Class 10th Contemporary India Ii CBSE Solution
Exercises- Which of these statements is not a valid reason for the depletion of flora and fauna?A.…
- Which of the following conservation strategies do not directly involve community…
- Match the following animals with their category of existence. Animals/Plants Category of…
- Match the following Reserved forests Other forests and wastelands belonging to both…
- Answer the following questions in about 30 words.What is biodiversity? Why is biodiversity…
- Answer the following questions in about 30 words. How have human activities affected the…
- Describe how communities have conserved and protected forests and wildlife in India in 120…
- Write a note on good practices towards conserving forest and wildlife. Answer the…
- Which of these statements is not a valid reason for the depletion of flora and fauna?A.…
- Which of the following conservation strategies do not directly involve community…
- Match the following animals with their category of existence. Animals/Plants Category of…
- Match the following Reserved forests Other forests and wastelands belonging to both…
- Answer the following questions in about 30 words.What is biodiversity? Why is biodiversity…
- Answer the following questions in about 30 words. How have human activities affected the…
- Describe how communities have conserved and protected forests and wildlife in India in 120…
- Write a note on good practices towards conserving forest and wildlife. Answer the…
Exercises
Question 1.Which of these statements is not a valid reason for the depletion of flora and fauna?
A. Agricultural expansion
B. Large scale developmental projects
C. Grazing and fuel wood collection
D. Rapid industrialisation and urbanisation
Answer:Because the majority of fuel wood collection is done from the dry branches which break down from trees.
Question 2.Which of the following conservation strategies do not directly involve community participation?
A. Joint forest management
B. Beej BachaoAndolan
C. Chipko Movement
D. Demarcation of wildlife sanctuaries.
Answer:Because this initiative can be carried out by government. They do not involve community participation.
Question 3.Match the following animals with their category of existence.
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)
Answer:![](data:image/png;base64,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)
Question 4.Match the following
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAGcCAYAAAABNHMvAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4XuydC7x11bj/iyhKN4X+oX0qitKFonJ7dT903E5Ril6JcioJHeHQlih0JISEOtI5UdSJDim83RSiQpRKq4sKISnK9f/77sbzNt5hrrXmuuw911r793w+vz3HGHNcnvEbY45njDHnGnuppSxmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMjBoDSw9Job8PKR9nYwbMgBkwA2ZgHBgYlv0cuK42wANT6AxmgQH3y1kg1VmaATOw1FDGlgeYSDNgBsyAGTADZmDuGbABnnvOXaIZMANmwAyYgaVsgN0JzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG2D3ATNgBsyAGTADDTBgA9wA6S7SDJgBM2AGzIANsPuAGTADZsAMmIEGGLABboB0F2kGzIAZMANmwAbYfcAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGbABdh8wA2bADJgBM9AAAzbADZDuIs2AGTADZsAM2AC7D5gBM2AGzIAZaIABG+AGSHeRZsAMmAEzYAZsgN0HzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG2D3ATNgBsyAGTADDTBgA9wA6S7SDJgBM2AGzIANsPuAGTADZsAMmIEGGLABboB0F2kGzIAZMANmwAbYfcAