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skk9q2/+E48Jf8AQ06J/wCDCL/4qgDE8K+MfC9vpE6T+JNHic6lfuFe+iUlWu5WU8t0IIIPcEGi68Y+F28caVcL4k0cwppt6jyC+i2qzSWpUE7sAkK2B32n0o8K+MfC9vpE6T+JNHic6lfuFe+iUlWu5WU8t0IIIPcEGi68Y+F28caVcL4k0cwppt6jyC+i2qzSWpUE7sAkK2B32n0oAPGPjHwvdeB9ft7fxJo800um3CRxx30TM7GNgAAGyST2rb/4Tjwl/wBDTon/AIMIv/iqxPGPjHwvdeB9ft7fxJo800um3CRxx30TM7GNgAAGyST2rb/4Tjwl/wBDTon/AIMIv/iqAI/BE8N14dkuLeVJoZdS1B45I2DK6m8mIII4II710Vc74InhuvDslxbypNDLqWoPHJGwZXU3kxBBHBBHeuioAKKKKAMDUPF+naXJex3STxtavEmXCxrKZN23YzMAR8rZJIHHU1nyWVxqXjzUXtdYv9NA0qxJ+zxw5fMt1jcJY3Ix7Y6nPts6p4c0/VjK9wsokfyz5kblWUx7tpH/AH231zXJ6hpWmDxrcWsvhD+3IbbR7KOFfKtpPs6iS5GP37r1AHTP3ee1AHSf8I/qf/Q4a3/35sv/AJHrE8Y6HqEPgfX5H8VaxMiabcM0UkVoFcCNvlO2AHB6cEH0IqP+x9E/6JN/5K6b/wDHqyPFWlaRH4P1t4vhj9jkWwnK3P2bTx5J8tsPlZSwx1+UE8cc0AdZqHg641S0a1vfFOszQkhsGKzBVh0ZSLfKsDyCMEdq5Wyg1XRtc8QfaPEOsrpcd8iS30KWzujfZYCGmVoCdu0qu9ePlywHLVq/2Pon/RJv/JXTf/j1ZGj6VpDap4gD/DHz1S/QJH9m08+QPs0B2cy4HJL/AC5Hz+uQADZ8P6Pe3OpeIng8W6ts/tCP97FHZnzs2luQxJgI6ED5cDAHGck42laPfN4e+HbjxJqiLN5XlosdriD/AECY/JmHJ4BX5i3BPfBGXb6NBDr+uX1v8PPtNrDeqs1jNaWMgij+zwsdmJCwf5mYKu5WDAcHOG6bpultofgVm+HvnNIYxLL5Fiftp+xSk9ZcnLAP8+Pu8/NgUAa1jo9839g48Saou/xHqUa4jtfkYfbcuP3P3m2nOcr87YA+XB4E0e+n+y+X4k1S3z4c0qQeVHanCt9ownzQn5VwcfxfMck8YybPTdLP9jZ+Hm/dr1+jf6PZfvlH2zEPMvOzC8HC/uvlJwuTwZpuly/ZvO+Hn27Og6a5/wBHsjuY+fum+eUffwOfvHZ8wHGQD0z/AIR/U/8AocNb/wC/Nl/8j1ieKtD1CLSIGfxVrEwOpWC7XitAATdxANxADkE5HbIGQRkGP+x9E/6JN/5K6b/8erI8SaVpEelwmP4Y/ZWN/ZAyfZtPGQbmIFPllJ+YEp6fNzgZNAHbf8I/qf8A0OGt/wDfmy/+R6xPCuh6hLpE7J4q1iEDUr9dqRWhBIu5QW5gJySMntknAAwBH/Y+if8ARJv/ACV03/49WR4b0rSJNLmMnwx+1ML+9Ak+zaecAXMoCfNKD8oAT0+XjIwaACfR74fDDxPMfEmqGNP7X3QGO12SbZpwdx8nd82CTgjqcbRgDbutD1AeONKjPirWC7abesJTFablAktcqP3GMHIJyCflGCOc8dNpulj4eeIZR8PNsqf2psvfs9l/o+JZtvPm7x5YAHyg42fLkYzrXGlaQPGGmoPhjtjNhdlrb7Np/wC8Ikt8Pjzdvy5I5Ofn4yN2ADFutLvB4H0qQ69qJRvBV7MIilvtVRHa5iH7rOw5AJJLfKMMOc9roeh6g+r+JVXxVrEZTUkVmWK0zIfsludzZgIzggcYGFHGck+b3Fhpw8H6a48D7ZD4Ru5GufJtP3jiO3xc58zd8uSckb/n4BO7HW6PpWkNqniAP8MfPVL9Akf2bTz5A+zQHZzLgckv8uR8/rkAA7b/AIR/U/8AocNb/wC/Nl/8j1ia5oeoJq/hpW8VaxIX1J1VmitMxn7JcHcuIAM4BHORhjxnBEf9j6J/0Sb/AMldN/8Aj1ZGsaVpC6p4fCfDHyFe/cPH9m08eePs052cS4PID/NgfJ64BAO2/wCEf1P/AKHDW/8AvzZf/I9YnhXQ9Ql0idk8VaxCBqV+u1IrQgkXcoLcwE5JGT2yTgAYAj/sfRP+iTf+Sum//HqyPDelaRJpcxk+GP2phf3oEn2bTzgC5lAT5pQflACeny8ZGDQAf2Pff8KQ+0/8JJqnlf8ACOeZ9l8u18vb9mzsz5O/bjj727HfPNbd1oeoDxxpUZ8VawXbTb1hKYrTcoElrlR+4xg5BOQT8owRznjv7N0v/hUHn/8ACvP9I/sHf/aX2ey+99nz52fN8zr82cbvbPFa1xpWkDxhpqD4Y7YzYXZa2+zaf+8Ikt8Pjzdvy5I5Ofn4yN2ADFutLvB4H0qQ69qJRvBV7MIilvtVRHa5iH7rOw5AJJLfKMMOc+keEreW1v8AxPDNeT3ki6ouZ5wgd/8ARLY8hFVeOnAHT15ryS4sNOHg/TXHgfbIfCN3I1z5Np+8cR2+LnPmbvlyTkjf8/AJ3Y9T8CwwW8niOK20n+yYl1RdtlsjXyv9Ft+0bMnJ54J6885oA66iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDgdM1zwqdA1TRtZ1zS4Gk1DUY57ee9jjkUNdzHoWBBwQQfoazdI8b6O/ivTotS8Q6W0un2N7bSXhu4xHPmS1Mbhs43MqkkdmVx0Fdl4P/AOQLcf8AYU1H/wBLJqyfFMV+njXRb3SQGu7bTryVoOB9qjElsDET2OGJXsGC54zQBF4x8Y+F7rwPr9vb+JNHmml024SOOO+iZnYxsAAA2SSe1bf/AAnHhL/oadE/8GEX/wAVVXxRqFtqnww12+tJN8E2k3LKcYI/dNkEdQQcgg8ggiuooA4bwr4x8L2+kTpP4k0eJzqV+4V76JSVa7lZTy3Qggg9wQaLrxj4XbxxpVwviTRzCmm3qPIL6LarNJalQTuwCQrYHfafStvwf/yBbj/sKaj/AOlk1F3/AMlA0f8A7Bd9/wCjbSgDE8Y+MfC914H1+3t/EmjzTS6bcJHHHfRMzsY2AAAbJJPatv8A4Tjwl/0NOif+DCL/AOKo8cf8k/8AEn/YLuv/AEU1b1AHDeFfGPhe30idJ/EmjxOdSv3CvfRKSrXcrKeW6EEEHuCDRdeMfC7eONKuF8SaOYU029R5BfRbVZpLUqCd2ASFbA77T6Vt+D/+QLcf9hTUf/Syai7/AOSgaP8A9gu+/wDRtpQBieMfGPhe68D6/b2/iTR5ppdNuEjjjvomZ2MbAAANkkntW3/wnHhL/oadE/8ABhF/8VR44/5J/wCJP+wXdf8Aopq3qAOG8K+MfC9vpE6T+JNHic6lfuFe+iUlWu5WU8t0IIIPcEGi68Y+F28caVcL4k0cwppt6jyC+i2qzSWpUE7sAkK2B32n0rb8H/8AIFuP+wpqP/pZNRd/8lA0f/sF33/o20oAxPGPjHwvdeB9ft7fxJo800um3CRxx30TM7GNgAAGyST2rb/4Tjwl/wBDTon/AIMIv/iqPHH/ACT/AMSf9gu6/wDRTVvUAcN4V8Y+F7fSJ0n8SaPE51K/cK99EpKtdysp5boQQQe4INF14x8Lt440q4XxJo5hTTb1HkF9FtVmktSoJ3YBIVsDvtPpW34P/wCQLcf9hTUf/Syai7/5KBo//YLvv/RtpQBieMfGPhe68D6/b2/iTR5ppdNuEjjjvomZ2MbAAANkkntW3/wnHhL/AKGnRP8AwYRf/FUeOP8Akn/iT/sF3X/opq3qAOG8K+MfC9vpE6T+JNHic6lfuFe+iUlWu5WU8t0IIIPcEGi68Y+F28caVcL4k0cwppt6jyC+i2qzSWpUE7sAkK2B32n0rb8H/wDIFuP+wpqP/pZNRd/8lA0f/sF33/o20oAxPGPjHwvdeB9ft7fxJo800um3CRxx30TM7GNgAAGyST2rb/4Tjwl/0NOif+DCL/4qjxx/yT/xJ/2C7r/0U1b1AHO+CJ4brw7JcW8qTQy6lqDxyRsGV1N5MQQRwQR3roqwfB//ACBbj/sKaj/6WTVvUAFFFFAHF+IvC+p3ieIF0mVYTqcMQkMsrkybVkDIpz8gOYxxxjdjBOaVINcfxperZXun2sy6PYC48+zedWbzLr7uJUwM565zkdMc3NU1/VbKfVIo7S0b7N5DQfO7tIsm4HKhclyUwFHqCT1xjamuhz+OLp/EWhfbZDpFkUj/ALLe/wDJJkudwykbbe3PGce1AHRfZPFv/Qb0T/wTy/8AyTWJ4xtfFC+B9fa41jR5IRptwZEj0qVGZfLbIDG4IBx3wcehqP7N8P8A/oTf/LTn/wDjFZHiqDwOPB+tm08J+Rciwn8mX/hGJ4tj+W21t5hAXBwdxIx1yKAO2+yeLf8AoN6J/wCCeX/5JrE0O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecCP7N8P/APoTf/LTn/8AjFZGjweBzqniATeE/MjF+nkr/wAIxO/lp9mgyuBCdnzbjtOPvbsYYEgG3odr4oOr+JRHrGjq41JBKW0qVgzfZLflR9oG0Y2jBzyCc84HHaHY6/o2l+AfK1XTI9MvJI5oGmtHItp3s5AEx5wL79zngj5znAHynW0eDwOdU8QCbwn5kYv08lf+EYnfy0+zQZXAhOz5tx2nH3t2MMCcaytPB0/h3wRHN4bcySrGt7LHoM+6fNjNnDrF+8O/a2VJ6bugyADZsbfxEf7B26ppYz4j1IR502Q7ZP8ATdzH9/ypw+F4I3L8x2nceBLfxE32X7Nqmlx/8U5pRHm6bI+Iz9o2LxOvzD5st0ORhVxzzOhjwjC2i6bd+HWlnh1q9VpZdDdpL23VLkA7ViydrFAUx8pToNpxoeDIfB7fZvtvhn7R/wASHTS3/FPTTZm/f+Y/ERzu+X5+jbeCdpwAemfZPFv/AEG9E/8ABPL/APJNYniq18ULpEBn1jR3T+0rAAJpUqnd9ri2nJuDwDgkdwCMjORH9m+H/wD0Jv8A5ac//wAYrI8SQeBxpcJtvCfkyfb7LLf8IxPHlPtMW9cmEZyu4bf4s7QCTggHbfZPFv8A0G9E/wDBPL/8k1ieFbXxQ2kTmDWNHRP7SvwQ+lSsd32uXcci4HBOSB2BAycZMf2b4f8A/Qm/+WnP/wDGKyPDcHgc6XMbnwn50n2+9w3/AAjE8mE+0y7FyITjC7Rt/hxtIBGAAE9v4i/4Vh4nY6ppZth/a/mxjTZN7Ymn37W8/C5O7GVOMjO7GTt3Vr4o/wCE40pW1jRzMdNvSjjSpQoXzLXcCv2jJJO3ByMYPBzxx00Pg/8A4V54hZfDOL0f2p5E/wDwj0w8v97N5f7zysJtG0ckbNuDjbxrXEHgf/hMNNC+E8WxsLvzIv8AhGJxufzLfa2zyctgbxuwcbsZG4ZAMW6g1z/hB9KZtR04wnwVesiCwcMIfLtdyFvOwXI24fAAwflOeO10O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecDze4i8L/wDCH6aV8P4uT4RuzJL/AGHKN1x5dvtl3+XhsHefNyQN2dw3DPW6PB4HOqeIBN4T