Calificar es equivalente a Validar
¿FALSO O VERDADERO?
FALSO
Capítulo de la USP para la validación de los métodos microbiológicos alternos
<1223> VALIDATION OF ALTERNATIVE MICROBIOLOGICAL METHODS
Documento soporte de bioMérieux para guiar al cliente en la calificación de BTA 3D DT.
A) BTA 3D DT Validation Packag
B) BTA 3D DT Verification Package
c) BTA 3D DT Implementation Guidance
C) BTA 3D DT Implementation Guidance
Proporciona evidencia documentada que un equipo se desempeña de acuerdo con criterios predeterminados y rinde resultados correctos para el método.
PQ/ Calificación de Desempeño
Documented evidence that a system or instrument is properly installed, is provided with all necessary services, subsidiary equipment and instrument, and is capable of performing in accordance with its basic design parameter.
A) Verificación
B) Calibración
C) Calificación
C) CALIFICACIÓN
Capítulo de la Farmacopea Europea para la validación de los métodos microbiológicos alternos.
2.1.6. ALTERVATIVE METHODS FOR CONTROL OF MICROBIOLOGY QUALITY
Documentos bioMérieux para guiar al cliente en la calificación de SCAN RDI
A) SCAN RDI commissioning/ SCAN RDI- installation qualification
B) SCAN RDI- operational qualification
C) SCAN RDI- performance qualification for qualitative/quantitative applications
D) All the anterior
E) SCAN RDI – Validation Package for qualitative applications
D) Todos los anteriores:
SCAN RDI commissioning
SCAN RDI- installation qualification
SCAN RDI- operational qualification
SCAN RDI- performance qualification for qualitative/quantitative applications
Proporciona evidencia documentada que un equipo ha sido proporcionado e instalado de acuerdo con sus especificaciones
IQ/ Calificación de Instalación
Documented evidence which provides a high degree of assurance that, a specific process, will consistently produce a product meeting its predetermined specifications and quality characteristics.
A) Calibración
B) Verificación
C) Validación
C) Validation
Clasificación de BacT/Alert 3D como método alternativo
Método basado en crecimiento
En el proceso de calificación de SCAN RDI/ BTA 3D DT, ¿quién está a cargo del IQ?
A) FAS
B) FSE
C) FSA guiado por el FSE
B) FSE
Proporciona evidencia documentada que un sistema opera dentro de sus parámetros espécificados cuando se usa de acuerdo a sus procedimientos de operación.
OQ/ Calificación de operación
“...an equipment is qualified, a process is validated. A system must be qualified to operate in a validated process”
¿FALSO O VERDADERO?
VERDADERO
La USP <1223> incluye una clasificación detallada de los métodos microbiológicos alternos.
¿Verdadero o Falso?
Falso
En el proceso de calificación de SCAN RDI/BTA 3D DT, ¿quién es el responsable del PQ?
A) Cliente con soporte técnico del FAS
B) FSE guiado por el FAS
C) FAS
A) Cliente con soporte técnico del FAS
El parque nacional natural más famoso de Colombia
Parque Tyrona
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5bSeNO4HL5lGSm4mUqsWspFERmsrnVUE7k0EBwgk5SN9d173pehJlDJmbUNMcPflYJIpryEuv0vi2rVptMpJONnIT5tkrKepSOcBJ4jCQLZThwkMSbZGvd39xjdvUfUaqHVaeGUW4Bb52gnCbKc61DEvYKUL3AjskwVSVOEpgEqX/V2Sd7i09hJohBRt4soSGVaarGcm+mpKJF1NmLQ5IWsVTk7HYILZGlk0eOz6rRoZsjC3bvbUKaL5pOJyMSdPqsiN9NdqxSTyQzL5RqdTiJTQkGU2J1AQ/QHfdm+vF6ZWDGcRmIcljBKgDQCwhgpt3cjwHg8xWjEnUYZOYuHhcZLEMaIYhpDyXajpeznHQntpFJHCrB17HKgkkKJV0L+10ioWj5F+10en5LvZ+9JbewnEkTZ6bV8UGsHsMBNUy4vr3Wrpx0fVIrECm7eYtty+XAr21pSKiEfP/FUnk316zDN6fXgDx2+dNwXz8dXytM51Pr/MHKVoVGv1wSvYO54Y71S25aIm6c+Dbj2bHdRPAos8oqFgOG6+ZlSo2slcAk00RK0rQVKxF4Vr7xhvXJmFccpIsj9+QZOWabqLA27AoyGG0cBOnEEJBGCdI37929xf38vUyDX11foJC2EpyfoJLF4HKgZehwYmZa7fLhziNuVaajxQ7YcJsqPDwRNS+BcbnPO0WqFaLd6El9l9HCHyWQsRh+j5LaiEOuUcVxStOII7XYLSRRjwXgqD/eYjsdYLeYSH4bB4GbjEabTGTceSYwVllFGbtGOk7bxpMiuJGCd5phyF9HDPXr3Jxjm3F7dRhSbxcc5HQgS4TdEu9OS+zRJWuJ1mczmWKzW4m2R8MMBowdHCBnxDiHicp6YeedPlKI9YeGqqLK/qzHs1FTkTVAJ8eiW8L0T2jt7V7CIx9Y78tnn6bTpZni8BUfIbPl+vuf1ATI7OtKvhcd1sonxOdrKVm7wlfawxP30asq7da2+hJiLS2JuGdtt8zKYyEPzzrNW+1/V5OhYQcdcqxfdMbXrdUqRHAX69Euc5vdInWBDjvR8mg1oO0CVbncgbRSxSU6zNsq3A8wDVdotVulh/F19uTya4HUYc/WHeTmspDE6tqrpwXp9LbdcHbEtZVcck1YCcuUL11Ry9VaiaMJSYVZ/StitR1gpvyLItXqxm3eY5anySqUKR+jwH+vZEJ4mPlx1Gyp9xbEGg7grWLXgjiEgpCdhnSNbLrFezMTL8urlS1nXMei2ZaFrVBSIeURAYV763J7Mn/h1GM4/z433wdIU+VR2x5CRaaWCfopMNlUnQWTWtswmWM2mEvtEtioVGQ0AWRTcacWy04iRbx8e7vHm1Ws83N+hyDMJNNfutMFdP+OkDRoXQRBhvlgiX2e4OD/H5dUVknYbs+kU9/dj3I1HGC8WyLk2h4Hqwhhnp23BoeFBo2SdLqVt9MRwmzeDxzHYHA2V9ToT74vEmwkjFCEPGeCi5JCeFttxG29Udp4OZNWM6aH6GKqcdKUxs+MhU6ekPf6JrnXBD2N6ZF1W+xxtrolbyxzW7F8V9q527Cr7BI2o2Pu97ecrYao6CpMnnmZkLrvKaJnS02uFoSPNuSOlsMq7uIenN+U9nIZfw6Xppn28z5Nv0vE+kuzbEtJvwtXph314VThNlFjaBG+CNbW2hmczvNTglQiScst24br89IOlPlYVw1Cs6Bp4lfcEOChrPy6EpPIzBAz9qi8oo0SmldbXjRuZUpHquTHAGANFYquEiJNAwt2Px/e4vXmF8d0t5pMRJqN72fLb73RwOhiIl4WvZkawnU/n4qmgLccotjRYaEDIi9saQ5RPziDi9ugwQGTD/RdpLrFXQuQosgKr2UJ2+4iBghyLyRjjh5EYCFwce3lxiXYSYzGb4t27d3jz5o1sb6Yh2WolaLVbEnyOWuHUDg0M7uThOhxezy4uMRicYLFY4e5+hPlihXWWIVivMJ3PIJ6T5Uq8OlgukecMbkfpeI4T19lQr6Fsm6Y87V5brH62PZRjDiIUKc9KkhqP7B6ilNZ20XFgOlLUVZtTlAZ5uFpn42rHCfu+Pkw2MH/TAKMr04RP1U4zkM1TRXi6QvymtfnrE97cBWYMm/71e3lXflcZ2+qX2/aXn5Cb5b5Xwc//mjToy+bnjaybbTymDc20t1EiT/OiMvVMvvq2b8qTFkeDlvl5d6S4fInPP76qTV12r77AbeHBl23tbYSrd4H81dtBiTzXhZ8/WCivgnj45dmkLwMPoUEGxaAsRqNCQMG16/YSotl+MsquvDK2zaYux4DpH+ElYprAcmRe4giKwRUY32nEtSzoIGCslMVqJQtaX/30PaaTe4kwm4QBTgY9PLu6wOX5KRjYjdFlGS9lPBphvlqLwcCdNUJb1tVw7Qe/Z4xs/Je86DCQVzoBnIqRMVxgPafx84AgXyEJKEuBm/v3ePnLa5ly+dOf/hknXEQbhbh5+w4//viTxGA5OTnB82fPZIEtt0G/ef0LRqORbGVutzsSmXY+m4gxdXFxiTjp4O7dO8zmC3ToMTnpo93jVucrDE9OZOHtckkjJhW+vR63PXdlwS53MXHtTpS0xIiLEka0CZDlRndBFAOh2aJNOHdabf3TTrA95OFRUxbUQKNuMct9WasvfL169p5x8JSBA3pKshxsxxB5iiyGsdfcY4TYq04laZXaq2IN6VhpyfMpfGtCHJA5nufGWN2Dq8vtWE0dXk+52i2Nj8h5OP3dBB+j1/RiU4l9yj4tP+/is2xXuYtbT2/jbrC29nv5UqxTOySnRkj9XqA8bkts3j6XpJ36EHTR9mVc1tnd7jq5CresTgQnY97tlexOkZDald9WZqjZcSwfrz5mg+FkRSXmJna9VV4TqsKmiham70Klr+ODea6LZVwThtbnWgyuUeEuG8KYZ3nM8PcydRIgS9fgS5ph7JfIMX24w7u3b3D3/gZBkWLQaeP55QVePLvG2emJ7NbhWpK70Rij6VQ8JdwCzPN5Ou1E1puAXgkGoltznQtNFHMkwGq1xGw6wXQ0FgPp6vIKZ6enyNMUD+/f4fbmJYpsgR63K6dr8bSsZhPQtJlPx7h//x7vb97h9Zu3eHgYodfvy4GH19fXEkNl9GaEm5t3mEwnssPpdDiQ9nGtDooMX375jbQhpoUWBBLELkgi9E8HePb8Ba6un4kxgiJEseL2ZS6qjeRYA04zkQy9LXHckvgt3PbMtTMMUkcvD3caJUmGdRqYAxnp7mr6K2eGGnvfjh6xW+xiKrnxrCXKQaVkNVFeDTcpVpxSAEvX5rftnFFSZbV9Exv89q1o5ib3x/YwqZujedd14lHemtVa8gw8gvex8po+U+5bxasKHNmcZFXupnYgyJeNi3tA+qi27pBlX9ZH8bWP6yYDYV++x+L5TfZl8PMunwNGhFPNcKSeKiPAKd4jKRT45esL7z6jfDql0cIpOUruSt+UVwJVmWFX5QWjcZDyxW3q86IvyvJTXUnvcVU621DdVpRtssBSNJtwaRm5LFVrYLk8yroVSlns0iHQNtWUy5ojAzSvYO1nJVTDlroK0asy2pSh1KSiGOY+ovatPKMNVf7L2uZqqjGeSo5M1obImUBJLGs1uCWZ3hEaLp12W+Ke8LDBLArlhT+bTTEfjzB6/xa3724kTku3E4t3o9/t4vLsTJa/TB4eJHrsze0tVlmKi6trXF5cyFQMG8DDDilJlnLKh4aT6TjKwgWyr1/9gp9++EGMp7/99W/otWOkq4WE2//5h//AYvaAQb8r3g2uGbm+uJBt1CEy/PLyJ4wmU9n9w11M33zzDa6vrsSr8tPPP+OH777Hw8Md2kkLV1eXeHZ5IQt0V8slAhotX32Nb7/+Gi+eP8ff/+f/xKvXv2CRLcXjQnpnFxfoD07EHZRlNDw4mRbJYl1O+fBUaB4GSQ8Ojb7xdITs9s4ekDhE0k6QxC3jfcm4DsfvfWe86CD3URSuA5/jwF3PQhJ+HQUov4pGNaZ+T/2ugd+qBjbG+x4NOaaOIauPVOY+3Z1kXPoNLwPb1qb2bL3fDxC7ie4e6nU0Q2aPU3ExaCRtGkq+0G7eTWu/KMxcXfrE8PNVm4ivdSvo01PbaDr8tgu1Q95KMr6OXBI+Ry2T9wUzHCCOIbR9dBm6Wr/iaFLk01Sm9Db3KfkUqryIZenJnWblozeFJzBHMs3CdRnc8ruWwwDpJWHbB4Mhrq4uwJD2Z6cDiTT77vUv+OnnH/Hm558QpgvEF6fodYZotWLZksxw+Xd3t7gfTcTQ6Z0McX52ipOTAdI0x2Q6FY8NdxFxXEhQuFYiYf7XQYGs20Kvy50/ASbjEV7+/APiIEMniTC6f4+3r15iMnqPy4tz0HvS6ffRbbdk5w+9P1xQy+Bt18+e46svv8Cz6ysJmXfz7kbWtzBkP9exXF5d4osvXuDq4gKjuzu0Xr+W3U2DkzO8+PJrcEppMp7KIlysI5yeX+Ds8lJC8nOKiydXR3LCdIg049od42njKc6M69LpdsWTw1Ogl6uFtNn0q/SC1OWHUVx1lZfaNgo8tHKgKL79Sik/H4hvkeSis0p7rGfRL7dtHhdPlN+zv2vgk2lAP9h8Y/3jC8Ab7fP86S1eu7cfFaV8QtQxt4DrSJrTNh9USR47+gxRSrw2waRcLSwxGNTLojVVhm15hfPq4yqM8jtlNX62vgwsB8cl+zHToloaag06lpd2A1zl0We+5p1rcy2+rHQtSzOGQ+KgpPat3p/aHNMuo9et2rUiUSLzM4Yr00Vupoi6vY44wWSahh4WOUsow3RmQt9HwRtMp8/x7dff4vS8J4f+MSQ/txq/u3kLrOdAtpQzdXiCMaPDLhYzFKsVFvMpEq4XGQ7FszKfTuTAwdFkIicjUxHdXlcMIp7CDJkiytDtJHj+7BJBtsLrX37BdHyHH76b4/xkgNn0AfPpA5azMbJhT7w0PJ05Xa0wns5xNx6LwfL8yy/xzTdf44svX4jB8uqX1/jx558wm88wOBni9GSIF8+f4erqCqf9PhaLhezuoaeHthQX5LY6PSQMv9/tIe6ZBbpczxIlCdIsx2qVynQSD4VEwKm0yOwGShLxtDC4