHp1FeJxR+H/wC0ANFe2urLdgtr8ohI+nlSBj+VBse1eIND1XVfg7Z2Go3fkX0cUD3sl0zSZ2kFt5TJb3ry/VNMsYNWaNvEXhXTZbffBcW9lHdQrLzyr7euCOxr1jWL/VtK+FVhP4YiiaURwrusUa5WOI/eaMNy+O2ayrDxnp8GiSWt9Drd7qDh/wDT20DawJzg7RwcfrigC18JmsFj1KGxuNAmVBGT/ZUEqN/F/rGk5b259aveA/I/4VMPtNs91b/6d5kCJuaVfPlyoHckcYqv8M7/AFq8udXS+E82nxmP7LeXOnizkkJB3DYOoB71Z8Fr9k+EzfbJbiyVFvmkljUiSJfOlO5RjOQORx6UCOV0eXwfoepx6hY+AvFQuIc+U0tnJIIv90M5A+tafw7udHTxzqlnpXh+700GxSZ5dQEguGJfGMMxATvx3HtXJWXifxgNRvY9G1bxLf2SFPscj6Ms3mgj5t5bbtweB1z7V6B4AuPGN/qt1deKdBsrT9wEivFhVJ5MNwrYYnHU49aBkGoeJ/F99rviPTtH03RprHSiqSm7eRXcNHuP3eD39K5g6xr0ng/w9PfeHdBj8Py3tuLeCGWZZImL/KcZHQ5PJIrW1TxFr+jfEHUpbq31p7KJ1+x2Wn6cHivFKY+eXqDuPvis69vfHUOq6X9quL2bUbqaKdtMh05Ws4Imcgq0vZlA5Pb170Adp42/4SKa60S00C8uLIXN0yXVzFbLMIk25BYEYAz9KxrXQPiFLr99Yy+M7qKxgjjaC8OmwkTMwO5cdsVp/EbSr/VdKtY9O0STVJklJ2pfG2EfHUkEbvpmvKofh54ylujJe6FqUcWeIbHVUTj/AHpHc0AepaZ4n1nQfhI2v+Ire4uNUtxIZI5oxCz/AL0qmQB8owV5x0qgfiRcmwtoRp2m33iG6kbyrSzvFkjjiABMkknRQOfyrS0uGKH4SmFJ4NMjEcimTULiO9jT94c72+64PIx2zjtXlmj+OW0SXUYbS18IzASvbEW9lNHJdoO6mNWG056Gk0nuB674H8Z3Pia61SxvbS1hudPaPdJZ3InhkDgkYYdxjmvNtSh0+0n1LS7O78eWtg9xIWtraxDRbix3bD1Kk8iu9+GGrjVNOvFTwgPDscbIQEiKJcEg5Iyq5xgevUVzeleFtV1LxDqFv4ouvEFtJ5skiXsGqhIHXd8iqg5Xg/pTAl0i803WvHemXc6eLpGgb/RILyy8u2gby9pYnr0Gfqa9cryjSdB1jTviJaR6TJrbaVbs/wBrub7UhNDPGU4Cp1zuNer0CCiiigBBwa4z4hKuNPZvDuoauB5nNnKEEX3fvZ9e30Ndn3rgviT4U1XxHc6RcWdpBqNpaGXz9PnuWgWQsAFbcvcYP+c0NJl06k6cuaDszkiiKAW+HniED1Nwtd+vhnTvE/g3TrLUdPvLFYiJoojMVnt3GcHcO/J/OuW1yw8Y+IdHj0rUPBmlyW0RDRL/AGqw2MFKg5GCcAmuv0LR9X0vwDZaTLeq+pw24RpslhnPQE+g4B9qSilsXXxVapG1STlY5Sfwf4Zt9WXT317xFvPDP/abbVbsCa7zw94f0/wzpQ0/TY3WHe0jNI5d3durMT1JrzGa3niumgljcThtpUjJzXp/h+3vrXSYor+TdKOg7ovYE96o8nCYudacoyR5e3j0eHfG+vrMLO0hS6cf2bFbSNdX77MI4b7vJx+H6znxz4u0/wAQ6RZ6nNpTXV/cRLJo0MEhmgikP3i/TIHXmq/ifXb208U3wm8X6tpEMcpEe7w8ssaD/ZkGSw96n0DUTqOsWckXxatrxjMmbZ9NiheYZHyAkhhnpx60j0TY+JmpJYXWnB9dttN3o52zaR9s38jkHB24/WuAm8SLHBI8XjDTppFUlY/+EWA3nsM7eM16B8TtSv8AT2sTp8niESMj/JpNssiNyPvsQce2B615na6547ubgm41LxNY2+eB/ZjXEn6IgoA9M1bxPrWn/Djw/dww2+m6lqU9tasZIfktvMzlth6dOh6ZrNm8UeNRZaTo8rQ2Or3epXNqb2a0IDxRLuEixnjDevTitHxXf20Hwz0ttZtptSsbmS3hvZryMxSxI3WZlXJVgcHHrXE2muNBYeEtW1W9mm0rT9VvbeG/mRiXg8vEZbjJzyPw9qANt/GvjTVvCum6lpyw2qpptxe3t2bUyRu8TECME8KWC59ea9Estf8AM8F2uv3KKpkskuXRTxuKg4H4nFeR2Xir/hHvhZY6LqFv5Frqej3rQ3DhsmUs4RAAO4YHPvXoSaPPe/CbTrMrKlxFp8LiPkEsqA7SP6etJ7GtCMZVYxm7JtXOdb4l60WJWCzAzwNjHH/j1dh4J8SXniGG8a8SFTCyhfKUjOc9ck+leO4x1r0r4Wn/AEfU/wDej/k1Ywk3LU+ozTA4alhJThBJ6fmc947a1t/El/dXkXjeGPK/vbK9SK1OEA+QMeOnPvmuc0HUtG1fVbaLTz8Q7k+coLC8Eka8jliM/L6+1aPi7TNK8Q+N9XFt4Wu9VuLWREuZm1dLZQ5UYCq3bA7VDbQw6BeafPqfhzV7Ky+1RRiSPxEJwjFhj92p5HqK3Pkj0jx5LpNtp1o2r+Jb/QozKQktlIyGQ4+6cKeO9cNFe+DZpUij+KviRndgqj7TJyT0/wCWden+JdF1XVraCPStaGlvG5Z3Nok+8Y6YY8Vw9r4b8eS+Ib6wk8UmG0t443hvDpEO2Zm+8AO2360AW9N05PD3wYmsZ9UtZBb+bvuoIBdoCZyceWwG4jOCCODn0rzBfH/iO1nEGj620MPQyz6HFAuPpGrn9K9c8Pahr0fww+36jPbWWs7pS8+oxeTGD5pAZwAMZXH1yKq2l58QNQGbLXPB1yP+mPmP/I0AWvhjrepa1a37al4hj1eWMx4EdibdYc7u5Vd2cenGPeuMm+GesxX961z4Z0fW3luZJRe3F/LHI6scgFQcDA4ruvA8PiqLxD4jPiaTzAzW/wBmaIv9nxtO7ygx47Z96g8Q3M8doxSaRT5o5DketcmIxSo1KdNq/M7BL3acqn8quc74Y+H2rWPjDS9TXQ9M0O3tC7TtZ3kkrTgqQEIY4xmvXuleL6Lf3j+LbFGu52Q3SAqZCQRkds17RXVGVzpxGGdGNOTd+ZJ/eJmijFFUcoVyHj3xhq3hO3s30vw7cat5+/zHjDlYNu3G7ap65Pp0NdhXDeNT4rXxN4bbw3IscYF19pa5Li1+6uzzdv8AwLb70gPPbr4t+Ip7i0hGo6DpwuJhFIDbTl7cHqz+YAMD2r1IeIJ9K8IaffmO68SSy4VptKgU+ZnJ3hc4C8Y61h3tp8RLhQLz/hDZFboJY5SD+dHirTdZi8H6HJG+j2l5pd/FdzL5pt7XC7vlBPQEkcUDHN43El6l4/w/8UG4RdqubFcgf99VteAbzWb/AEGe41yG6huXvJjFHdR7HWLPyAj2FefJ4t8Sp4lk1n+1fCJD2ot/sp1n90MNu3gf3u1d38OLG9sfDEjX89tPLdXc1yHtZvNj2ucgK3oOaBJJbHOXSy65qPia5uPF+t2VppNw6Na2pji4Vd2EPJPHriqcGheCNOj8OeJXj1TU7rUb23jtZby8Lyxu/wAyswBA4I5HNYHiy48PT+Ktel/4RXRp2spiLiS91ZoJrhwuWKJn8Bj/AOtS+H38K6pr+lTaD4U0qwQXMTi4v9VxLncDhIQ5Jb0zwT2oGeg+LviAvg/xPb2moCNdOnsJJo5BGzOZ1bheP4SPb8a5m7+JPi5dHttRt9O05YotKTUrxpUkCyB5NoSMg8HaQeSak+OTyafbaRqsKktturFsd/OhKj+RNM8c+IbTRvBl34KuI1gki0OBreV5MecwZU2KuOT8pPXtQB2egeJrnW/F/iDSZoYBZWUFpJDhTvPmx7mDHOD+AFYGleOtQ1GbQLaa0shFqGpXdnKojOFSEHaV54PHNZFoNOTxV4yh1nVZtIt2t9LRrmKfyXVhDnAbtnFZ/guzMlr4Su4JUktLPV9QkkmkmUMU2n5uSC3AycA+tAHXX3ja/j0Hxle/ZbN5NCvDDaqyEqwG3BbnryemKTRfGXiLxW+pw6HHpSzW9vYzwm7EgTE0ZaQMVycgjA4+tcZPrel33hf4lw2t9BNJcXbXESo4JeLKDePUZOM0vgexsNKuPHGmazq02l2cctpGl1HP5LqmZGQBu2RgfSgDpdH8canezeH4r2w0sS32qXVldGKFsYiAwUyepOev5VL4Q8ba9qHiCwtdU02xtLPVoJ57WOFHSWHy2xiTPByPSuP8LeWs3g0QStNENfv9kjNuLrtGCT3z610Oi+Krfxn8RvDF/bxiGaOxvBcWwk3tAd20BuBjOM9O9A3JvqUfGer+E28V3sep+D4r27iYI9x9pMZkwBgkAenH4U/wenhbUtbgk03wHDC0Dq5uXumZYjng4IwT6Cq2seFrrxD8Q9WxmK0ScebMR/sjgepr0LSdOtdKt4bSziEcSEcDqT6k9zXm51nOHwSVCiuaq7ei9fPy+81oUJVPelsZ3xUmsjbaRZz2d7eXd1cMltDbXv2UEhcks/TGO1cI3hTUUj81vBusLGeQx8TLj88V3XxWvLO10zTRqGlWupWr3B3wz5BGF6qw5U0/SNY8GeM9Bg0CWCNII0RE0+4YrgJjaFOfmxj1zXreyny86WhhdbDfDlxa6l8J1OkactwhDoLPVp/MUuJDuDueozkg/SuDt/hPqV3JdPdP4Vs1uZ2mUwtK7wA/wJgqAo7da9c1fTLTS/Bs9hp1qkFtEgEcMS4A+YGvOhbzY/1Mn/fJqDhxWMlQkoqNztPh94Rl8J2l5FJ4hl1fzihAYnbDjP3QWbGc/pWd4j/48m/66j+taXgNHjiv96MuSnUY/vVa1DQYNS32i6jGswbeUChmA+m73rzcbh6lSvRnBaRev4HTTquthJ6Wclsea6H/AMjjYf8AX2n/AKEK9xrgNN8C28GvRXcetxTSW8okaFYhng9D83H5V3xHFd0E1e56uNr06tOioP4YpP1DNFNxRWh546vM/itpQvrzRLia40mS2gM2/T9Sv/sqTkhQGByMlf6+9emV598Tre3kXTZp77wzb+X5u2PXIQ4kzs+53GMc49RSA4nUtKsdR06TU9W1bw1q2tTOIorNtYEdtYwBSAEIbJYHGc9c/ieg1Lw1LdfDDw5YS69pLNZzxTNc3cnmW0+3dhM/xjnHuFrif+En0i0lEJ8G+EtcfOMaTbyAn/vqMiuu8czRz/DDRZodLOlxvOpWyK7fJ+V/lxgfyrSlDnmosG7Iof2PJnH274af+AC16J8P/Dlx4Y8M/YLm4tp2eeSdWtQRGFc5AUHtXztXvfwr1Ge+8HRwzxOBayNEkrdHXqMfTOPyror4VU48yZMZXMnWdb8Fx+MptPvfCMV0/wBqit7rUmso2RJpRlQxPJz603TtZ8EHxhHptt4QhgKXj2sGpCxiWM3EXJVSOQR2NUdZnstI8fXl5EINT0y71K1g1OzmiO61uiuIpUJGDxz/AJ4yNLwNb0zPT/hM7/P/AHyK4yzrrfxvaeOXOkWFg9pPcI0+nXmo2izQyiN9rMFz1+8P84q5deF/F19LFLd63oNxJCcxPLowcofYl+KydOuNGu/iF4Pn8PJGmlNpt55CxxmNQN+DhSBj5s16hQI4G8kuvDjwTeLpdO1W31K7hs18nTlj2SNkK8hZjlQBj2zUdx468PacbiGw0GS5mgvjpsENpDH++kZdz7Mfw4Az68VY+L1mt18Or2R0Di2lhnKnuA4B/QmsH4bL4cs9AsZ7m3iQ6lrVxJpSmMtsIO1dp5x8q9TQM2tF8S+FtTutCgstBij/ALdiuACbaNfL8nl0cd+R79Ksa/4r8PaXN4hivNGE7aZFbS3X7mMiYSEKmM9Sue/TtXnvgredV8ACIqJP+JxtLDgHLYzUHiKHWF/4WDFrE1vdah9k0/c9rGVQjzBjAPPSgD1qLUdIh8U2vh2DTEin+xnUInSJFRBu2HGOQ30FYeh+OfDt3cW1xpeiSLeaiboExQRiRmgXcysQcktkY+tOQY+Ndjn/AKFtv/R4ryz4aR3Vv4+0CEN+7uFvbuEt0DEPGf8A0UKAPTpfidpsFjrVzd+HNRtJtMjimnguYkR3EjhARz755q1qHxD0jTvEp0ltKunjimhgnvUiXyoZJRlAec15r4ui1eGLx+mt3NtcXv2HT90ltGUQjz1xwa6/x3c6LLp8sWnJGuoRaxp41ArGVJYnKZOPm+WsnQpN3cVf0HzPudP4+0WXWtNt44TGWjcttfo3FeRp4dtrXV449V+1Wtvn5xEoLY/2Sf58171q3+ri+prOi083jKWhR1U7laRQQD6814VbOsVhcxlh6UXJaaLfb+v8z18POi8MoV4prXya+ZOLK3vPCItbDVLy1geICO9Eh81Bnruf8ua4W/8ACuuxa1pcNl481iXT5TL9una9jDQgLlNo75bjoa674gWI1D4fatZzXtvah4RuuJyVjQBgcnGT27V55L4W+Gl1aaV4kt57GDQ7OSSG+3LKPtTlAFUA4bIPzcDmvoU3JXZ5ErX02Oz8EWmsWGt+ILW/1W81OwjaD7FcXUquWBUl8Y6c8fhXK2vw+8WadfalHp8ujQtfyyiTWS8puxC7ZIA+7u/znvW18M7LQItV8RXvhm8tJdLuXgEVvDvDw7VOdwcAjJJI6965HUrXwrbeI5rPVvAviIXczSTKbW6km8xA3LhVcYH4cZqhGvY+CIvDnxG0Hyf7N0+0jeQW8qSytd358v5g+fl6kk9K9fNeKeG7b4fz+OtEfQrm+07U7aSQmyvIpmabMZGMuSFwMn3r2o0hBRSUUwCuA+JN0LWXSnFrZzPiXa1xbJKU+593cDj8PQV6BXCfEXSb/U2077DaSz+WJN/lrnbnbj+RqJ35dDvyxU3ioqrbl1