8yMX6eSv/CMTv5afZoMrgQnZ8247Tj727GGBIB232Txb/wBBvRP/AATy/wDyTWJrlr4oGr+GhJrGjs51JxEV0qVQrfZLjlh9oO4Y3DAxyQc8YMf2b4f/APQm/wDlpz//ABisjWIPA41Tw+IfCflxm/fzl/4RidPMT7NPhcGEb/m2naM/d3YwpIAO2+yeLf8AoN6J/wCCeX/5JrE8K2vihtInMGsaOif2lfgh9KlY7vtcu45FwOCckDsCBk4yY/s3w/8A+hN/8tOf/wCMVkeG4PA50uY3PhPzpPt97hv+EYnkwn2mXYuRCcYXaNv8ONpAIwAA+z+Iv+FIb/7U0v7F/wAI5nyf7Nk8zy/s33d/n43Y43bcZ529q27q18Uf8JxpStrGjmY6belHGlShQvmWu4FftGSSduDkYweDnjjvJ8H/APCoN3/CM/8AEy/sHP2r/hHpv9d9n+/53lbfvc792O+e9a1xB4H/AOEw00L4TxbGwu/Mi/4Ricbn8y32ts8nLYG8bsHG7GRuGQDFuoNc/wCEH0pm1HTjCfBV6yILBwwh8u13IW87Bcjbh8ADB+U549I8JJdx3/idb+eCe5GqLvkghMSH/RLbGFLMRxj+I/h0ryS4i8L/APCH6aV8P4uT4RuzJL/Yco3XHl2+2Xf5eGwd583JA3Z3DcM+p+BV09JPEa6VZfYrIaovlwfZGttn+i2+f3bKpXJyegznPegDrqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOK8OeFfDupWF5d3+gaXdXMmqahvmns43dsXcwGWIyeAB+FR3Xg7wuvjjSrdfDejiF9NvXeMWMW1mWS1CkjbgkBmwe24+tSeHPCvh3UrC8u7/QNLurmTVNQ3zT2cbu2LuYDLEZPAA/Co7rwd4XXxxpVuvhvRxC+m3rvGLGLazLJahSRtwSAzYPbcfWgDC8d+DtH0HRdc1Oy8OabLZ3FhMsix2SGSzm8shJo8LkLnG4DG04cfxZ7dfBHhBlDL4X0MqRkEWEXP/jtYvjHwd4XtfA+v3Fv4b0eGaLTbh45I7GJWRhGxBBC5BB71Ha6DovgTWxdHRtPTTJpSYNRW2QS2Ej8FHfGfLbJAbPy52njFAHLaNL4Wk0uVl8I6CJZIJL6KK5ijllBeIXWwgRjEYV2RD2CL1zgdQ3hDw2fF+jQyeG9FCS6XeSSRpYxhGcSWoBxjqAzAE9Nx9a6LwtLJc6RcSTyNK41G/jDSHcdq3cyquT2CgADsBisrV/Dmh6h8Q9Ne90XTrl59NvHmaa1RzIySWqqWyOSASAT0BIoAr+MfB3he18D6/cW/hvR4ZotNuHjkjsYlZGEbEEELkEHvW3/AMIP4S/6FbRP/BfF/wDE1ieMfB3he18D6/cW/hvR4ZotNuHjkjsYlZGEbEEELkEHvW3/AMIP4S/6FbRP/BfF/wDE0AYnhXwd4XuNInefw3o8rjUr9Az2MTEKt3KqjlegAAA7AAUXXg7wuvjjSrdfDejiF9NvXeMWMW1mWS1CkjbgkBmwe24+tHhXwd4XuNInefw3o8rjUr9Az2MTEKt3KqjlegAAA7AAUXXg7wuvjjSrdfDejiF9NvXeMWMW1mWS1CkjbgkBmwe24+tAB4x8HeF7XwPr9xb+G9Hhmi024eOSOxiVkYRsQQQuQQe9bf8Awg/hL/oVtE/8F8X/AMTWJ4x8HeF7XwPr9xb+G9Hhmi024eOSOxiVkYRsQQQuQQe9bf8Awg/hL/oVtE/8F8X/AMTQBieFfB3he40id5/DejyuNSv0DPYxMQq3cqqOV6AAADsABRdeDvC6+ONKt18N6OIX029d4xYxbWZZLUKSNuCQGbB7bj60eFfB3he40id5/DejyuNSv0DPYxMQq3cqqOV6AAADsABRdeDvC6+ONKt18N6OIX029d4xYxbWZZLUKSNuCQGbB7bj60AHjHwd4XtfA+v3Fv4b0eGaLTbh45I7GJWRhGxBBC5BB71t/wDCD+Ev+hW0T/wXxf8AxNYnjHwd4XtfA+v3Fv4b0eGaLTbh45I7GJWRhGxBBC5BB71t/wDCD+Ev+hW0T/wXxf8AxNAGJ4V8HeF7jSJ3n8N6PK41K/QM9jExCrdyqo5XoAAAOwAFF14O8Lr440q3Xw3o4hfTb13jFjFtZlktQpI24JAZsHtuPrR4V8HeF7jSJ3n8N6PK41K/QM9jExCrdyqo5XoAAAOwAFF14O8Lr440q3Xw3o4hfTb13jFjFtZlktQpI24JAZsHtuPrQAeMfB3he18D6/cW/hvR4ZotNuHjkjsYlZGEbEEELkEHvW3/AMIP4S/6FbRP/BfF/wDE1ieMfB3he18D6/cW/hvR4ZotNuHjkjsYlZGEbEEELkEHvW3/AMIP4S/6FbRP/BfF/wDE0AYnhXwd4XuNInefw3o8rjUr9Az2MTEKt3KqjlegAAA7AAUXXg7wuvjjSrdfDejiF9NvXeMWMW1mWS1CkjbgkBmwe24+tHhXwd4XuNInefw3o8rjUr9Az2MTEKt3KqjlegAAA7AAUXXg7wuvjjSrdfDejiF9NvXeMWMW1mWS1CkjbgkBmwe24+tAB4x8HeF7XwPr9xb+G9Hhmi024eOSOxiVkYRsQQQuQQe9bf8Awg/hL/oVtE/8F8X/AMTWJ4x8HeF7XwPr9xb+G9Hhmi024eOSOxiVkYRsQQQuQQe9bf8Awg/hL/oVtE/8F8X/AMTQBH4IghtfDslvbxJDDFqWoJHHGoVUUXkwAAHAAHauirnfBEENr4dkt7eJIYYtS1BI441Cqii8mAAA4AA7V0VABRRRQBi3194cuGvIb6SwmNq0a3KSqr7GIJQMCDzgkgdcH3rHEOoSeNr4aDe6ba240ixx5tm06MvmXW3ZslQAAZ9c5HTHOtfeH2udSl1C3u1guD5TRlod6qyCRSSMjdlZSO2MDr0rlbix0fTPFj6fdHXTFa6JYQwHTTeklVe5X959m74Axu98d6AOo+yeLf8AoN6J/wCCeX/5JrE8Y2vihfA+vtcaxo8kI024MiR6VKjMvltkBjcEA474OPQ1H/xTP/U7f+VmsjxV/wAI9/wh+t+R/wAJf5v2CfZ9o/tby93ltjfv+Tbnru+XHXigDtvsni3/AKDeif8Agnl/+SaxNDtfFB1fxKI9Y0dXGpIJS2lSsGb7Jb8qPtA2jG0YOeQTnnAj/wCKZ/6nb/ys1kaP/wAI9/aniDzP+Ev2/b08vy/7W3bfs0H39vO7Ofv/ADbdv8O2gDb0O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecDE0q38RHw98OymqaWsbeV9nVtNkJj/0CYjefPG/5cjgLyQegwTR/wDhHv7U8QeZ/wAJft+3p5fl/wBrbtv2aD7+3ndnP3/m27f4dtZOm/2H/YfgXf8A8JTv/defs/tPb/x5S58nHy/exjyv4c4+XNAF0af4kki0OW11LShdp4h1IW7HT3U+YGvGcMxlP7tyhBAGQGHJK8u+HUus6gsTabrWk4i0HTYm8zTZH2hWuFCEeevzAhst0YEEAd6Fn/Yf/Em3f8JT/wAh6/37f7T+5/pm3bj/AJafd3bfn+/u/jrK8Ox2NpNY3dnD4klU6LpxvbW0XUEa4dhIrOrpjhQq7MnyyNwX1AB7D9k8W/8AQb0T/wAE8v8A8k1ieKrXxQukQGfWNHdP7SsAAmlSqd32uLacm4PAOCR3AIyM5Fa3ufCV5bpcW0/jKeFxlJIn1hlYeoI4NZviT/hHv7Lh8n/hL932+yz5/wDa23b9pi3Y38bsZ2/xbsbfmxQB232Txb/0G9E/8E8v/wAk1ieFbXxQ2kTmDWNHRP7SvwQ+lSsd32uXcci4HBOSB2BAycZMf/FM/wDU7f8AlZrI8N/8I9/Zc3nf8Jfu+33uPJ/tbbt+0y7c7ON2Mbv4t2d3zZoAJ7fxF/wrDxOx1TSzbD+1/NjGmyb2xNPv2t5+Fyd2MqcZGd2MnburXxR/wnGlK2saOZjpt6UcaVKFC+Za7gV+0ZJJ24ORjB4OeOOm/sP/AIV54hx/wlP2j/iaeXn+0/J/1s23fn930xu3992/ndWtcf8ACPf8JhpuP+Ev8r7Bd7t39reZu8y3xtz8+3G7OPlzt3c7aAMW6g1z/hB9KZtR04wnwVesiCwcMIfLtdyFvOwXI24fAAwflOeO10O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecDze4/sj/hD9Nx/wAJF5v/AAiN3u3f2h5fm+Xb425+Tys7s4/dY27uNtdbo/8Awj39qeIPM/4S/b9vTy/L/tbdt+zQff287s5+/wDNt2/w7aAO2+yeLf8AoN6J/wCCeX/5JrE1y18UDV/DQk1jR2c6k4iK6VKoVvslxyw+0HcMbhgY5IOeMGP/AIpn/qdv/KzWRrH/AAj39qeH/L/4S/b9vfzPM/tbdt+zT/c3c7s4+5823d/DuoA7b7J4t/6Deif+CeX/AOSaxPCtr4obSJzBrGjon9pX4IfSpWO77XLuORcDgnJA7AgZOMmP/imf+p2/8rNZHhv/AIR7+y5vO/4S/d9vvceT/a23b9pl252cbsY3fxbs7vmzQAfZ/EX/AApDf/aml/Yv+Ecz5P8AZsnmeX9m+7v8/G7HG7bjPO3tW3dWvij/AITjSlbWNHMx029KONKlChfMtdwK/aMkk7cHIxg8HPHHf8SP/hUH/M0/a/7B/wCon9n3/Z/+/Xl5/wCAY9q1rj/hHv8AhMNNx/wl/lfYLvdu/tbzN3mW+Nufn243Zx8udu7nbQBi3UGuf8IPpTNqOnGE+Cr1kQWDhhD5druQt52C5G3D4AGD8pzx6R4SS7jv/E6388E9yNUXfJBCYkP+iW2MKWYjjH8R/DpXklx/ZH/CH6bj/hIvN/4RG73bv7Q8vzfLt8bc/J5Wd2cfusbd3G2vU/Av2bzPEf2P7d9n/tRdv27zvO/49bfO7zv3nXON3bGOMUAddRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxXhzw3Y39heXM0+qLI+qahkQardQoMXcw4RJAo6dh79ajuvCunr440qAXGsbH029ck6zdlsiS1Aw3m5A+Y5AODxnOBhmg6PpNzZXtxeXupQSNql9u8vVrq3jGbyZRhVkVBnHYcn3NOuPC+mnxtpUKXWrtG+nXrFv7Zuy2Vlthw3m5A+Y5AODgZzgYAF8Y+FdPt/A+vzpcawXj024dRJrN26kiNjyrSkMPYgg962JfBekTxPFLNrMkbqVdH1u8IYHqCPN5FY/jHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/wh+mf8/Wt/wDg8vf/AI7QBwWhaFFoVjc3M76vLoA1C9jxaandxtp6pcyICUSQb4yFyWA3Akk7gSV338OaTP4x0b7Pe6rLbz6XeSrKmtXbbgJLXBV/NztIY8A4PBOcDD/CvhXT59Ind7jWARqV+nyazdoMLdyqOBKBnA5PUnJOSSax9T8EQ6V4t0qLw8bxUNjeTPZtqt1GsmJbfdskWTcjMXyScqSoyP4gAbHjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/AMIfpn/P1rf/AIPL3/47XIa5aaFe+C/EaxXGuW+pW2mXEktjeavdmSPEbYLI0pV0zxkbkbkZNdf/AMIfpn/P1rf/AIPL3/47QBieFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAweFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwAHjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/AMIfpn/P1rf/AIPL3/47WJ4x8K6fb+B9fnS41gvHptw6iTWbt1JEbHlWlIYexBB71t/8Ifpn/P1rf/g8vf8A47QBieFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAweFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwAHjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/wh+mf8/Wt/+Dy9/wDjtYnjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/AMIfpn/P1rf/AIPL3/47QBieFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAweFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwAHjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/AMIfpn/P1rf/AIPL3/47WJ4x8K6fb+B9fnS41gvHptw6iTWbt1JEbHlWlIYexBB71t/8Ifpn/P1rf/g8vf8A47QBieFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAweFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwAHjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/wh+mf8/Wt/+Dy9/wDjtYnjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/AMIfpn/P1rf/AIPL3/47QBH4IhW38OyQIXKR6lqCKZJGdiBeTDlmJLH3JJPeuirnfBEK2/h2SBC5SPUtQRTJIzsQLyYcsxJY+5JJ710VABRRRQBznje51q20D/iQq/26SZUDrEZBGDnkhQTjIAyAcZ5wMkUPP1qPxvfGwsLO4kbSLHzxd3jQFD5l102RyBu+emMcZzxu6/4gs/DtlFc3nSaYQxjeiZYgt952CjhWPJ7Vy2sX1jbePb1rvxZ/wj4fSrMp+9tk8/8Ae3Of9cjZ25H3cfe57UAdB9r8W/8AQE0T/wAHEv8A8jVieMbrxQ3gfX1uNH0eOE6bcCR49VldlXy2yQptwCcdsjPqKj/tjRP+is/+TWm//GayPFWq6RJ4P1tIvid9skawnC232nTz5x8tsJhYgxz0+Ug88c0Adt9r8W/9ATRP/BxL/wDI1Ymh3Xigav4lMej6OznUkMobVZVCt9kt+FP2c7hjacnHJIxxkx/2xon/AEVn/wAmtN/+M1kaPqukLqniAv8AE7yFe/QpJ9p08eePs0A38xYPIKfLgfJ65JANvQ7rxQNX8SmPR9HZzqSGUNqsqhW+yW/Cn7OdwxtOTjkkY4ycTSrjxEPD3w7CaXpbRr5X2dm1KQGT/QJgN48g7PlyeC3IA6HINH1XSF1TxAX+J3kK9+hST7Tp488fZoBv5iweQU+XA+T1yTk6bqWlrofgVW+IflNF5XmxfaLIfYv9ClHeLIwSI/nz97H3sGgDWsbjxEP7B26XpZx4j1Ix51KQbpP9N3Kf3HCjL4bknavyjcdp4EuPES/Zfs2l6XJ/xTmlAebqUiZjH2jY3EDfMfmyvQYGGbPGTZ6lpY/sbPxD2bdev3b/AEiy/cqftmJuYuN+V5OV/e/KBlcHgzUtLi+zed8Q/sONB01D/pFkNrDz90PzxH7mRx94b/mJ4wAdbPN4o8NS3mqJo2l/2dMQ9xbRanK4icn5ph/o4KrjJcAHP3sA7su8TXviWbRLZ30nRhC2o2DI8WrSPuP2qEr/AMu44JwCc8Ak4OMFv9saJ/0Vn/ya03/4zXIazeadpcdhp2m/EBLrSpb61KxxXViTauLlHZyBH/qwMsNuApQAgqeAD077X4t/6Amif+DiX/5GrE8K3XihdInEGj6O6f2lfkl9VlU7vtcu4YFueAcgHuADgZwI/wC2NE/6Kz/5Nab/APGayPDeq6RHpcwk+J32Vjf3pEf2nTxkG5lIf5oifmBD+nzcYGBQAT3HiL/hWHidTpeli2P9r+bINSk3rmafftXyMNg7sZYZwM7c4G3dXXij/hONKZtH0cTDTb0Ig1WUqV8y13Et9nyCDtwMHOTyMc8dNqWln4eeIYh8Q90r/wBqbLL7RZf6RmWbbx5W8+YCD8pGd/y4GMa1xqukHxhprj4nboxYXYa5+06f+7Jkt8JnytvzYJ5Gfk4wN2QDFup9c/4QfSlbTtOEI8FXqo4v3LGHy7Xc5XycBwNuEyQcn5hjntdDuvFA1fxKY9H0dnOpIZQ2qyqFb7Jb8Kfs53DG05OOSRjjJ83uL/Tj4P01B443SDwjdxtbedafu3Mdvi2x5e75sEYJ3/JwQd2et0fVdIXVPEBf4neQr36FJPtOnjzx9mgG/mLB5BT5cD5PXJIB232vxb/0BNE/8HEv/wAjVia5deKDq/hoyaPo6uNScxBdVlYM32S44Y/ZxtGNxyM8gDHORH/bGif9FZ/8mtN/+M1kaxqukNqnh8p8TvPVL9y8n2nTz5A+zTjfxFgckJ82R8/rggA7b7X4t/6Amif+DiX/AORqxPCt14oXSJxBo+jun9pX5JfVZVO77XLuGBbngHIB7gA4GcCP+2NE/wCis/8Ak1pv/wAZrI8N6rpEelzCT4nfZWN/ekR/adPGQbmUh/miJ+YEP6fNxgYFAB9o8Rf8KQ2f2Xpf2L/hHMed/aUnmeX9m+9s8jG7HO3djPG7vW3dXXij/hONKZtH0cTDTb0Ig1WUqV8y13Et9nyCDtwMHOTyMc8d/aWl/wDCoPI/4WH/AKR/YOz+zftFl977PjyceV5nX5cZ3e+ea1rjVdIPjDTXHxO3Riwuw1z9p0/92TJb4TPlbfmwTyM/JxgbsgGLdT65/wAIPpStp2nCEeCr1UcX7ljD5drucr5OA4G3CZIOT8wxz6R4Se7kv/E7X8EEFydUXfHBMZUH+iW2MMVUnjH8I/HrXklxf6cfB+moPHG6QeEbuNrbzrT925jt8W2PL3fNgjBO/wCTgg7s+p+BZoLiTxHLbat/a0Taou293xt5v+i2/eNVTg8cAdOec0AddRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxXh3w3Y6hYXlzNPqiyPqmoZWDVbmFOLuYcIkgUdOw569ar3Hg7SE8caZCr6oFl0+9kc/2tdbiwkth97zMj7xyAcHjOcDFjw54bsb+wvLmafVFkfVNQyINVuoUGLuYcIkgUdOw9+tR3XhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwAR+NfCNjF4K124i1DXFaHT7iQK2sXMiPiJvlZXcgqe47/TNayeDLePhtR1eUBMDdrF6pLepImxj2x/hWb4x8K6fb+B9fnS41gvHptw6iTWbt1JEbHlWlIYexBB71t/8Ifpn/P1rf/g8vf8A47QBzvhnw3bSaZcMRrDKNS1BAYdcuk4W5lAyvmAZOME9SeSSSTST6Bp//CcaTA/9vxrJp12Tv1a7ZgfMtcYYSkgfMQcHGQCc4U1Y8K+FdPn0id3uNYBGpX6fJrN2gwt3Ko4EoGcDk9Sck5JJouvCunr440qAXGsbH029ck6zdlsiS1Aw3m5A+Y5AODxnOBgAoeOPCnho+FtZnlmvZb6y064mg+0atcyGMlGUEB5CMEjGMYPTmrP/AAit5pG4tca1rtmP4otcuortfqvmiOT8Nh9ia0dc8CWmoeH9Ss7S61QXNxayxQm41m8eMOykLvUyEFckZBB47Gp2+H/h95vOZdTMuc7zrF3uzgjr5voSPoaAOf8ABOneH9W065ij1HVRdx314ZLX+2buKWNftMm3fH5oIOMZJGSck5OavXXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwWPwv0T7IianHdzzQ3lxPAy6ndYjV5ndMfOMNtYZI5JycnOTi6t4Fu4/GdjFpviTWGaewu5At7qNw/lhZLcbUdHVlB3jOdw+UZB4wAbXjHwrp9v4H1+dLjWC8em3DqJNZu3UkRseVaUhh7EEHvW3/wh+mf8/Wt/wDg8vf/AI7XB+KNKvLLwnrX2+w1tCLKdhNDrV1d2/8AqmwCGlVsZwTujK4yD61u28Hh68kW3tNYu5LvALW83iO+glHr+7aTcPxHt70ASeFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0XXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAxB4Z8N2smkXLsNZbbf6gAIdbuk3bbqUAY80DJx1PU5JOSTS3nh3T4/HGlQE67sfT7wk/2vdswIktsYbzSQvJyAcE4yDgYAJvGPhXT7fwPr86XGsF49NuHUSazdupIjY8q0pDD2IIPeultdPsfD1tdXKz3xiCb5Wur2e62hQT8okZiOp+71464Fcf4s0bSE8Ea7NHL4gEi6ZPIqz6hflc7GwGVn2nnqp7dRiuhbTdItLC8to9RuI2lGd99fzXAjaM7gwErnABwTjAIHNAGM91NrXiO51TTtfa30v8As6O3W3m8yEmYysRIEkUfK6/KHX720gdK2dKj1WXxVqGoi8trjQ7qFBAiyOXidQP4T8ozl898hfeuf03w3omt2Ec2mPDY/ZtQ8mYIVlMotp5FUnoA7gAlsE4IHOAa2otJ0qw1DSPDsVtK1ukFxeW7C5ZfK2SRDbhcbgTLnk8bcYweABng66uNL0SDR9c1GG41KzPkz3AuGl8yQ5YZZgDnBHX6Vuw61p1xcrbxXSvK7lFAB+YgNnBxgj5GGemQR1rK8W2NjFpF5rtxDJNLpkZv4lSXYd8Ksy4ODjPI6Hr0PSp7fwxFa30Fyt/eSeWxLJMwYMNzt2Ax8z5+igUAYfhXwrp8+kTu9xrAI1K/T5NZu0GFu5VHAlAzgcnqTknJJNF14V09fHGlQC41jY+m3rknWbstkSWoGG83IHzHIBweM5wMHhXwrp8+kTu9xrAI1K/T5NZu0GFu5VHAlAzgcnqTknJJNF14V09fHGlQC41jY+m3rknWbstkSWoGG83IHzHIBweM5wMAB4x8K6fb+B9fnS41gvHptw6iTWbt1JEbHlWlIYexBB71t/8ACH6Z/wA/Wt/+Dy9/+O1ieMfCun2/gfX50uNYLx6bcOok1m7dSRGx5VpSGHsQQe9bf/CH6Z/z9a3/AODy9/8AjtAEfgiFbfw7JAhcpHqWoIpkkZ2IF5MOWYksfckk966Kud8EQrb+HZIELlI9S1BFMkjOxAvJhyzElj7kknvXRUAFFFFAFHVdKstYtBb3yO0atvBjlaJlOCMhlII4JHXoSK5w3UukeOL+Cx0S8vohpFigSzaFREFkugAfMkT8MZ6c44zp+MNFvvEHh2fTbC9htmlBEgmiZ1lXaRsO1lIBJU554GCCCRWZ/Z1/eeOL9Rrd1ZTR6RYiZ7GGELK3mXWTtlSQqMg4APfkmgDT/wCEg1P/AKE/W/8Av9Zf/JFYnjHXNQm8D6/G/hXWIUfTbhWlkltCqAxt8x2zk4HXgE+gNbf/AAj+p/8AQ4a3/wB+bL/5HrE8Y6HqEPgfX5H8VaxMiabcM0UkVoFcCNvlO2AHB6cEH0IoA2/+Eg1P/oT9b/7/AFl/8kViaHrmoJq/iVl8K6xIX1JGZVltMxn7Jbja2ZwM4APGRhhznIG3/wAI/qf/AEOGt/8Afmy/+R6xND0PUH1fxKq+KtYjKakisyxWmZD9ktzubMBGcEDjAwo4zkkAND1zUE1fxKy+FdYkL6kjMqy2mYz9ktxtbM4GcAHjIww5zkDE0rWL5fD3w7QeG9UdYfK8t1ktcT/6BMPkzNkcEt8wXgHvgHb0PQ9QfV/Eqr4q1iMpqSKzLFaZkP2S3O5swEZwQOMDCjjOScTStHvm8PfDtx4k1RFm8ry0WO1xB/oEx+TMOTwCvzFuCe+CAAsdYvl/sHHhvVG2eI9SkXElr87H7blB+++8u45zhfkbBPy5PAmsX0H2Xy/DeqXGPDmlRjypLUZVftGH+aYfK2Tj+L5TkDjJY6PfN/YOPEmqLv8AEepRriO1+Rh9ty4/c/ebac5yvztgD5cHgTR76f7L5fiTVLfPhzSpB5UdqcK32jCfNCflXBx/F8xyTxgA7b/hINT/AOhP1v8A7/WX/wAkVg+L9XvbzQo4LjwjqqwvqFjuE0loyuPtUR2ECc/e+7yMZPJAyRvf8I/qf/Q4a3/35sv/AJHrI8SeHNWk0uER+JdbumF/ZEx+RanAFzES/wAsAPygF/T5ecjIoAgtdV17w+zhPC+uXOixoWEckttJcW+OiptmYyr6A/MPU8AJ4N8R3c3h9prXwxq1zBNf3sqSxS2m0h7qVsfNODkZwe2RwSME7/8Awj+p/wDQ4a3/AN+bL/5HrlNH8Ga5aafqF7pniLVLPUp7+6aSK4jgEc6i5kwxBhO1nXad+DwRgbQAACpPrF8fhh4nhPhvVBG/9r7pzJa7I9005O4edu+XJBwD0ONwwTt3WuagfHGlSHwrrAddNvVERltNzAyWuWH7/GBgA5IPzDAPOOXhjnuvhv4pjbxLqcd3bR6o9zpzpa/89ZyckQ5IY5yyNjO4KRjA6i60PUB440qM+KtYLtpt6wlMVpuUCS1yo/cYwcgnIJ+UYI5yAcVdapeHwPpUZ0HUQi+Cr2ESl7faymO1zKP3udgwCQQG+YYU847XQ9c1BNX8SsvhXWJC+pIzKstpmM/ZLcbWzOBnAB4yMMOc5A4q60u8HgfSpDr2olG8FXswiKW+1VEdrmIfus7DkAkkt8oww5z2uh6HqD6v4lVfFWsRlNSRWZYrTMh+yW53NmAjOCBxgYUcZySAbf8AwkGp/wDQn63/AN/rL/5IrE1zXNQfV/DTN4V1iMpqTsqtLaZkP2S4G1cTkZwSecDCnnOAdv8A4R/U/wDocNb/AO/Nl/8AI9YmuaHqCav4aVvFWsSF9SdVZorTMZ+yXB3LiADOARzkYY8ZwQAbf/CQan/0J+t/9/rL/wCSKxPCuuahFpE6p4V1iYHUr9tyS2gAJu5SV5nByCcHtkHBIwTt/wDCP6n/ANDhrf8A35sv/kesTwroeoS6ROyeKtYhA1K/XakVoQSLuUFuYCckjJ7ZJwAMAAGJ/bF9/wAKQ+zf8I3qnlf8I55f2rzLXy9v2bG/Hnb9uOfu7sds8Vt3WuagfHGlSHwrrAddNvVERltNzAyWuWH7/GBgA5IPzDAPOMT+x77/AIUh9p/4STVPK/4RzzPsvl2vl7fs2dmfJ37ccfe3Y755rbutD1AeONKjPirWC7abesJTFablAktcqP3GMHIJyCflGCOcgHFXWqXh8D6VGdB1EIvgq9hEpe32spjtcyj97nYMAkEBvmGFPOPSPCVxLdX/AInmms57ORtUXME5Qun+iWw5KMy89eCevrxXm91pd4PA+lSHXtRKN4KvZhEUt9qqI7XMQ/dZ2HIBJJb5Rhhzn0jwlby2t/4nhmvJ7yRdUXM84QO/+iWx5CKq8dOAOnrzQB01FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHFeHNHvrqwvJofEmqWcbapqGIII7Uon+lzDgvCzc9eSevpxUd1oeoDxxpUZ8VawXbTb1hKYrTcoElrlR+4xg5BOQT8owRznXi8LXFqZ1svE2sWsMtxLceTGlqyo0kjSMAXgLY3MepNRv4Su5NQhv28Wa2bmGKSGN/Ls+EcoWGPs+OTGn5e5oAzPGOh6hD4H1+R/FWsTImm3DNFJFaBXAjb5TtgBwenBB9CK2/wDhH9T/AOhw1v8A782X/wAj1XvvCV3qWn3Nhd+LNbktrmJoZk8uzG5GBDDIt8jgnpVj/hH9T/6HDW/+/Nl/8j0AYnhXQ9Ql0idk8VaxCBqV+u1IrQgkXcoLcwE5JGT2yTgAYAkfR76D4gaN5niTVLjFhdyHzY7UZVZbXKfLCPlbIz/F8owRzm/Z+EruwgaG28Wa3HG0skxHl2Zy8js7nm37szH8eOKH8JXcmoQ37eLNbNzDFJDG/l2fCOULDH2fHJjT8vc0AdFPPDa28lxcSpDDEheSSRgqooGSSTwAB3qSuZvvCV3qWn3Nhd+LNbktrmJoZk8uzG5GBDDIt8jgnpVj/hH9T/6HDW/+/Nl/8j0Aac4GpWEiWWovAS5T7TamN2RkbDAb1ZcgqVIIOOehFcjdaHqA8caVGfFWsF2029YSmK03KBJa5UfuMYOQTkE/KMEc507Pwld2EDQ23izW442lkmI8uzOXkdnc82/dmY/jxxQ/hK7k1CG/bxZrZuYYpIY38uz4RyhYY+z45Mafl7mgDM8Y6HqEPgfX5H8VaxMiabcM0UkVoFcCNvlO2AHB6cEH0IrSvfCE2owGC+8S6pdQtwY57WxdT+Bt8Ut94Su9S0+5sLvxZrcltcxNDMnl2Y3IwIYZFvkcE9Ksf8I/qf8A0OGt/wDfmy/+R6AOO8J/D9TYSXFr4n8QWIjv72JYbOaGKLCXMiA+WItvIUHpgdgBgVc1bw/r58YaXBY+M7+K4bTrxkuLiztpSgElsCu0RqCCSCSeflGMZOd2z8JXdhA0Nt4s1uONpZJiPLszl5HZ3PNv3ZmP48cUP4Su5NQhv28Wa2bmGKSGN/Ls+EcoWGPs+OTGn5e5oA5LxXonje08G60134pOowLYTmYeXBbhk8s7htEDk8Z4Dr9R1rYNr4ugQGe78QTN3FlNpr+neSCP3/KtW+8JXepafc2F34s1uS2uYmhmTy7MbkYEMMi3yOCelWP+Ef1P/ocNb/782X/yPQBxPhoX39kzNNf+K7Yf2hdkiOxs5gG+0y5J2wudwOc443E7eMVDM9m/i7Tw/iDxHEv9n3IaS40WOJl/e25CgNaAFScknBwQORn5u0s/CV3YQNDbeLNbjjaWSYjy7M5eR2dzzb92Zj+PHFD+EruTUIb9vFmtm5hikhjfy7PhHKFhj7Pjkxp+XuaAOM8WvpK+FdYLfEC+ecWdyqW0z2kfnO0ZyhUQqTu4GBz6YNb1nHpsyItp8T76cfKq7LyykztGBz5Rz7+vfNat94Su9S0+5sLvxZrcltcxNDMnl2Y3IwIYZFvkcE9KWTwnczDEvifVXGc4a2sT/wC29AGH4T0mefRpmi8ZarGq6hfJtj+yEH/SpfmOYSctjcf944wOKnudE1D/AITbSox4s1dmbTb1lmMVoWUCS2yo/cYwcgnIJ+UYI5yL8LtMWB4W1K5kjeR5WEtjYSZZmLn71se5OB0HQYAFV5Pg/oMk6TNcyhkVlAXTtPVcEgnKi2wT8owSMjnGMnIBY8YaHqUPgbXpJfFerzhNNuGeN4bQJJiJsg7YAQD7EH3rc/4R/U/+hw1v/vzZf/I9U5vBUtxo8ukv4o1gWEsDW7wJFZoPLYFSoxbgjgnpVz/hH9T/AOhw1v8A782X/wAj0AR+CI2h8OyRvM8zpqWoK0sgUM5F5N8x2gDJ68AD0AroqoaPpUejaaLOO4muP3sszzT7d7vJI0jE7Qq/ec9ABV+gAooooAxvE+p3OlaSJ7OS2S4aQJGtwpYSEgkKoDLycdSQAMseBXMapa2d945u3vvCS6+w0myI2JbSrATLc5wZ3Tg+q9dvOOK7TU9QstNthNfMRGW2qFiaRmbBOAqgk8AngcAE9BXNsup3XjrUJNG1CwgjOk2LM1xaNcBwZbraV2ypjv65yOmOQCl/Y+if9Em/8ldN/wDj1ZHirStIj8H628Xwx+xyLYTlbn7Np48k+W2HyspYY6/KCeOOa7b7J4t/6Deif+CeX/5JrE8Y2vihfA+vtcaxo8kI024MiR6VKjMvltkBjcEA474OPQ0AR/2Pon/RJv8AyV03/wCPVkaPpWkNqniAP8MfPVL9Akf2bTz5A+zQHZzLgckv8uR8/rkDtvsni3/oN6J/4J5f/kmsTQ7XxQdX8SiPWNHVxqSCUtpUrBm+yW/Kj7QNoxtGDnkE55wADE0fStIbVPEAf4Y+eqX6BI/s2nnyB9mgOzmXA5Jf5cj5/XIGTpum6W2h+BWb4eea0vlebL9nsj9t/wBClPeXJyQJPnx93P3sCux0O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecDE0q38RHw98OymqaWsbeV9nVtNkJj/0CYjefPG/5cjgLyQegwQDJs9N0s/2Nn4eb92vX6N/o9l++UfbMQ8y87MLwcL+6+UnC5PBmm6XL9m874efbs6Dprn/AEeyO5j5+6b55R9/A5+8dnzAcZ1rG38RH+wduqaWM+I9SEedNkO2T/TdzH9/ypw+F4I3L8x2nceBLfxE32X7Nqmlx/8AFOaUR5umyPiM/aNi8Tr8w+bLdDkYVccgHqlFYP2Txb/0G9E/8E8v/wAk1n6xP4t0myjuf7W0SXfdW9vt/smVcebMkWc/aT035x3xjjrQB11FYP2Txb/0G9E/8E8v/wAk1n6PP4t1aykuf7W0SLZdXFvt/smVs+VM8Wc/aR12Zx2zjnrQBw2taVpl14K8TzzeCZLm4S41SUasi2y4ZZ5yrljKJSFwARtP3cAEYyQ6Clh4v0+3uPACXtobK6IilstPjmKh4PnbZIUkK5CjhDiQ4zzWnPb+Iv8AhWHidjqmlm2H9r+bGNNk3tiafftbz8Lk7sZU4yM7sZO3dWvij/hONKVtY0czHTb0o40qUKF8y13Ar9oySTtwcjGDwc8AHliSaFe+F7eO18Hqbq28K3f2iXyLRW80JBtuSN+/A+YhiNxD5UHnHcaPpWkNqniAP8MfPVL9Akf2bTz5A+zQHZzLgckv8uR8/rkDntT0vVLvwToj3N3pkkUPg+6uIF+wOHjRY7bjd53L4IG7AH3sqQ2B2fhjTPFdneeI4U8Q6fcyx6gqvJdaax8xvssBB+WYYAUqvOSduc5NAEv9j6J/0Sb/AMldN/8Aj1ZGsaVpC6p4fCfDHyFe/cPH9m08eePs052cS4PID/NgfJ64B3Xb4mRTNuPhqWL+EwW8xY8dw0qgfmetYut33jhdV8Pm4s4Gdb5mhMVgmGf7NOCMG95+UscHb0znI2sAan9j6J/0Sb/yV03/AOPVkeG9K0iTS5jJ8MftTC/vQJPs2nnAFzKAnzSg/KAE9Pl4yMGt3+0