HuO30Iu0Wq/kfCT2J6fCOK1FNxK9MtuNFmpIe/eRceUX+3mScmGf/kF/0Lj/Hfl3DfzKNWDvJrnoTfrxRW58oX18tg6Hp7RVn0D70iA+X1r827eOI2pD0n1xusUqGWFu2sXZJ31cXdbSdpK/tlWpuWXNUhBTsZsxfKjycOFNsN10fX3WZKhljKFacWDK/ZEPKyiGpjXPIjPHGEWhoK1XOfLMBGUbDofI0hXGD/d4++4dHkYPsvvmiy+eIQpbsgPHnFgc4v3bO8zH9xjd3+Hk/Bw8l2e5vETS7ooEDLt//3CP8Wwq8VAYQZbx/emN6PW6MgUVBDlm07HEUeGaFMoWh4GsfTk/G8pOpdViirv1HLPxLbL1AkW6xnz8gHEnQZYNgJDGQY7hoI/h6Tm+/vZb8aL0Bz28fnOD73/8AT+9fCmB4p5dX8valOcvnuHs5BS9dhvJ3Z2cHL3gOUNUTcR1Ki05jZkGTBQV6HR6co4Qp/4kEi93VHGscKdTFEHWuBQ0SugHM7sjOU3EiMDLxRIpjwooCvBMIhotNGgeNVq0352uk1GmcPeLS4ShSBZZLrTQ7deEPvDYB+UHhoyFirri+p4VhbtD/Kh0KfhRtY+vVKnlYBpParu2V68Hcz+8wsHyHiLbDtwdRY824mCZXYrlJ50L3C/t3gf71SAWW2rjZTyB9/78KkxzD29qukl/TbCK0jEpPieqZ8WhFOq6NnQ2ZazgbKv573ievoybEYUrfoprunRTx1q+62r6ZxfGtjJTUwwWuxC4ri+OOLtotoEEpw1rEjuZ3UNUEVl/U8+sqxg+W8LdskpeX6eWrp3iUTrmHcMys6ZIaenVjDVb19gr8gJd8SDALEeep0iSUCLJdjt8SQPrFc/cWeL27g7/43/8D/z88mecnZ3hdNjHlzVPM8kAACAASURBVF9+gdn9t5g/3GF0eyOeDi6snUwmYuT0Bzz9Ocd8Yb0fYYiWHBDYk2i5F5c8EfkEURRgtVxgysixD7fgWpj1aiFTUzyUEVmGk0EXqwSYT8ZyThCniYJWjDUNmffGi8EpnZOTM5xeXOHs8plsW+b4fH/7Di9fvcTbd29FlsGQEW0HODk9Qa8/QKvTkVgrSacjBgnCpUTslai9DAAnO32426eQ2CrcpC3xZajKMEIUtRBHJs4Lp4sY3I4/rhnK5MgCiIeFRgvPMKInJ4iNIYMiNgueaxaE9qi9+gNOPSTSsRTCjhRJygBzu9ymieOWWbDOMbo3mg/TvCeWtYp96B75Srw9kD8gyhOMlqOlcG/4z9XufYQ/RLYduG6RfdTsw93gVE+8/evo16kwbnrk7kHqYL5smW0d+Vree3D6MCi+YrfJ3wh3e2hPceQBxPlkn/Ge9ZvQKIaS80UqVWteomyGQfERmwj7MGXiw8vHZilHZTwx0ukxvDZ5HAqRtgrvutwqDa9ut7pYvnHhNmHnO0SE5FPepXaY5KV8mlBSmnfJKazhfUQ0MczsbeXe0aIbO02xWqwkflKvE4vXo8iA5TKVnTDXz57JYtLWTz/hu++/x48//yyejL/9y1/w1fUl/vLXvyCfjfFzHIBB3JIkxnw+x+tXr9DtTxB3usgDHpQYo9vr4ez8AsPTUzF8zuiVabflnB9Gye33uoiKc3STCOOHOzzc3WJ8f883PgayZiVGmLdQLDuI0z4WIRcM0xCYIx9xmqknsp2c9MGpJpaN30zw5v0tfnnzFqv1UgyVk7NT9E8GcpghY6YUjMzLMPztjpy4TCOO5wIxMm5e5MhZzpOpJYhtLIHiaNBIt4TmEMgo4rlDXNeSigeGi5nNsQV0KoUy0LhWaM4Tp+dztDglx/9IRxbiup3qp20na1/Xissb2kKJ5CDKAFccr8ynU+b9Aaf5EsHh5cN+5XlHNZ9GUhpKn5zpp2naY1wObfah+MLfVnKN7sfk8suP57v9q9fn8THz2+RvgrsvvL1lKnWsD4ImyrupVQaBwZP+Kul69CRrDRY1SneT31Hq0a5hlgLUoPIA3VXNw/4wWdWtWiWeALWOq8qqVP25T5n2LpMGGP6OFAc2S18ytppl3nRfmiL+y98mRy1xDRZDlTwILeTFHIYFWp0E7Q4Dsq2xSldgWHp6QuhZYfTY+Wop8U7oOeF00YvLU1xeXuLP//xntCLg4eEBSbuFULYxc81GKlM8nEYakM7FJc7OGeNkKAZDnMTiiVivV+Jtubg4RXx5htVyhofbIV4nAdbzCR5uH+Q6HHTRbSU4O+mjE6ZYJAVWyxbGs7kYHtyyHTMsfp7JWpr5con78RQv396AacZe4Q6m4cmprGmJWrFsw2bQuBa3fLdaGJ6fiU54mOOSHiiG5ud4YQC6VgtdnjnU7cnal2xtzh2SSSDZNRaBeuQ0EXVHo4Vrf7iuhecvUdvz+VTWAp21IlmwTBiNvXizg+pjxu1atZr5MuTDoDaedczr2LEjoMQJjD2tDxEWc+DU6Nu6CjU4BljBNvnaao9fXIKPY384jCd8Kaq+DhGG/WMGh611RLv9KbpD+Dc9EPaqf4ScSlfGJMegO6C08JEr2R6qZ7k5S7pkejjj8t4o6eyTMEoyD+Xj+O7DpRHH658yWyZMLcl6sEZ6ewLlWSP6PZxo2a/ltEdFoyzz5JBdUiXs8H5l1UbaltRmvxu3KPu0kq4UYO/EsfcseQpvYW4l8PRliqx8rhdXGusZKo7KNtrqlEljecM6fGv3r2ePuLcY31usJnr28bQ9Nc0R37SNIpgQbYxeSxoG0V7KWoQLjC9jRmcNuC23zXcyioJbms1hhjQoCoarj0OZ5jg5PxXjhGtQGBKfodLev3+P026Ebr8rhsiC24XjSLwZ18+/wJCelG4P7X4PnW4fcacj3hu+0FerlSyIXa0WMnXS7XCdTAcMvd9p8UyjAJ0oQDsK8Pd8jR+++ztub5Z4fnWJq/MTic8SFh0xiuIW1560wSktGgBZnso0TyorjSGHG55eXODq+gXOL6/AaSB6eGiEFCG1blafMH96diaGijFaeH5RDB6UGMQJOv2e7B6ip2gynWG1nolXBWmKKCxkpxPXp1D/OQ9ptOtc1t2ubHWO4wgMajcePeBk2EO71xPOXMwrRxCVveQl3PHlFdWy0rH8x+l1fyDsRUvrK7Lmyc2FufCaJL/ezLEiH13vd0/L3oOBOj5GzzokyeiY+sfUMY3Sx+/eTfxIiEYDm9JUL4inMzbUj9VVWc8+kMr81j6TLzIrttvDT2/JXoOEAn5gtodJbgXQB3hDZWK4evRR9imrvMAV9iF0OSposGwTc5OW1CiVaz7WdfyyBZUcfntM3ng3aaAwqBwXj675ZRiYE4sZTG6x5q6gXIyNr//wDb746gXub+8khsrk/Vvc3S+B5VQ8C60Od9t0JPDat9/+AcOLC3BhTEzvS9LCmrtt1iusJ9z+u8T9w50EdBsOBwjOThAGKWZFLpF1eWZRO4kksu7tzQD/fXyPd29fI8pXOO8n8pLPGexuMZV1Jd3BEL1eBzQMOB3DBa6tpI2428Pw/AJRq4PB8Ay94UBk4SJgekToFaKM5oM4RLc3EIMqzQvMlisJDhfGLeHBxbidHqPi9iSyLy29oshk3Q5PdKbhwq3bCY84sEZLHEVI2x0M+z0TCG+5FKNlfX2Bk2FfdiBxwXPc+EXQ3Gs1qBkCaoo695mAzIBihZK+Xddh8jrJVR90+qWgdTTv0mGZltcE+gQZV55D2H0ueQ+R0cf9ZDK7zwo37Qv0SN79YDuUzDFtNV+EdIdSsMPfMuR5OF/ysQ/aspFl4hENPb24qN40Qmyb/E3wJti+ErGFx7bS5+vnKcMmzHA7lqe2a5OuKWmE63NTK3+yq50O2zIeVVZXF4S5eV/UvcoESf3nPoU98p68KqfWVBNF87Wr1bWBNUhbvdZk5BnDyNx7fAfQYJFdLIw5wtOYV0vZ3UIjg3Lw4MBevycRchkwrd2KcRMHePfyBznzh1MpND44BcQpI+JzW6/YQHkGLqgVHdvFqff3t/j7d39Hlq1lWzJD8d+/X2C9mMtBizEKCdEfFpksvOWU0WI+AXcQZelSzkviLqP3N28hC2OjGBfPrnFxcSbraIooQLffw0mL01qZGGNBFMhWZp5nxKkbnjkU0JPCkPvcgpxnsuiWC295+OFkvpBotjROuOOJ00irNEOaca1LIQYPd16FAU+q5kkDXL9lzmkyQ8GMQ+LQQ8XDEx8ebjGdmJOm+dwL5aGbP7LludbTVaahm8tCljWVEyaHSpWYvyd+18CH08C2cffhOGyjdLjBso2SGiTby7WEPPUu+5D8lb5/VV4+/Pf8b14D9gXNF7P2sj+iFL6trbvKd5W59Gp4mvEF0Qparnnv+kixg70/Jo0T6ogR5LmDhxNM9IZwx4uZZsnlxc51GZyj5suaFdrdNl588QWSsMDs7gZv5nM5mLDXv8LVtfnF7bbEIGFdhuhfrlPZQkyvCwOujSYdrLhGZnSPTqeF6egeo7t3CPMM5yd9WbsSMkpuupZgcmGQS+wWXgvuciL9Isd4/CDblJ+9+BInwyGuLs+RBhGmC57rk0n76H3hx0lIg4yB64oMQR7I+hMqjjFZsjQDA8DRyGJ+OV9gMpvJdmguwqVRM50tcP/wgLAdYpWuzRlD7Qj8j4YLjb91lkJ2njHejIw/Y8R0Ox1ZTDwZPchC3PlsjizjtFKAVhwdZ7Q4vS4d43a9fPGKaercBcZeLattG4slgk2o9Xysh8On99S8ynMonafIfxRPqt7+DpVV8T+ZzLXBo9wPv5KMS+oQCkfpWBkIU47ofUe1Vmy67kvDtlS+PPat08TvAJjjZdmmrya4wvR6AMcS9UP3rS+Ln9eRdOx4KgW3iU36pqAJzrUT2t5D+R81EoSf9ZubN0dNfJWhJqtlpDDjdXSqaSXek75QWla76roWq3ktc0gyWYLtq0VeMyVOKZSBeGtySjR7n5piUjRf+FJuCSof0z6u4eCalkJOUW53Enl58lyc6WwuB/3FUSjn47Q4BcK1m0GBVcqtwJms8+i0W+J54XRQmmcYT6cSPZY7eC4uLyFTKjHXxUSYzKYYjSdY50sMohDDkzNwuzMX+N7dv8erV6/EmzJ7uMfVxRmuL07Bs4AW0zHu7m8xGj0giQOcngxkSzanwRgQj9NBPO8niROcX5zjZDgAp2MKuhKCAjxuIOTOnE4P3e5QpoqCkItvzfpIeka4JTvHWnTBdtD7wukxMbS4PTnLRJs0ZHjmEiPpJr2WGClJ1JIQ/WERy8nT2ZpxbjITII+eGLN+V7qB64YGvb7srpJjCmZT2UqucWp2B5ererqW4vDQjtUCzetV4e6VZf4Ydsv3TSsPVw6l65aRnp93eWiZC2tKK+2msl8rjG3T9jXJr2W+/E24Ps7HzFMuVwY//7F487GtzmrVjcrhylAvc0t2S6b1KiyGXKLvsf6nPOtQL0di+que94LE+q5Uytel65azkpt307Uy/QYRQi41xeLVhesUQgVzabtp1vw8f5Ti1/VHifR3nGSVvo+tzztBNaMpswZEoUr5qbwMHUOVtHSQEU7OHr8yq3xLgAokV0IbSxSo1Wu1ttSxODRypJps6TW7iOhlyThNwq283DHDBbli4OTgmTrc6ZNnKbieZMqTmycTeZGPR2Osrq5lezR3HMmWYXowAqDT6WKxSjG5v8f8ZmmmYrituMjFo8GFqUW2wkm/K2f9fP3llzgb9HDzOsXL6QS3t+8lOBuNkn6/J4uDuZaECmm3W+j2BxgM+jKd9f79O2RhjDxMELa75kTpbldOZ45a9P7EyPhcFAeIialCJdDbRE8MDzNstRIsqBMuVqbe7VQSzRsJKJcVCGJ6auyamJwHKuayC4s1uD6IBkskHqxQFi132h10ux1ZR8PIu4vFHNl6jSQamAMUvX7bL6ujgoaWV0M+yJyvfLXGBU3gZiiaevY1oQ9eNZ3tCNGPu9C+UEQpMiCrwV1a8laQXXlfVk/0j5o9xnNB3dX0t6+EqguLr2rdt7rGxdhyb+9N5lBEt++kr8txYR4Yh/Sf0tIx5ObLNMeSHUpCW7+0tOGqRx14xC/LmKCAj0tVYdg6Zb8oMQKIZe4NF9qoQ7mPLBbHiFZw5GWSbReQ1WMtr2vMKjKG1VZcZVKiWYkrPsLTmi58ELl/zLogTZOqljHt5t36Hyrt3k/bus7XJ3krrGk8+eWmPUb50h7+Y/tDcL1+NrR5rxtGrtFgau77r/EI7Itdw7O82QPC3+mIsogVZOzVau7OsPKOP2MMyaveYnE8k7lVmowOTRsUmVIQurr1vxJWdWf6mcKauhr/pk5JWW6YRxsS82XMZ/hqtRb9EIEegYReAjuy+ZLWXTDcXZSmKbhLaL5e4x1PUr69xWQyQ5ZxTUwChvHnycb0T6zptSkKgZ2cDDEajfDyl1d49ctLWYjLWC63NzeYjkfiYfnTH/6Iv/31r3h2fYm44MLWWIyE9TpDlnK9bCIGEB8Co9FYgtjR08ItxavVEu/ev8M65yFKbQzOLnF5dilrbOJ2DxlPXpa1LMYzw66QIHArs62ZBgjphHmORaeDOQ+PlOFOIwSIY3qeWhIRt9PqyhZoBm7JchM4jkcgMFQ/p3tkbRAj/vJMoRDIQqCVxGIM0SBaLgMsabjMpgi4E4qnPlt9158o2peerVt2uLkfywd+CWc9O0irsWotsPIJQWznZx+Sis8SM5CrceMOKSkzvj2DUGPujHWtbsuVvoJ59au6ZWW6rLgXdlmtlihp1KCPZ+TFcjxf3q9k3UihQSbF0xvfrBJ/XMwnYbhyiAB2vNihpPK7aE38OEZcHDdNfDdfpjXB8aRpB5fiECyUbbm+vFwZ5GtU66sS+fC3CxZNnYqHoro8tZOkOu8V++VSCqaVrI7UsHTb5t4Wis7yai2Z0RHLVEym/XxzmfnyFdFs/bIuE6Rjm8hnYVlmisq8zVb3uKMjpa11Fddtl4G5EhpI+XjRSluvWtdRgo9LFNsG1Y5tYom5K08t82uUNHgPqT+tNHhEGyUpeeBrzrTdCOBIqsWPXvfXgyVFtzybG8goFmBN/9qX1fDdlMFXxibGFkjVQvPMN4TMv7YTGmrq88nISbw6nZo4OnhKFINvjGqLWfa1ZdbQVtGrrOcw6y7YuZxqkZcgedgfvRKEcXs0d8esihUWy4XssqGRc3lxiUWrLeHxdWRw5063A4l1EnA3UhiBJ0AHWY4f/uM/8Or1a8x5WvR0LNFwo7MznA2G6CYdzCdzZMs50nWGq4tnWH61wKuXLzGfrTBvr9GOVkiXM8xmc2kct09z+/UyB5JOX0LpB/MFOrMFuqsUYccEgCvAXUIcwFxvwsW4oeyK4iIWmQ5j+1qJLDLmTiCunUFBgy5DHPGUALMjKUk6QofqyXIuYqYPhgrW2CzGWKc3SI4sCHKZVqPxd35+JrR4NtPr169kB9H56SlivaPKR77T4yWs6ktJ6Rdb+dXi1DGoVa8TV8aLgyOWsvSuwWaRFNuBJWlnIPGGMkPN4PGQcB2LpODWNRTNOC7pEmhpl+U2sQVcomm58Cihmwl9IG2WWMhjBBoqmlY3FOwJUpbNL9otRKh3fVBRbUpkCzrB++Bsq+6SZ3v5NaPyapnmd9HwH9ZaV98Pbt5Nk6ahb17KLg/iyc/qg2NB+fAqN3U5vg1V868ZNXxxGRp2FNmG6H3T5H1jDWJXcWAsBUPYjnU+OCmpWcC2IbPl6455Q8XeKw4tbY/SYJ7FVuKqvbbtIp9tM5sjuA490hEaeoM6ZZLUPOsyrXlbkWNJwCqAyNLsQXBlV51qO8rqKsdGAQEllpbKlVAjmhVO22RrSHmDnpSauM853690LBktV6oVH2Iypz+TVzwhtNc/yqEZ2dcRsdRYUUNAawpv20aDx38N/SY6Wm/fqx3lFl3lVvo2r32nDwALlq96yqZwpx8rL02lPaboaZH7jS9L1jNWi/SQkaWSXGvqVccoryoSPQVBaKZKAroX+DK2P94jYWSmROKQfoFAvDJffPElemGI+/fvZLswvSLTyQztrtn+220