322OTh8ca5bx7IJoIkH8KW6KP0FdVquiXfjvwRpqyXaQ3BcTPIyZBwGGMD61xQ8Ka9/wBAq6/74rT8VQ6lpejeBr2zEEOoW1/9mU3QJjQyqy/Pt5xx2qaM5xlc9XOqeFVGPsVG9+lu3kRH4M3aKC+tWyjpkxH/ABr1LQNHh0DRLXTIGLpAuC5GCzE5J/MmvHdD8Gv4o8CWetanKj2oOo3s9sCwEsr5COMHsVzzVnwNqi2vijTtS1CZ2jh8FrJLIQWbas/XA5PArpqV51FaTPmlFI9Cvfh94fv/ABKNengmN35iTOgmYRPIgwrMnQkUlv8AD3w/a+Jm1+OCb7WZXnCGZjEsrjDOE6bjXlUup22ry6pqFk7PbT+LbFo2ZSpI2nseRXayn/i4Xjn/ALAsX/oDVkUdBoPw/wDD/hvVn1LT4JlmKskayTM6QqxywRT90E11NfOfw7vLHVJ0tNcRns7Lw9PHdL82TF5wlH3efusMY9KRf7JHhzxL/YSsmljXLD7OrBgQv/AueuetAH0DqenWms6bdaXejfBcxFJUDYJU8fh9aw7zwD4dk8MWOhyJLBZ2D+ZbSJOUkibJOQ/r8xritW8LP4d8c6Lrctz5uo6n4iYecrMCLdkOIiCccYrqNaluL3Vp052RHaAThVHqfSk3YxrVPZq9i0vgnwzaWNgI4zFDp0E8MEouCNizAiQk55Jyeex6VX0PwV4a06K8n027uHS48v7RML4uSEOQC2eB689K808dz3a+RasUNpvZkKsfmYADJHTvXM6TqN3p14GtZ3j80GKQA8OrcEEd+tdkMLzUue5VGftHFdz3f/hX/h658RjxGrXb3plEokS7bZ1zgDONue3SpIPh94ftfsRhgmVrKKeGFhM2Qs27fz/wI49M1wXg/UJ11I6UXJtL9GgkjJ4BZSAR71lfDWbVdT8S+GLa/e2a30rTrt4EiDb0G8wnzM8ZyOMdq4oy5kejj8FLCVeRu6eqPSIfhh4YtrHUbZ47qSHUERLkzXTsWVGDL8xORgirN58PfDuo+IY9cmgla4DxysizMIpHQfIzL0JFeapbvP8AA/RZJIJ7jToNVMuoxQ5y1uJpN3A5I6fz7Vd0/TYNL1bwBFZ6jFfWEupXs1o8RJVIWQFU55yOQfeqOI9llijl271DbTkZp6gAeleGeCJ4rvx/4ok1HL6drdvduVGfmjjlKEDHP3S3Ssy2svDd3YeP/wCwZPsmmW9taXFpJKXUpKmWH3+cluP+BVKhFScktWF3seyePbbT7vwTqcGqNcJZvGu9rZN8incMEL35xxXk9pqugm9hu9a1vX9WktEYWSS6RsigcjAk2AYZhxjPpWr4N1aXWPC3jXVIE1ITXN4koTThi4DFEyEz3zn8M1yc8/j+e5C2yeObS3zzJLvnc/8AAQqD9aoD0v4YJYT3GtahDqOoahf3DRC5nvLP7NwAQoVRx2OT9KoeMvB3hPQLd/EXiAazqkZnCSF70nylc9hlTtBx8orY+GS6iLa/GpXPiSeXMfza1b+SP4v9WNzfjz6VQ8W6t4007TbrUb/w74eutPsZPPj3yu7jBwrBcfewaANzwb4b8KrplhrmleHbeylniEsTOBJKgYf38nqD2PeuwrzTR/EfiXStZ8O6NqGh6NZadqRdYRZOxKBUL9Og7fma9LFAgxRRmigArz34l6Druu3Oirptk9/YQmZry1W++zCQkKI8t14+Y/8A669Crz3xx4t8RaVr40vw/b2Ujwaa+pTfaEdzIqtt2IFPXigDiYfBvj6MzWh0q/GjM++PTotfVFXIGQz4LMOOnFdl4j8J6hqfwttdI07To7DUbZopYLX7T5giZXzjzD14JOaZ4w8X+LdD0KDX7IaHFYywQsLW8WU3LSuBlFAIBxn9DVTxB8QPEFh4mvY4Law/szTJ7KC6SRX86Rp1BJU5wMZxz+tAyS68NeLNK8M+G7XQ41uPsuny2t/Ym68pHeSMDfno21ixo0Lwh4i8M6ta39va2129r4bSwVTOEV7gTByueoGM8+1W9Z8TeLND8XaXYyNoUthqV+sEMMaym5ERPLHnbwOp6ZrQ1rxrcaN4nW0nsitgB8zEfM+f4l7YHp9aTaW5vh8NUxEnGmru1zB03wdrWoT31xrumi3kvNbt9QCW12hWIRqeSSDkewGTnqOtSRaR4xl8Za7qE+jWkdpqlobTet4CUCKwRsY5JJGR2rVj8eSX3iiCy020NxZMdhIGHb/aHoB71F4r17xjpvjLS9J0kaGbbVC627XSSl1KIGfcVIH0wKE09gr4arh7KorXVzD8M+BfEPhbXU1m2sbeeYaFHbNE04UNcrsXbn02oOaZP4L8Varp2uzXmn21teajqtrdrClyrqEj4b5vwrdh+Kek2vjLxBpGsaha21tZSxRWjCN90jFf3gY8jhuOg/GtTxv4g1XSm0aw0RbT7dql39nSW7DGOMBSxOF5pmBzknhnxfd+M7ZL7ZPpFprL6nDeyXO5ljK4WEIeRj8ua6PVdL1W5vHIUSxscrsIUfiPWuUg+Jmstomi6pcWtkkF/b3kbkK2FuoQ5TB3fdbb069eal1Txl4ys/CGmeKLePQzYXFvbtPHJHKZfMkIB24bG3kdTmk1czqU1UVmReMfh/reo21rPZeVO8YO+33BWBPcE8Hp7fjWBo3wu1+d3nvoBapEpdELqzyMBwoAPGT3NdNqXxPvNN8TPpk0Nr5Q1tLHdtbIgKKWY/N94M689Mdqqf8ACxvEt/oehNp8OmR6hfpfTyvMj+WqW7NgKA2ckL1zXTHETjT5EVTgqbTj0Nzwb4IutPv11LUwsbxg+VCGDEEjGSRxWX4a8GeIfDHiHxTq8NnBcmbcmmQtOFDI8xdgT/D1BqvefFnUYDppW1s0F94fk1FQyscXChztzu+5+7PHXnrXT23g7RvE9jaa5qEd2Ly/t4p5hBfTxoGZATtUPgCuaMUlZHVisVUxNT2lTc5nR/D3j3S/BNtp0NnBBcadfpcpHFegfbYy7tJGxHAHzL14NLo/gXxBY/8ACN3D2tuj2moXt5NbpMNsCyrhEU9+R29a6r/hWPhr+5qP/gzuP/i65vSfiZqN54hXSGgswU16TTnwjZ8gK2xvvfeyhyentTOcbongrxDoMHhK6t7WGa9023vlvEaYKGeXLIM9wWOM9qgvvBvivxFbeLp9QsbSwu9VjtPs8S3AkQmFgSCR0zgfnT9J+JXiK5u4ri6ttO/s/UIL6SySNX8yI24P3znBBx2/Si++IXiybQ9NvtOstPQnR31W8lmikMR2tjy0weDxnk0AWLPw54wHhXxg3kxWGs6rc+fbpBcg4GFBAfsSAQD71za+F9XCKH8F+JS2OT/wka8mumv/AInX9muqzrZWzQ22jWt/Ch3bvMmKjDHPKjd2APHWrGieIvHWsPrmmqvh9NV02a3G4pN5JSRCx/i3E/d9O9AFr4aaPrulvq7anb3dlYTPGbOzu70XUkeAd53DoCccVhSaf8Rr3w/q2qRa/qEN3FczLbaY1jGPMQPhcFh0I5z7V0Gi+MdV1D4ZXviC5jtE1GAzriFGEeUYqDgknt61wP8AwtrxP/fs/wDvx/8AXrelh51FeJLkkddb6R4w0zxV4akvNbu9XtJmk+1K9jGotv3fGWUcZJx26V6VXkvgr4h67rniyz029NsbebzN2yLB4RmGDn1Fet1NSlKm7SBO4UUUVmMK8n8f6vZ6J8S7DVNQcxx2GjSXFsqSeUbmYSf6otg5BAHy++a9Yzmq9zYWV8Y/tlnb3HlncnnRB9p9RkcUgPHPEXiexs/G417W7ITSW2jW1zpmnTy7R5sjjdt45YZPOP4fbjO8X3kQ8U+KrOVhHe3uoaQ8Fu335AEG7aO+K91uNOsruaKa4s7eaWE5jeSJWZD7Ejj8KZcadZTXKXclnbvcx/cmaJS6/RsZFAzyTStfsNN+JWqy3lqt9rt1rS6dbq8mHt7Yrw6jB+X1xjPrWx45uNQ1nXoNEgsGGw5jYqN0mf4gey/4c16BHYWX9oC9Nnbm7xt8/wAsb8em7GauGJDIJNq7wMBscgUpR5lY6sHiVhqntOW76ep5V4bXU/Cviv8As+ax85rjCHYMkr/eVvT1rT8eajZ6V498E3t/cR29tHJd75ZDhVzGAP1Ir0LYhcOVUuAQGxyAahubG0vdn2q1gn2fd82MNj6ZojHl0KxuL+tTVRxs7a+Z4zcWTa38b9b0IQA2j3VpfXbY/wCWcMKkL/wJ3XP0rrPiNdwafrng2+u5VgtINTJlmc4VMxnGT2ruxa26XElwkESzyAB5AgDMB0yeppLiytr63MN3bxXER5McqB1P4GmcZ84zyRSeAPC1lqV1Ja6XKupXSuvy751ZzD82O5P45rU8SHRX+GvhzzNZnTV47GyEenLcERyIXB3GPuevPsPSvd5NPs5bZLaW0geBMbYmjBVcegxgVG+kaZIUL6daMUUKhaBTtA6AccCgDxgeGpfEXjf4jNgt9ngZbYek7BWUj3/dD86zvDLF9J8GuxyzabrJP1y9fQUcEETyPHDGjyHMjKoBc+p9aoXmh2V1bxQJGLZY2ypt1CELnLKCBkBuhxjIJoA+cte097zw7pM8OfNs/C0c649PtBRv/HXavonwr/yJ+if9eEH/AKLWrg0+y27RZ2+3y/Kx5S42f3enT2qyiLGioihUUYVVGAB6UAOr5y03T5IPijpmoJkRXXiG9icDoXjdiD9cSH8q+je9VzYWgKstrAGWQyAiMZDHq31PrQI+fNCuoJo9CsY5Fa6sbXWvtMQ+9DuDY3DtmttvF1tpvwrs/Dt3GsK3nhuSaG6eTAeTJURBcck9ev4V67a6DYW2p39+kStPehVl3KuNoGMAAd8knOSfwGJpdK06aKGKbT7WSOA5iR4VIj/3Rjj8KBngutQy/YNej8tt6eF9N3LjkbWjJ/LBroNI1Hw9ql/40ubzXXstLuLixCXttcGIlhEeA31Uj8DXsJtLczPN5EXmSLsd9gyy+hPce1Vxo+mCJohp1oI2IZkEC4JHQkY9z+dAjzDwigb4E6isBaVc3W1s5LDzDz78c15VX1XDawW0PkQQRRRc/u0QKvPXgVy2r/DXw7qrrItp9jkDhmNt8oYdxt6DPqBXZhsRGmmpEyjc8q+GKs3xA00hSQolJI7Dy2H9RX0LWVpHhzSNCQrpthFAxGGcDLsPdjya1KzxFVVZ3Q4qyFooornGMHFOoZcU0UwJVPFI4+U01TVPXo5ZvDupRwqzSvayqir1JKHAFACC+tfMCi4jJwGzuGMZx1+oNXGuIQWHmx5XhhuHHGefwrwnVtJe70rbo2i3KRGCIeXPbNtdw8m4hT0BPI6dQalu7SE6TeNa6ZqL3XnymS5+zufNjeK4WHOB8x+dee24c0hnt7TxDaTKgDNtGWHJ9PrUma8XvoJZbO0sjY3b3FvqdySptJCFd5QY2B246BuQePbNeneLppbXwnqk8MjxyJbOyuhwVOOoNPXoOEVKSTdjapVOK+Zv+Er1v/oM6j/4Ev8A40f8JXrf/QZ1H/wJf/GlyVv+fbPW/s3Df9BMfxPpkimM8aOqM6qzfdBOCfpXkXwr1rUtS8T3EN3qF3cRrZs+yaZmAO9BnBPXmuj8dWkd9r2kxC1l+0KjyJdrFI+3BUiNdoIVmOMsSMAH1p2kviVmefiaMKVTlhNSXdHbieBtm2aM7yQuGHzY649aVJElQPG6up7qcivGND0yB/7Jhm0q6hxO0qTfZZQQqpFmNAFwrO4bLHAwD1zXefDm3SHQLrybSW1t3vHaCKSIxEJtQD5TyMYwT3IJ70GB1lOzTTwaUHNIB1FFZB8TaQt01u14BKrOpUow5UMW7f7DflQI1hQWXuw/OsBvG3h5UEjaiAh53GJwAOeenT5TXL6rofh+fVbye41y7jaS486SFYmIUcBl6fdbenP/ANemB6MHVf4hj60pdP7w/OvOV8P6QtvZ2kutSyFgRHLLbEmTI3ct2GJB6cAelVzoPh+KS5jk8QXIlWQoxNufkYMcheMclz0/pSA9NEiH+Nfzp29ePmHPvXmNzo3ht7SANrkkEbhvLIgYOdoUEnPIwcdh19qdc6f4fltkifXpYxbRbd62bh0B3EHOOPv8fhQB6VuBOMjNOriNF0zTINftJotWuLmeGJYEjaBgpAjZc5xjOFY9eoNdsOaAFooopgOzmuA+I13NaX2iCK7mg3SEqI5Sm9xLCADg/N8rPwc9TXeUjxxylDJGjlDuUsoO0+o9KAPBNN1m8Y6eBrF46efEyZvHbdMTaB1+9zw8ny9Bk8VY0K+1S+0C3uby+v8A7XDcyIpW6kG5VsPMQkA88qrc98+prYuPFuo6ZPbQ3NxYeZ/bSI0fkIPLhOc7CBgggoQw+b7wPSjw94v1fVIraeW5jtli1AQTottH8yCB3zkjjKoOnZqQzOtNbki0fVov7YlKHTphbF7ssWxJyVJOSQM8jkD6VTGsXUUjRxajeEJA8duUvW4iDzYO3ncMKvzZzwOTWjZ+MNTv9CiuQ8Pm2+m3c7G3s43j3qSVDHHyjaR06n61pXmt6vpt2gNxGIvsaeUtxZRq7ZYbgQB8rDI+U4BXkZINAGPcantitnh12+a7a7keeI3LhUmEmEUc85XPydOOlexaobY6Td/bYxLbCM+YhGdy9xivILXx1rF5K6f6NG9vdlpP9FT5yG47d1ZeRz717LcwJcW8sEgBSRSpBpSbSbW4mm1oee+Z4G/6AkX/AIDr/jR5ngb/AKAcX/gOv+Nbkvh61hJLWEWPULkVGmj2MhwljEx9AlfOVOJp058k6ck+wLBYpq6nEf4Xfw42pyDR9OS2uPJO51iC5XIyM59cVJ4u8SXWgPALf7MBJDJITOMjKtGo/iU9HJ4z07da0tI0aGwmadLeOJyu35Rzjg/0rM8Xya8l3p40j7V5BEn2k26KxxxjqOvXHvXuYXETxFJVKkXFvo9xRhKHuzab8jDuPH+ppaXUipZRvHceSEZWLRrhjvbnGOMdvun8LUHjnVbizgf+z4Ulk1kacwKsQqEDD9fcVV1ZvGUKTCwa+ctlkLRoSP3mMcDH3SOPrVzTJ/FKrqn9ofbiVtZDbqiKDv3NgKduCcbevTOMHGa6CjQ1fxHfaTqdtZzJbqht45Jrl0YRs5mjRlQk4GAxPJJ5FdR0rgY5PFvnlJ5tSMaqSZIoEw+IuwK5yTtIzgZ3d+K7TTPtJ0iyN7u+1GBPO3AA79o3Zx75oAug5FZL+GtHkumuXskaZs5csxPJYnHPH32/76NaYODVDXDqa6czaSivc84DED+Envx1wP8AOaYiC48J6FdFzPp6PvJLZdsHknpnplm496lfw9pMkkkj2SNJICGYk5IOMjOenA4rnprrxv5amOzTf/EMR4AwOnzcnOf0olvfGoZljsRgTMAxEfMfb+Lr1pDNPWoNN0axhujZPL5cqJGElZShIVeufRVrkrjXvDwnkafQRM8reY2Lgvlm2kkDtjOc9se9akF348fiW0iQBc5xHndlcD73TG78aka98bkw7LBPuHzN3lj5stj+L02/5zQBlLrGhTxQRN4fIHko6M8zZWN+cM2M8FVyDxzT7LUfDt5q1vp39hOhkxH5v2lioDA5AOeeprRlvfHSq3kWKSNzt8wRrxg4zh+ucfkaeX8YXJeC7sYZLUgBgwiO/LDI25IIC59OlAC6Fq2mSa6lna6asLuCRILgvj5W/h9cAg+hz+PZjrXJ6FP4tbVIY9TsoorDbyy7Mj5TxwfXHT1rraYBRRRSEGKMUUHrTA58eCPDitM39mITMXL5kc/eIJxzx0GMdO2M1KnhDQYoWhTTkVGYOwDtyRGY89f7hIrbopAY48J6GiXQj09FW6haGYKzAMjAAjrxwo6elVB4M0AziV7Eu4jEYaSeRjtByM5bk+/XHHSulHIxULja9MDEPgjw4zq/9mIGWRZciRxlh0zzyPY8Hit8rmkByM0uaAEK0xY1jzsULk5OBU2aQipcU3drVDuNBpW5GaTHNL2xVCEHSil6UlACg4petNpRQA1lxSq1Oz600juKBjs0cGm0tAhClJjFPBpetAEdGaeVpCtACBqXNMIwaUGgB1FJmikB/9k=) Tapa revista científica 2023 | Edición Octubre 2023 | Fecha: 25 de Noviembre de 2023 | Fuente: Científica COS | GRACIAS: Dentsply / Fotodental / Merengo / Sunstar / Grimberg dentales / Tree Oss / Juan Novacek / Ultradent / Alliage / Todo Odonto / Diagnóstico odontológico Paladini / Dental Medrano / Coltene / Diagus odontología / Dis Den / GSK Glaxo / Sunstar GUM / Sancor seguros / Innova Argentina / Implantes NTI / Megadental / Prodent / Muntal / La Dental / Sanatorio Mayo |
- "Estamos orgullos de poder plasmar y sumar otra edición de
la revista científica del Círculo Odontológico Santafesino, donde se aprecia no
solo el importante nivel de desarrollo científico de nuestros colegas y el
interés en capacitarse permanentemente sino también su vocación docente,
guiando y motivando a profesionales más jóvenes, en sus primeros pasos en este camino.
Ésta es una muestra del compromiso y la convicción del
departamento de Actividades científicas, de la Comisión directiva y de cada profesional
que integra esta institución; éste, sin dudas, es el camino correcto que, a
pesar de los esfuerzos que conlleva capacitarnos, brinda una recompensa enorme,