/GKgmbyo8DP8AyAXf8PkvG5rE8Oa5rcGmTIL1Y1N9euf+KWvZuTdSk/MkuBzn5eq9CSRkgGP/AGbpf/CoPP8A+Fef6R/YO/8AtL7PZfe+z587Pm+Z1+bON3tnita40rSB4w01B8MdsZsLstbfZtP/AHhElvh8ebt+XJHJz8/GRuxnf2rqY+DwtTq9ksLaAYxC2iXCsVFvjaJTLsJxxv24PXGOK1LrxDcL4u0ueXxh4bjxY3cYml0940TMlv8AKwa4zuOMg5GArcHOQAcfcWGnDwfprjwPtkPhG7ka58m0/eOI7fFznzN3y5JyRv8An4BO7HqfgWGC3k8RxW2k/wBkxLqi7bLZGvlf6Lb9o2ZOTzwT155zXmM2pXEvg7T4k8R6FII/CF5CYUtyZIx5dtmFj5/+tOAAcDBVvkOcD1Twc1w134mN1dW11N/ai7praIxxt/oltjClnI44+8eQenSgDqKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA57xpbzt4dlv7P/AI/dN3Xdud4QAiN0bkqw+479uuOnWufS103UdevbXUPDun3lhoxFkssul/apTGlukoAfk5y/ChTntya7+WKOaJ4pUWSN1KujjIYHqCO4qj/YOj/2t/av9k2P9pZz9s+zp52cbfv43dOOvTigDm9N8M+HbzVNQtpvBegxwW7ARzJZRsGOSCpygGQACcE43YPIrW/4Qfwl/wBCton/AIL4v/ia0bTR9MsLq4urPTrS2uLlt080MCo8pznLEDLHJJ59au0AYP8Awg/hL/oVtE/8F8X/AMTR/wAIP4S/6FbRP/BfF/8AE1vUUAYP/CD+Ev8AoVtE/wDBfF/8TR/wg/hL/oVtE/8ABfF/8TW9RQBxmr+G/DWnXelRxeDtAlivLsW8rtZxAx5ViCBs5+76j8ayPDOm6BqWiWeo6l4N0dft0cBgS30HgNIpblgH+QcfOQoHfrXo0sEM5jMsSSGN96F1B2t0yPQ8nn3qnpuhaRoxkOl6VY2Jlx5htbdIt+M4ztAzjJ/OgDn9C8LeGdT0iK6uvB+gQXBeSOSOOyidVZHZDhigyPl64FaX/CD+Ev8AoVtE/wDBfF/8TW3FDHAmyKNI0yW2ooAyTkn8SSfxp9AGD/wg/hL/AKFbRP8AwXxf/E0f8IP4S/6FbRP/AAXxf/E1vUUAYP8Awg/hL/oVtE/8F8X/AMTR/wAIP4S/6FbRP/BfF/8AE1vUUAefa3o2gaZqj2kXgvw88TaZcXkUv2KNmMkTRqUKBBx+9U53ZPI46l8Wj+E7S3hXVPCekfapi5RYtEVBgAnkHdjoe/p0rtrmws73P2q0gn3RPCfNjDZjfG5Of4TtXI6HA9KjsdJ03TIFg0/T7S0hVi6x28KxqGIwSAAOSO9AHK+H/D/hfWIbkz+EPD8UtvIiERWkUindFHKOdg6CQDp2z3rY/wCEH8Jf9Cton/gvi/8Aia2LWztbGHybS2ht4txbZEgRck5JwO5NTUAYP/CD+Ev+hW0T/wAF8X/xNH/CD+Ev+hW0T/wXxf8AxNb1FAGD/wAIP4S/6FbRP/BfF/8AE0f8IP4S/wChW0T/AMF8X/xNb1FAHnGv6XoWlTXsMHgvw8TF9iEDmwjcv59x5LZQKOnUAHn2roNEuLHR4YNKt9Mgs7y5SW4ENtYm2iZlKr8wG7BOU554H0Fbl5pen6jFLFfWNtdRzKqSJPCrh1U7lBBHIB5HoaLLS9P06GKGxsba1iiDLGkEKoEDEFgABxkgE+pFAEei302paPbXlxCkM0i5kjRtyqwJBAOBkcdcVfpkUUcMY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W7jGSe+eOmMV11ABRRRQAVg+OP+Sf8AiT/sF3X/AKKat6sHxx/yT/xJ/wBgu6/9FNQBMbaPxHZR/wBqaRdWZguFljiuXj35XkNmJ2G05KkE8jcCMHnm9e0XTtMu4pJNLW+g8t5jJPqEqNCIgzlVRVIx8xPUZJ56Cu8rmfEkuqm9hgtbAXVgUT7SpXqrSqrjPfCFjjI6c5HFAHOPYeFJ7S2tLJbu402K4lMgE2xYpUgwozJgjEUbIuCFAJJO7DC+v2PWtQAm0WZrmCCeSOGa4ZXl87AlG0gKVKuv3juA2jap6JpXjDU9ZmkdtC86x8sgPGGdfNDujJnb12jk4xxjJ3Cr327V7G+QwaOjW8s8EeIrYoYIWUlixGd21yegHXoOTQBT0bS9G8QLcQSWzLDCHgWE33mMyqJIC8qDkOf3nXd1yfmHG03gvQjdrcrZ+WyZCJExRFB3EgKMDG5i2P72D1Aqv4Z1G5vr+6abTHtUlhSYyPYPbs0m+RSCW5YhVjPPPOehwOnoA47xTql5B4i8PRx6DqNwkWpMySxPbhZibO4+Vd0oIIyT8wUfKcE8Z0/+Eg1P/oT9b/7/AFl/8kUeIP8AkNeFf+wo/wD6R3Nb1AHDWuuagPHGqyDwrrBdtNslMQltNygSXWGP7/GDkgYJPynIHGdv/hINT/6E/W/+/wBZf/JFFp/yUDWP+wXY/wDo27reoA4bwdrmoQ+B9AjTwrrEyJptuqyxy2gVwI1+YbpwcHryAfUCjxVrmoS6RAr+FdYhA1Kwbc8toQSLuIheJyckjA7ZIyQMkbfgf/kn/hv/ALBdr/6KWjxh/wAgW3/7Cmnf+lkNAB/wkGp/9Cfrf/f6y/8AkisS11zUB441WQeFdYLtptkpiEtpuUCS6wx/f4wckDBJ+U5A4z3NYNp/yUDWP+wXY/8Ao27oAP8AhINT/wChP1v/AL/WX/yRWJ4V1zUItInVPCusTA6lftuSW0ABN3KSvM4OQTg9sg4JGCe5rB8H/wDIFuP+wpqP/pZNQBz3jDxNcppthBceGtWt2uNVsUh8yW0/eOtxHJsG2cnJCHHb1IGTXQ/8JBqf/Qn63/3+sv8A5IrnfEZ/tnUTfbt1npep2FnAOzTteQGV/faNqA9j5gr0CgDhrXXNQHjjVZB4V1gu2m2SmIS2m5QJLrDH9/jByQMEn5TkDjO3/wAJBqf/AEJ+t/8Af6y/+SKLT/koGsf9gux/9G3db1AHDeFdc1CLSJ1TwrrEwOpX7bkltAATdykrzODkE4PbIOCRgk8Va5qEukQK/hXWIQNSsG3PLaEEi7iIXicnJIwO2SMkDJG34P8A+QLcf9hTUf8A0smo8Yf8gW3/AOwpp3/pZDQAf8JBqf8A0J+t/wDf6y/+SKz4NQub74gaZ9p0e+07Zpd7t+1PC3mZltenlyP0x3x1GM8466sG7/5KBo//AGC77/0baUAb1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHWGl3l74i8USW+vajp6DUo1MVsluyk/Y7b5j5kTnPOOuOBx1rsa46w0Gz1TxF4onuJtRR11KNALbUri3XH2O2PKxuoJ564z09BQBXutD1AeONKjPirWC7abesJTFablAktcqP3GMHIJyCflGCOcmuaHqCav4aVvFWsSF9SdVZorTMZ+yXB3LiADOARzkYY8ZwQXXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwa54V0+LV/DSLcawRLqTo27WbtiB9kuG+UmXKnKjkYOMjoSCAHirQ9Qi0iBn8VaxMDqVgu14rQAE3cQDcQA5BOR2yBkEZBPGOh6hD4H1+R/FWsTImm3DNFJFaBXAjb5TtgBwenBB9CKPFXhXT4NIgdLjWCTqVgnz6zduMNdxKeDKRnB4PUHBGCAaPGPhXT7fwPr86XGsF49NuHUSazdupIjY8q0pDD2IIPegBdQ8K65prTajoviTVpriWRXu7cpaKbhQMfJ+5CLJjHJHzbQpIGCtbwTYXWp6BLcW3ivWYR/aF6Hh8m0DI32mQ/OrQEq5BDEHGC3AAwK6P/AIQ/TP8An61v/wAHl7/8drj9H8BW9zpF3e6TfahZakdUvd7jUbkJchLqZVSXbIGPA+8CGzyd3IIBq6HoeoPq/iVV8VaxGU1JFZlitMyH7Jbnc2YCM4IHGBhRxnJJa6HqB8carGPFWsB102yYyiK03MDJdYU/uMYGCRgA/Mck8YzPCem6Ze634gsL+XVrHU0vVY2f9u3RbZ9mgBYMso8wZzhj8wUqCF4A07Xwrp7eONVgNxrGxNNsnBGs3YbJkugct5uSPlGATgc4xk5AC60PUB440qM+KtYLtpt6wlMVpuUCS1yo/cYwcgnIJ+UYI5ya5oeoJq/hpW8VaxIX1J1VmitMxn7JcHcuIAM4BHORhjxnBBdeFdPXxxpUAuNY2Ppt65J1m7LZElqBhvNyB8xyAcHjOcDBrnhXT4tX8NItxrBEupOjbtZu2IH2S4b5SZcqcqORg4yOhIIAeMdD1CHwPr8j+KtYmRNNuGaKSK0CuBG3ynbADg9OCD6EVt/8I/qf/Q4a3/35sv8A5HrE8Y+FdPt/A+vzpcawXj024dRJrN26kiNjyrSkMPYgg962/wDhD9M/5+tb/wDB5e//AB2gDE8HaHqE3gfQJE8VaxCj6bbssUcVoVQGNflG6AnA6ckn1Jo8K6HqEukTsnirWIQNSv12pFaEEi7lBbmAnJIye2ScADAB4O8K6fceB9Ane41gPJptu7CPWbtFBManhVlAUewAA7UeFfCunz6RO73GsAjUr9Pk1m7QYW7lUcCUDOByepOSckk0AGh6HqD6v4lVfFWsRlNSRWZYrTMh+yW53NmAjOCBxgYUcZySXWh6gPHGlRnxVrBdtNvWEpitNygSWuVH7jGDkE5BPyjBHOTQ/Cuny6v4lRrjWAItSRF26zdqSPslu3zES5Y5Y8nJxgdAAC68K6evjjSoBcaxsfTb1yTrN2WyJLUDDebkD5jkA4PGc4GAA1zQ9QTV/DSt4q1iQvqTqrNFaZjP2S4O5cQAZwCOcjDHjOCDxVoeoRaRAz+KtYmB1KwXa8VoACbuIBuIAcgnI7ZAyCMgmueFdPi1fw0i3GsES6k6Nu1m7YgfZLhvlJlypyo5GDjI6Egnirwrp8GkQOlxrBJ1KwT59Zu3GGu4lPBlIzg8HqDgjBANAB4x0PUIfA+vyP4q1iZE024ZopIrQK4EbfKdsAOD04IPoRW3/wAI/qf/AEOGt/8Afmy/+R6xPGPhXT7fwPr86XGsF49NuHUSazdupIjY8q0pDD2IIPetv/hD9M/5+tb/APB5e/8Ax2gDE8HaHqE3gfQJE8VaxCj6bbssUcVoVQGNflG6AnA6ckn1Jo0PQ9QfV/Eqr4q1iMpqSKzLFaZkP2S3O5swEZwQOMDCjjOSTwd4V0+48D6BO9xrAeTTbd2Ees3aKCY1PCrKAo9gAB2o0Pwrp8ur+JUa41gCLUkRdus3akj7Jbt8xEuWOWPJycYHQAAAv6HZz2XjjWo7jUrrUHOm2LCW5WJWA8y6+UeWiDHGemeTz0rqq5XQ9Ng0vxxrUFvJdOjabYuTc3ctw2fMuhw0jMQOOmcdfU11VABRRRQAVg+OP+Sf+JP+wXdf+imrerB8cf8AJP8AxJ/2C7r/ANFNQBp6dpWnaPbtb6ZYWtlCz72jtoVjUtgDJCgDOAOfYVn65PNDq/hpI5XRJtSdJVViA6/ZLhsN6jKqcHuAe1M+yeLf+g3on/gnl/8AkmsTXLXxQNX8NCTWNHZzqTiIrpUqhW+yXHLD7QdwxuGBjkg54wQDuAoUYUAD0FYuhzzTav4lSSV3SHUkSJWYkIv2S3bC+gyzHA7knvTPsni3/oN6J/4J5f8A5JrE0O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecAA7msTwdPNdeB9AuLiV5ppdNt3kkkYszsY1JJJ5JJ70z7J4t/6Deif+CeX/wCSaxPB1r4obwPoDW+saPHCdNtzGkmlSuyr5a4BYXABOO+Bn0FAFjxT4c0O88ReHri60XTp5rrUmS4kltUZpVFncEBiRlgCi8H+6PQVp/8ACD+Ev+hW0T/wXxf/ABNYmuWvigav4aEmsaOznUnERXSpVCt9kuOWH2g7hjcMDHJBzxg7f2Txb/0G9E/8E8v/AMk0AYlr4O8Lt441W3bw3o5hTTbJ0jNjFtVmkugxA24BIVcnvtHpW3/wg/hL/oVtE/8ABfF/8TWJa2vij/hONVVdY0cTDTbIu50qUqV8y62gL9oyCDuycnORwMc7f2Txb/0G9E/8E8v/AMk0AYng7wd4XuvA+gXFx4b0eaaXTbd5JJLGJmdjGpJJK5JJ70eKvB3he30iB4PDejxOdSsELJYxKSrXcSsOF6EEgjuCRR4OtfFDeB9Aa31jR44TptuY0k0qV2VfLXALC4AJx3wM+go8VWvihdIgM+saO6f2lYABNKlU7vtcW05NweAcEjuARkZyADb/AOEH8Jf9Cton/gvi/wDiaxLXwd4Xbxxqtu3hvRzCmm2TpGbGLarNJdBiBtwCQq5PfaPStv7J4t/6Deif+CeX/wCSaxLW18Uf8JxqqrrGjiYabZF3OlSlSvmXW0BftGQQd2Tk5yOBjkA2/wDhB/CX/QraJ/4L4v8A4muOg0Hw5Z+EbqaPwzotxqU2qXtnZLLYxtukN3KkYPy52qACfRUPpXY/ZPFv/Qb0T/wTy/8AyTXF+E9O8TapfXV1/aOmwxaVqWoRQedpsjLJM9w5kkAE46A7VOeA7rzjcQDQ1nwH4Z0jwtp9vHoemySxXunwvcPaRmSUG6hVyxxk7gSCOmCR0rpP+EH8Jf8AQraJ/wCC+L/4msTxVa+KF0iAz6xo7p/aVgAE0qVTu+1xbTk3B4BwSO4BGRnI2/sni3/oN6J/4J5f/kmgDEtfB3hdvHGq27eG9HMKabZOkZsYtqs0l0GIG3AJCrk99o9K2/8AhB/CX/QraJ/4L4v/AImsS1tfFH/Ccaqq6xo4mGm2RdzpUpUr5l1tAX7RkEHdk5OcjgY52/sni3/oN6J/4J5f/kmgDE8K+DvC9xpE7z+G9HlcalfoGexiYhVu5VUcr0AAAHYACjxV4O8L2+kQPB4b0eJzqVghZLGJSVa7iVhwvQgkEdwSKPCtr4obSJzBrGjon9pX4IfSpWO77XLuORcDgnJA7AgZOMk8VWvihdIgM+saO6f2lYABNKlU7vtcW05NweAcEjuARkZyADb/AOEH8Jf9Cton/gvi/wDiaz4ND0jRviBpn9laXY2Pm6Xe+Z9lt0i34ltcZ2gZxk/ma0Psni3/AKDeif8Agnl/+Saz4IdXi+IGmf2rfWN1nS73y/stm8G397a5zulfPb0xg9c8AHXUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcdYaXeXviLxRJb69qOnoNSjUxWyW7KT9jtvmPmROc84644HHWuxrB8P/wDIa8Vf9hRP/SO2oAxLrQ9QHjjSoz4q1gu2m3rCUxWm5QJLXKj9xjByCcgn5RgjnJrmh6gmr+GlbxVrEhfUnVWaK0zGfslwdy4gAzgEc5GGPGcEbd3/AMlA0f8A7Bd9/wCjbSjxB/yGvCv/AGFH/wDSO5oAxPFWh6hFpEDP4q1iYHUrBdrxWgAJu4gG4gByCcjtkDIIyCeMdD1CHwPr8j+KtYmRNNuGaKSK0CuBG3ynbADg9OCD6EVt+MP+QLb/APYU07/0sho8cf8AJP8AxJ/2C7r/ANFNQAf8I/qf/Q4a3/35sv8A5HrE8K6HqEukTsnirWIQNSv12pFaEEi7lBbmAnJIye2ScADAHc1g+D/+QLcf9hTUf/SyagDl7Xwa+taj4ihu/Eer5g1RCssaWqyb/sluQ4cQ5RsELlNvAHckmk1trujeONV+2eIdburT7Das15ZWtqZIYzJcbFkQxMXAIf5kGeeRjle18P8A/Ia8Vf8AYUT/ANI7ai0/5KBrH/YLsf8A0bd0Ac6thPf+LdGms/GWp3MU2mXrx3Ua2bcCW2BAIg2kHIzkE5UYI5zPrmh6gmr+GlbxVrEhfUnVWaK0zGfslwdy4gAzgEc5GGPGcEP1bQE/4WDp9xpM/wDZd9Pp95LLPBErCZlktgPMQjDA7uSMMcD5hgVFresX2nat4a/4SC0jhih1F2N/bMWgYfZLheVPzxnnJBBUAE7uDQA7xjoeoQ+B9fkfxVrEyJptwzRSRWgVwI2+U7YAcHpwQfQitv8A4R/U/wDocNb/AO/Nl/8AI9R+MbiG6+HHiCe3ljmhk0m5ZJI2DKw8puQRwRXRUAcN4O0PUJvA+gSJ4q1iFH023ZYo4rQqgMa/KN0BOB05JPqTR4V0PUJdInZPFWsQgalfrtSK0IJF3KC3MBOSRk9sk4AGANvwP/yT/wAN/wDYLtf/AEUtHg//AJAtx/2FNR/9LJqAMTQ9D1B9X8SqvirWIympIrMsVpmQ/ZLc7mzARnBA4wMKOM5JLrQ9QHjjSoz4q1gu2m3rCUxWm5QJLXKj9xjByCcgn5RgjnO34f8A+Q14q/7Cif8ApHbUXf8AyUDR/wDsF33/AKNtKAMTXND1BNX8NK3irWJC+pOqs0VpmM/ZLg7lxABnAI5yMMeM4IPFWh6hFpEDP4q1iYHUrBdrxWgAJu4gG4gByCcjtkDIIyDt+IP+Q14V/wCwo/8A6R3NHjD/AJAtv/2FNO/9LIaAMTxjoeoQ+B9fkfxVrEyJptwzRSRWgVwI2+U7YAcHpwQfQitv/hH9T/6HDW/+/Nl/8j0eOP8Akn/iT/sF3X/opq3qAOG8HaHqE3gfQJE8VaxCj6bbssUcVoVQGNflG6AnA6ckn1Jo0PQ9QfV/Eqr4q1iMpqSKzLFaZkP2S3O5swEZwQOMDCjjOSdvwP8A8k/8N/8AYLtf/RS0eH/+Q14q/wCwon/pHbUAU9Ds57LxxrUdxqV1qDnTbFhLcrErAeZdfKPLRBjjPTPJ56V1VYNp/wAlA1j/ALBdj/6Nu63qACiiigArB8cf8k/8Sf8AYLuv/RTVvVg+OP8Akn/iT/sF3X/opqAD/hMNM/59db/8Ed7/APGqxNc8VafLq/hp1t9YAi1J3bdo12pI+yXC/KDFljlhwMnGT0BI7msHxB/yGvCv/YUf/wBI7mgA/wCEw0z/AJ9db/8ABHe//GqxND8VafFq/iV2t9YIl1JHXbo12xA+yW6/MBFlTlTwcHGD0IJ7msHw/wD8hrxV/wBhRP8A0jtqAD/hMNM/59db/wDBHe//ABqsTwd4q0+38D6BA9vrBePTbdGMejXbqSI1HDLEQw9wSD2ruawfA/8AyT/w3/2C7X/0UtAGJrnirT5dX8NOtvrAEWpO7btGu1JH2S4X5QYsscsOBk4yegJG3/wmGmf8+ut/+CO9/wDjVHiD/kNeFf8AsKP/AOkdzW9QBw1r4q09fHGqzm31jY+m2SADRrstkSXROV8rIHzDBIwecZwcbf8AwmGmf8+ut/8Agjvf/jVFp/yUDWP+wXY/+jbut6gDhvB3irT7fwPoED2+sF49Nt0Yx6NdupIjUcMsRDD3BIPajxV4q0+fSIES31gEalYP8+jXaDC3cTHkxAZwOB1JwBkkCtvwP/yT/wAN/wDYLtf/AEUtHjD/AJAtv/2FNO/9LIaAD/hMNM/59db/APBHe/8AxqsS18VaevjjVZzb6xsfTbJABo12WyJLonK+VkD5hgkYPOM4OO5rBtP+Sgax/wBgux/9G3dAGbrfjy0tNNcWNrqrajP+6s45dHu1DykEjrGMhQCxA52qcA1neBvEGn6V4XWxdNcnMN5eL5p0i7kZx9plwWIiI3Y6jqDkHBBFb2l413xBcay3zWdkXs7Dnh2ziaUf8CHlj2RiOGqXwf8A8gW4/wCwpqP/AKWTUAYnirxVp8+kQIlvrAI1Kwf59Gu0GFu4mPJiAzgcDqTgDJIFbf8AwmGmf8+ut/8Agjvf/jVHjD/kC2//AGFNO/8ASyGt6gDhrXxVp6+ONVnNvrGx9NskAGjXZbIkuicr5WQPmGCRg84zg42/+Ew0z/n11v8A8Ed7/wDGqLT/AJKBrH/YLsf/AEbd1vUAcN4V8VafBpE6Pb6wSdSv3+TRrtxhruVhyIiM4PI6g5BwQRR4q8VafPpECJb6wCNSsH+fRrtBhbuJjyYgM4HA6k4AySBW34P/AOQLcf8AYU1H/wBLJqPGH/IFt/8AsKad/wClkNAB/wAJhpn/AD663/4I73/41WfBrFtq3xA0z7NFfJ5Wl3u77VYzW+cy2vTzEXd07ZxxnqK66sG7/wCSgaP/ANgu+/8ARtpQBvUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFedte+KLbxV4mTRLLz7Y38ZZvskUuH+yW+RlruE9McbT9T0HoleUanBocvjLxK2p6j4MtpvtsQVNcsEnmK/ZYOVZpkITOcDHUNzzwAPuNS8cHxhprtpuLkWF2I1/s+DlDJb7jj7fg8hOdwxno2SVNY1Lxw2qeHzNpu2Rb9zCP7PgG5/s04IwL85+UscEr0znICtiz2vhf/hKLBV1j4cGE2VyXddKiEIbfBtDr9owXI3bTkYAfg54NUtfC41DRRHrHw4ZDesJTBpUSoq/Z5uZR9oO5M7Rg4+Yoc8YIBteJNS8cPpcIudN2x/b7Ig/2fAvzi5iKDIv26ttGMc9CVHzA8Val44k8H62l3puy2awnEzf2fAuE8ttxyL9iOM8hW+h6Vi69a+F10+Iwax8OHf7baAi10qJX2/aI9xJFwfkAyWHdQwyM5B4jtfC6+F9Wa31j4cSTCymMaWmlRJMzbDgRsLgkPnocHBxwaAOx/tX4gf8AQK/8psH/AMsayPDepeOE0uYW2m7o/t96Sf7Pgb5zcylxk369G3DGOOgLD5jB9k8Jf9Bv4Xf+CeL/AOSazNBtfC7afKZ9Y+HCP9tuwBdaVEz7ftEm0gm4HyEYKjspUZOMkA2tH1LxwuqeIDDpu6Rr9DMP7PgO1/s0AAwb8Y+UKcAt1znJKqW+peOB4w1J103NybC0Ei/2fBwgkuNpx9vwOS/O45x0XALYul2vhc6hrQk1j4cKgvVERn0qJkZfs8PMQ+0DamdwwM/MHOecAgtfC/8AwlF+rax8OBCLK2KO2lRGEtvn3BF+0YDgbdxycgpwMcgG1cal44PjDTXbTcXIsLsRr/Z8HKGS33HH2/B5Cc7hjPRskqaxqXjhtU8PmbTdsi37mEf2fANz/ZpwRgX5z8pY4JXpnOQFbFntfC//AAlFgq6x8ODCbK5LuulRCENvg2h1+0YLkbtpyMAPwc8GqWvhcahooj1j4cMhvWEpg0qJUVfs83Mo+0HcmdowcfMUOeMEAd4q0vxQvh/WrtNNl0xXtJmu2s7KCJJU2Ev5ii/dTkZBbYzgdOa6A698TbaWdrnQYzZRICksNhHLM575iW9/9BJ+lc74jtfC6+F9Wa31j4cSTCymMaWmlRJMzbDgRsLgkPnocHBxwa0/snhL/oN/C7/