xSqzZcXPS6+NiOMRqOserH37EermU+DDccZMu15iNJnjz8rUsvqWh0Gkl+ObrP2DQP8FqvsaPP3yHABOERYA44CJWei/aMp01nc0wOL/G6fklglZXPC5cZxPePeA86aB30pV4K/maUXTXMuUTRzzgMBEvGNeUcDVMxjYGNEQ4BbZEni0RFGsxd4wRRw3G8vFGLxS3g3PscGcSy4tAJpHE68IptJhlAQPtrUS311eX6LZj/PTT93jz+hc8uzzHV8+fVQtx9cVTdhT7sJbxOpVlW8qJKeNLH+hV1TLlVvVJsZOFth2k+nCSOvKgtAVWBJdWyeCRMhdvW5pclHbF0WArXOuq/jRfv/rY9dLdOZ/zbmwprWzGUn6/Fqluo0z9q8S87m6boySfyYF59yWu/JWEn1e4e23C8WFunmnqwL269EoF2UpuXdbiuKx0WKV0/BJfHojycDXlBma40Eir03S5VyV1LJePi1+NVYWSArErSlqyCfNx3LymTVtMXYHZAi1X6m5e0xtXAhRoK1KfJUgTVXOVvDM6S9BGYkf1Ddw6oGJY3QWVXErXv5KGC9O0D6/zqur48NJy3yjYBahkd7HKdpQveZYaaCWnqVvlDQU3L8aKoDXzcXk+niYNpaNXSlWlDY0q78pS0TflxlghVPHrd43SMvSJ00xN6W4rFbiw4M1vngEC04eBdbqYMrPjiHprJS0kp2dI+LHOiLJRJFNNr1+/EUOFAdwuLxi2/wRtThsFMTpJC62I4fgLLCZT+brqthMJZb+YzvD+5p2cYTTsd3H24gTnZ5cIwIB1F4ijV5jPV5i1Vzg/6eDsvI0sW2GRpmj3hjg9P8fz5y8Q9waYr3Osi0imdDjZJZqTtTvmMEO2z6xLCXmkkMHgriKOJ+5QKtYMrIugSMEdS9Qxn+VcSmPCJFS+XuqX+uA7hb+c+DnXBqXyPKX9x4+xOImQdBLx3tCzk3Jb+WolZxFVC3HVhFQLQXtvx1WHRxPKrjIzXvybxgyj2mBxMmVSEs11XTlKfAdYu2cJdx+SDh6TG/I3EXTqPFLsYB6aPIKybdchNTmAiF/W8XSzoY9Dm3EAfimDrePnG0ltE9CHu3k17ho8E+RR4+vWqwlArM1CcbnLPUUmLDcPUaFp77X6eHRoMCn6dx7hpeVohCYdcxdU9eSlUpPNtuGAe9qrXs8a4eswNyflFuCmCdrIK8DKr1mX3rb0IbjbaOyCe1MlPuou9n6Zn3dp7SozeFXfuvW2p7fgNzFSmFTRerra1HJQsMtQ67mwo9Ik7jPw8vUbRLjU2Xv4Dj3i1XClTyuefs19m2A+rOzUhr2v6EGQl7ROCRMuMyvG+0I5GJyNu4OiOJYw/7JzpzDh/O95ZlAQYDad4cv8SzCUf7paifyXNC6eXWM5MyHt6d3gotTFfCHGDZ8zXGOSphnu7u5xd3cnhgKj6k4na1nnIruUzgYS3G3NQHT9IS4lRP8JOsMznIYJxD8SxkDSkhgqZlqI27uNp6R6tljNiVeEWmMbM4kQTOcV16mwvdxpxIXKPAlbziFyzVE7zMo+0M6yV9nllCQIwbU6IQa9HrJWYuLNLOaIKwvV7+WGbiRR/VNGmvevLq5fJoOrFHmj9FMBfBE3JHIQnKSI5+O65bvKPlfbNvi6Ajd0ffmO3Ki4CfBIOY+OTdxdEFruvPmVnupR89vqNuJpJb+Qeb9sC2FFY3GZ1sQWL8sWUlJfPiIaEFTEhiILUuuKz3n9lDNF8tUiBCoqFNFtptLVB88uHSsVbaZLh89iyVskHSP6bnHzbpr8H7ObmsrrMJXM6QyqRQXVRtqrwo+aYlUDvjTctzDxeGpW9az5X9tVdUO53P51jQjBcVV+mAr2aLIhXpGt8iVbLbQAZvmTLPtGy50hoYwVV/O1KyuWlUnNIWRzNYhmGFhO7j8uuDU7hvhBYm5JIyT73pA2BgvXgMj6lihCJjtkInQ7XdnOy903NGbW2Rrj8QS//PJSFsgOebJyvy+7ka4Yiv/qEu/evpVAa1zEyrgl4/EYpycnskOIcVN++uknrBYLzBczTCcT482gSWHPCeoPhjIjRsOp1eMuHG6/poyFnIHEhbs0k1JAFhBzPQ6NIROThtqzSrB6o2nCuDJsr0yLMSAezw8KI7nSaOFCZBoupFXWF1LmxirVql4X1b3oNpJnHY2mQX8gsXDI52E02jx7yI6PWh9/+Ay5fBpOO2X3RVAt7qy0pdCl1UCnAbSF0G8Q7Lad4j+hseWz5AAyZLeVpV/g5su03wDbB6UwTW/HLXUauo9seJM7fpMS63EqPoaf1+dv2RgBOLmSlybcl6qPtztvvqJU2SWuTbh5N234lhAVw7s2lavV4LfZ5lnF7SOXYvlwdYH7plUWve5b77eCt6tdqmtf96yjZR+mnaRoxmKd7oZ0HkDq+fe8h7NdVK19YBtYTcTkP3bah64F8RoY+TnkuIDUnE3Exalm0S69BYhjOQGZTwJOBfW6HZyenuD07BTP0md4/eYtfvj+R/z897/LmKahcnJ6KmtQksTEeeFZPzx3qNPpyOLe2WwGHnw4GY1w8/aNbK3mydGMf8Lt1uRP44FxVHgKc6fTRm8wQHd4iqDVxnKVIlgsUSTcXpwYQyc3cocSxZbt4d4oNcQqnRFGA4XlbD1js/Be5FZoLtrlehgu+uVpzVGSVBVtSo07o1bTefzQMTahiTrMdUOMuNvn2p7FQnZRvXnztlrTskH1MYD78Wd47qxh3Gp2kLKueiL3qLuT8O+F/1AaKN9BB7ZKv/YPrNaM7o9JP99QS25seZiZgS2LzXk7l27pqhJv2PJ+qMDmmWinkWzGWmPWxWFxKY7hR4B5gAqieXbaF8EG4RLgGi0lcI/EsfV2kXZpuulddbTMHStuWst53QZ3cepp8+Q0Oq6X/FZy2/TYCBfbhKPJDDV/qDfprwl2jG64OLZaTNtMwQ5pKVQZmfHlbK69DepS3YazDW7qUpf8Mcd7mR4L2ibGAxOIh4GxVVhGbwpD4K/tfc+XervTwcnZKa6fXcsLny/n+WwhHhRuR/7u+xGSpC3392KxBAPTMbLui+fX6LbbmE7HePnLS7wKgdlkgjxNcX11IYbQdDzGw30qu3W4AHY6nUmMmCiJcd4b4PzyGkWYYMbIu5zO4XbjOEYYJjKdk8J4T4LQeIkoL/tJZmVoVYgREyAKIuttMbriLiO2laH482ItZyel6VraIGFLjEvKjDXZYWX60e0N6ksNrSJfy/RQfzCQqaHx6B7T6fsnGC3b+vQfCO7eGK5i/1GaqO3bp22Ky7bvg3+8jlxOx1H5UBQqOpsp1QFL1IAwadUQMaqpLoVWlKq2Eab0DNTNNdRoAEm9Q+GVCL/RlNtgN+02ZxvcxamnD69Rr/9bytXbWs+ZduwLO6LVNdK1TEmsGVoW1xIfC7fGpMwYQ0/ucrld+fHAQGnGCCCafpjwRR7S05LnWDJy7GqOTieRqLGT6VQMHk5jXlxcyBqUdrcjkW9pbNBzwmkkGjkMYX96eopWkmA6m+Dd7Ts594hGzFdffIG//uWfxRPz3d+/EzohQ9632nLQ4GQ2l8MLuabm5PQMYdJBPF8gBYPiJfJD1JZAcgyowrAF/DNtYkA23eotLZOvAWrAGClR+aFET1MS83whnsm0Ao0WpsVgFmUZi1OemeRBo1kc2dSbKE1C9q94+GSWSSTffncgxxDc3LzF27e+p8XxnhiRDVFN69eszlfvgu8aQNIArfwJr49+IewU+gmC7qL7BLIftKovo58/hNlT6h7Cx8NVtnr1ig/O82kNsgAAIABJREFUNo1TF2b4mIeXS5w4LDPl9oa1CAKXrxW9gxXRYGstc+UdrZSqcnkIiEEkT8sNb8Kj49wzkVzZH0u77X8M1y3XB/hmfW0D22fSWo+4pp7RVVPdCrZZV+kcepUHKrvFPEWNz/oAItpjB1QxbZcHrGmrr4tDaNXWKbKiHRAl3BkgOqp8+pVeq5ImWFV6REoUtXn/lJT895HOWNlbpibPDtyS3r6JDe9o5elUnuX6NLmXucbFbn+mbJwrsT8aMUnMwG9mK/N0NpVFtTxLh580XDhLbwjpxlFLDJdOtyNh/rluhZ6b8XiE2XyGh/tbvH79Gn0uTM1y2UbNIwK+eP4Cf/uXv+KPf/gWs+kYP/7wo/Q5o+sy4m6335KDDjlFlGa5eFU6gwHyKMEyzVHEMV1ECHjKdBggD3MJdMd9x/TE6PgR9ZXxo0wnUD5uh+YCXE5H0cvCwHNRyNgxa7OgmOsUbXA+zv8Yw856b6haYWGNFi5g5rbuNJPYL5yC6vcGYsBQT/ej8aanxR3E9cfAvj1u8Fw6bk2X5jYcF/9zpZtk2yX7vmWfqz0+X799rvyP4bJ8F75f/1PktT28avqpfJvouDBN67XiR+1sasg4k4m16YGp6mpqs76W/H79FBowvWr+ZV+4veznXXnYt+6LeDduna5L58OlXclJ1c+bsfqJx9umEBsNJsoeaFLvENxmHTjsPabmY51A07d6bxuNmXgtlJSGh2DZdSGkyJc613TwMEO+jLnolgcFcr3HZDKRlzMrEa/VMoZIr98Hd/ws5nMJ+y/nAoWh1GFkXXoznj9/jq++foE8zXA6HOJkeCJeD/Kk90Oi9bYiDIZDXFycQALAFQXm8yXmnG4aFIiSFkJkWEvE2zUCHmRIk0CmbsynkdGKhBktFSTTXnTFRIxiG6HdastOH3qSaLQI7zgyRst6JQYcdxC5f7SFaLyoLkV31jYUvcosLafcQnS6PdmhFEeJGGvVlmeX4iNp6USvY1mFcGXok1ALVeGf+BZRtjuvZnDuEZdkJ5V/jMKn6ELGQcP4eEwz/hh5DF/Ljax1Q0DLjrn6cvh5lyYPRxNjxN6AupbFwMxDt7z9nZ1RLg3VtXlCm/0upfrkC7Io3bWsJ0vj3K9lQS5rlKR3yV0iHZB4Cr1tdV24m1axmmBNZdvwtsGVxuaVnjE7luQhldcfbNJZzoNOO0/cz+wsVrJPN+mSJlzLtVZ3U5JjIdva3ASXcWq9dhS3CYdyuHA3fZyMRk+GnwbB36Qk5ZvgJ0L0zSOdcwAtK7MYJtYDaLc6Ux/y45NAdhiZtSwkLpFko0gW4tIDQe8Hw80NBj2cn53LYluuJ+FiWS6sHU/GMnrobVlnGW7vbvHq7Vs5DoCh/xnH5OLqEv/yL3/F2fkJeBbR+P4BDw8j8fZwCzKnl/rDPlemoNvt4urqWoK1PYweMF+uMJ5M0R4sJIQ/K2VpjmydAvkSRZCh4A4gWVDL0cFpIesFYYPoaZG1Okxz/UosZygh5/bqDEkRg2cH0bs0T1dIV+aART6uZP2SPRxR8jT05Plm+oLPTuqPRhcD2S15bhPD/dMI63TFeDH60xusofv8btXubkDdG0SaQscnvjeF4xH1GeFT2Jjusghue31x3TKiu+Xb6Pl8P2felb8muycUy1xcv60uuttul6aL81HS6jb2BT2a2S5CtmVlA9VYMnVKsOXNvIEZPL+caNSb4lWczevEkJGzWDda49N6LL9B4ECAT/+Q6lW7TK3DaLF2RcH1Y7hwo8UK7xD5NnE9Or7Au/Isc8vdNBk9lt8U5qNCVFwjVr3dla45flXwOs5ThFPeh9I4tl6NjzanBtzWPabN9HKg4ELTAkHGAGuMTWLC3Mti0zwTr0AuwddMmewoShKZ8llfXmI1m2E4HOD5NaPSnsmLmYttufNmsV5jNB7hYTLCarHC3cODHLbIs4iW8znOz0/E0Lm8vsLXX30hYf0ZZG42nmDQ70oslpOTEzkVmnwvr65wfnGFvEix4pk/QYTlOkWaFeh0W3JKc75KsSogU0IrHvLIBbU0kGJ6OsxuIGmoLKSVA4RMNHCeHRRF6HXbSOlQ4anNRY4Oz2RKEkyWM6zXS0ZtsSHr+EGWyWdXGHAdjLmt3ScdgaxLb81quZBdUDz3iMYRF+Sen194W569kSBEvQ4th6tYSKZw42WlSFsGBWs10fZYffDsVnG2FuwQYVedXWU7SP4qippkb4I1CbsvXlPdJ8JqA/+JtHZVL8etNTS4NVD+dMzLO8l8mVAdlEuNZfM1Rmwi6895iQkN+SRxgKrUGoPSFV0jUwpnRKpeMib/1H+fRE/1ZIWgLuSv3qwGEempcHRFzahKaoYMqzrELKUStYHyYyDjcanzrvWbEHB5GlypVzL2y12ufpmpbzBKAm6Fo9Klrt3azrorcjJj1EQz9dDKbKX3EnR8wn5hC29S0ZvEpeipwEWpZHYrVGmvalXAlPWMGJ5uHxg0w0cpGM+bLRHDjd4HBlSj4cI1IGGQyMubwzS1Hgd6I6h3Gg6kxMWuZ2dnCBiT5e5Oth/zJcwFtvP5XKaQuMWZEzHL1Qr3N28kgFyv28X5+Tl++flnTKcTPH9+jV6vJ6Hv6ZXgS/zy/ELWfHCh7sP9HUYPD5hNJ+B6l4vLK3R6PaTpCv3BiexiipI2wjiRsP5yflKcIsohp0uv0qXEVxET1Xa46Jrn/VgvCw0TtpXRbjkdxK3UK9BYS8ULw4i+XEDMdTsZQ/KLLvgcZBA6cwSJOc9IFrCYdWt2OojaokeKRsuY01kznps0A/XQ5dEGV9eba1rqvbtnTvtd+1mrEe7DbBnBWk3RP8V1iziNsvgyunU/h+wfUz/aVt6w0ramxjowJyliaVf/o+lll85VB00BzFhmFj5SI9a1bIkZA8toSvVWuxvYB2IUGQ5N9OtyEc/VvEpWx/owuWNpu/LtKYk0S+vpVflvy5O2VNz+8GlkT3qVWVb1kfJ57EqiLo7Kqcy0TPPulWX6c+H/+GlqqWYMOWrb0NgG4Dj9GBb76LuOI7JyoapspCnEs1AEPOHYbPXlQtQ1J1Sst8XEMaFRQ49EiM6gj2w1l5Oa6T3gOUM8Y4xrXuJ2KIbAYrWS3UIMqMZ1Kv1eX17iL3/+GXEc4ds//AFfffUVklYi613o3bg4PxPvC4/0WS4XODs/x2KxQM7plaKQaSbGhjm9uJAFuXGrJZ4WelxoJXHNcBjGiOMAUZgiKiA7gGiQyFSQHAJJo4PGChtPjwqtDK5hCcQ4Qmp2+5BgqxUjiUPhz2B4hDG6LaerzI/rWczPPOfs6Jfp80IMHok3k2fgOUkP9/fizeLZSTTgDlrTouPJHztN8CaYDjEps0Qo9Of+Uwv+1yDLp9KFqt3tS4VRhia4C/Pl/LX1qS/fMfnGL1RLSMcMs6IXC+CFujA/ltgvNRohpcdANWlfkpqtab1ZYr3JXf7moV/1Xu0l0EzmaOjxtM18/zadNsHJy1XNJm/dmcW2G10bzVcvwqoOy7VnXFyta1TCHtF1SQ53q69Smob8IWWu+v16btnHSTfpmpyqEUT9ubmPI0fZHcJqk58PcUVimV/uSvl4mdH7du2zZLOUMhg5qnKBCbb54tOPDOrQxDixa0Ksp4IeCBot0/kMvZOheFs4NbRcrnhqj3gZvv76a5lO4rQII8/+8U9/lKiwf/vXv+Gf/vQn0MN7/3CL+7tb3N2+l9OjW0kkp0HTU0EvzujhDpPpDN0evRQ9JB3GYuEpzi3hn8/mKBgcLowRtcwIkIW0EkemDcbfT22QOl2PYgwXcbMYoyUoxMBZc20MjaAilzy3Pduwc8bbTIOFHhf+uCqPa1sKnujMvKzpNdoOYE6RZqyXPBPji54oRtZttRIwWnC80THaT6TEtPS+fPbVPXiES1l5MWOmCVahioFm1FNDN5k9/jXiqZBuBcvYBTl8Fexi6eBiGeF0t/FPT9h1cUs9WEK1MqsqW6Rq0WzZ5oZ7oMT5GAlfRvJQw8x96dXgqgv3hfGYcC4jUWFT/zxGhOUuoX3wKxxa7s3167LYLq4q7kg1SbMBM7dGSYXlZlqhwtQXwGNTWJRUzBh9Coo+KjrSQps1/WfaJg8U4tqmVnzqdUshFbEC7JUitW0UHyXg6akU1lZspOsYgGKsKZJ2qUvTLXPhQp8VtBKTxvNVtsbWVYOTjTQg/dep+2hDFWGzjoqoGNXVLdH0Zv0KvzllXqbNZS60Gh8VVF6w8jIxO0V0zJZqE52obFU9ptznaL1kV069WqZ2Sdlptt+eEseSLWVsYOM/3xSlfP4poOHq8zGjwQhGbwrHT8SYLJHZAcOXa5qaBaqsyy3APMGYC0iZ566atcRoWRgPiF1sSrr6zuFLmT8uyj07O0d/0JcXNPlxWuibP3wDei2unl3j4pLrOkKs0yVu3rzGTz/+iG6ng8vzM1nXIluNUxM4jtNSjBFD6TMGwIu5yLUtkWa5yFXGugTJ4ynMxrjiGh2zTidAkYXI7LQODQ72tpx3JCtTzOGJ5tnLSLr0wNBLw8MeE7STCC2ue5EpcuotNx4WIuUM8U+vlDkSgWtjaJxRtzwhm6H/5QNCIu/abdSM/0KjRtw98qDVh57pHFPB9qj2or2ZJUt0hbto5UhTOqbQQ63m5BsGzS4QO1k72sUr2bpAbVcJ07kPBdRvN1p/dmgKgkkbXLlBnEY4SVtHae64upV2oH2oom03rtC3spQilQlzi7K9bH9NB1sEq48Da4Vvwd0F3taHu+pomdn77zTCFvhGivaw1uO1aTwRvknNgentIjsvDDbxq/UMRnN6H1GbJT0mpNjgGP1VmHJnKnL5slCASCxfL0yRUFlSJkzJNn1ua6+ptf1fIe8rdDt6rUS2NxoCNXiVcUeahVqQaQcV4eHY55Fgu20v4XxWsFSNFFfv1JvSM9dSX0JLdzY4fV4J+2iqScfbXrIl36onLX2V71F2jyDspsPmUgbZlWZl4GiUP71UQm7wOnJISLdU96MdxzVRLXOHYw3iZBqGhlPLS0o9U9n8S6YV46qpDgMhwRezeb7xpU6J+QLnNAxf+Pyj3vjSNoYxYWa6KMvWEp9lNp/Lu49rNtrtluidoe65DTpd05tgdhgxoBy9Ipze4RoWBp6TKZ+ikGmlk9M+ri6v8O7tG/z800+4efsW6+Ucz66vsJjNZTt1r2ei7nLnzZoHGK5S0NLq8vyhpMW90bLGBVGMlNuxc+MpIV8xHsQAY8A8eySBHSfUj3iNeVBinon3hAYJjTcGhKNx06Lh0koQBdyZtESQRFxAK7Jzse/SnnRN7wlp0UtDZwGNFxqE1BzlYCA96opHF9BW4T271/SQdl3VrWYQNMGbYAa7XucxPLfOp0qrTBy/0tYSUMnu64AlLtqu8qayT9U25aOy+rI0wRXGuj6+0vtf+Sr6UcXINll+qRBggCyXn3zQOC/OUmnmQU1so2v+qwRNqoKbSvVSzRksJbvt5ajln+t6sFzyNmzQm31DVfSoB6MLeeG46lAa0mgfR/Vnr1K5MmZIxiX1ofVWye9Tpjwqm1/2gfNqcWhD7QLdfbiU8svz8lB5VedVPaZUjF38K6NiF1Zz2T70N2tSskpOLRcPg4DVOKbxZ9aw0BqRIsuQHgUGTGNQOP5xGkY8C/SAcJqEJyLTExGGsnuGXhr+0fhlFFtO73BaablaSkj+Aad8+j1cPXuG6/fv8e7mrfCbzKYY3T3ImT/cVs0twpx64nQU5ZGYd7mZVqUXhscLZOw/+cd6QiRQHoPAGa8Ht0BbJwuKlGt5chQ0svIAEde55KkxXOhxWi2xXi6kbjuOxGCZTkboMqpvEmO1mOP+7k7kOzs7xXBwLe26ff9e1ghx51Ovz4XGmRgoRn3mOUmdcb3MbqPF7WG22Msz63aMaPmxf6SCRXLpPVbvU5TrDWtvZFdU01BPB45MpS4cWJlUQr+G9m6TxYEzqaLubFfZwP8FE6ovR1fug009K0aPiqxXoy9Xx4RUX/6+Pk29qjZTVc7H/ofJq4JqbXXb3TA6pY6Ds/EJTiOISErcwVU+Np6OYnxafVIeV6ZPwd1+pUmDj2g1qxwqsmVzBDen747Qjcq5N+Nt/UEfkXmZciyVBhwVUfKw3lN5r1gca8zQg5LrxBo9F8RhWcFpnBwBp6HEyDAGBrcB05BZrVbg9mcaLcNBH5dXl/jnv/wFNABoLCwWM6wYyI5eD3aL9QgzxoueM8TFunHSQtzmupXAeorMdmUGiyOfhKt6kUvsFXo4ImuM5WGANOCC3EwW8UpjJZ1K9NuZnBydYjIeYzmbyPbp8X0fp4MeWnGC2fgB9+9vpK2DXhvL+RQ0WL7/7u8yrfanP/8Zg15HjB4eBsmPQE53rVdLtNqJLEamx0b+9MqMm7bFBsd2hjsdILgOnEnCfBqat6iGrHyBuhz2SJNAjYipo/R9Ci5cPyoUp3SBqpFikV24sHKI+M/ADV0ocXt1RfXreqifNKuyuPJTAIE77RVYg2S72uWWNVT9BwKxpaa15qHlbG+mLm2QstIYEVSLb8vNY08HnnkQuo56bivkHy/yCCz7homK/y6lbn6ZGhl21Wkq26TThNUMO66uyvl4W2svjZoISsMAtZ9clO11qXPnJeRWeiztPmxsn+k9pw/HMl+jVZe3VvSRM+yj+lg1L1NhS2GtaKW+ygboy/sAAX2duFXtx6NFcQyC+nulZK/PLZfGI+mynYLn67zKb/Y/y+yvQhOYyKvvNLbBprUdMhXGqRZZFGIkEJjIoAaOUjdGDU2PgB4Gxj5ptbBczLFcLMx26A6nmNq4vLySxa/c5syFuZPxBKvVEqxL701k17FwUTAX+3ILMQ9obHU7snZFvDwyrUPvCpCEPAyxkIB35EWvB6d7uKWaC4Bjti0OzXZv7pRimzj9tZxhOeM25Qlubm9x8+YtWtyyfTbEfDLCvAAe3t9gvZiW279//v47/Pv/9+949fIlvvjyS/z5T/8kXpn1KkYr4SLkQLZNM2YLdzeF5KsK1Sv1p+lan+wYBMTfF3cHmc9S1Ci7zNkdJ47qjrV/qzppavk/arua2noQzFWMrUiQ/lxaCtMvNLdqfazwJeCWGirEUaiP7/LZTGutzZJPC6lL/Wl5P4XbMXJXdaq+NDA//xTJPkRdjo7SENGnlg4ZvZKRpvXqMm+CueUbaVaodLRRbAHEOpj0NmI1+GO8q3KXv4FWZTWSVlYX302zltQU69CUCEztQbXsrXfELHvlMhRGhO2AUXJTObOI3phMTlGm6RNEAfrDITrdttnJszbeGNZjKNxWuyPrYtI0x3y+wHw2l63PnX4fbS5+LeU2a1e4/obTQYxmm61otHCXT4YcsXhcEk4fUSauiSkCFGtZ2YNszQi4XDcTYDp6wGwyMmt2FnPcvbuRwxNXi4V4Uk4HfYkl8x///u/48bvvZEqMC4lPhwMxhug1khgtkzHARcVcJ8N1PlH4yPSQ3yM2Lxau2xtb8JrAWq1poVoT/oeE6Y3p8ybcDEPzr/C0X7YVf5W8gjCl1r7vsZAyB9Wh7EA/f7JR/vJrYZ/Hit8GuvR82H557Z/9sH2sI5n6ZPbNa6h3eaTSwyKPHzsPa7Y5G4mcsvIL0spq4xKULMWdIgNPH292jUyJYROGl/bONr1tg/vUfrV5HZxyd+r25rq029q4De7W3oZTecjU8/hhxtZ2fh+Gvtu2Q9LkLj8OKytKk6xNsEP47INLHvqsZPrzasaRWMei9aCJZCKcSmtxGx5+AlI4n61sF/MyHSSB8mWiSHetir+VfOxPtiFzTUi7I4tx6TGhYcADEBm8jdM3SRSj1x1KfJTFciG0uQWaC1i73Z7UzfOFrKlZcyHsciERZ82C30iC4GXrHOuUHhPdJUSPC+PIcDEu7wUusuWanQIJjSHxvABZHCPhjiPGigsYVI9lITqtGK0oRLpY4N1iLouYz05PcXF2JjRu378Df8NBD3/961/xn//zv2LQ7+Hh4Q6vX/2CN69e4vbuDgyAd3t7I5GDua5n95oWp8/2TUrf/mpG2r5Sb8fTpnhDc3sFr4T1j63rkfo9+yvUgI4P9rJ89dirLyrx9CcjQr6uzMgwNMzDWukZtzEfjcTxofJY81n8g+bZfr2D9KpNpV4UpjrSMr1queZdPC1zYTV120qKpzT2ubp1PPobMru4+9D+sDiUzpfww3LYRo1c/bZzS61K45cpfBu9Onwbtk/V1GqG1su241S8FKeC1KUyOTFabOu59VhqOVWM4cJVL+b8Ii6a5YJcfnDzP3o6uEZFAtRlmWwR5nZpemR43hDjtPR7HQnG1u/3yxe+Hi/ANSnpeinrWbgTiq4VGjKz+VQi8tJw73W6OKE3JknMbiIuzJXnG4PFMbYKIwKHaHE3UhSCHpgUmazH4RRTt5WgHYdIVwtZ48K2XJ6fgsYUT7ceP9yLZ+Wbb77Gv/6n/4TBYIDXr17i5cuXeP36Fd5wR9R6jX5/IGcu8aiD+XxGo0WVXKlWFOUM5FKX5TbPCldTgqNf6ATuwJU6JVGlcMh1U+ZynPtkHD5qLPu4HAQOWkmBcP2jpVnl6mnF2XptIr4V+cMUCEtXYJ+s1x4VsVbF9qfvRVJcJemWG741Kor26NWn+2gFB4F1m+v7svh5EmmCNdNzeWzWcr1MRnk0O9w65CZeGalsFewgGJr2S8y2j7ASbtupDz2hZ/HKi/2qc8iaIv3aKxEPS7g8D6vpTj8cWlPxjVGoObmqU4oZr7HV97rRXFnPwSuTZaLEchKV9h3gHsmK76babW/u5LsHiw+K4o7dyoPsuk2r5+eHE9yMqUrHZrLC9KfPZSPvAJxkqZUmWFlYS1T8CS7bKWLwHnX7UqnaPrS3sNGT8bAKDUvfOlTkDqYJwvUf4mGhl4WLYG3AOTpVZKsxn8viZDFzRvJukqMAzG4ivsTF62HP6MnSBIw5Sz3SoOEuJf64cPf07ExiujAy71ROlOZJzoWZZgkDWfeyWMyR5BnmqyVG9/cYjbnzaCURd+nRyNtthC0GpeNKO95muZy5RO9OkfHgpUgMCi6apQeGU0TZeo3FfCrGSkJPyzLAfDoSA2syuUe7FYmHhcHl/viHb/DPf/lnmTL66Yfv8G//17/h1avXogPqZjAc4MXzZzg9PZVFyDzxeqenRbtHr1XX1Xq8zBBvX9yy0mdIlDKWCSOEZplrautj5Z+hKTtZuvL6iE3t83F25ZX2U+ns4nFIGeVRmQ6ptwu3iZ7C2G6mpf0KlJzRCEEl2KZ9mMvbxSXc1Wvd22Jq+fi7aGnZrjqKs+v6lPpPqbtNJpemm96GT3gTXhNsG+4u2o+Xub36OPbnwPB14ecpUxPsOFmpD6sTNUDVCNhC0OXtpn2hxDbYQoPgx3qiRnsHHS3awFeAXrlXSPYNU4HVR4l6TkSrpYVjPCyCL1NkRjk0Rrh1mecZ8YXO9R1cnMs8g7HRmpGt1VxUi0IOLmSMFy60FT55IcHr6LGh8TOdTmWKiQHnJtOpnCjNxbw8LoDTOJzuoZEji3MjM/3DAHeMkptxm3O2AhhrpshkHYpsOOK27MUck9GD7HJKVyvkaU8W59KTc/P6F1mjQjpnpzw08hJxCPz80w/4r//nf8V/+7f/hulkiuvrZzg9P8fpyQm+/eYrfPnll2LIMFbNTqNFO+RDX2Wo0pz81H86R1oGkTMC6BckO1b/ZKxtfiJp8UFXNdRdj8RBBD4hcnmPPYGn6vNQEsfWEz5V1x3K9ih87VOE+iVmPQG6XbbhIaxf/9JOKlpl1ithSlgHSwkzSA3+hlJ+X39+vkT8LSbkQb8p+GNt3FW+rYxwesOkv+SGkH82mR8J8fn6+SPJHlnNtFMedWymHYtNMjXBjmRqGem9U1FxebhpYuitUWF/jhQVZCwr9aKWo2PLGC2lFK+KWZulbRPvCMea1BUrofS0sEx4iFfcWnNhIHFduPaEi3G5voVGiARl424biRprjBcaOGuG1ud0Eg0bbmVOEtlSzdD4k8kEeX6PdZ7hQYyMB4mVcnlxjs71tWyr5roUbn/mNFCQp8bbMZ0gYzyWVoKi35PdRpw2Yuh+BtbjOpg8XWNOo4h464XsWGKMmdt3b9FttXB1fYXh8ASr5Rw/fn+HV68Z2fd7OZeJi4eTxJwe3et25LDE4WAgbVyn/Y9rtJSdWfbaryzhviw+gWi/en0cqQO3XarSI0n95qpJ29loNVLYAgGqiSIfVmaSSIziwkaStpOPpXFiHljbFMCHQqVbN72txu/wD6cB+8IgQe0EHfRN+XJQOPisqx9BfPvKmLFE3LexjocPJ/yBlEQwT3ARfgvsQPIOenWHGKCq1EH5iEntOId3DVTLHC0H26Q/lwjXo/CPdzL/kxznX+zQIHc5yFCn8bkgNo5kizPXoyyXSyyWS/GKRJw+4mnTUQTGY4mTGPN5gdl0KsYIT12mFFzzwjUwNCK49Xk8HssRATyf6Pb+VgyLDg9WHA7lWIDT0yF6nbYxQuhBWdKDMpKTpBlErtdmNNtUjBB6hbj2hWtgEsaToXzzOe5HD5jPp8jSTOTi1BHXzwx6PVDuN69fYfQwEgPs6vxc9MADJC/Oz9G1tCbjEd68eiX3Dz00sd4vRoWbofldRftprWOUb0p5zxGudLXOZ78XVRBeadXyqp4VHZ/2oaIeF7cNrvyKXiPZAHTrGH5ujd9O2tWDqM3p+KZ2ue3+7bTyOEld3eiXl3kjmadPpR/75S6Hz4sWLUMOHGJVSt0cSny8m3J90CuOfrG50jfB3PKnpI+lfWy9SlZtcQVpounD9F6uavH2r3T9ONzzBvhVt+atvE55je1OG9Wp5Ar4kdPkamRs0vUm86o9m/ib2JuQ6n7ZLBOIYysy7/fbLi1JW7aQVVNBi3kP12jJTV21yb3HpU7VcCVhZavlOPvgAAAgAElEQVTqsMC0z0wFadpAbTVZ1yIx3EQAysBnJ6nIWhdr1NDzwLYzVku/37OxWpaydbnf74qnhdNCNAx4JS6PG2A8lvv7e/FU8DwkWTODAuvVSowKGhb0trx//x4379/JQlxOx2TpGnEcoi1h+CFRbCeTsTmA8eEB0/FEDIcYfaEVocBqZU6VFm/LyVC8lIytMp2MZcEtZep1zswRByjkHKXlYon3NzcyVfXs2TNcXlzg68VCjC9Oe63Wa8wXS/z4ww/46ccfkKY8ryj7uJ6Wske9hHSO9m9ttHiIHznLgcQ//7tVb46mB56KJG3QjAxQM9gUpM3SZir8H/GqN7UaK7t0s6uMuvHLXX35Zczrn0m7EJb42vfzBsena76ClbK5Sk39QFYpXe+KyG4OEzM1zImmNIxpaJij2TntTFdwRdNIxEV0Zl1+ialfWLY24VqP7WLcgqbW1KW2OXaM8Ny7RiMZkmBbVOYKiRBzN5kyP28wXT1XaR+3ylf0maLyTZm9bUUW27ASVZpZ5myHuZriBwvJCMxi1y+2tiCVlA5PlIOl1M1+NHy+9RYZGorjlrkwTfscie+WlYNMxhZLXYpS2wJq8CaYz+pJeTOWajz3oPf/s/ce2nEkWZrmdRkamjpFl9jq6Tmz7/8euz073VNdIpOaEKGF6z3fb24RARBgEiSTWVmT4Am6u2l57dqVH5ee/u+Pwc2CPxR/I5/YPS4/e9Ptz10r9LZXHOeKO1t2aRBzcY4LXdnyCt06ZXR8IgRcI7FGcIoIhQJhV1gtWZZKRRjtHygYqzy3zXolhASLuMitQG3Bomyv2xOlhTJBVmo0jtBACkwCuciyQBmBDYQgLvAFasp8uRBicXV1abPJ2Oo8Fxvo5OhQyFA3TWXSH4N2mOe3upaKNVQUfA/J23NoogjxDkKE1tBlpyNky7GVQpWBwO9w0JNNGYzfQaW5vLiwy8sLIWCcx6Im3Zyyr/XNtN1YAl+r6l09fu3csyE+GwWRlW8fdu27Ldcf5ruKf91vN5GU/d5oHNpB0MPfYtoB2s+rcdsbI+KUrIWlH0zLmLd5Xf0qbUsq9BSJ3SJzh63P45pDAfgNcV/7/di9t+WSbguZCHPIiCftOhkI73q9tsgqiwzz142eIfYLZJ67dL47qADTmLptkTK0JiBXbFUQW817EMoMNqXVAfEAc2f3xbXKtX/X1tvefPv9IqXdhN329+HyVBJJtvNDCOPi6EDYcNh+ay6B5GRwD9W7/d5Lq3iXVuPp8yonH75drqyWv9YiLSp9Z89GSVzZtOXmznR99+W1eX06jxTtFo1aoFTXq/bd8k25/q0mb1dge+N2rdmWRRPbP78m