tanto para el crecimiento profesional y personal, como para nuestra población,
sumando las herramientas necesarias para poder brindar distintas alternativas
de tratamientos, según sus necesidades, sabiendo contener emocionalmente cada
problemática que la acoge.
Hay que destacar que, en el mes de octubre 2022, se
concretaron las tradicionales ?XV Jornadas Multidisciplinarias del COS?, luego
de su suspensión, en el año 2020, debido a la pandemia por Covid 19. Nos
sentimos muy honrados de haber llevado a cabo estas maravillosas jornadas, propulsando
la educación continua dirigida tanto a la prevención como así también a la
implementación de nuevas tecnologías, con disertantes nacionales de primer
nivel, cuidando cada detalle para que ese encuentro se transformara en el más
cordial, dentro de esa nueva normalidad.
Esperamos disfruten el contenido de las páginas que
ponemos a su disposición, además de renovar el agradecimiento a las firmas
comerciales que nos acompañan en esta nueva edición". Od. Mara Gallardo, pte. COS Revista científica del Círculo Odontológico Santafesino Volumen N° 41 Octubre 2023 Sumario: Pág. 5: Editorial Pág. 6: XV Jornadas multidisciplinarias del COS Pág. 9: "Extracción dentaria atraumática e implante inmediato", Prof. Dr. Enrique Fernández Bodereau, Prof. Dr Pablo Naldini, Od. Esp. Mario Martín Migueles Pág. 15: "Microabrasión y blanqueamiento para el tratamiento de fluorosis leve a moderada", Prof. Dr. Julio Chávez Lozada Pág. 20: "Control de biofilms orales, Caso clínico endo/perio", Od. Gerardo M. Neffen Pág. 24: "Enfoque interdisciplinario en un caso con alta demanda estética", Od. Silvana M. Ludueña y Od. José E. Macagno Pág. 29: "Tratamiento de los maxilares atróficos - implantes cigomáticos", DDS Dr. Rodolfo Felices, Dra. Constanza Felices y Dr. Kevin Cristofer Felices Pág. 34: "Tratamiento ortodóncico quirúrgico - abordaje interdisciplinario de alta complejidad", Dr. Juan José Volpatti, Dr. Sebastián Carnevale, Dr. Marcelo Minigutti y Od. Guillermina Duttweiler Pág. 40: "Fotografía odontológica: haciendo simple la fotografía dental", Dr. Alejandro Welschen. Responsable de edición: Inés García Coordinación: Virginia Martinón Diseño: Valentina Novero Disponible para descarga de archivo digital en PDF adjunto
| | ![](imagenes/pdf16x16.jpg) |
|