wTxf/ACTQBH4K8T+KLvwxplnpUMFwtpZwxlFsoHdAEAG7N+rcjHJRc9cDOKt+G9S8cJpcwttN3R/b70k/2fA3zm5lLjJv16NuGMcdAWHzHn9G0zwpe+D9MhvNa+HsUkllD5qzaeq3KtsGQ8i3Ktvz1PBJzwKqeHdI0Gz0u7dfEfw/nf7TcJBbapp8LbQszqpEnm79rABhu3YUjBI5oA6vR9S8cLqniAw6buka/QzD+z4Dtf7NAAMG/GPlCnALdc5ySqlxqXjg+MNNdtNxciwuxGv9nwcoZLfccfb8HkJzuGM9GySvF6Zqfh+11HU49YPgS3L3aBJYtGS8t/8AUxDERScMqZBJyuNxY5zlV2Zbfwu3ibT9usfDnyGsrks40mMQht8G0Ov2jlyN20kjAD8HPABt6xqXjhtU8PmbTdsi37mEf2fANz/ZpwRgX5z8pY4JXpnOQFY8Sal44fS4Rc6btj+32RB/s+BfnFzEUGRft1baMY56EqPmGLqlr4XGoaKI9Y+HDIb1hKYNKiVFX7PNzKPtB3JnaMHHzFDnjBNetfC66fEYNY+HDv8AbbQEWulRK+37RHuJIuD8gGSw7qGGRnIANrxVqXjiTwfraXem7LZrCcTN/Z8C4Ty23HIv2I4zyFb6HpWv/avxA/6BX/lNg/8AljXHeI7XwuvhfVmt9Y+HEkwspjGlppUSTM2w4EbC4JD56HBwccGtP7J4S/6Dfwu/8E8X/wAk0AT+FdS8cR+D9ES003fbLYQCFv7PgbKeWu05N+pPGOSq/QdKNH1LxwuqeIDDpu6Rr9DMP7PgO1/s0AAwb8Y+UKcAt1znJKri+HLXwu3hfSWuNY+HEcxsoTIl3pUTzK2wZEjG4BL56nAyc8CjS7XwudQ1oSax8OFQXqiIz6VEyMv2eHmIfaBtTO4YGfmDnPOAAdz4SuNYufGGuPrdv5FyLCyCr5CRZTzLrBws0w6553D6Dqe1rz7wDHp0XijXV0y60G5h+xWRZ9DtlghDb7nhlWRwXxjJz0K8cc+g0AFFFFABWD44/wCSf+JP+wXdf+imrerB8cf8k/8AEn/YLuv/AEU1AB/wh+mf8/Wt/wDg8vf/AI7WJrnhXT4tX8NItxrBEupOjbtZu2IH2S4b5SZcqcqORg4yOhIO39r8W/8AQE0T/wAHEv8A8jVia5deKDq/hoyaPo6uNScxBdVlYM32S44Y/ZxtGNxyM8gDHOQAbf8Awh+mf8/Wt/8Ag8vf/jtYmh+FdPl1fxKjXGsARakiLt1m7UkfZLdvmIlyxyx5OTjA6AAbf2vxb/0BNE/8HEv/AMjViaHdeKBq/iUx6Po7OdSQyhtVlUK32S34U/ZzuGNpycckjHGSAbf/AAh+mf8AP1rf/g8vf/jtYng7wrp9x4H0Cd7jWA8mm27sI9Zu0UExqeFWUBR7AADtW39r8W/9ATRP/BxL/wDI1Yng668UL4H0BbfR9HkhGm24jeTVZUZl8tcEqLcgHHbJx6mgA1zwrp8Wr+GkW41giXUnRt2s3bED7JcN8pMuVOVHIwcZHQkHb/4Q/TP+frW//B5e/wDx2sTXLrxQdX8NGTR9HVxqTmILqsrBm+yXHDH7ONoxuORnkAY5yNv7X4t/6Amif+DiX/5GoAxLXwrp7eONVgNxrGxNNsnBGs3YbJkugct5uSPlGATgc4xk52/+EP0z/n61v/weXv8A8drEtbrxR/wnGqsuj6OZjptkHQ6rKFC+ZdbSG+z5JJ3ZGBjA5OeNv7X4t/6Amif+DiX/AORqAMTwd4V0+48D6BO9xrAeTTbd2Ees3aKCY1PCrKAo9gAB2o8VeFdPg0iB0uNYJOpWCfPrN24w13Ep4MpGcHg9QcEYIBo8HXXihfA+gLb6Po8kI023EbyarKjMvlrglRbkA47ZOPU0eKrrxQ2kQCfR9HRP7SsCCmqysd32uLaMG3HBOAT2BJwcYIBt/wDCH6Z/z9a3/wCDy9/+O1xWq6HCPHN1omnXesR3t5p9oyTjVrotBEJLnzZSTJ82BtCq2RvccYLV1l/rXiTS7Ce+vNJ0OK3gQu7nWJuAP+3bk+g71znh+bxg3jLWb650nTTd3VhZyi2n1F0+yRFpwsYIgbJyrFu2eQTnCgHT2/gfRrS2jt7aTV4YI1CpHHrV4qqB0AAlwBWT4V8K6fPpE7vcawCNSv0+TWbtBhbuVRwJQM4HJ6k5JySTW39r8W/9ATRP/BxL/wDI1YnhW68ULpE4g0fR3T+0r8kvqsqnd9rl3DAtzwDkA9wAcDOAAHirwrp8GkQOlxrBJ1KwT59Zu3GGu4lPBlIzg8HqDgjBANbf/CH6Z/z9a3/4PL3/AOO1ieKrrxQ2kQCfR9HRP7SsCCmqysd32uLaMG3HBOAT2BJwcYO39r8W/wDQE0T/AMHEv/yNQBiWvhXT28carAbjWNiabZOCNZuw2TJdA5bzckfKMAnA5xjJzt/8Ifpn/P1rf/g8vf8A47WJa3Xij/hONVZdH0czHTbIOh1WUKF8y62kN9nySTuyMDGByc8bf2vxb/0BNE/8HEv/AMjUAYnhXwrp8+kTu9xrAI1K/T5NZu0GFu5VHAlAzgcnqTknJJNHirwrp8GkQOlxrBJ1KwT59Zu3GGu4lPBlIzg8HqDgjBANHhW68ULpE4g0fR3T+0r8kvqsqnd9rl3DAtzwDkA9wAcDOAeKrrxQ2kQCfR9HRP7SsCCmqysd32uLaMG3HBOAT2BJwcYIBt/8Ifpn/P1rf/g8vf8A47WfBo9tpPxA0z7NLfP5ul3u77VfTXGMS2vTzHbb17YzxnoK0Ptfi3/oCaJ/4OJf/kas+CbV5fiBpn9q2Nja40u98v7LePPu/e2uc7okx29c5PTHIB11FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHWEGuS+IvFDaZqOnW0P9pRhkubB52LfY7bkMsyADGOMdjzzx2Nedt/wg3/AAlXib/hJv8AhHftv2+PZ/afkeZ5f2S3xjfztzu9s5oAt3Vr4o/4TjSlbWNHMx029KONKlChfMtdwK/aMkk7cHIxg8HPBrlr4oGr+GhJrGjs51JxEV0qVQrfZLjlh9oO4Y3DAxyQc8YOJcf8Kw/4TDTdn/CIfYvsF35u37N5fmeZb7N3bdjzMZ5xux3o1j/hWH9qeH/s3/CIeV9vf7T5f2bb5f2afG/H8O/Z143be+KANvxVa+KF0iAz6xo7p/aVgAE0qVTu+1xbTk3B4BwSO4BGRnIPGNr4oXwPr7XGsaPJCNNuDIkelSozL5bZAY3BAOO+Dj0NYniT/hWH9lw/Yv8AhEPN+32W7yfs27y/tMXmZx/Ds3bu23OeM0eKv+FYf8Ifrf8AZ/8AwiH237BP9n+z/ZvM8zy227Mc7s4xjnNAHbfZPFv/AEG9E/8ABPL/APJNYnhW18UNpE5g1jR0T+0r8EPpUrHd9rl3HIuBwTkgdgQMnGTH/wAWk/6kn/yUrI8N/wDCsP7Lm+2/8Ih5v2+92+f9m3eX9pl8vGf4dm3b224xxigDb0O18UHV/Eoj1jR1cakglLaVKwZvslvyo+0DaMbRg55BOecAtbXxR/wnGqqusaOJhptkXc6VKVK+ZdbQF+0ZBB3ZOTnI4GOcTR/+FYf2p4g+0/8ACIeV9vT7N5n2bb5f2aDOzP8ADv39ON27vmi3/wCFYf8ACYalv/4RD7F9gtPK3fZvL8zzLjft7bseXnHONue1AG3dWvij/hONKVtY0czHTb0o40qUKF8y13Ar9oySTtwcjGDwc8GuWvigav4aEmsaOznUnERXSpVCt9kuOWH2g7hjcMDHJBzxg4lx/wAKw/4TDTdn/CIfYvsF35u37N5fmeZb7N3bdjzMZ5xux3o1j/hWH9qeH/s3/CIeV9vf7T5f2bb5f2afG/H8O/Z143be+KANvxja+KF8D6+1xrGjyQjTbgyJHpUqMy+W2QGNwQDjvg49DW39k8W/9BvRP/BPL/8AJNcT4q/4Vh/wh+t/2f8A8Ih9t+wT/Z/s/wBm8zzPLbbsxzuzjGOc1r/8Wk/6kn/yUoAk8HWvihvA+gNb6xo8cJ023MaSaVK7KvlrgFhcAE474GfQUeFbXxQ2kTmDWNHRP7SvwQ+lSsd32uXcci4HBOSB2BAycZOJ4V/4Vh/wh+if2h/wiH237BB9o+0fZvM8zy13b887s5znnNHhv/hWH9lzfbf+EQ837fe7fP8As27y/tMvl4z/AA7Nu3ttxjjFAG3odr4oOr+JRHrGjq41JBKW0qVgzfZLflR9oG0Y2jBzyCc84GfrPhrVtS8baat3faMbl9Ou2W4i0yaJlCyW4+8tyH3fNwQwx83B3cVNH/4Vh/aniD7T/wAIh5X29Ps3mfZtvl/ZoM7M/wAO/f043bu+aLj/AIVh/wAJhpuz/hEPsX2C783b9m8vzPMt9m7tux5mM843Y70AWLzQPFmmaz4ez4rtrxGv3W3huNOZlicWlwdxYzGRsqGGC3Ug9sGLxRceP7fT4xqaaPJbf2jZlJNPtJJCCLmIqWDzqfvADaobPTK53Bmsf8Kw/tTw/wDZv+EQ8r7e/wBp8v7Nt8v7NPjfj+Hfs68btvfFHiT/AIVh/ZcP2L/hEPN+32W7yfs27y/tMXmZx/Ds3bu23OeM0AO8UeIb6bwfrcF14k0eF5NPuF+y3OjT2c0v7tsqgln5J7EK30NdmLXxaQCNc0Qg9D/Y8v8A8k1xXir/AIVh/wAIfrf9n/8ACIfbfsE/2f7P9m8zzPLbbsxzuzjGOc1Lf6J8HdQmWY3XhmCVfutb3sMYH1QNsP4qaANbwda+KG8D6A1vrGjxwnTbcxpJpUrsq+WuAWFwATjvgZ9BRodr4oOr+JRHrGjq41JBKW0qVgzfZLflR9oG0Y2jBzyCc84HFeHLPwjD4Y0eV9W8CzTtZQtcQapaW3nBygJUyKykEHIJZWPrk0aXqvgez1DWjqWgeFbhGvl8o2dxZSRxp9nhHyeaYyV3bidoPzFhyQSQD0TQ49Ri8ca0up3Vrczf2bYlXtrZoFC+ZdcFWkck5zznuOOOeqrz/wAA6j4Y1LxRr0vhSG1hsks7JJUtrcQr5oe5J4AAJwV5GR054r0CgAooooAKwfHH/JP/ABJ/2C7r/wBFNW9WD44/5J/4k/7Bd1/6KagA/wCE48Jf9DTon/gwi/8AiqxNc8Y+F5tX8NPH4k0d0h1J3lZb6IhF+yXC5b5uBllGT3IHeu5rB8Qf8hrwr/2FH/8ASO5oAP8AhOPCX/Q06J/4MIv/AIqsTQ/GPheHV/EryeJNHRJtSR4ma+iAdfsluuV+bkZVhkdwR2ruawfD/wDyGvFX/YUT/wBI7agA/wCE48Jf9DTon/gwi/8AiqxPB3jHwva+B9At7jxJo8M0Wm26SRyX0SsjCNQQQWyCD2ruawfA/wDyT/w3/wBgu1/9FLQBia54x8Lzav4aePxJo7pDqTvKy30RCL9kuFy3zcDLKMnuQO9bf/CceEv+hp0T/wAGEX/xVHiD/kNeFf8AsKP/AOkdzW9QBw1r4x8Lr441W4bxJo4hfTbJEkN9FtZlkuiwB3YJAZcjtuHrW3/wnHhL/oadE/8ABhF/8VRaf8lA1j/sF2P/AKNu63qAOG8HeMfC9r4H0C3uPEmjwzRabbpJHJfRKyMI1BBBbIIPajxV4x8L3GkQJB4k0eVxqVg5VL6JiFW7iZjw3QAEk9gCaueGta03Rvh34ZfULyKDfpdqEQnLyHyl4RB8zH2AJrL8WSap4i0m3jlsZNP0R9QsklW4O25uQ11EoAVTmJec5J35AGF5oAc/jDwzr3iAG48R6TFpWmyBo0kvY1+1XA6PgnlE/hPRm5/hBM1r4x8Lr441W4bxJo4hfTbJEkN9FtZlkuiwB3YJAZcjtuHrXbQwx28KQwxrHFGoVEQYCgcAAdhWJaf8lA1j/sF2P/o27oAP+E48Jf8AQ06J/wCDCL/4qsTwr4x8L2+kTpP4k0eJzqV+4V76JSVa7lZTy3Qggg9wQa7msHwf/wAgW4/7Cmo/+lk1AGJ4q8Y+F7jSIEg8SaPK41Kwcql9ExCrdxMx4boACSewBNbf/CceEv8AoadE/wDBhF/8VR4w/wCQLb/9hTTv/SyGt6gDhrXxj4XXxxqtw3iTRxC+m2SJIb6LazLJdFgDuwSAy5HbcPWtv/hOPCX/AENOif8Agwi/+KotP+Sgax/2C7H/ANG3db1AHDeFfGPhe30idJ/EmjxOdSv3CvfRKSrXcrKeW6EEEHuCDR4q8Y+F7jSIEg8SaPK41Kwcql9ExCrdxMx4boACSewBNbfg/wD5Atx/2FNR/wDSyajxh/yBbf8A7Cmnf+lkNAB/wnHhL/oadE/8GEX/AMVWfBrmkaz8QNM/srVLG+8rS73zPstwkuzMtrjO0nGcH8jXXVg3f/JQNH/7Bd9/6NtKAN6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArB8P/wDIa8Vf9hRP/SO2rerjrDQbPVPEXiie4m1FHXUo0AttSuLdcfY7Y8rG6gnnrjPT0FAGnd/8lA0f/sF33/o20o8Qf8hrwr/2FH/9I7msS68K6evjjSoBcaxsfTb1yTrN2WyJLUDDebkD5jkA4PGc4GDXPCunxav4aRbjWCJdSdG3azdsQPslw3yky5U5UcjBxkdCQQDb8Yf8gW3/AOwpp3/pZDR44/5J/wCJP+wXdf8AopqxPFXhXT4NIgdLjWCTqVgnz6zduMNdxKeDKRnB4PUHBGCAaPGPhXT7fwPr86XGsF49NuHUSazdupIjY8q0pDD2IIPegDuawfB//IFuP+wpqP8A6WTUf8Ifpn/P1rf/AIPL3/47WJ4V8K6fPpE7vcawCNSv0+TWbtBhbuVRwJQM4HJ6k5JySTQBt+H/APkNeKv+won/AKR21Fp/yUDWP+wXY/8Ao27rE0Pwrp8ur+JUa41gCLUkRdus3akj7Jbt8xEuWOWPJycYHQAAtfCunt441WA3GsbE02ycEazdhsmS6By3m5I+UYBOBzjGTkA27v8A5KBo/wD2C77/ANG2lP1yCabV/DTxxO6Q6k7ysqkhF+yXC5b0GWUZPcgd6yU0Gz074h6O8E2ouf7NvX/0jUricZElsvSRyMYY8dMgHqoI7GgDE8YwTXXgfX7e3ieaaXTbhI441LM7GNgAAOSSe1bdFFAGJ4OgmtfA+gW9xE8M0Wm26SRyKVZGEaggg8gg9qZ4P/5Atx/2FNR/9LJq3q4bwr4V0+fSJ3e41gEalfp8ms3aDC3cqjgSgZwOT1JyTkkmgDb8P/8AIa8Vf9hRP/SO2ou/+SgaP/2C77/0baViaH4V0+XV/EqNcawBFqSIu3WbtSR9kt2+YiXLHLHk5OMDoAAXXhXT18caVALjWNj6beuSdZuy2RJagYbzcgfMcgHB4znAwAbfiD/kNeFf+wo//pHc0eMP+QLb/wDYU07/ANLIaxNc8K6fFq/hpFuNYIl1J0bdrN2xA+yXDfKTLlTlRyMHGR0JBPFXhXT4NIgdLjWCTqVgnz6zduMNdxKeDKRnB4PUHBGCAaANvxx/yT/xJ/2C7r/0U1b1cN4x8K6fb+B9fnS41gvHptw6iTWbt1JEbHlWlIYexBB71t/8Ifpn/P1rf/g8vf8A47QAeB/+Sf8Ahv8A7Bdr/wCilo8P/wDIa8Vf9hRP/SO2rE8HeFdPuPA+gTvcawHk023dhHrN2igmNTwqygKPYAAdqND8K6fLq/iVGuNYAi1JEXbrN2pI+yW7fMRLljljycnGB0AAANu0/wCSgax/2C7H/wBG3db1croemwaX441qC3kunRtNsXJubuW4bPmXQ4aRmIHHTOOvqa6qgAooooAKwfHH/JP/ABJ/2C7r/wBFNW9WD44/5J/4k/7Bd1/6KagA/wCEf1P/AKHDW/8AvzZf/I9YmuaHqCav4aVvFWsSF9SdVZorTMZ+yXB3LiADOARzkYY8ZwRt/wDCQan/ANCfrf8A3+sv/kisTXNc1B9X8NM3hXWIympOyq0tpmQ/ZLgbVxORnBJ5wMKec4BANv8A4R/U/wDocNb/AO/Nl/8AI9YmiaJqDat4lA8V6vH5eooGdYrTMh+yW53NmAjOCBxgYUcZyTt/8JBqf/Qn63/3+sv/AJIrkLS3s9V8QeI7vUfh5cajcG/Rd08djI0QFrb/ACEvN/wLjIw3XOQADo57RrUE3Hj/AFGEDr5n2BcfnBXL+EtR04+EdFiT4h3aTJYW4e0tjZyGE+WPk2+QzDGCMHJ455rpLd47X/j3+HV7D0/1aWC9OnSeqng3W9Qg8D6BFH4U1eZE063Cyxy2gVx5a/MN04OD15APqBQBi6vdvLrHh+ODxD4suXGoNhm0iNAv+jTjKM1qqsecYyflLHHGRseX4mmcpbXPiscZEtz/AGZEh/KJnH/fNO1zXNQfV/DTN4V1iMpqTsqtLaZkP2S4G1cTkZwSecDCnnOAdv8A4SDU/wDoT9b/AO/1l/8AJFAHFWmh+N7rxhqCf8JWdNuVsLRpWEMF4XQyXG1c+TEBghv4f4up4x09z4O1LULL7PfeNvEBJ6tafZ7Yn8Uiz+tUrXXNQHjjVZB4V1gu2m2SmIS2m5QJLrDH9/jByQMEn5TkDjPRWWsX11dpDN4b1SzjbOZ55LUonBPISZm56cA9fTmgDkPAngtbfwlo9/Za3f2c91YQSyGC1sskmNTjcYCxAzgZJPvV3xVoeoRaRAz+KtYmB1KwXa8VoACbuIBuIAcgnI7ZAyCMg9rBBDa28dvbxJDDEgSOONQqooGAABwAB2omghuECTxJKgdXCuoYBlYMp57ggEHsQDQBi/8ACP6n/wBDhrf/AH5sv/kesS10PUD441WMeKtYDrptkxlEVpuYGS6wp/cYwMEjAB+Y5J4x3NUNQlNhm8ttInv7mTbE4tfKWQoNxGWkdAVBZuM9XOByaAKH/CP6n/0OGt/9+bL/AOR6xPCuh6hLpE7J4q1iEDUr9dqRWhBIu5QW5gJySMntknAAwBt/8JBqf/Qn63/3+sv/AJIrE8K65qEWkTqnhXWJgdSv23JLaAAm7lJXmcHIJwe2QcEjBIAeKtD1CLSIGfxVrEwOpWC7XitAATdxANxADkE5HbIGQRkHb/4R/U/+hw1v/vzZf/I9YnirXNQl0iBX8K6xCBqVg255bQgkXcRC8Tk5JGB2yRkgZI2/+Eg1P/oT9b/7/WX/AMkUAYlroeoHxxqsY8VawHXTbJjKIrTcwMl1hT+4xgYJGAD8xyTxjb/4R/U/+hw1v/vzZf8AyPWJa65qA8carIPCusF202yUxCW03KBJdYY/v8YOSBgk/KcgcZ2/+Eg1P/oT9b/7/WX/AMkUAYnhXQ9Ql0idk8VaxCBqV+u1IrQgkXcoLcwE5JGT2yTgAYAPFWh6hFpEDP4q1iYHUrBdrxWgAJu4gG4gByCcjtkDIIyCeFdc1CLSJ1TwrrEwOpX7bkltAATdykrzODkE4PbIOCRgk8Va5qEukQK/hXWIQNSsG3PLaEEi7iIXicnJIwO2SMkDJABt/wDCP6n/ANDhrf8A35sv/kes+DT7mx+IGmfadYvtR36Xe7ftSQr5eJbXp5cadc989BjHOdD/AISDU/8AoT9b/wC/1l/8kVnwahc33xA0z7To99p2zS73b9qeFvMzLa9PLkfpjvjqMZ5wAddRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVg+H/wDkNeKv+won/pHbVvVkXnhnTb68kunN9DNLgyG01Ce2DkAAMyxuoLYAGSM4AGcAUAQXf/JQNH/7Bd9/6NtKPEH/ACGvCv8A2FH/APSO5qM+CNHa4S4aTWDMiMiSHWrzcqsQWAPm5AJVcjvtHpRJ4I0eZ4nkk1h3hffEza1eEo20rlf3vBwzDI7EjvQBJ4w/5Atv/wBhTTv/AEsho8cf8k/8Sf8AYLuv/RTVHN4I0e4QJPJrEqB1cK+tXjAMrBlPMvUEAg9iAaJ/BGj3VvJb3EmsTQyoUkjk1q8ZXUjBBBlwQR2oA6KsHwf/AMgW4/7Cmo/+lk1H/CH6Z/z9a3/4PL3/AOO1HD4I0e3QpBJrESF2cqmtXigszFmPEvUkkk9ySaAJPD//ACGvFX/YUT/0jtqLT/koGsf9gux/9G3dRx+CNHheV45NYR5n3ysutXgLttC5b97ycKoyewA7UDwRo63D3CyawJnRUeQa1ebmVSSoJ83JALNgdtx9aAJLv/koGj/9gu+/9G2lW9U1Gay1DRbeNUKX161vKWByFFvNJleeuY1654J+tUD4I0drhLhpNYMyIyJIdavNyqxBY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P0130AA
4/5
Fig. 4: Relative variation of gate trigger current,
holding current and latching current versus
junction temperature (typical values).
Fi g. 5:Relativ e variation of holding current vers us
gate-cathode resistance (typi cal values).
Fig. 6: Relative variation of dV/dt immunity
versus gate-cathode res istance (typical values). Fig. 7: Relative variation of dV/dt immunity
versus gate-cathode capacitance (typical v alues).
Fig. 8: Surge peak on-state current versus
num ber of cycle s. Fig. 9: Non-repetitive surge peak on-state
current for a sinusoidal pulse with width
tp < 10 m s, and corresponding val ue of I²t.
IGT, IH, IL[Tj] / IGT, IH, IL[T] = 25°C
6
5
4
3
2
1
00-20-40 20 40 60 80 100 120 140
Tj(°C)
IH[Rgk]/IH[Rgk=1k ]Ω
Rgk(kΩ)
0.4 0.6 0.8 1.00.2 1.6 1.8 2.01.2 1.4
dV/dt[Rgk] / dV/dt[Rgk=1k ]Ω
Rgk(kΩ)
0
0.1
1.0
10.0 dV/dt[Cgk] / dV/dt[Rgk=1k ]Ω
21
03
4
5
6
7
0
2
4
6
8
10
Cgk(nF)
1 10 100 1000
0
1
2
3
4
5
6
7
8ITSM(A)
Non repetitive
Tj initial=25°C
Tamb=25°C
Repetitive
Numberofcycles
Onecycle
tp=10ms
ITSM(A), I t(A s)
22
100.0
10.0
1.0
0.1
0.01 0.10 1.00 10.00
tp(ms)