/fcupQ/x/eHbZ2wbpG/fHx/n8/kn8ftxu29CnVYIKfzK8GW7MF+Kf/pU/vvTnq7N7/fdNZV27beYOm5+79dLOR+Kd2ldne+Pb1vSdp3tl3z7O0lDKCDOt6DIJXKmSHKcT7ZO/3w/qFmWZ0t2Ov9iCw3ngAjQOrVmMgJHHJfIdUh2UqRebIYvH9g160Vk6ywTAkB8EkZW1Zllq7Wtlyurikom8XGKSJvms7mEW3HQ6KgsG+0dnBHyizCXjyl+4BX9qUqbXF1ama3t4uKdnDJilr/YbGSP5WA0lDozSA4WcjEEd/Hu3MZXV7pYDFo/SVBn2AXdFHcBDjnK80zyLiBFuB7odx3LajEf23iCl+vIDo8OLU27MlC3nF3acnYldpgMyyUxiJVTpXJY4m46hRG2gT6OsN1yvmUytWpuXzpMspYM0ZqP29PdUupHBTmAeVdS12r9v63W3xjJ08a7x7aQD1FaSKSu+PLaTaNLbVuOj1LK3aVmW/7HvPix92k9R8t/87y1nVR+M/Nephtd3Ytxr7u2vxe1DfBl+LR8612D0JbjgUmbSHCBqPbyf+37Rud8nK/HrRs/W9tpE9htBCTYfK4it1LdAd8uOM0yse7nSmXs5ETMt11IhG8c4MMhC769jGnbFUfXpc0UQOl4Sa0LC+rCorC2XtTYIAmtF2OkqbK6zC3HDsJmLSNPUZRaECVWh7F+VdgxfmUQWgnwENISW2kI3/EzCzHuBH8aQIb6oTyfujHZjlPbQjcUbY+3D9/6XWo3He14XBufG2ka+t7mZ16J3hrZ88iQoyQRR0pnMMtRSdx8ujJ9XlqutAp2haqpvmol5MNXqEL1rTm+mU6dVs1a/vtwjBa1rXeLc5uXT0+V8WnaNaCULsyV6sZabXS52hQunA9tO27h7HkOMI3bLl4ZqM4vM98O9dGNm6PQKWU7IyTipq4a9mr2adpkbtTbwGu99Qn24nb94o127gbI5b1ZgjLvt9e1aq8RRG4T7IX7V1+uS3dr+Tdaus15Az60g6ForSGf8M6nlydjjlg9u7aqxW1jGAte/Qnh3gmAIsqec4KzyIgkSSyLsZtsLcoGVUP5wBEh7BghHWFom7qxbJ3bepVJXiSJUoujxNI41Zi7EYNtgk+fSqbyyR/jWJGWQP2oK+sliX4ZvoVQf27N6scBdYUyMjfoDdR+hFnR2JksllJlpke0DU0jBHOtqUQBFhW4qYWInB45raEf/vY3Wy4dSwhEB9VlIUdBICRlPp3a6xcvDUoLfSwRDEbeJIytKmvBuMlkJiSJtYw7AARzEQTGDcBmtbRVHFi329E455vMFsuFyplPL8QKQ715vZhbv2M27PUk94KzxtjxuXazfH0R7S9ibZntmt5Nt8u7ndhdUdff3Kzswq4B/13wF3/br3eLOLjW33rYszZvbg4atV/OXiO349XG63s/7TbBXqZ7vd4sYL9wX9BtYXc22Wf67OfNlrnvNrQ9tLZp9pqosNu+bwvbB2Bt/H6ZCiIAgKs7StstHRQcpM7xmAsFGBHWUgYc2tEiH1TkS+bJ2m/L5Dq1u46qKKWkj5VoJBY2pQV1bmGZW9xk1rXaRkloR0lsB93QsKZQZhtbrGa2yGbi10Zxx4K4Y3WUWh11rIz6VsZ4WmWhJsbdB9l/HLIXOFJrz218b5AmAri2B6JvlBsi3w9CXT/2hna7h29bIa7nboxc/C4n6JLK0/9uDN24uv+FRLRV0wVX1n4tlLVfns/tw3bzcnu6/fTXyxIpnbJVlEdw3CHvprVtGPHtqy/NPX3EzX65xL4vPs9t39fihPy65txM69PR1l2cGq4MCvNxfNw6ZorYFkVJ7qglyMf5516ym3FK4vK+n/9a1XuF0Na2vdR2WzV7qa+/unxk8b/r8RS9K/u9uL2A/Wr33/eS3PHapr410y5w97YbUZ0NLdICCySJQ5m8Lwr2KB6PMXnvaCUhiEsMkhAKIcTEfZFV1uuAjHDYo2kTyb+OVJXLwpoSQdVGXqBBFGDX4PunLHOFx8TBUwKJKVOL0dqB0hJGVmDoDU0ikBd8BSWxLThnm8ZAMhbLuUF9OcDkf7djRba21WJuy9lMcisDnDD2e4JTL354ZW/fvhHCdHJ8ZAenpzbo9cVWyvNMdl8W05kQFuqCigPVpolMfpFm04lNphOrUY0GhpWVjNYBtwQnmtLyDbZcVhLQlQfnGMRuZdP1zIKwkeBvFMV2dnpqvX5P1KL5fPZ1ZVq0CFiP+6vhjmX1awnWRXCvsfvfH7f19jL/yl73+0rT/bem+EbnfZzv4oe+PxS3X4/e+a+t6/1ltQuhTL78j0wegeGm4YppD+UWaOqhxtSOldNWRXWk5IcQWmSlRQ23nsLiILckKG0Q1TaKQjvgCQnXCqtsZZGt9VvXmdXF2qxyCEsV9yyInafVGmpKA+lZ2EmLkGGbwY2xuEpt/Y4t5Tqmcb91c+0mQ2+7YVGP9NnK3vhxcYMKurTLq0FqESX37uK2h52nutBOV6iS8bp/a72Wd1t8iyzoexu4HfFdcT5uD0GhwO1B18b7+fZtcpW2/++VcVteD6KECLssqn9vjd/8JpVv4824m99tIzTEPm6Xf4e4sb7c3669++l9nKhJPum1+fL5fOT+9/773r7Y9vl6vC/htud7bXovYD+XK9ev25t7fT/lT71/sJo7Mqs+HPwp/q4++jbuCvEIuWu3s12CFk+es0cCacwEIAJ5LjVjWEFQSEwqwMAKZFMcAoMsCXIqLFmoElWFQbhK1mmhsiD3Jgk3WdN3SEeMDZbKmdnPNysrNmuzfk+WaDGZnyHcWhRWZplWYpymouiYVZJ7ga2UCUkA4cBmTF9UmPHlhb17/cpms4nF4Ymtl3PLs6VdnL+22eRKdlJAZkBckKeB3QSCgdsA+lRkUI9WKgtKyzpfC/EAYVnO5/LMjPAwFCMs2mL3BSSsRqg2aszZp2ss7faskw4sTUwUHqgsTZVbnATWSRpLw8oW5dry9VdGWlgCfqHdtVx2y+S3t99G4ONHwB2urKr9FXZzlfG9+wl0tVBTuTyC4mkxyu6AEvInDbeetkjYMkigpA2UldyiJrPIMuuEhXWj2oZxYwdxZf2gsrSuLKo2FhZL61tmYVJZXJa2wXdIlVkNS0k85R2qADsoiWBd4ZsEEjJAAua3mW5bor/QNk9J8qgDvaI3/shzDSakRQuuHWtutPyYULx/bzv63hQQ7nL5x3tJ7gposyl6/52AW78/1Ib9Su5K55GZ/cI9suPz38zrv/14+nS7535pu1D3djPu5vd++tviCNPvfuSL/WJ/Be9+jH/Jpjq25H1awN6QejFoSoBDwVwaLbCJsCcClWMDW7AstW+BEbBgmgaaKPJtGJAFeWGGoco0yg81AuTCxYMKYG22sqzAMBssl9A6XeRPIlmhRe5EFmrZ4k0twVwQGSi5fKMpBGuok8YWRX17cHpidZVZtxPb+btzafQ0TSlW13Ixs8n40rCMu0oje/PqhW5G88XMOklkD06O7btvntnvvv/eRqOhEBU8Sw96IBmp1XkpI3IX5xd2cXlhUEIw50+fsO/CHwgLDO0mra1uSovi0AaDrvUGHbGUGJMkCS1NE0tT7M6wRwu1OQobK7HzUuW2XE5tuZh+mNKiKm+uL9eOW+d6H2veIuy3pvwt8J93BNor7tfqoNYndbrD28u0OLIPke4nBAWMQ7csFybg4NspdoZP7ygFTh7DCSZw4Dc1i5/DrDFMUCdNYWmQWwrCUm8saXLrRpX1Y7NREtgwNutaaQmWI4uVfkmTmYWlNWFlTZ1bzv5EWLc2iyrHaw5qHJQB3Brn3yOoLA9S6DnSQ3L1u5ucP9sQJvat98et2kz/aDaR1/5cgOvRtYjbP7Sh/eYnr3+/PfmvP/S9AbtXl/y83CcT8+bn4+boXqem7Eq9K3yX4j5vn9rn/T1/s4wPfbt86uvNZB/R7Jtj9BFZHBf5VurbLjfnmHZTy+Jk74jCwn7UAYzYCdo5mZVFKepBYNgzgZJiYhmB1Uj0oqlFQamrwsqqMHlQbkrBK9KK8qD2YEcFthFwphRVYjVHowc5kMiOjg/t+PDQ0mHfVocjyYRAiM1WK8s3zrcPLKY+vof6fWngwK6BfXV2cmxx5Kg3aO5MJhtbWyV5HNrQSZBDCSWrcnnxzsntBI1UkEF4vn36xP7w++/t9PRU8ntFjhBw6TSaDg/s8aNTe/jg1F69HBlaRsSjoTSbzezi4lzODueLhQSR0xRW0oEdnxzZweFQLCDGkX7XDQbzYIM5ahMsIsZrk60ksrHeLC0rfiGLuLvl8dvbP+cIfAIE+uSBAHT5+kBcPCgjzIfzrIUcODqED28r9VmU3m1uYnwq4Trtt5MhaSxuSiEt3SC3bp2J0gILqBc0NoxCG8Wh9aPGkjq3oFhZlS2szlYS1FVeKyyuM5GGoaVwaeI+4nlsIg9Ll6i0JCysY6mVQSqtIgkOtwQDJ1Dojjva69rsOgQdxvXDPbfd3PaMfL6X7Vjc+iDnLvetSf4pAz9mbO7q+P9J4/VT4/SheBf3KaN13zz7rfhQXhdHat82QhzFFaoA5NYid4KnQlIiKLC1Ywsh04aKL3wOctVQU/EJVEoQH2F8tHO4kMQI6MvpoaOu4DUZxCXPCwmyXl1dyJBbT1SWwE4Oh5IbQXWY9mTrtc1nMwkVy4cQhuVa+yoYepO6cRRZJ8FuSmmrxcxGw55Np6nKb6rQTo4O7I9//J1dXpzL9D5elMmHk8VHD87swdmJHR4MRXVBExLEazGbGDIrCN8Oun0bDga2XmfyLwTCcXQ4siQ5scGwb8vVzJYvsAVzoTGCYjQYdoSIHIYDGwx7FoY9XBjJ6/R0BnurlpwP1CRss+RFJqQF1wFYIL+XGX93WwU7/NCU37WJf93hn9xnhmorAPwVx2Dv8vNPTfUSeQ/g0t5T95amAzkO+GjttnIsDnFxc+FyktulA1BBgdl9E9J6WwV70a2rtqgprRMU1rfCQFxgDYG09MPQBlEkhKWLx9NqbWW+tHqN6eu1hVaJShMhtFtlFpWVK19lgwxBUq6VBrPZcQ0QzKyK0CxKrQoQ6ZUUjVOq9gIudEcT3bKF4Iuj0KRu+sWwNzg+/INIi1+4N/O5sbvP/5+8f5hZf+O9T4XKBxn/89t+z2q/aPK72n9b+K0KBB/ZGjdMv+6x+qmuqncOKNyR1EVu977kvByVxcEFBy0QtsVMPRcLbKf0uqmQE4RI8zyT12NsjgiqNJWjxAQI2LfmCvDVE5ilIC0tEgSrKBC1GJZRbqvlzMZX70SpQKbkYNSz1fHIiiiWkbfJ1YWE8GHhdDtdaRzVlVm2WYmdhIZOMuhZEifSQkSot4NiwMHA1suRvXo1s/Umt5OTY3t4dmwv+6m9eA71txYbCN9Djx49VL0IzL588aO9fmkOUZrPbD6dySZMIKHfxPJNIU/OWLH95tkzOzo+Ur9B2kA68mJjIER50dibt40lKZu6tLMHp3Z6eiSP1NiYKUo8OS9amAhrDSFkWFnAsFrjdS+k5eZM7y/xD66Fmxk1nbcE/kxB923bl2oGgOCXqps+MD9um92/R/tz+zG5f8l+7kbZy3f43vsYZ0uEr/3xcBQUYSFtFx3CEgJoQF68jAuIRIvw8CQ+bkBQKhtFlfWssCgopCHU55YSBdYPYR9hwTGzqlhbky+tydcqF7JuXJO+0K1CrJ0mtEqGpsyQx62CxhLUpAMEeEv3hEUUpJY1qW0MYMRtDpaR+9vRiNzsgXqJ7d2iYG2ye+6+u1aCr3VX6s/9dldL7qqX9PfNc1dZ9wn/vHrJvT+2/v1mT34q/L4tdulv1rIrxde3C/Fv7+e5O63P80s91Vaa936jt03yUbun6w8sImRNkDOBhQPrBQFXLMdifRY/OrBFEC6FHYQ5fcmXpFA7sDCLnEm0dS4ISwRKTd5UsrnCpQMOdLZeipqBrMlkfGHZumvDXtqWkdrFu9d2cf5Wgr2DXsfSkxNpC6HkKPmPJWrZ2GpBvqVn2IjqppEdjga2PBzadJwKhhUZbU6t2xnZwbAn5AWK0dnpiT16+ND6/Z4Vm6W9eD6X0TipLa9XorDURSXKCELEURhLsBjWWbebOBk9eZOOJYsTJ2hIueHF1gpUp/l8au/OE8cSqjY2GvZFicnyja03K6loIx9De1CThroFNSnPNzsz/n7GPvZW7ifU5+O5v1T35VsUt5/BX/z2M//M7x/br5+zGftD8LH1fEqea/NARfsBH1nxJ9ULkvYpGT+yTbcno3Me8djvqGuIC9nZZ3DDwWHe5mvzklqISivgikYRm12aRWFL+fBUmKCyxHLrh42NksaGYW1RWYts2U0a60W1daF01IWVdW5llckjalgVDmkJA4ubytKwcUJnAS7rK6tAUiwXswgNIthAbNo6gLUF4lJaHpRqU9U0VqoLIGKOusKbQ8v8t5+MvecXoTzsj/Pts/KlQzU/96zWzemnt8SP2n1LgApyGyXkY8rxbd7e9ttMd03b9XAMJd5zkLaNauVpbs3u99c28bUXjdM2Hy/bj2vp/lE+rreXVl1vr59392ypIy18QHUXhAVtHpAWWCZQXYp8I4HYushtvVnbrK5sMBzY8fGJpZg1AMHppZZnzpibYSIB4Xv2eJUL2SgLt5M3q4VYOcv5xJaLiWVrVKOxAZXbaDSy+XRs69Vc7GQEU0E40rgvm015Vti6cvnn00vr9zqWpJFFEUbg1tI6ylYLUXzx4XN1/tamV+9kh2XQwxhdZf1uYkeHA8msvJtcyBUAVnVBWqB6pGgmpR3rdVIhFIP+wAaDofV6PbGVBsORdTsgJKX1+l3rD3rWgRpVRdbvd+3k5MiOjg6s2+vYer2yly8WuiAioAs1Zjy+ssurS0ODCEQMlWqozzh5BHG5F6XFT+Y/yuK7fzuuL8775/8tx4dGwAODr464yG7CVuxUTeTL/ymGz73p50azTaF3l9/JkjjDbc5OrUNeMA6nOAmJlZY2pQ3ixkZpaKMQg1LObkoamaUgMTBmkJRvnGVcAITU+7zFS6gtODrjn+JAkGAVoXmQs0db894OSFpQCGlBYwmbLbHt7LQgyEvX3A+EBXVKhHgdo8tx490xyJi4Ydj23g/TjeeNAbsR+7U+acX+72vV+7Xr8bNxE1n5Gu3Q+O7tjfvV+ckZt/N6v/q+YGrf9Hbw3UXbIWjuArPbKfuXHAyzxSnUBbP1ciGWEMbloMIgOwIiMZtO7fjk2I4OhhYFfV2A0P5Bowe44JGcEFUbNHkqqDdcWpyF2fVqYYvFVBQXqAzYM0lkPBffQrU0icocM/349kmdvExVi0WDA8TlYmmbDTJ0pTRzOPdh1XDog3xALYb6k603tpgupLLd6TiEKlsntlpMJPh7ejSyKl/Zu7cTUVb6vb4EaI8PDm00HNnR4ZGdnJxYt9sTNSQII+O3WC0llLtaLRyS0+2KSoJ9mAdnZ/bt99/YyemxEMAr1K7fvbHJdCwXAiAreZHLm7WhEo42VoVwMo4e7ymI63BxD/S+4OL52YtiVbIAWzW3T2Tb3Pf2xOGt/dDefr7WYd7uwZ99VPcrcP3chXytvjKt1O2l+3ct4MCG8uPBj58MUrhDnlsqaxpqCiGUw5EPMIKa6WywNK1zMGeOX/o7TWMpFiTDxjpI30cOiUCGRFZqRSKpZCiqwnQ/CEYYGypCqEFSV80/ZE74L+ALVhCaA1wqGmkXYbPBokIG6yzCcFNuQVQ5N/Nh7MoE0YFsrb76nrmn65Hrle+dY4n5UQpuUMZuQHEl82E+z6c977t3XC2O4SXEjgAtsk+r/9eQy9sAYfb8313jdt9wX957T79/Pml4teo+Ked2V+66+l7Tfu6A3XLizV1a3Ng7mTbmgz+PSPJEONRZlQ1lkG06Htt8NtX+haoB3FgtpnZx/saCoLLi6SOryp6QCi4uUGbkSHAZGZSNMOzqMiTtmdYQXABDWHItc5vPJjqwq3JjB8O+HY2G1u2kNux3rZAmUy0NHFEilisbj8c2nc4MFeQ3b18pP1a