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGbABdh8wA2bADJgBM9AAAzbADZDuIs2AGTADZsAM2AC7D5gBM2AGzIAZaIABG+AGSHeRZsAMmAEzYAZsgN0HzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbAzfaBR6v4lnCPcFpNVQ5QvB8LPxCuFLapmc7RZp+B76qI3wm3zX5RHUuY0t2vCPSPa4T/6RjbNzsx0M8z2im/Ub33Ril2s/B3Yac5VPIolcXzQrkbzmG5E1UU5HWS1XWTxr1bIC5u8CsB8s8UNhDmq1yoitcxwE9XPPjbOBH1Ll33HTHSFkqfXUdEp279MldzfXlOEK4X6Js3CWcIz66oy5TCpoVHVdw7UmFNG+BzpMMXk24r64oRHiVZIGUOGSWFauhS9xmtkdWsRZlSztNCVb+sU+i6isQzM5cGGL22TeWOkwHuZWypw/1Aceoq80mVwmovl8fJw6B3i8BgMR+l7sPNoHVHRtAycoNRkkVSBsM1ClK3X75Ayt4lvFl4WFJ8WV33TOFvKyqzQH7y3qQIx9u0AV5aOvxReH2m20Mq9GwyaFqF5/24SV3qll33Ga2b32zEW6BM2/XLOuXZANdh6b44dceWjjmOwhY0s/MThDWErTpq65tMUPIJzF/kB5b+GXi8krJF+z7hvcLvU1b36vpfwmuEw4Xnp/BRvzBxWE7I+wkG2WIGzMCIMTAKBhhKHph4+WvBzz/Lz3s1jHRLOF5YpYizn/yXC5cJvBfFmD8pi7Oi3B8VWsJPhe8L+WDKFi6zGfBa4TDhl8l/nq63Jzdh/yEgLxJuFf4kxFYfKw/eo1wtXCVQ1lsEwnN5pjzowKD4E4G86ghp/k2I7fyb5d48JVxB1w8JLYFyfyiwegvpVMfY+q6jPyupY1L+8A0wXKsKtCE6bSnskNz4dxOQrYWLBOpBO31ZmOutrhlFCnmr/OwifLi8kfwYZ+pxaPIfrOupyX12ukcfLYXXBJcKrKwvENjpyaUb32yJR788Re5dBJ4DnhH6ZJXsocBr040jdEVv9A95nRz0OfrodcJ7hAfff3vxuzi20HmGviUwEUGP2B4c9JnkeXmDsKKAfoC+i3TqXynKP1xou8OF7yVcoetnhHwbtuz/cPNb4edCPNNyLpZ+ntFNlZpXanD1C4FnH3mQwHcBL0t+LtSZsYPyEd4zf0JAd54PxrNpYVkhl07PULd+Cd+dxsGiqMVeXnudLsTzTl+PZzoi0V+oN9du/Z460d6/FtgFOVlAt1LWVgDlwgllM3bQbywVDEB+HanagqbBeN/2bYHOGvI8ORhs9koBbA0yIDCYxcSBAZwHKR42DNH5Alu1CEaBhqNDr5LC/lVX8t0x+cl3PYE60PkZaBl86CQYJx4O4peN/1KFHSeEsHq6U4htSfLkgWSQC3msHH8QPiegDzhR4EEMQyhnWzlSd+jkuVBH6sxgH3VkAMHAH5Aidqsj0erof1QqK9ppHfmp4xapHC6LhDMyP85HCrz/D85pP/L6ahFv2N46/ZKJFQ95J8HgktcjUqQFyR9tnaeljX4jfF5gMvIs4WfC1/NIcnfjG46nBAYfJlSnCJsJLxfgvJ0spxvoum8RgX6IXhul8P+nK5O1L2TxHiP3x1K8s3RlwN9KoDwM8DCeSYqbFhh8S6nTv8o0PPPUiwEb4Xl4v8BYEZPfvP/znBwk8IzDCVzxvIQM8ozCH/m9IstvuxSWT4QwQkyEQnaSA32XTwEYpEUCfSmkzjO0QJEpv+yXdcZBylk3pUefENrkaCHGXOIwwYhnmXh5v+nW749VfHaZtheYPG0rMD6jN30shHZiohTyAjkY00ZF6owtc6ZrXWUwwMRtCTcIGCMG5tcIufGVd+YLznJgpLFIH41/uNw3CnSwkGfIsU3ysGog/ouy+zgvFC7JwmLQYlUWsrocUc7X5C51wXgwwCJrCH8Wjkn+uKAfnWblFEDnY+ZL3iHcg4fTsrB2Th7I24qbO8tPHRkcc/mMPL8THpoCO9Wxrv7w9t9FOQvlXysLWyR3aYCj3R6fxWPStE+R17C93fol3BCH9u0krI6J99QUaUHylwMdt2kj4uaDyb/LT/+IQawu3+RHP8UA0n4h+QCfBc84o533zW5EeRimXPaSB11Z5YSE/hj7EPrWqsIwnknynBaqDHCd/rVYqeSA06kikIlh2QbBS/6cMW6wQ/GOLP2gzygTprwM+s6PBBYKy6Rynqsrq9EQJgj5mED4q4Tbszh1nqEFik+9y35ZdxxcN6XfKSuX5zTGkAg+SY5yvKrq929WvLzfryk/4x8GPRcMbd5e2IK/CdiFXA4t/E160XdgiQFh4Ix6yOBexZ0S1hJYJbL6Y+s2N8A0+hMFZoW50LmRMLAXyM0KlXgMShgzHuJYbUS8qnwYTOn4uVyUeRj0YoV2gtysHJ6c7tORmPVdnPzP1pWHq6ocHvwY4DDYbBGSdwgDESukfoUHE/lukcF35GcmvXkRXlXHuvqfr7x2E04VdhRosxMFJlOdhMkLkwHa5WCBtr9NOK5Tojm8V/dhqhvvHunOoBtCH6d/PDwF1OU70rMzQ54hTK56kSivqo+QT/ShyJNnlBVIyFlyPFgYxjOZZfsPzn76FwM148g5QithUcp57X8oYcnn5K+6f6vA6jJk0Gf0TGW0vQBfyNbCmwTGpmelsOfrSryQu+V4qcAu4I1CS8Cg0V94hpFBnqFex8FU5MyFvnCY8AMhdHuh3FXclv3+ZsXL+/1T5GfMiHFTzhn5XjjSFaN9iYCh/oBAOuSd6Toxlwc0XJObVD7G9/HCazJdVktuBvtWBhqKgZzZOHK2QGfHiGEk2RphdhYDXeRDx25lYEbIdjGGPhdmqVVyugIpd2G6ibGnnJAohxVwKwN+0sXW5RpyV5VRtRpYnHkXR5Rd5su2HBL3I5syXh6nm/5vU+R9BdrrKwJG9FDhgZF5mysTDiY8GGDit4TzhI3bxJ+rYHYeWGWU/aAsnwEa49sqb7Tx0+a5MNAjwVPd/hJ5VLXZEgV08fTaR6r647CeyU6q9tO/mFz8n8CgTr+cEjCiSBjB5J25VLVN3n8HfUYxrEzsnyPQv9nmP1egDf9FWFpYIHxTCHmrHEcLGLq1hCnhoHQz6jDIM9TrOBh6cWWyvbPABOGxwpTAK7S63Crq4n4Pt0jZn6v62z8r3geFXQUmg/D4kpnUEyRNG2Co/JLwY+F1QugTWy+fVthUAWaSrxJC6Nw7CHQO3qvRUY5PNyMfVq9TGRhwyeeaFK/bhZkdnY4JAR3v5UJugKMcJhFTGVidUw6TA+RWISYPKWjmQpx+Jcou8w1/3O+Uf139MULHCQwsmwpMgKaF/Tplnu7xAC0U4H5vgcGS9FUPckoyJxcG7ycI7dqAAZMBndUjg+AwpC7fwyiLPIbZRwZ9JjvVqZ/+xQDNBAfjxfbmoDLoM8oigR0PVrmx0v2L3PQzDPBmwo+Ee4WQ3eW4UGCnAQ7aSb/PUL/jIBPPbQTGr5+0U6qHcLhFyrGq6tljosSEjJ1GjDH+U4RNyGBSZBQMMFyy8von4QWJWFZWdFIMZynTCtguBbIa2yK56fTvEGikJ6UwtqWQMh+20j6R7tW9nKiIzCSPEG4UKC9kkRxsm5TlsN1ysvD/UkRm6esI+fueleRfO93v58IEBCm3mvHTacttx6oyFimwjv7HKt7yKYPLdX2ZABfBN7fIB6OFUE/eyT9deHUKu0vXTwk8XDzgORcpypxe3qPSGCD3b1Mqs+41BfpWCHVEop7U7xGL73Z3LFKUOnx3z6lejPMUjTpW9RFyiD7UKbdhPZOUkfcRxqCdBFahdfpXqSPPWCnxvJXhdfzDeEZZVFCn5wlfToWyMubZP0TAnUudOtR5htr1y3NSYeX41G0crNKLrPrll8kJOjKhzYXJfC4ryvOhFMDk6qsCCyuetw2WiGnPDAOdZm05RZ+Uh9VkKQ9RALM0BoqQ7eWgsfJthxfLz3uF2FL5iNxnCKRHaLgfCB9Pfh7qRcIFwiopjNkWW6FvT34uywnUAYPeSa5K8Zh1l/IuBTBIbZhu8O7jfQJlhbC99AeBSQKGl60qZpd3CqdFpA7XI3WPMnKhjucLlwpRR4we5RyQRexWxzr6MyliAAlh5Ug5OR+0MQ8a8johtrCulzseXHTGCMPnbErdfvlCKfF74Q1CfHDC4LO7wCTmoEJJZuXkzYqGFTwz+xgYqtoIfoj/qCyfOnwT/RKB/lJX2rUzE43fCOxeIGwHXi18IfnjUqV/3BvGM0leewgMrDwDGIVfpgLq9K/QJa5M2uH2UIEBmgkiq03Cdo5IurbjhT748SzeWnIP8oySFSs2ymdVG8LYxAqdiVC8Iot7R6fwbVPAlK43COQRYx11uV7o9Ay165d1x8F1U5lMHkIuk6MlwAuynUAdaKtcqvpNVb9nksV4t43A5Iv34i2BusbYSZ0Z+7kXslCOPwqDLFay7AZ2ou/ISDdlWOW0BAY54uI+qtD+8OxerJZopG8JdLzvCxhbBv2QLeT4vHClwIrsx8IHhBhEibeC8EGhJWCcyYeBNlYvPCzR2X+d4oUhk3cJOUS+3wo8zFWyvwLZqgFXCEwQGGRyeaY8GCg607XCPgIP6t1CS8h1l3exsJLFGDBwtYR8UMaQM2Mk/KfCD4WFQkjdOnbTH4P0jZQ/fFPH12bl4KR9eGhpk+8IzLIfLcAFDy3puIdhnu2HqVu/lAqLBb0/I/xMaAms7P9XYDJTJe9WIP2GumDcELbU8zZaR37i/UpAl5uE3Ch04ps+2BLYqoy+QTt2Etqn7Ms8IyEHyoHBwfBSzyMEJhAhpf7vzO6FcxjP5EOU2ZcF+j99Ijip078qVJqZ6F0n3CIwXvBdCXxj2DEMZf//sMJiTGKgZ1zKjWW/z6iymZFlU55vjoB0PUdXJsulMGn4qHCbwPNLO/ynQB3oh0wQ6z5DVf1SybuOg3DG4oYyfyHAEcIzepbAuMeze5LAOMxkoiUwqSz7Tad+DzfHCEwG7xC+JOwpUO7PhbcKTH7fLjBOUibj9gXCc4RRkV7GllnXeaSUmfXauoBxYcD9clxaynqagfFiYChjC1sAFjNgBsyAGTADZmCOGbABnmPCXZwZMANmwAyYARiwAXY/MANmwAyYATPQAAM2wA2Q7iLNgBkwA2bADNgAuw+YATNgBsyAGWiAARvgBkh3kSPDQP7Ti/y3j/0o+EAlagl3CZf2k4HTdGSAn63dLvD1KT8tnC3Jf8q172wV4nzNwDAZGMon2cNUyHmZATFQp19WHT4wCHmfVeJRMcBvky78Pjb/re8gdesl7UJF5iCGYcreymyYBridju0O7RhmXZzXcBho14bDyb19LnXGlvap0x2vgLtS5AhmYGwZ4GAZDub4WwM1WKgyh22Ah12NcdBx2HWetPzGug1tgCetO7o+ZuB+Bj4u59YCRwdazIAZGDEGbIBHrEGsTmMM8F7xRIEj98CxQnnkKEcaciToNUJLOF5od2ypbi0hHJfIEaUcA8m2MMdXxtbw+nKzpQU4YpSVY0tAD7a0y3eenPnLEX6cWXyrcLTwXoFjSjlOkOMi0T+OwCR/hHeaUc5r5eYoSsrgCMD/mImxpHAkI0e3xrGpbAFzZCPlUk7Vsam8C+felsIOyY1/NyFkOzkuFjiK8kaBOvZywP/jFX+RwPt2Vvj7CaV0KqOOjuTHcbXdOCrLxV+XN9q1PEJ2zyzDM+XmyMd7hJxvjmXkeFLeicdRqevJTfyWcL3wFWEDIYR+FW3/NLk5wpcjOAl7V3avW//L8+GYU45rRReOn32KwPOAHrQNx0huLuQCp3x7wXPAsagcvfkWgXCk7rNQtw1TtpN9Gcp++GRT5No1wECdfrmu9CLeD4UdhWUEDBhnOrOCDHmeHBi4vVIA529z7jCDYT6RxZiU74Axtpx9u1FKi7Fh4Il/hMDZt1MCgxh6HCdsIrxMuFfgXNwQyuJsXM49f5ywnHCggL4MyLlQH+rGoIagMwM1Yeh4kPAkAf0Iw3CEPFYODO3nBAZVcLJwp3BaROpwXaR7nBlcCpMYVuQvTzeYhJwuXCesVEYu/HvLj54YF+q0rEDdCcu3u+uWsUjpqnSE0zocKdo/SF3eMCDnC7RDTOLgn8nOAVmun5CbiRR9JBfO0F4zBXBONG1/gkD/wJhh2AlbI8Xh7Os9Ber1TWEPgba/UIDDKaFO/8vzoR14LjYTmKhxvvgnhecLGGPOcsbIhnGVc2aiSB+ifyP0R+pHH0R6eRaIv0ioasP7cpu9v/A4MjJSyowMK1akaQbq9MswwEcXyr5Pfg7qf0wKv1LXK4o428pPGRi6kNIAMwCSz/uzODgx5KR9ehZ+idy3CUwCQhjk+AcYIbvIQboXZGE4WVF2M8DEC+OSG1GMASuWd2R5soJm9cWAG7KyHBjlQQwwhuO7WZ441xGoEx+NdZIwwGXd+acfDPQhdctYpARVg3cVRxg2Vow5R1mRi511