6SzSdqkJUjm+/+VZyJMCkpt8VUrKYgyBVks8JrbAkrG3YjSWMa1VmV+dvrJME9uD00A4Pjmw0HApZefr0mT1+/EQwC1P+q7WTXUGL6PnzH+1qPBbVERaPfBoFoY0ODuz3v/+D/fH/+r2Efl+9fGH/+Z//YX/923/ZeHxpyMl0Oj0LgkjIHfmwf4OAMkLN96K0/NQi2i2C/W33U7l+i//nG4GvCYk84Lw5ioSzIt3PHdp8OQDlWuhkVXaHuzsehbhgXwBqiJnsDiA9wrdsKTRmaRNYB4pKze2qNafPTQkhPWwz1KU1JXYWnJ0Gw2Q/4Anz26hL1pVlRWMFZruhlGCPBTaQlRKcgwncRJkFYWJBGMssOIK4ZVxYk4YW4nAs6Aj54YaoUWiRcQ9+XW9cj/04+LSMlsZgf9PuHZY3R/Nzv69V87mF/SryuxX28U19f4QI8aGe6+PZQfvhPuzj67or5X3arBV3o6C78t8V7rLTlw+nuFHNF/rcjuFeeQrziFzbKCih/lIEbIBCysUGx4U4EUTzRhePw6EoFsvZ1KbjC+vEoS3nMyEYmOcHYQma0qCiVGVuA2kFcUlqDANxzggU9pkwKIfMyNpAJjAah4zMuN+zbhzZwcFQNmEORgMhD7CM2Ne4CGmQlQvNpHGEllFT6eBH1Xm1hqJiFn37zPrd1F3UmtzWy8Cm+Vrsl6DqWL8TWrZKbLOY2bIb23x6ZbCqup2OdZNQVJ/Li6WoOKcnx4YtlaKErXNpr1+/sbys7Go6k8ozRvZYxXJpECHj0rOjo2MhOiBP3iL/Ygl1JZNl3aursc1mUyvltdpss8ERZCaKFjI0sVex9PPmJ5Jv/35zQTky2nX5BZ/Wl0Pm/XzvxW8T/vbyzzUCzHpL0foqHfMQ5rbKWHXXfx55IbV7xzqkW6st/UU2UpIQXxtmCVL+/IS8BJLMJyypzVLZjsqtqGDrVPINgpAe/F+ADIgLvkEw1x0AlMJSvkWwRZDD5glKK9oTB2FcJ8Pi6DBqNvgM2aDQVFiQxER47CgusJ50v6Pudq9pKOgvJGTfP4e0BPIiDZK2I3RrxPY36S1DeG3f3pH2Wpq2jNvCbin+w0FfpJAPV/Hh2Ds6/OFMbex9G3+9LnJr5tpgX5pHQT1w3aZra/1kmRYP1D+qbzTqenv9Dnovu8q9mfb97I6a8V7uDwb4Mflgorsi90jBvutuLJ3VAf+uXSSM0SEueDFGnkznGyydyrF6YMUgtJpEkU3HVzKPP08Tm15d2IFkOjDGhmwKfnhWBtsESgsG35D/cIiQs9Oy4ltaza7sIsuEGEyvLi2oCss3x/bwwZmdHR/Z2cmR5FyAOVizHQ57hgfmx48fStbl1aueLWdju+rEtlp17cHpsSg2ake+EeIB2wokpyrcd1MVYGRCvGaTC3v75q0tpmNLjo8lF4NtKRAKZFqQr4FSslqu7ccf/m4/Pn9uq01uETIvGKDr9uRTqNvrW6fTtdPTMzs4PLI4TkSVQUYmywobDg/syZNvRGVZr3bTAX4AACAASURBVHMbX40t22BdGKvDuABAdRzfT7ia/Ii/uxaHD79lSf5kqZ+T9ycLvyWBX5g3kalbkn6xoG2d7+/RL1bHP1pBX3te6T/jzCHtAbpbj74lPPlxR3JEaT9mPoVDWhzbhqRyPIa9g7ixFKu3VlknqK0TNZZieyWMLcanRt5YleWWg7SEaBZA+uWGlLfaAHXLK04ltAeVpWpAcgJrEvyKdOT5GepMU9UGK0lt9xsKJ5CtczNc1uPctIkiOVOUgDBtkPfndoFx/aOXWP93qMtWf8gdKiAtvtftKKiuHZuIsfTVu8LadL/ogxZda9Uv2pqPqfwu9s1def3K1Oy0c3I97Y15ayPvW8/1Mj/l67a5uC2MpXZHuKoljj7556e05TPytIiHL8GNv6NRXpsLtZI2sqFqGU4TNSOOhP5jCRdkZDpe2XziLNJiw8RpAIV2dfHOHp6d2tHBoVk3sulkYmWRS8h02u/YoN+xsOmL5RMlzl8QyACIhFSkoYdUlVU5FJG5JWEjyg1IjpNBwRVAbpsVsirIvYT24OxUhuPyzcLevXkhGRaoNd00sVFrUp82Tidj1dPvdKzBUSIXqTyTkTkoRDUspbK05XLZWgLGUF5hh8ixnJ7Zt99+Z/3+wMZXF/bixUu7uHCWdfOitFF/oHQ17kiCUD6PkjSx4+Nj63b7tlyu7eXLN4a2EP2L41QsIdg/i8XK5vOVnEsCG3FoFMddSxLY7B+JtPiJfe/ZzuVNOPheul84YH+7+yb/wk36KtX7fn/tPn/NeqlLv72bE4O7s2bLl0vl5Vv84EshWBgL8SAIkGhr8U7L9cZWTW69yKwfB1YF6PWUlgaVdeLAOliuLDLL5gsrN/gUasSfhWxT5AA35ygMob1ws5F9ATYc/kPyjI0YWpL0jY2cQDZGnqVpHOIiORhMdbs2we8O4T+HsW3CjtVhz4o4loM0dCblDbq1LuOpNZXUtOlXe3Yg9AuCw9jQ53ZUGJub68PlUpJ/kP9utvAfpFkfbMYntLnFGD3yvV98S5DbD/oF3unTbf26K+y28P1m+3j/3I/7ed/l5ZgqtBdahqouDbQF5F6RbndwkWm5Nxyw69XS5kUug2ggAidHRzafXNnluzc2hQ2zXDhbS9bY5OpKvnhwXph2emKxBDUwYCNrtzgshLKRdxIhLnmebPNjJp98hUdcitzKPBObejjE6m1XSMbk8tLGVyAhEwm9boZDq6tUtlvY8VyW8EY96HdlCC7Pc6lMX7x7a8dHB/bo0QMDcSm7Xdsg34dF3tVCiBcwCHXk0eihEAbspvR6XXv29Ik9efLY5vO5vX790l6/fmWdtGcPHzy0VZ5b2h1Zvz+0qg7A9aw/GEk1vNPt2Gy2tP/8z784f0tNaUcHIxsdjGwyoaxze/v2wmbThbxmc1ELglgaRPhs4ods0Ht/AlrtLtmP9sCMMA/4NLU+kU/Qlnj9033dOFu+Gr7jm7jf2fvcUu6Tdr8O/67e39YIn+CuZ3vA+OjdEbMb3S2Q2wW5+8tnQLq9onzVP/lU96Tu6ZJ+Shk/WcktCWS6vwU+/hB2Zu1bYVzWq5f3UKMYMUgzsIZwlNEIYYmCRFj/Yra08btXtplf2bAT2umoL2pLtVlYU2ys14ntcNQXorKcjm02Hsso09HRoR0fH6q89RqkJbCi2MjbKeTb4XDQ3oA2WvcAnoPh0AaY3e525SCxkT+TQhSaKEl0w+HWlaSpNThZq0LbNKnFYWqdGApOx4IolqI2XqBFTsWnEVL3oprUkonBHT3tqVgT27Fy6BxD6pfm9Tm7TnZxy8mn3E3EbcvstrBdjo9888a99mWoPzLrNtmN/bMN/4kXrRCtZfr7fp9/Ivu9szjWJKWCSlM75MOfrtcLi/r2ONtC/uvjn+9Xdb1uWrTt1HZy27F5b4x9Xv98vx2786Pt6/tJfjJkV8ZPJr2WgIPYeRvebQUZjANpaZyNE/oK4ZJ7TIK2EIZG2DpJLITlzetXhv+ehw8e2OHowE4Oj+zHv/3V3rx8IVkO9jrae6vFUgbZYCNBBcGYHEgBatII5UPZgEJCXexzLk3Lxdzy1doGva51k8QWsKEkQ+Ms5bI2DgZDOxwOhKi8efPaXr54KeeFw+FQ9aUdkJbaHj96JGSoqnLrYdMljm0hf0MTaRrBtR50kbfDYB4XstgsiGRLJc/XUml+ePat/e73v7P1am1v3r61yfjKXrx4bheXl3Z1dWXPn78y/C89e/at9fpDO7+aWAYVukThANckHaf9k1W23MylcQWVB3Vn/A19881Te/jooWy3gLSMr2a2WsNirzX+TB5zDUsKzSlkC9/782F3LzmX5eai2U/vFvmuaNb5fvwu5uu9fWz9n4ug3NUjP653xd8WfnOMfZot3PABAneuhl8KMdxrikDc/vfP996eaGIRYdVpN8o7Yq/T0nHzz/8wT9qkHIwAXUnuQ40AcAQS/JpcTW0T1VYuFjIMNxu/swXS7U0lfjFGpSDLIrGPUamzhw90A8Gb62a9FqUE2wKvXr2SkBsCaNxSsPwIcBwO+nYwGgpxOTwYSQgNMi63GfkQ6XbFVsI3CK7Z007HsiCxZRPYwtaWRUgEVxYnqdhIUFz488A2kpyMQ1IAAAjl1Urij6DdjtiN2g6RUWF7/+2n2Qu+da7fT7uraz/vP/I7fXi/Hx/TYpC9+/eXHII9tyJpP13ep7V1rz/bKnjZfrgEe4XvvSruelf3kK1rRVz72KvUv/5UvE/36U9qoO0gaGwV9UONRxCecv28EePa43yABRLAF4u252Q1oNTMpku7MrOD4UhUVkzno048vroSUoItEy4rXIp4TsZjO3/7VkKmICe9LpZuR1LjRcZlvJhKEwlKDghPN+2orcvlwii7m0JxSKyPrEgSW5nlNp1MbTaZGHIvtAl/Q8ClXqdjaYpjw74uS5j37/c78rxMXbR5iLZT2DgvzZuV1VUuVle36yg8QRNbksbG5QqDc+v+xhaLhZQHgGkXl1c2ncwMeZV/+7f/bt9//71lRWXPX2PJd2adXmFh3LMsL221dnI8qIYjFIzwMnAQ5A5B29lsoTRv3lzadLqSthDOYoFUzIZY6ExSg9XwdsW9d1BLjfL67rkt7f5SYzHoW6vh/cXlFsknQ4L3C/wt5NYR8Lemm8jLrYm/YOAd0/4Fa7i7KACK6gf58EuMxegdCbI2USVWERzgAC02hcPcpbfTILeCdP6hhc++sWESWb6cWpmtbL1Y2eXl1F4/fykBNRCATieVJcjFam2r9dpGP76x07PXAjio58VxJFbT5eWlJN+HwwvdXNbrpWwPQPoFmODr42A4sNFgsDVaBTIDUkMctyPeD4+PrXNwZJuoa9MqtCxMLUi7EnCD9AxSE6cdi+LUcEwWw6WuzYqysRxBXpy74Z8kit0VsgXN233px+3uYf4/JMZDta+4orUeQVraFxaob8Y/3Kj7hvknDdxr97X27qfZRfhuOsrQ7Wl2qb/cmzuj8AXk1Jo5BKUZBGUFFWJYsbrWABucZg9wAi0YLgOweI+Ojsy++85evwzs3es3dv7mTevsMDLsmCRhZPkGCspGMAcWB5eYi4ux/def/2zv3r2zw8MDsXKQ8UB2BceCr+ZTIRWYsseLchxFghMLKC9JYifHR3Z8dGRQU7DAi7o1lA/O5W+ePRVswZjd7//ldzYcDO38/ML+/re/yb/ZsN+3k+MTyesh9Hp8cGAHo4HNplf2ww9/tdV6aXiKxmAeFyiMv3WGQ1GGkMFZzGe6HD18+FAY33S2sBcvXxvyK8++fWC/+/3v7fTszP7817/Z33/4wd68GdvR6WPrdEa2Wmc2nU5l5RY7KxJEXi4lH4PJh7dvz22NDZbNxi4vJzafr51MIPAZuT5wEb9EWo1OtyL2Av2r3zT+Vn8z/FOWkgcD20Z8TiGfkve3PF9xBLYr5mes060ot554d0gLFfLmyMCENyKwbNcd+Dh2VYLAUoAV9k444cPAer2+9eNH1gsDu3hd29UCPx14G61svszs3fnYVmxw+NRpz4raLMsLm6wqO5/h8Mtk2VEyJDV2FDJtpXmxkOntHC+pVenkZzJnSZNb0MFg4NhBUSQ+Mj5HMI0dYRcmie3k9NSOHj+xYHBg6zC1OulaF/bS6MBGoyMbjkbWw35LjAwMgnwYekLItrE6bOCGCeBoxAAEfmN/EFn5GnP4My6PX2XRXo/tazb+p+b5p+Jp68ek2fXJ7db75dnlvv+b1j2tZO3rAuNosToR5ZUZikoLM5QGjZXK8jK3qsjEzoGd0et2jMO7yjN78/KVWDPIwcDqAVl49PCR5EhGAwzLhTa+vBKrYzKd2XKOurOz7vru7VvDDP9g0BMbabVai80CZQNbLPgywhgb5vRD43KTWBRHNpmMRV3B/w8r5Y9/+KP9t3/9UytzYnZ6cirZD4yxwb6BygELCwHYaljZ8eGxEJaTo5G9DBr78cdAArc1rDHZSOnYwejAogQ7KZnRLpCOx0+e2uPHh7bJCpsv1oKTw+Gh/e53v7ejk1ObLZf2l7/9zf78l7/abLqxKuhYv9fYbI7DRCgoE5UXyn0BMn0daUwyLgjfYo9lucRNQC05GGZYbFKJGPl1EiDT4qfSL4Ldt3/bpmlZPC67+yDNfhHKI6Tb5/YQcffNweGb4Gu9z3N3LN0jFyfUL/XnLyGfUv8dzd6N5q5QH7Y/H7vYr/1Gw+9o/JduCtQU7JyInCh/71p0UA/hX2OiDE7K9g/BV1JgWRaetdQLzSrsq2BDJavMityRLRdLG0/mtl6spXYnzZ+wY1EaWhBHVgSxNfLO2heiUCJsi0AtVA45QwwsSAcCRkGKMSnUC6HrwEMuLcBJGMJ13cQs7coS5GZTWF5vbJk7vnopxKaw3psrOzqf2+jhI+sen1r36NiiLkaYQgn0Qg6O8dMR4McIcIYLgNDCKJLmAFgbdg6KAqu7LErsQWxH5ZYX0nwwwS15fo4gv7J/jrI/XObX7r4OVN+krzj0P93P/cbsz4dfI/vx9+uASrstuy/mCz9B5KFu6E/GHX3ljrMA6xbh1aIoZCsFb8obbKCUhSifw35P5vGZK9R6+bu4wEfQWpQy5Fxg7cD64KyC2oHq78HRkZ09eCBW7uXVuf3Hf/wve/n8R1FOkHOBhYRMHNQSKB5o8Dx48MDW6+8lb9IfDERh+et0auvFUu17+vSJHRwgTPvI8Af08uUr+/d//59i47x581aCsiBFvX7foggqa2Jp2hV8mMwWNp5MJauC3D5WbY8PD+zhw0d29uBE1Kj5Ym5h4AxZQqFBbfny8qWoOGEU2+OnT+349Mzmy5X97e8/2P/8X/8htlHTJFJlDoKNrVb81rZsERNM+oOI4ZsJm1YgLLJ6C/ULA3y0M8bIhLNf1QiJwf4V8/IxxuWYz/016qb6s/+nSL9UPruw3wq4fQT8AP8M8/fhCm+P/flCIfc6EqK6ivScvzFBTfAsIwTrlMChvbw6UjCbJbAATZy8ELa/WUxtfHFlV+OZTeZL2yxWtlhubJmV8rScQr5Fsp96g0jAgOHGZovc0WNCPwh1M+p2YeF0hDxQH7c5Vj/qg1Hal60ECcklsW5X+WattgRJR3xq5HSyvLbVbGV5PLPu6WN7evbADkFeYCsdHtqIm5QAEwK7DmkBCUOLKAhB25DXAUg4CotfGm5O+NLAbKdIN5zt1+7ler5d+D/TGyPhfl+7tyDTn3Ql+4WG/3PG53Pyfl53ZdWWvc5FR9oytMXdpNF0QUC2hsKC8771WqbyV4uFZaul1JXloTnFxJnLg3E3qAiX5xdSF8bg2tHDY2nqQD2YT+ey5Hpy9kCICwwojKddnJ/b8x9+1MUKzZ6jwwNAlYRPobTQvtPTU1FfOdSBXWVZiM0LwtBPUlFP1uuNvXr52uqyth9++FE/1JSBCc+ePbWzB2c2GPRtOV/aeDxx8G2DSvHCLs9fCWlAyDVBsD+FsjMQizxNUhmCAzb2+yPJ+0EFwertOssksEt6fKC9evPO/p9////sv/7yd1tnhZAbkJUsN8OtAMbhuCypnhrLwsDGWGYipDywyQzfQyCBULCZDlh4FWYirKLjMhCOvN97dloYKP72ZVx8mO6n12GbS9uuvztv+JrbXbn7RbRZP28VfnRubuSMB7V+3Zo/uolfIKG/RHxOT/fn/+Oa5MbU1d3eWD4u42em8rMJpYV1iw8fAL/z0uwOX3cYgDBsx0brHGSnsgoHaPBKhWiYrbKNzeZzW+g2A1Uktk1R23S5tvk6s6xsZJkyCBIrmlJHHFYbICWvN5kVuZQUHVUlTi2OO/pxqyixubAFkDQ4tAjkJEaY1r2nFsq9faeV9k87XYuSrm4rGG06OTuzP/7pT3by5In8REdxIi0iAJlT60b2zyFyUFzQCqjVJnj2sdSnmV/tAD8g7kNzobHz++PmNvklBOpBtD5xldx/Hbs1wo1vH059YvX3yEZ9rs4tZfseub9mUn8ebOVv2jNj14afmi1PnSHH1xtlVpFHCjg03c2dvdLKuLV7QTIUqD3r27GSODiwWTKZTGw1n0sbpptgGK6jA/6bZ40tpnP76+u3orA+OHto/R73kUYCsbCcQYg4vFmTsGpgj1Tl1HIJwCZiIZ2fn0u+5fT4yA5GUHQGW987IC1QVZ8+fiqBW6Ac1Ny3b9/a+dtzaTiBZM1mM8m3YHH2f/zf/8MOj47lgPAvf/7f9vrlS1vir2gxkaXb1Xxmm1VmeVYKFs5mc5vOZnZyggG7x/IzhHzefLGyi8uxoyZXlShHy3VuV5OpWfzOrsZTe/7yjU1mS12OWMmzxcLqemk4cdxkmRtnTl72c7unGQshMBG2XBIpKsAGgyLMeFsZYB1CdrCCysH095CW3cK74+2n1uMd2QR1bqzPG5935Xwv/L75PrXJ71X8Kw2473gxVyIG3KO/v/QY016nEcDCdpQT2VsQluqsxoLUECZ+towW4ZUQb6uNxdhLSROrY2wBYB8lsChNbHh4INXoJWwcvBRhVj9FRiSxvGokLR8iL4LjIY6dJtCGAxlyTsqcw68chAhVR3l6djZY0DJiw3JY5VlmOUC1QTDY2WeBeoSgGzA1jGD75CLrgrgcHJ/Y4cmpLTb4FHGG6bjJGO1AA0qmdFHtBPZSBz0X1NM5sT9fbn3sh9CO62g947uf4h5L4/OTfsJ6VKWfmu9ai79Wr/fq0eve97X2/FwfNyk81+u/DkNc3PWwD7Xrelm3r6SbaT5U3ufFUZOcjMJugKoipKXR1sEgC8K27P/A8Hosz6XOuSmehlcrm0+ntlqsLAsDq4e1PXxwKueCCOu/ff1GbBEsxA56A8EaqCNXl2ObzpfWQU4txjotTg1XxkUD+ZiHjx4YSNB0NpFsB2yYg4Mj5Ycig0YRFIijw0P75pvv7CmybYHZq5ev7K9/+S9ZkO13e3ZyemJ//OMfZcTtu+/+xZ48eSYEYzyd2mQ2tzfnF5Zt1rZazW05W9hmtZIWEtqFXKguL69ECe52uvb0yTM7PDwxEJm///DSFuuVysoLfAAFVtaNXVzN7Gq2tsl0Lkp0AuUY0wx1IG/XZQH8c65NJOjMokF9u8Y6OBRx2EGRNZh3SGKNO+lkn4V5EOAByaktlEXcYKc95JfB9mayd7vxYSKHtQm1xD5+1d6JT9+jCN/EO8vaJrjj5ettizsa8AsEa3w/oeP+An6fJkNp4+fr/JS5vU99Sksl7U83VSEvIC7O58W2PCgOssPg5FYkCFvhD8QEDEAgQDiCsDZU/kaHI3lHbapDW4yGtskzmy+WFnf64nfDf8aeQlnD8w2s1+1KbqWbprZKY2kLUSb+R0CMqqKS3QR46QBFeNbYNoBVVJXO7TttkkGpLvZXELSBhYTWQmCdtGNVr7YgSgRc1lluy01mGzkRay3d0ofQsYOct1WoKpFFYSLgCBUGygtIDggR+5p53s3T9YVye/jNw20//3a098rchX3qm6b3etM+uqhPWcfvF/6Jlb9f0E+HtJRgB2u/Xr3eOoxrIIviet3vzzp36RaT3Sbdvuz6qXJuCd+lcFTvG/Vdi/5CH74KbvnAApAV92NvcvHAkFkgNm4chRYnzphZJ06s6HZltj6JYsmrLGczqTUjIN/rDazf7djZ2QPJg4BkzOdLOzk6tsFgKNbRqxevbblZW380sMOjI0ONGe0ePB3/6U//KlMJICYHhyMd4o8fnFkcB0JGxuOpja8uBRuYJ1gsmMHHszyagMh/QMkZDIf2zbff2R//8AcJ40KVqTHfkBUy8hZGHfkyq2pkb2JLkp5tbC3BV6lzB2bZprDz8yuxic4ePLQUM/yLub14+cpmi7l1ewNdfoqytrIJxCaazOc2m690gcNOC8gMyAp+2USwQusqAvaEouZAocN5I3csNCz5Gaxrq22Tb4S4dJKOJQFsIi6Z2I2prMLGjQXvs4duWx9+ye2A2G2pPhzm8/qyPpz6t9gvOgL3HXQ/WfdoxPUs963wHhXdmhTedCUA5IArHpkdlu4PZgtBYjisMbmP5k4pJALkoN/BAFJt2QYnYNg9CWx0MLBeLxVg6A8HtsJPh4TYMDeNz42ZvX7+o719/VICekjbY9IbkiZ2EDCcxBYDQYEvK+QDZ2sChrGesgHBba2KbY2n5yqWA7TDgwPH10XmBm2mbk8/1AJXZSVtoaKqpbHEJo6w0yJrt9x+atlRKGv6mAtZSZLakjQQMNxKzV+fsO2oesCuANLcmEqf7UbwNv/P9vIpFfrG/myN+jkK9h31z5+jjs8r80sM664M+vm1+urraVnKYlNAbeHbUTnrOrQmQu6LvRdJLTlGcyeKZHit1+kJIajzXDZDoIxm2douz89FkQCFz7JcFIvvv/3Onj39Rqygl6/f2fm7CwvHGFWDVVKJigpSg1bO0cmxlVVpZ72HYs1g5O38/LXN59gv2YjtDMsED87PX7wQm4kDfTaZyawC8itHmNc/PrFnz76xM4Rj50tDNRmYBIJy9uCxWN7nFtgKeFHXFi2XughBFe7irr4u5E8JGyz/77//T7GEoPBwYaOs86uZBRHGLnvWhJHNFxt7d3UlKhISgjK9gN8h7Mp0YU3XYptzIaMdUJ3E9vGwGCQETQjUwjd4cnaGN9OYi1ZoYgm1uhWC5ddUntt1zARqQbXCi5pmz7OEVPOpf21egKJbpn4B3a9AGv7Jf+0tpl2yn1zMfTN+VpvvW9k2veMbbj/v8fL+rerjMrsDz234j8vxZVKxZiWwVVdit8B/hqLh2S/QLNQ2b4obiq/4JiaKRxIHQjIuLy6EyMiGQpJYGDthsc5gIHZM3Ona2dlDSeuPLy+k+gghZTOfyUQ2qpAgJ/00tByEp7WACVUGgbygdqRQsZ8AlGov1J3YephOsUA2IAA+CPlCiRkMBnIBj20GJPQvZjNL0RpCfqUJLEycpD0bXOyfAhmdwmrc0eNhFW0h3LmXtW5nkKNl00Zk1w+M/w2ZDnardh576DO24Adq/ECU27EfSHBr1Keu41sL+2qBnwYXv1rzqEjzf3MR3LPdLYVPcjFftfG00wntO2TFn0cQW9g7CNM7JAanglBgpE3EBSSObJSOLD05MRyqYkcFS7cvnv9of/nzf9nbt+8MoViEVfkNhgf2u9/9wR4/eWbj2dwuJ1O7uLqQj57+oKe9PRiM5CEZ5IT9enJyZsjD4Bvo4uJKSApUUTQAYaMw+AjTji/HYikj/zQaDu1wdCjh17KobDadWyfhAuWsYSPL1x8c2KPHz5y8XVXbpQy2ldYfDB3LvMpFWe52YGm5i9df/vp3e/nqjT199lQ2WDAiN7sYWx2UltaRKCrIsCDvwq+sGuv2Kjs8CAUP4zQy2ocQMfAvy5A7LCxsqd5VU1os6nZo2OvmUpnnmajPGM+jv2hwgeSA9KCTyWwB+dySuYkMEN4iLts1dVfaNoE7tLap28W99/3b6/85I/DeYrhP128CxA/khUKtm5LnTSOIG1mDUZIAWyU6ymVETrTKhoWPiX0EaCvdNvIst6vLcwEfEMy6eSIJeoCIbAkIyQmlXpwOhsavs9lYDxspg4E1m6X8EK3LjTYoxpgEKPA1ggv4TmJFEUnFGUoPsi1sPo9YsfUAiNzmhp3U+ikYDCyh2I5GQ3t0diobLGk6tTXmv9PUEL51WkIQh6pWO0gFWdKNLUStETaQpPBR53YCuTE3G2RmJIjbXlD2h7edN2ZAr3tnkV7vMTX7xf72/nEj4Ia7vdk57OAnKRFfZEqY7G1Be5O+bfZtYdvIz375LHBxj9rphVNpdkiK419QgENQuPwYMhjaU1BfuFzU1pQYMeCSEwuBIAeC96gZgygIsQgjQxbk6PBYsicgHw8ePLQkSYWwvHl3bhdXV/YOtlB9LJYQbJ7Xb97a4eHITo8Rfn0kFWj8CG0wUJflVhalZevMOkkqWZXDw0NbL1e2bDXNMHXAfiYdlJiXL19KrgaEKEXgt5OYhYkNBpkdYKPlCDVnVKYzCw+xARXZ+AoDb7nswqDJmBe5TWdzlXN8msvqLWVlJYoKRct2ym253th8uVZe5O5AlNAWKlFWSFNZ52VuK9hBBRpEzgkj495UgYUlyCDso8iSJLIsDwzjevP5VFRmxlWsPBBJYBgyf34pbtfr3hbZD2unVcvjZrgCf/vvtxH4YiPgV+VegXcgzKxFVBjDJhC2zs0NRAUILCE7/F/AFwXAgK2LPFlYXeZCIiR0Z2bnb1/Zi+d/N3z0yINqtyeyLOROgM50vhCJdrXJpL68nE3s6vytbVZzuaTPi0zUDQAcbB82bNwklsj3hqPoyMMaZqKQUcFUNrxyZGPmC8uq3NI4si4bOCjlKTqrMiv6qZXZgRWx2WY5Mzy3IswHdQhruk7KHiG12kI8z8LCQqAN+zECrI1jF6FBhH09yRw5rQZ3WQAAIABJREFUQdtWlW4rdQ3gA8CIriHo7s6xW2Zjb2L++V9ZY19tDK5VdO3jzoH+uFR3Zm9xFUr5UE/3a/myJwClfdkSb++r74GQDWwyyTGiC/WsWnICagQzxDJqqS2SpoAQ21iOfzB+We7gSt3Y4eGxnZ6e2Wa1kcPUIab9W7btaHRo//L9v9h/+2//ZlfTif3w/AexnbCsy6UHbUPgDs4GsZAL2wffQVBq0BxEJRjWyfFxYo8ePTa0gjDbjwVZqQWjDoy/saqSZe6rq7H2fJpOLOkOJIcCBQnZFC46w9GBTQdDWahFZbmpe4IBmNvHy7JgSNrVxQ2hYZAf5HYQ7h8Oc6ttZcu1UwCAusJ4xUlHlB7coMD+QsiYS9doOBAszDBSh9XdPBNcltJE7ZAZC3DC2BNMhNqF9eDleiEhZGCSXx3u3XYyLWAx/PkIN3k3wrZyV376vdSlsn7Uzt6SllXEXjkq4kPfPk6tbCu874My/O++eX9l6dVNBwr2hWPpxfb7zi59DAjZnw+V6krThe39/Nt59+DfZ38/adsql0DR/iBVXicyuN90yLhB3LJHxCRpb0gYisN8PQCmyGVDAUNtbByehHFzwq/H7OrKJhcXYi8NMRiFJcvp1LrdgQTcMNWPeh+bGrZOuVlbtZxas5xZlK0tDmrrJqGlXTZvRxsWEjJyJQChJDRt3tGoLzPZDx4+kA8RLEX+8Le/23iMW4DEDkcYfwptlhdWYEthYbaYRFZl2FlYWJWvLbZD60SVdWPsHTiP0exthIibxgHSBt+wDDosqRrz4yRoLeRCZmVM27lCu8ifGoIRmix3s9H4t6w0KK9SqcbCbjvlyO34zH4qefqbsw/z8+WnnW/iqGo/zKfzz205LdtaaW8WqoNmF+jL9WXsP3epPlyvWicWmcuhMlW5HzhCfGmgeUqxDSFOscICXbotMtg2yMFjD1QpvC1b8fuj4uvZ78nu3adUeW1wC879KG8TK61sGO1XRyjtdfBcvWkL3YtpM7heu3LaRJpB/76tyr2oIXfEta37cO9ulLddLfu5fPn7Ybt8PlbqNtBZy8qKEl092LVoCyHTFoktoVFo20xpzkyCmxdUbVHHlaNDMSICCayiUrxZb2R35eWLVzaZTmWTBIrKbL40jLLB3v3Tn/5kyJohfItsx9nZmTSHjg8P7fETqDIPpMWI/zFciYCgPP/xR9laYt9hoI6ysIxN2+RnKEmkiSTh3+lMLOUO3pqzzP72w3MZxuz0htYfjuSccDTiHZtOA8m/YTWXCx2ICuXjBgTEBvjnbLbguwjh4FSm9rFYu1quLC+Rycl1C6Jv0LfZAyBY2GHAXD/e7HESCauHtQ2biH5zsZSQcFFZJqWAWqw2XCAgvwcrCCviPOXolfbwp4kMLBbw2c3v3qbbBfqlQB6/AAjbDyc13225fn3sCvlCb75+VxNfviW+JzdbJefc7vao1u1K+EJN+ocpxiOeOlwkBkrf3Z8fKf+9m8ldyMd1hPTu14Ll9tuPu7OSsm9rQsBaqXzeXU1YQdm1EODAV8vSaYvkwaGLerBIu7I06/JBPaEMbgRIobMZnMS5s2qJFHuTl1aiabNY2hKT/Eun6sdtBSGzXpra/HJs5SoTENtMZ4ZaH27lUT3MhyNbrFb2DmG7yUwWbJOwsX7U2DAKbJCGNuyl4uNidhukBWoNmw5yKH1i4w4HXTs8GNjx8dAePzw0vEKfnvRs0G3s8nIoZChNU+Urs9KyILMkWFq1Obd1EVu1yawbhtaPVtatZja0jo2oK4ENJvBqWVHaOodcW8pwExYwuQVBeZGsC2qD0pBAtgVqDO3klobaNE114ywgHjGWIuRahaGnAIeLLj9rjAuO40V73RNHweGcZs74OWVrx8JjZv1st5Pu/Ftybrdz7Wbfx5pI8pSHRWOd/5Sxl1Yp9xCfm+X7S5hjIbpbIWlcEfSBEtqvtlx/4MsQn7QXWI+MC4cbZD3XEZeO0qCe0VNWeluHGsKAujXNupR6O3kVTEr4jq5DuumDMwTk97DMl9X2qm3fbnTagLb/snLMOKGuC6LpZ2Avn2qVDBgGB6nPsQrVVxbADVmmdmj2bjquLXtF7prTzq5DZH1w23b/uU1DwI2JJ2g/ORN+7c/XSjhjwzcHIImuzyUhLpVSqhStBWQoYBtjugChTtktCmVuX0NGOfL07MqlaMYJLb9EY4UMf+EE3KPYep2uaoL6gjsNVgosoIuLS/uX3/3Oluu1FXWpy8x33z2zKGqkFXQ1vrTj4yP75ukT++abZ/L1I9XfppHqL5pA/eHQmjCUsTb2dVFWcj7IzB0cjJQfn0IgEbCZtD7NJAMH9eb5jy/s9evXMnLZx9XHwYE9qM6kWp1jpA7bM1wG6FunI41Fx3Z2cnadbt+wwgtsBQlaLJe2Wi2l+ZS3dlSgDgPvgBu4MtGoN7GVRWRV0bJ22jXOHDFnOqfQ3Krx6dRYUSDLUlmaAMnZS7giSVpYBExvt5HEAAykxS0MvzyYIP93M8xvZsX79dMujpt5/PfN564Mt8G3m0IJfY0+1/737t1tar750RB+Pn7/SbhGzIOT7UL2NXzsk4n1AJA8WwThRgF3hd9I9tGfn1KeRqbhgHcm7N0ouduCbspyw6NU7fjsN4d5cSO6G1MX74ADsS1Q3a4BwoB3uqdY0CCABQeYv/YEU6l7c6G8Dij7azmLGGErgAYABJYPdTLuWGeE9wqisSk2jsQYmL5R4wW5SLpdSZxzqnGcUloU1FL5hfKwKRsrlrmtxkuZyN5s1hK8xbAc9headW5RGlsxm8ukdrBayb/IOltZvt5YPbmwYjI2bkJoFo0OB3Y67NrJqGfDfkc3H9kY0E0CmimaPyAwJt4uJN/GNjYer62ukOp/KD72f/+37y3LHsnDK5YyEcLDD1IYpDYcptZNudVk3GNslKY2iBeWbN5aLwts2MVzNH48IlnR3WzMJvPcxuulZWgNRH1RgFAxnEMdwgw2sjbJyJI0tLIObAVylefSZqgbNAC6FndjOUhjThAkBkhBGK4jHd8WgiTKHDpeUUKD4OOAPWZtsHkBm85b/xUe2ZLct4tri3y0q8mvKoVzHmlXC2Fp5H9JpnC2O7pdXu0Sw7m3VmH75LxD84off/RDQFJq76wpLokO2XMHt1/zSq11WwNQJQRYCJB2Uoz/cTiYVaWjuJEaZITDj5FBXgkrxOLDw4/jAETKCnYefqEQmC4B1pDiQaxr2dHBzwsyTTiIEiLeIi6UJUjpAacgOLVStjqhfhAitgdjj4Vmqe+6GzP7B6Fy2ldinj53Qtpo2CUIS4aRNQg8Fu4WDAKlfwwdedtDAfkOXcKpTPCQF1rCPnZYJQjLNVxDHw4+tImVg/IdbPMXK822O53aQ+E68uPmzM0yLF/Gv4U7QtI43Pbmm1qIvla1gIklcdeYSwRphWpKBdoh7swX1szUNs1BLcQZDT36jNxImZc6fKF0cLhSCVSKbq9nIVati1zsXQ56HDB2+l1L6sT6VWKTSdcCaS4Wghmnp4d2eDSSNdg8z6xL2zodW5aFLkr488E+ymyxEqX3Yozfs8xOH5ypTurv9LpCSBazmYNN3a4dHx3bHzFHGyU2Xa6sqGtReS4uLyTLt5b6MjJ3iZX5Wlo72boUEhOHiWRhUquFbNGf8XQsQeEojeTuBFYPGj+dtCubN6yrKKwtiZn/0Jpu16oIWbtIxuVY60L/GqeyzZiBWCdRanHERQ1liFzzijwMSCUXSv4kVwR1t90TW6RFsbvjyH/q6YHKfiCYlQMH+6HX1sj1iO3X3irSdF//vr0En+annttK9lary6ONtR/9Fd/d5vyyFX6oTHrsfmx7bss8XYgbDTZ0O6ue9KbmtWE+kSbYf/BsAcsWEniERBc0xTtwByjQPa7tNHldftcO6vEtIomrw88RBw0LlQMAII/tEvijYcNNY2PFZiFkQ1SSGKAH8GnM4JeqzQ7BhArADQlghrn9CFsMkIaxGnk5tsnVpQTSYB+hBQCigP2U+fkbqT4X3Khw9546WwIDy6yKSivrwo46iT06SO3x2chOjoZqH+rSMrzUUoJwDAb1BxsFMTut2dhiubDFYmaXl5Fl2cSi4Ht7+uSBHR2N7PgotfksttmUjd6zVGatuxZHgZy2QdaGdAvADrILsxmCwrn1ktz6ycg6OG8MG+sUjYWr3Ob5Wuavk7xE5tgSOX1D4M0srRMhGhKGq3ILIcU2tW6cICNYB8bZmzNWp6NIt8iK8W3VDkEURIPgdAC5qJC4czIALe9JYy9ktzUw2l6OHWJyY3VQrlspbm200VoLOI0EEaJyrUL36tK3CI5Lf/Ooc6FaWxx07W2NcmgLSDzAUwd1u0+EF7TO40RZwV926AQwqVvIj6hTreff9rbO+ayVDPINcoRQpw5B5zoBNxGsRUyjItgpGSshpw7hBL9SvJ57Y0C5KpjyHfAGKaIykHPaiHZJqMPW7WFNiRpEIg5zR+mR5n8AddLV5ez5sKZoliPy16RvsRMelNVuKz8l+maXuxa1/XZLo93PbYO3OfZnx8c5xIWzxP85hMfH+4p9bNsO6mmFMl2IWxNaZ76odi7cfO/GxFFZQBBTIXaUDLLXwPYtEdJvx6UBAXXIJ4h+U+VWQWXEZAKIP1TIEKHRkuFtPUSHsj+Cg0XYQEWVW1469WYQP/qGLN1mPbciWxnmSXrYZEqcNW00bOQapAhllfbd5blN5zPNDawa5gV2E/6CMO+/HmRiuaiPdSNqSL7mQlTb2empjQ5G9uDJExvP5/b28srOLy5sjYpzENrh0aEdHQ5l+mE6ubL5fGLL1VzUEuTtcA8iDZ4QOy8bW08moooCE7nEYdIB2zBR2Agmr/GPxsVAU+bsULEeZQV4gzYj8Jz5pq9si8YSPNHjOiDuCKHJMUTHXIj6g1ye369OLd2vAjSOrv/d/NYsXk/ivra7yG00luptedusNGSbrwUWbcD20Lr7exez2x4+zJfrv/efH4rbT/f577v+fX5Zn12CJsIJVVLWbl4Y+Btj4iMdtLijavLcyKcQBxkcoN2l2QEeoG8b3h4WVKcQD+B1Qrh0IqHDS41MSARG1xAuxQ9HEga2nC1tNr6Sm3RWPqp+p6cn2jxlmcubKbdFB7DNQkim3H7zpWWrqVX50mIrLGpyKzYzm1y8tsn4SgK5HNSUWQFkarR/agEQKBiwdB4/emhno76NupWtlrUN+6GdjCI7O+rY0WEqqgIkYizeNiFtEF/FytwslyaTA7Q4XlutMW8d22LZsVevATZjV/7JiT19emaPHx4IuAW0AfPWIGxJJNW/xXxhV5dTmy+mtinXtmwyS+qNdS23OD6yNEzMumZ1L7SwaGy2mtpyPTULEuvEHd3kkHupNzMBzhK7FHVgjFSCQ0e5FOCGAyDHYzXIC7z8SHYZZOCJOWMe4W7IyWRjYeVIwXQV5FB/+EoRtYXk7ohj9tvY7VoDbPifC/Rrxi0ft4TaMB1YDtD4ELfc21IV5RAXkDu0tfgDaJJO6t7+YPLUAoDj3sFJa1jTUM26sfP/JOQFcnqFtghqmJUaDbKg2mosF6OhVciYoEOwfJugpiAE7gQPxYrD0nELoEEMQR6xaSFjxtJsAx10lA0Qb93+2wO2bJwGGkvMCZ7j+wojgrGVIXEgTMU2D9Qz5gcjg0ofNkLOdTmgbjTqWqOHoqaIleXGWG1wdBc3SaKk7I9WCwMY5La7bg63yf3nRzwdIkk5GtMtbHLfaltbiuanJQHx7lYV/Xbt1tzTtC2lqs0ohJKzurGSfB6RFW+0Nu+BmNXKBQEDavjwyrLCisDkER6KL0LwoOx5kYt1jUVsLlnYaMJuC5etLF/b1dWFnb97a91OLLhWV7khgyeHjUJqoVBgJC4RlaQqSptlzjszex0EZHR4INswp6fHGtTL8ZUdXhxoDpEBYX3MF86TMk4bnzx+IpZx0hla3O3aA7Qh37yR8bZ8NLDjAyffAixazCcybolDxeUybU1HYNcptf4Av2gI965sOpvKkBzaVYsFVGKnfgwSV+Rr2yyXoubAogrCxOoS+RaQd6wLR4LJaBaJuqh1wjyxz0Dk3Y8ZEhWzghLpL7buEgQrVXOFrauPWEm/JfnVjQBAhZXB0zMA6QQ3Er8Y+L4BfLZQx0EfgIQOp23/CXeLzQW5dC4b75TNz0vmuxuQS0u4//Np2++Wr4raLxsQhAEdfmriBiygXVW2wU7J27f27s0bKzYbOz46sjrP7PHjM0s7ofVTAAsCXJXyJlEi6sl6eW6TyzeS+Eeb+PQ4sSobWJMP7XDY6EbRTdDkyWw2ubLFYgLWZINBV+ydhw9O7F//9Q/24OxYbuHfvXsjVsjBEFsLWLZ15vmrcm36cZVgdBuTwSj4xwBPzh4QsRphWTPb5MjJ4OfoSppH/R7eT4/kqySAEhI01u20rgR6HSumMxm1w/vrar6So0aYcL1OYs2wb0HZs6QT2hAjUYd4nTaDBYa/lCBKbXh4KjZHnpeWVWsrYeEBYIII9EjjHsaBBci30EAAUBRbEjr7ENiGqVp7MLrptybOSSzKAnk4KFAbb9eWOzR0KRUiIPPpftpd8nbV7dgKHAdCIyivTeNWbZtxL6xuWRdt0nZ1qxmOHeUIEu3ad/IeDljyPwc2B52rhdXqjjx/kFcCqE7DzJk5hzUIoBY1CovGmBwPQPBYAzwdX581Sz5RcFpqX8C+EPKOJWbYlm5NIEwdBg7ZaVve7lMvy+Vs6zBQKMtj54K9yT9u66zpJKE3oRVhLe0VAX0wIB2+tWO1wjatSgtr2EDtnIDc4CYCmhksJAaybS8LmHTXtnw7BULK/ftuWq69ubG8FrT9aJeK5t7PnYtkDtoQVU6oQ0l4o0zXREcdc19tGhASzanbe2KsteNEJpUqyhcUFLOCuWeTil3uxtpZxcVStXOlEQWRZLnwJsZCYU9ykWDuGB/Y2WLHYa21KS3PV7LGjdows3V5+daeP0+s101s0EtttZiJukE5wIICY2pNJYu6ofUkwJst1mJ7c49C+yZ88sQORiPDtkuVF4JBb984tjOGKOMwVBj7nPXJngexQAamiSI7ODlVOVzAOunAvvv+WxsO+jYZX9r528A2y7mtzs7ULmT+kF+DckI/oWBDTULAFjchjJfYnVwsG+RRiHOG40QBFoUd0/1oWbHeofA5NAN7K8AJ/bVzy/AztNp7YuVyMYBATF1u11OP9qkSfyGkRRPvmrKjurQV6BbexvmHWydta91S8lE/23O/Ni3en60mN5k/Y/EfWbRDWLQirnXYjcQWHmxL8yNEgNvIDni0t2pCVY4T3FK29ia0K95t4lqUBQ/+/bMFKFrUQJ8WYaIqNkITWgIJntt5gV8KBwxg/BQbDBJVUjEcX17aX/73n20+nkiQdXzx1pZ/eGbff/fQDg6hJBRSSaQPSJ5nxcZWixc2vvxBB8GDkxM7fNCzo9FDe3yWCDnBPsJo0LfNZmUX794YbuPLfCO5FVhTjx6e2b/993+107NjOTP78YeOwRNucOhVY3tg7eQ+srVuWWx63S4AW7IECXm01gHHjUEq2TJljZMyWlrLJsL55YWMMImthEGobsdOTg5l4trq0KbThb148dqev3gptwCoY+N4TdL/oAny5wFCFDlEJhjYeDKRDRlkVkq0osrK1jlaVYHhRTpO+1Y3kZX5CvBrSdmXA0eEdCFJxwFkaRoZiFNUN6lsNMhyqJZMa0wQIVVAj+RUHRmGfomVopslhwxp23XmKW7766pdi6wYrT2AmZZiINL89vSEjQOXhTLc8tpCEVe6axPrShQWymv9mAgutuvbAUO3Lll/IBjEq8gGRLMwTFpxrnOyI+PCH7InaJFgZh30jFtnKXcKzDO0b7dH0MjAnwpGAsH73HkJC649JbcyW5TrgHQtwA6wdwgNLCVrEiGPOiwaWDutoS1RsUqxhbAcKtBfQc5pDRmGiYwQ0qkwrCyE3QHSAvmPo0dyZ24AJd/TGi+jj+2wqr/6T/MmyLCHkPpoNy7bXMqMvSMfz5MP10aXjhn2v/10e5XfbITYkS6tKC1tvJtHSudw87+2Ne05tK1Bh66rGQqTDkY1i8JAPEA8sZrt1gNIIUiBKI1icUIVywwz9uDLrBnYt3XA7iktDhsb9lMbHfQsjhubza7s5UtkywIbDQbyrIwXd0OmqcgsQw14vbI+LJk0ltxeVebW57LS79jp8aGNBl2pRtPDCVSPyco5eI1Cq2ApRcCGseSkYEdjRuHN6zf27vLCgjixb3//e7kQQG4PB49pmgiJgeqzWs4MjaIHuA0IzS6iwGaziWEnZrWYy3ErLKE0cd6foXwv8b+0WGj+HMUFFnpXZBIoLdzZygA4hJ0oKCWOcinsWPJ+fg7ZKo4FF5BGRBUohf63Q1o0u+1c/kZp2a7mf6YXdiHkZaZ6d3ukhw4R8QjIDuiLqrI3BO5waeGMy7gHTXzC9pqr+y118XMLzV3ZfEaAgY8nVRvuMvgIrWmErfJNLv4yvNU4iKzcAIQra8ra5JTs1Ws7f/vGJqOhLacXFtRTG/UyG3SPLQwLq/O1A2BBZNlqZev5CyEubG7I8J3UrJ+adZNU/kS+/eaJ4VV1k61tfDmwq6sjW8ynBvBAuPTwKLa0k1kQLixO1tbtl06FusGYXKG2AiiKAmuYjreLqWuuqTLhLwu1nMCQSbndcSB1JGjGgcZpBvn1x+e1XQ36AiyoYR+MhqJaVPCGzez1y7d2fjG2SzSditIG/YFsKBSoF27WtkYbKFha2YSG9V6oKzECbEUmIdts2bEmSi3LoaREloaQu7uy7ok6IhST2CJ9c8jShiRpxJ9vcuQwdCV3gtbtLGomuZVGHPisB1YYB0cr+yF7GE4oF3ZEixFsc5POrUm/LloxmvbTaaGBGrSsgzbnh5AWkmhptTI3ro2sdbc628aJCgdQha2jA0gHFcLD3LodNQS2DjYw3JyFzgiWhGoRGIedCMKSWZHlBnCXxliWC/AiqDno96XaniRoQwhDl7xQmHCLBZg7Fg8HJYhlka1l6RTAjawN1Bq0NxwFwDnjdIK+GjhRghxlBLkW/LeYDi1GQALVnZ6EhBFLB+mK5NEceg0IIYcD5XAbxoKzW7NqpkbQDeR2ZtoXja1KcP95mLILcjBnm28X0b61CMIWGl1PsMvnsBL3vwvlf31DKXIYqDRQWoxQKv5u9lmPrBmXjzyMjWOnOeFisfNazEpLE0OUDcgEshnOBQdsIJASuceBlYZAa85FaKk57iP8H3RFYWmazPq92A4P+9bvJxKcX86vLN/MxGYZ4Om5KoUMAOeqPDN8GI0vz0XpQluo2+05BKaDKQZcjMC4xaBJKQeECOmvlgvL1it8O4o6AlVoOZ8LOQYxgkrxww8/2J//+hec+wjFxbYTCBmsLdyQDIcDs6aw6QQ4BAUmtV6fS1DX5vPAUIWebTbaCyA6o4NDqWcjVIwBu9dvXttsPheVBWHgIZ7o0fhpTAK1RQ7by1G8mYctyQ5Y4QjRjvIKrQpHsrBGWaOifHLpY3/w55BQN6dunXxxpAVMlz9PYfHfrrq27f7jV/y82S/flbvCffzXevqDYAdQmBc3N7TBAYIPt8aldgeQ6CKQjSmlLcbNMR8QEQF+uLyCkuB45FpwWoo6EtzNytHiHbYk9TfiEHAzSeWzqcsc8nsobQs0iLIMWysbsYcQNAOwc1BvIrPlrLH5VWqzcc/mQ7ymZpYjgKpbUCR9f6sm1o03AmJVObH1ygneYlWy7Ha0SdNkI3mUKNrYaGhWFbVN5ddjY3UztbK+ksEnDDrN53ODd9wUpTPNLy/KtYVhrp9jjUTtTRO5BCewyd7lMBL1pYJi4agvfE+mExtPxoYKIyRf/BgtV2vdal69ORcFZj6b20p+SwJRk0A059OxXZ73dePv9oaqs2gC6w1GNhiOrMpXZuXGGLcVN+60Jz49zsqgJCDsG6Vdi+pcm7MbdSyJnLfoDghMgDooqpG1qDu0mZu/ABHUCwQMRUZuNTGEKEA0xxtUZaVAJoiA1HneW3BuHbKG3KLim6QuXF9C3HQ3doHtt0NC9ikt7bJUHS7cIQVuMbhYJyDLbbk1OMhi1oKmcLQWHIxCriqVmfZaSADojvpqtViT65x1lgtog6iwbpFHIGy5WAjxQBYJlxD4pUIVXr2Rg87EUqgvAGbGEGBdYvV0Y0tkItBUa1gzICKO388hCtuTn9YXwL91gIlcBcgH9jniNJVDTNqLZgeGxFCftTiRoCSNSCmT3rLXdChA4aQ9DLzb736Ta9S2G95N3z6Ma6fk+pi3FxSX2v/vxtfPrPY8PW+RCp/KFeS/dqUDeXy9OgOVZBevy8A+lYtzsp1LX5pglCyKALGgCrqGMo4elsmWSJFrLpF5qZE1krwQc9UILhVi6760xXxuh6OhHR0eiMKKgG23E9pokIpFnm1mtph1JIzP5WY5i0XF2azWmiuoJIvp2N7UpW1WS5nKP3v4QBTJEAoE7ShzyzcrXVJm85ldXpzLUSvpex0MVKKpaYJHIMiYTFgul0Iqnj9/LkOUT6+e2nHkKCnI3M1nE+t3Y1F95rOpjceXotRAWYG1hMwWlGFspYCQ18OhHZ+c2tHxkQ0lD5NK9RmLvVCVGUuZecBYJlqG2f/P3ns2V3ImWZoe8saVECmpump61mZsevb//4Hd/T7zZXpr
“...an equipment is qualified, a process is validated. A system must be qualified to operate in a validated process”.
Bajo la premisa anterior, da un ejemplo usando nuestras soluciones la liberación rápida.
Scan RDI/BTA 3D DT must be qualified and the Sterility Test must be validated
VITEK 2 Compact se puede validar siguiendo el capítulo USP <1223> como cualquier método microbiológico alterno.
¿ Verdadero o Falso?
FALSO
El capítulo <1113> MICROBIAL CHARACTERIZATION, IDENTIFICATION, AND STRAIN TYPING, establece los lineamientos de “verificación” de los métodos de identificación.
Es el escritor más famoso de Colombia y su libro más famoso
Gabriel García Márquez - 100 años de Soledad
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
Documento de la Parenteral Drug Association dedicado a la Evaluación, Validación e Implementación de Nuevos Métodos Microbiológicos.
PDA 33. •Evaluation, Validation and Implementation of New Microbiological Testing Methods