edtZKagzBiyXz8jDZCp2F7ZK8V6cRWLleXbmp0z6WN5WTLZoqyOzePRTynxTFoYhxBAjdfof8SKff0vpuDChIu83ZGG7pzAmnEg8C8dkcXAeLjDxoH+F1NVlkRJUtWGW1aw464wtXQvOZ+5dIzuCGZhgBliJ5MLqFkPI7P5RAv/VibBcWDEgrJjbybN1g3xKo4PRQDDiuZBn/s72ZvkfmUXYMrkxuLmw2uhFcn1Y2d8qlOWwRczqJOQOOVjl9CvwuIFQcsHq99dCyUW7cqraipUUK8lhlUHZuZ58yMbkKOeoSj/apw5vUdeSC/rFisLmKXP6HLslC7PCXin3CZmf/leWyWQBXqv65kVZ2svlZtclpFv/y6Iu/rejhN2SbuT9kL6LBGfxLFQ9R0x68sko6XrRJRU1XhcGBosZMAP3rTpyHtgyRpi9r5bcu+nK9mYurFZWLcJyb6T9bREn8o/7cZv8csE4skINiS3FMj+MYy9Sp5wqY9trOblO7bggDnyUXLSrT6l73lax3Vny02sZxC/LKduiSj/apw5v7bio6hcnKs/DhEcIGNYdhAOzwslrBaGVheEkjIlNKVXcRJxe6pzHhRukKiz6b9T5GMVjKzoEO0Q66pdLL7oUScfDawM8Hu1kLWefgZWKIh6e/MzsY2v303LnW2x1tIq0pZEOf9yvkxdxWKkipP9FcnPJt++y4L6dlFPqHOWwEuxH2nFBXpSVr8Q65U9b3ZVFyNtq2RRepXsvZXQqv9O9urzlXOTtWNUv2JY+XOC9Ldx/VbgnU4K8bhSenIWNojPq/Bopd+YoKjjXOnkLeq4Zd3mjykA5ePHuja3gSwUGvR8JG1UoP60wvrhtJ+fpBvnElmLEC/+57RK2Cb84hcdWdETbtE38foMph3ez+XtFDN/aNTPknWSsRsnjGQI8XimUXJAnRrQuF1VtdbXSs7LrpYwqHZXFQFKXt6hryQV+Vn751vTP5Sf+ngLbzycWGp4jP20V743j9i5yvL6I26R3kQqH8/I54sMrPvCLd8W96DgbbdhL+QPFtQEeiD4nniAGXqK6bC3wTCwQmKV/Srgp1fGNuvIOi3ghL5Zjb+GyLKx0siJ6v7CXsHG6yTblIcIXhfx9XJm2yv8FBbJSfLeA4WLw2ld4dFXkAcL4CI2Jw4cFDC8f9Rwl1N2CvkFxQye27g8UkIOFTYRXJD/6U9b1wkdSWLcL3EXdD5B7M2E6S1S3jHY6diu/0/26vJ2uTC5Ieq+SMmSSgtF8u8AHVLmcKA+Ga03hkuLeEfLzEdORQmz3ri/3fwq84x0VYXLE1vP+woZJKXZh6cu8u4/3yL3oOxtt2Ev5IxF3KF+EjURNrMQkMdCtX2JU+VCEeK8SGBRZRYFjheWEXLaRhw9IMBbfF84QnpAiMPC1BLZG701uViUhGKCrBFZqvCNk0HxwuskA3BJId7cQq5+vy/17gVk+98OgcWULj0GaCcKhwnuE/IMpDCdbm9Tt5wJ15f01AxZhvBskzupCS6AMyrpQCHmmHHxUw+D+Y4EJB/dPXRyjvQNeLhOuFPiwiI/YQraXg5UiHwndKLD6wbB0EspkCxPdaQfyhGvS71eRsE4ZVTr2ylFF0TM/56rDG5OaDwktgQ+tmFgtFKqEvki/ZPJRJfQ1Jmf0B/rmBcJzs4jvlDvvD2dn93rpf2U+uysfVtkYV9oGI8pkEyN7axaWr8S595OEK3Rl4rWSgPSiC/Gr2jBlNauXbmPLrBZeZj5SypTK2T9vGZhP/fJjamWM5GwLA+dHZ7uQCczfvE1Wow5lbGG7zWIGzMB4MXCS1C2fXbYnWW0OS9gS/ECR2YryTwnDLGdY+o5KPuZtVFpiHukxlNnAPOLLVZ0bBia1X7ZEH9t4IbvKwc9Ayo+Tsig9O6eUgq3nzVNKDD7b8mzZL99zbvMnwZSqat4mv71HamwZKWUmv+1dw5oMTGq/fJPqzztGvsy+XuB9aP6+ryY9HaOtoLu8m2PrlPd0vFv8ksDHPZb2DJi39txM0p2RGltGSplJamXXZSAG3C8Hos+JzYAZaMPAUMaW8j1Sm7IcbAbMgBkwA2bADAyTARvgYbLpvMzAPzJwlILiJxrx28d/jOWQYTKwszJrCaxS8nflwyyjKi9+osXvpG+vujmEsAcqj5bAz68uHUJ+s52F+/5sM5zyH8pyfI50dTHzh4FR6ZfbinJ0mSsD/ByV9Rth41lq6oXKlw+/hilfU2b8HnhYwgEPpQHmN6b8TnWfHgvpJd3hynu2DHCo/Vk5xsEAo+9c9/0em7bv6EMZW7wC7pt/JzQDI8sAKyQO3OBr3NmQhcp02AaYw0I4uGE2hZO9OLiDAy16kX7T9VKG485DBpglWsyAGZgsBjhJa9Mxq9Ir50BfTvraoo9y+k3XR1FOMp8Y8Ap4PrW261rFwNMVeLrAsYkA48XZxbnEO1yubOuy/ccqk+P+Hrdk1KWWlZ/jBTnqkfeBbKtygEU3OVgR4ui+V8l9mkB6Vmv8/jaOxeRnQGx/gVOEXYRrBH4HzNbnHgK/1eX+vgL6sLrE/zvhLAHhwAjisbrjPu8Xu3FBHNJsKeyQ3PhzvjjKEQ7RqSUcL7CF20k4OvFOAX5DqFvUE6PJsZ93C1cJz7s/2mIXdW2lOBfqmh99SaR1BHTluE/yRjjO80/CPQL3Hnpf8Ey7UhZ8vjTdy9OlaEs9Rg5+msWRoHD4DmHpuJmu8E3daMuQaTnIm/pN3R/clf8s6j84OY7zcoE+/APhBOFJ/xBryYBu7U1s2gQ9uc5W3++ipm93Y4AGspiBUWOgTr88SkofLcRkdF25OTN3x6wyDLQc9ch71c8LGKBnCZzpzHnNuWAsWTFxFvEywrYCAyO6bJhHrHBTNvEYzCmf9NsIGM6Pp/gP0nVKYKDl7GCMyWbCy4VfCchyAvlglEKulgODkwv/febKLKAOF0RfJGAQS8EwMhHYK93grONvCRi0bpP9IxWHQT5kdTn2FKgH74dfKGwi/J/ApIS8Q5iEEO+NAnVnUkRdCds/IqXrJbrCWcgn5IA3eM2F31jn51OX6agPho7jPymPcg8UrhcwrrlMy5MbYO5RH/SbyiLW5f+zSnNplm4nueGESRWygnC+cEjyt7vUKW+u+n47HUc1nLYbGRkpZUaGFSvSNAN1+iWDVqx8Qt+T5DitUB4DQX4bZuFvlvvPQhgXBmxWVBj0XI6Qp0xbRJnxhgEu079P9yiHwTAEg4DhYOAPif8wRBjl7Zvde6vc5PGILIwB+i2Zvy4Xi5SmygBjzDm0IxcmIOiyYxFeeuH3tiKQNKTdPwt/WgpjAhRCuUxIcmGFXqblPrydkkXcKsV7cRa2hdxnZ/6qdGH0X1DEu1j+24uwafnrGOC6/JcG+HDlz7ttdihC+M9KTN46Sd3yaJuy/w6773fScxTv1RlbuurdbVbaNQNHMANjzgBbi4cJrGYYxFoCq5O1K+p1j8JYGYXcLAer1IengKfoykqKQTgXTq3qRfLVDelYRVIOK18g0ksAACAASURBVN1c2LpFp5DPLHl7CR/3eN7Zog5h1Zyn6YWLJTKXh8GcbV90zSUMYzdjUOaX+9nSDoFz5JHpyvY+5fbLOfr+VFiY8uPC++gTMn+Vk10QpN9yq/Lsl392GPgPWdSFSdjKwoVCuTtTltlLeXPV90sdJ9pvAzzRzevK1WDgVMXhd6O863usMCV8TnhwRVq2gnNhuxWJlccayc92YC7l6qe4/Q/eshy2vhG2jHMpyyluL+HFcJ0r7JlCMSA3CWx3h/TCRZZsxrlaCthN11YGJh/UZ9V0v59LzsdscH6ilOLdNbsDDxFYPVet8HPdh9XWeZ798n+2MuGVB/2MiQOvUNjFiYlhXka/5ZV9cjbaoZ2eExtuAzyxTeuK1WCAVRQrMwatn9SI3y3KrSlCaWxYkfQiKxWRYyC9pZdMKuKeqLCNhCcLrPLwhwzKRWy7floZThWg/q/Kyhqmcxic57sDL5JyXxXynYUqfXspF2NVfpzFe9pcBuWfyRUTByaR7xWYUPIBXDsZtLwy3174KNPOW78N8LxteldcDJQf3gQp5UqzLlms9njPGtuTkW7TuhmkeBjIXHhPydfK5dZ0j9nOfO3NSua1QrnK64UL6hgGhY+leN/I+1u25zHwpUwrYLsycEj+O5UPH0INwjm7ALE7UE5M2ql5cbpRp9xfKi4fjS2bZVZ+pd0L/6VO+ypgixRIXd4h8J6701fQg5RXlo9/WH2/Ku+JDbMBntimdcVqMMC27OUCg+5aKT6Ggu28foTBj1XHXgIra54vPhbavcfMKH/rlH6Brq8RPiWwZTyIsKpje31v4StCvsrrhYsblJZ3jghbzgcmN18hP1t4SfJz4eMmyis/ksqiDOycVg4bCwcJvDqgLd/WY64nKj6ThzUFPtTqJl9QBL5Cf7ewtoBBwxDmH+lFHryjReL9+3pyMwHKpRf+i6QzZR4isH2O8F58E6HTO+BBykvFLHEZVt+vytthXRgYyhdhXcrwbTPQKwN1+iWD51kC71Mxxrw74/0fXzO3BD4u4h0bK0e2EglbR2Dg5StkysAw8h4ZYZVzjMB7W97JfUnYUyAegxRfI7eTdVO8XXX9L+HXAnodKyyXEq2ia0u4V7g7uXl/GYKxx0BSHul5r5gLKyXuxYopv1eHC+I/QcCg8vXxd4R8NcfEg4+Brhf4SAwuid9J+Mgq5/fp8r9T4F1m8Ea9/kWAa8Lg/ighZB85WsJdAquxBUJwcKbctBn3c94eKH8I/MI1hiyXTumYhJA3vwO+VfiQwPZv9BMmUSEHyEG7APoYxhj9MIT7p0jd+Gdy0BKoI/XAjX605ecF2oM+zI7AB4SHCp2kW3lz2fc76TmK92i7kZGRUmZkWLEiTTMwbv0yDPBOTRPn8s2AGejIwFDGlgd0LMI3zYAZMANmwAyYgVlhwAZ4Vmh1pmbADJgBM2AG5oaBoSzH50ZVlzKPGBinfnmw2oX3iOjMT3p472sxA2ZgNBkYqbFlpJQZzfayVg0w4H7ZAOku0gzMAwaGMrZ4C3oe9BRX0QyYATNgBkaPARvg0WsTa2QGzIAZMAPzgAEb4HnQyK6iGeiDga8pzclFuoXy8xvlUp6jAH73zGEYFjNgBmoyYANckyhHMwPzjAEODeGjsFwWylNlgDkYggMm/ljEt9cMmIE5YGAoL6TnQE8XMb8YcL8cbnsvUnacbGUxA/OdgZEaW0ZKmfneM1z/xQzU7ZfbKcXFwrUC5/tyhu5eBY+vk5//mHS1cJ3wHoFzh0P4ZwSUx5WtWI5DZGXIMZf8NyP+IQNhvxf+T+Bf34VwcD5pAccK/q/AMZMc9/gUgeMnOfKQ/DhqcHMhhPz5hwQcexkyLQc/ZSK/qRTIOcVRBv+M4QiBoxdZ6f5HihMXjpAkT+qCcGQjRyZy/CGrXNyAc6A5UhE3eVNGLhyRyTGT1wgt4XiBuuSynzzUibr+QDhBeNKSUewzAyPHQN2xZU4UHyll5qTGLmQcGKjTLzESfxH4R+bI0sK7hHuSnwvGlnecG6Uw/lsS/8T9C1mcx8j9sRTvv3V9qkDeGDnO6f2igHHdMcU5TteQ1eXYU0Bf/knC84TNBAzhz4RPCs8XMMYY8asE9AyZliM3wIS/UCC/qRTpYbqul8L4r0oHCRg66ka8Z6Z4cTlSjjDAEbZIjqoV8HIpj9wAUwfORI6JDOVzRvQFQrz64shN+OHMYWQF4XzhkOT3xQyMKgN1xpY5032klJmzWrugUWegTr/kX+hhkHJZVp54/7mG3H8W3l/EwbCQP/84IASjRVj+zwk+lcKenMVjJYgBzwXDTNp/ywJfnsLekIXxTwmIl//LxGn5uxlgsghDeVqWH6tbVtb8C7tcBjXA/GOAK4o8t5Uf3akrcrhwo5D/U4RnyL9Nuu+LGRhVBuqMLV1190dYXSlyhAlmgJXXBgLbpLmw1YrhRZ4tLCOUcfgvQAhGJRe2aPlvNCG3yMFKkG3WELZs+YfoVcIKN4S0SB5GWqRd+nS74yWvC7ox2Rgkv7IweGUSwoo3F7aZkTCwrIb5j0LEYwdiZeFC4etEspiBSWfABnjSW9j168TAaukm28vtJOKwVZpLpIn7cY93p7lg4Fhh/i0LJCxf9eXx+bd8IcRDqsLapb8/dXtXnh+xOunTPpf2d4IT3hG3MjCRoOxVU9Kzdd1eYPV+gsC/HzxJ4J25xQxMPAPM7C1mYL4ywIdKSPlhUM5HxAmjEffCH/eb5BADmr8TRhfepzYlwcmnpUC+fV6lz7kKBPyv230E3v8uL7y4KrLDzMAkMeAV8CS1puvSKwN8ZMS7Sj54ygUDcLHAx1HnCXyklX95TNzwYzyall9KAT5y4t11SP4eelj68S48DD3c8L62SuCVd+vx0VoeZ1oevjpH+GiLD9MQvsbmPfQpAh+HhTxIjqnMb6cZmBgGbIAnpildkT4ZOFjp+ECKj5sQnonDBN6//krg/SgfYPHRFT8vQng/zEqNL5svSmFNXniXiuyRruvpusMsKHSD8uSdLcL28oEdynij7vH+/CVZHFa1ewvxLnhDueHxISnOirpuIuTvgI+Rny/Bt0pxfDEDZqBgYChfhJlVMzBkBur2S95DsuK9VuDL3Y8KrChzwdhcJVwtYBCOEB6cReB9Ju832Q5uCesIrOZ4v8n7X8JYlX5W4H1yhLECfKfA+0/0ZSXIZOD1AitJwpgMMAHYX2BCEGHECTlADgwk4D0qxph4fLRFOn4SxT3Cfi18WGAV2xJY2fL7ZD6AQvhIK69LfOn9BIVjPNk14CM06oOueb6nyh/Cx1Z8YHW9wE+qzhDII4S6f14gPz5S4+O1DwgPXRxjqaXeIjdb2nm67LadZqARBuqOLXOi3EgpMyc1diHjwID75Ti0knU0A+PHwFDGFm9Bj1/DW2MzYAbMgBmYAAZsgCegEV0FM2AGzIAZGD8GbIDHr82ssRkwA2bADEwAAzbAE9CIroIZMANmwAyMHwM2wOPXZtbYDJgBM2AGJoABG+AJaERXwQyYATNgBsaPARvg8Wsza2wGzIAZMAMTwIAN8AQ0oqtgBsyAGTAD48eADfD4tZk1NgNmwAyYgQlgwAZ4AhrRVTADZsAMmIHxY8AGePzazBqbATNgBszABDBgAzwBjegqmAEzYAbMwPgxYAM8fm1mjc2AGTADZmACGLABnoBGdBXMgBkwA2Zg/BiwAR6/NrPGZsAMmAEzMAEM2ABPQCO6CmbADJgBMzB+DNgAj1+bWWMzYAbMgBmYAAZsgCegEV0FM2AGzIAZGD8GbIDHr82ssRkwA2bADEwAAzbAE9CIroIZMANmwAyMHwM2wOPXZtbYDJgBM2AGJoABG+AJaERXwQyYATNgBsaPARvg8Wsza2wGzIAZMAMTwIAN8AQ0oqtgBsyAGTAD48eADfD4tZk1NgNmwAyYgQlgwAZ4AhrRVTADZsAMmIHxY8AGePzazBqbATNgBszABDBgAzwBjegqmAEzYAbMwPgxYAM8fm1mjc2AGTADZmACGLABnoBGdBXMgBkwA2Zg/BiwAR6/NrPGZsAMmAEzMAEM2ABPQCO6CmbADJgBMzB+DNgAj1+bWWMzYAbMgBmYAAZsgCegEV0FM2AGzIAZGD8GbIDHr82ssRkwA2bADEwAAzbAE9CIroIZMANmwAyMHwM2wOPXZtbYDJgBM2AGJoABG+AJaERXwQyYATNgBsaPgaWHpPLfh5SPszEDZsAMmAEzMA4MDMt+DlxXG+CBKXQGs8CA++UskOoszYAZWGooY4u3oN2TzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG2D3ATNgBsyAGTADDTBgA9wA6S7SDJgBM2AGzIANsPuAGTADZsAMmIEGGLABboB0F2kGzIAZMANmwAbYfcAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGbABdh8wA2bADJgBM9AAAzbADZDuIs2AGTADZsAM2AC7D5gBM2AGzIAZaIABG+AGSHeRZsAMmAEzYAZsgN0HzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG2D3ATNgBsyAGTADDTBgA9wA6S7SDJgBM2AGzIANsPuAGTADZsAMmIEGGLABboB0F2kGzIAZMANmwAbYfcAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGbABdh8wA2bADJgBM9AAAzbADZDuIs2AGTADZsAM2AC7D5gBM2AGzIAZaIABG+AGSHeRZsAMmAEzYAZsgN0HzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG+DR6gNHSZ3bhL8LG9ZQbUpxviJcKVwj/E+NNI5iBszAcBnYWdm1BJ7b/YeQda/jwBCKdBbjzAAdr5Osrps3C3cLxMUNfiP8WHiz8GBhmDKlzKaFRw0z0yKvBfIfMuT8t1V+dQ3wOYr7xVT+yrpihEdJFkiZYfPTS/367ZfRP7neKbypl0LnIO6UypgWZrNvz0E1JqqIZVSbYRlgiOllHJgoIovKLJC/yTGkHbfdxpZ26WYlvK4yn1Tp92QaLC33HgLp/2vImi1I+W4y5Hzz7KbluWPI+dd98ODuj8Lrs/IfMmRdBs1uNvjpRad++2VexuHyjJoBXiCdqNts9u1eeHbcpZayAZ6dXjCtbIc9xg5D07pjS8eymt6CphKfFb4hvFx4REdtfTNnYFl5lhPyCQ0G2TJcBj6n7L403CydmxkwA2ZgeAzUnQ2UK+DQ4FNykMemwinJjf9pwueF36eweL+yrvxsvd4g/EzAgG8hhBwsx68E8viFcLPw3ftvL7We3GcKLeF6gfeoG2T3w/k6OX4isE3+IwFdFqSblM/25N8E8gcfSve41CkDI0qaXwvM8k4WXiygd6d3wOwaUB7xfpvc+fvf7RR2sXCtcKPAJOf/CSHxnpnrk4RvCfcKebl19N9PaS4XLhN+IJyQ8tNlpn3a8cNK/RjhhwJpwfuEVYVhCvWpI1X9cgUlvL1I3I3XOn23Dq9bq9yLhO8L8PplYaekS7e+3alNiuos9r5CrvOFSwXa81xhsyzy+nLDJaCOuwi87virkHP0z/LznHGvJRwvrCJ0kjp9sU6+j1EhTJT+INwqHC28V0BHnpVtBGRYdd1XebUEXqtdKGwkwE+MUXLOSJ32Xlbx+hkHyP/pwulCPEfwvxs3Cum1X+R9mbH1fwXqSjlPEWjXM4W7BPrM5kIp3Z4X4nfSq9MYUpY11/66Y8uc6FVXmaqBDgXPE3hQHi7wvnhPgTy/KWBsMBJ0cjr3msIvhU8IsYJni5CVYN4JFshPHuU23aMVxqBxQkrPVi6dn7A1hJD3yPEbYeMUsLyuZwtfvT/KUtNyV22P1C3jWKVncrG9sIywrUBnRu8NhU6yXIrHQJALg9VfBHYUEN6t84BeJ6yUwhisPiZQv7MEBvythF8JlFtH/50U77dCvIdcQW4G8fx9zbT8VfwcleI+SFdkHYGy80lUujXQZZB+SX3oEyF1eO3Wd+vw+kgVyEC3YyqYPg5feb9bIH9V367TJlGf/HqpPC/KAl4gN22LLgjtNCUw+DJpYnDGQNPHaDfkeQLP8F7J/zBdmdhdIMRzmm4tcenWF+vkS/5MVJgoP07g2ThQ+J2QtyEFD6Ouuygf+H9jKosyMUaE7U8hSeq0N1EHGQfoG0cLwfG6crPoiP5D/v30i7wvs0ChHWhzJoUsehjLny9gjL8nXCUwlobUeV7q6DWtDKvGkKyoRpx1x5Y5Ua6uMjQahjIE44ABIT2dMITOQ1j+7g1DiiH+iMBqLV8t0flaAh8lhSyQo2qQopw/C3SwEAYLZs5HpgAMMXHo3Lk8Qx4etJBpOao6R50ymEj8SeDhyeUIedB7wyK89DLIEA/+cvmRPN8twjBwxH1bFk5dCctXOjxk8FpH/8MV70bhgVme8BMrDYKnhSp+mEz9d5YO50JhrSJsUC/1qyP0S+KWyAfvurx26rt1eGUShh6PzxRnkrNP5l+Q4pSTyzptkmWz2Ll2ReBNCsuNCVEuETC49L0QVpTIlcIVi0Pvc0Rd4KSTdOqLdfLdRZnDGROHXC6WJ29D7g2rrkxGctlBHnTIOavT3oOOA/SNhxa6nCT/aVlYv/0i+vK/ZXkx6aKeb8jCdk9h+S5bneeljl7TyrtqDMmKb8RZd2zpqFynmWnHhAPcZLullYEH+LXCARV5sg0XwsqQ2TcPNas5Vm8hbANfKjxbWCYLr3JiIK4VYuZOHFah5BnGI/IpDRmGg1lfN6lTBjNHVhYMErkwm+xXeBg3EEq9qduvBbjLhYkMvIWcJQe81tH/AsVjhs8qhzZcWYCfrwvd5HxFYJvsVIGHHB5OFHil0JTABTP4AJOykF55JV1V363DK0aMlRs8HiysJdwmHEemXaTfNmEi/D/C1QJt0BKoc5WxYgWUT6I/k+I+UVf6Qi5hpOK5Km4v4a3qi+hVJ98tU051nqVB67pi0qlOWXXae9BxAN4OE9gBYELcEl4o5G3Xb79QNjOSj0m3VITdnMJix6Tu8zKoXqHf2F6bMMB0mKkEZkxsfX5cwIiWwjZYKaspoCocw8FAvlKZoPCT/p+EVoE15OfhQoiD5EY+BdW61CmD8pCyLoPM9kLvMk/KoS5xPxXddmZZR/+zlcn2AvqeILDtdZLw8Mi8w5WV+L4Cqzy2tzAwhwoP7JBmrm/drQIZ/JFeeSVNVRvU4ZWJ4VMFDDCctITzhI2FbtJPm6DTIoHnhmcRgz8lYIgxVqW0qxfxdhNaGRi4mUzku1VlfuGv6vfBe7d86z5Lw6hr3bKoV5327iW/Ku6YxO4svFR4rDAlfE7I266ffpGXRRuG/DU5qsLi+a37vAyqV67jWLq7rRZHsVJsKVU90ISxbZx3jCr9Sc9M8clVN1NYbFut0iFOp1t1yrg1ZVDWhZVkvxJ6l3mSH2HsINSROvqTz7kJbKPtIxwiLC+8uEshbN8cl7CJrv8uTAsM7h/qknaubqMj3xogc83rT1XmQmF/gYH1cIHBigGW1xadpNc2YZXGyoUPltgl6UeCn08r8Rv6yaBNmrr55s8SE8GQ8lkaRl17eW7rPEe95FfSRLtRp2nhJ+XNwt9rv+iSXcfbvTwvc6lXR6WbuNnECnjQetJgbK/kKy22DdnKYaXwl1QAxhjhHvJ0gZ85nSOsI5TvTXiP9PqZmPfns1nyx4U8TsvCKCPyh8udBGaBdcpgdUD6LbP8cG5a+HvxspLkndnmRaLgC+7qSB39WcFukTL7ua7vEE4RnpQV0I4f3o1hqJHLhZcJTIrytOn2SFzmklf62KtTre/S9VPC2wQG29VTOLwiZd+u0yYp6eILu0al0IdjO7G8V+WHnx8JG1XcnFbYdhXhdYLq5ntxyqzbszSMut6psvjYq1tZqFTnORpkHKiqD+Xm72Lx99MvSNev1H1e6ujVbgzpV7eJTMdqoY58UpHy90ft0uyoG+S5fkWENRXGyuR4ISYQzLrJNzc8j0l5/IuubMcw0+T9KJ2TDsJKK7ZMKAcDsEAIeY8crAjCKLA9jYE/IIuzh9xsybB9x+ATK6a6ZWCIeKCZxVKXZwktgbpvKHSS5VI8OnEu8fUh72URHlImDT8T0DPkSDngoUrq6P8RJTxDeEjKAH5+IPA6IaQdPwzWrJZDniAHH8HtmoUNwznMflmX1059tw6vbCdeL8QgSh/FCF+VEdKub9dpk5JXnicM/VkCk1KM+rQAd+SXyyXynFKEhZfXEQyWL8nusxPC+8HV2qSJ4E59sU6+PDv0PSafTDbp8zwXNwixGqOsYdV1F+UFPwcJjC1rCYtS2P66htRpb+IOMg5cpvQtAR0QJjssQnjGQvrpF6St6ssLFE7d2bkKeUYK2ywLq/O81NGr3RiSFdWIs+7YMifKdVOGmXtL4GMn4uI+vY1m71Q420jE+7nA1lspj1MA6TGa1wvfFMoZKWneLfAQ8mBiUENYAX9BuEn4vnCB8Nz7by92HSgXAx8zXlZqsUKOCBifLwvXCnT4neOGrnXKWFbxjhF4P3uH8CVhTyHq/tYsv9y5uzzUi3hMElpCrEaJx6DFquA6AY5OFhh8QuCUrXomDy0Bzkvppj/lfV6AW7iBow8I+c5CO37Q/xsCW+KkvUJ4rTBs6adffr2DEt14rdN3u/H6aJXPwER/ghv45T0fhiWXqr5dp02KbGa8TABZidEP+YDvMIHnisnhIoFXMS3hXuHu5GaALYV8viWQlueKCRqTq05Spy/WyRfezhSYyPFcHyrwzPNOPZdh1XUfZdoS7hLgboEQzyN6hHRrb+L1Ow6Qln5xlsDrG/rLSQK8/0loCY8S+ukXZV/mmWX8Y9JOPW8R9hKYcNyahREnpNvzUkevdmNIVkwjzm5jy5wqNVLKzGnNXdgoM+B+OcqtM/u6fUxFMDG0mIFhMzCUseUBw9bK+ZkBM2AGGmCAlV85nvFaiB0EixmYaAaGMhuYaIZcuSYYcL9sgvVmymyp2Pz9667y84rlyc2o41InnIGRGltGSpkJb3hXrz4D7pf1uRr3mG9SBXgXy7vz64XvCFXfdYx7Pa3/aDAwUmPLSCkzGu1jLUaAAffLEWgEq2AGJpCBoYwt5TuTCeTJVTIDZsAMmAEzMHoM2ACPXptYo/Fj4IFSuSXwk5RLZ0n9umXUjTdLavaV7ZRSfUXgg6lrhP/pK5fRTcRPu/jZX7vf3Y+u5tZsVhmwAZ5Vep35PGGAj32mBH5/OVtSt4y68WZLz37yPV6J/ihwUM7mwmb9ZDICaaakw7TAb29zoU78JMpiBpZgwAbYHcIMmIEmGVhahXOS0vlJiTt05edD4yhTUvpQoTTA41gX6zwHDNgAzwHJLsIMmIG2DHAK1HLCPVkMVsMWMzDxDNgAT3wTu4JtGGDg56hTvmbk/RzH+SGsXji/mPN0uc871acLHH3KubuAd3q7CZ2EIznJh+Mb861pjl7kSNZWkZizu1kF8g6ZIwXPFTptxe6k+7wzxVih0wKhm7DafKNwtXCV8FPhLQLhnYRjHj8hcGQoR0yi37QAh7lsLc9FAnE4m/nLAnq2E8755RhX5AgBvuL9bx3O41hErpzZzjGY8E2bbihUyWzV5WAVxpGhCG1MXegnpWysANqY7wUuEDhWN5d+26jIxt75xMBQPsmeT4S5rnPCQJ1+iTHKz+5FMQ7Rz09QOkr+o4WYsK4rN+eVc1h9Lp+Vp/wIa5HCynfDH1RYa8mkM+lelIW9QG7O9y3/KxFlYHC4riqsLHDWN4b4n4SQKl3eq5uc77xJirSerpyVzJnJnQQjinFbPkVaUddFwpFZIvS8WwhO4ArevprFqXKy+qWd9i1u1uGcf0rBu1XOsGYCxQRgK4E6tTPAs1mXBSqXugS/ci4WuEJPzk/fUuAfr/APUsqzx/tto/tLsmsuGKgztsyFHjNljJQyc1ZrFzTqDNTpl/zDiz8L/KvKkEPkYGUYwqo4/ycThHP04WlZHJxVRm+RwusY4LWLvPDeJOxfhFMGB+2vnoVjiNnC/XgWVuqyhu5RT/75Ry6Hy4PxxpC3k4fpRl4e8V4l3J4l2FZu+H58FgZv+2T+Kmc7A1yXcwwb5ea7Bc+TH06qZDbrsiDp0s4Ao2c+Mfh3+WmTmNgN0kZVdXXY7DFQZ2zpWno0fNeIjmAGJpSBz6hePAdsh4a8XA7CQ9jWPExgW/VGoSW8UKgympGm1+uDlYDtV1bkNwgtASNUVQb3WeWFsLK6SmBl1U6erRvLCKxkc2H7GiPIlm87YWX7UuHbQtQfw8f/5GY1jLA9zVY+Kzq2Y9cSbhOO42Yf0gvnxL00K4PVMJxUSRN1CT2YJHFSVwivOGiT+N/mg7RRlq2d48IAA4/FDMxnBm5W5XnfumciASPGypPBMYR3ezsLGKHHClPC5wSM5jBkNWWySFhJYAsV4zUlYGirysDQlYLBYeu8nVAGwgq4lQE/+eU7ADMRM2GXgC14JiGh20HpfujHhOCpAgb4UKElnCfwzrMf6YXzO3oooIm6hHplu/GTMYTvDJBB2ihl4cs4MWADPE6tZV1ni4ETlfFGAgf3v1LAH8K7zW2EE4SfZOF1nQyySxeRVyj85E85vP/j/zt3Ewx1KayibikDM39sF79GYVMZ+CiJ7Wfq1052140LBVaWf28XSeE/FRYKrNz3Fh4vnC1UTSIU3FYG5bxtxrox13XppEt5b5A2KvOyfwwYsAEeg0ayirPOwOkqgdXJa4UdhPyd7YPalN5pEnU1/QAAIABJREFUtZkn+aU8sbKJ8CcWeVaVwaoIQ1QlrMJj25L7vO/kg6qLqyKnsEW68r6RiUYulM1HXJ3qU6VfGZ8t7FenjPnC91PC2wTqUL4/TtHaXqrKI3JZZtsMOtyoyrvMt9+6wC8SEy7y6bSzUKq5SAH9tlGZl/1jwIAN8Bg0klWcdQZ4N8eWMqu2rwj4Q9iivlxgZcz2K7KdsH1yd7ucrwhPETZIEV+sK6vOXL4pD+8m+SiHj70YwN8ulCvlSPMnOT4ksBLmHSxuVqasoNsJ72O5z0dd8SEQ7x/fLbBi7bR6/pLuP1PYVkCmhP2SOy5ryMH2bhgzJhAYIN5p/7yI2807KOed8p/NuvB+HKF9WfWfJvQy+RikjVLRvsxHBjptS81HPlzn0WCgl365hVQmPtdS1lYA26/8LAhjfJLAKhlD2BLWTFdWfnwQRNg6ArKs8AmBlTDGiFXhB4W/CC1hMwFhG5p/p8e73O8KvG+9XrhTWCRg0FoCZfDBEROCa4Q/COi0QEDyeKUu3McAs5UOrhA+IlRtaRM3ZHk5PipgIH4qsK38nwJ8YXReKGB0yOtHAvpcKfAeF+7aye66cYNAPmy9t4TgvxvnTBrQg50LtvlJ+06hm8xWXaJcJjTUifq/JwWWetI3iMd7c+p+k7BzisulnzbKkts5Bwz0MrbMujojpcys19YFjAsD7pfj0lLW0wyMFwNDGVseMF51trZmwAyYATNgBiaDARvgyWhH18IMmAEzYAbGjAEb4DFrMKtrBsyAGTADk8GADfBktKNrYQbMgBkwA2PGgA3wmDWY1TUDZsAMmIHJYMAGeDLa0bUwA2agmoGtFczPuzjHm59t8e8Y20kvcdvlMV/C+dlUS+BrYH42ZWmQgaF8kt2g/i56MhlwvxxOuy5QNodUZPUchfG75X7Pe67IcqhB/Ocjfl98YMqV31qf0qaEXuK2yWLWgxeohKp2mPWC2xTAQS7z1QCP1NgyUsq06SwOnn8MuF8Op82nlc0dFVltrrDLBM58HkWJw1U2ScpxwhgHo1RJL3Gr0s9F2LQKqWqHuSi7qgwb4CpWegiDQIsZMANmoB8GOLFr034SzlGalVM596QrEzJOB6uSXuJWpXeYGWiMAa80GqPeBXdgoG6/5Gzni4VrhR8K/Eu9vYp8Xyc/xzdynOR1AscM5v/lh2MaKY8rW7IcF8mxkRcIjxNy4V3jRcL3Bd5NflnYackoS/2z/Bg43lu2hOOFVbI4eXlPUvi3BIwLOvwiXTmmkSM0EY5u5IxljsDkbGaOrOSsZv4RBatYQHm7Cbl8UR6Ow/ybQHrA2dN7JDfl7Svksq48pONIxp8J3xDiiEnisQ1MOkD4GQJnYV8lPE+oI93KOFaZxFGPcIXetGGVdIvbqe3XV4ZRF+q1i0CbcTzm7Vlh3dqTqPsJHONJW9AvThBoW6RdO6Tb/3DhaFCOQOW4UfoZ+U4L+Q5Ar+1AO7cE2upCYSOBus/Hd8DUe2RkpJQZGVasSNMM1OmXDIwYpVckZdmmfJcQqyaCMba/ERhwEP7hAGcifyH5uTxG+JhAvM8LWwrPEjBAGPQQ/jsQA9iOKYAPIY8Svnp/lBkjxAAekwDeT2JgMebx4WReHkYWo76VgNHZUGCicKaQC3pfmQVQ7tFC5IlRw3iHbhF1Wo6qrc/lFA7HDMwha8rBudcM/pHvm+SGz81TpNV13VMg7deEFwqbCP8n/Fagvp2kThmkpx6UsX6nzNK9dnG7tf2DlH5KwGgyeTtF2Ex4uUBbIHXakwkYdWeihKwgnC8ckvxcpoWqdsiiLHaSH31m+RSyoq6LhCOzyL20AxMLuOQjNtqdSSX9izAb4IzUJpx1Brom9HKZ85uBOv2Sfx5waUETq4RbU9gauv5ZeH8RB+NI/qwiQxjcCMMAhrxZDtKHMdo2xXl8FodBd5/Mj5Fk5ZJLpMNQhER5DPghDParCm8VKDf/d3gM5m+5P+rMYM9/X8rlJHlOK8Km5a8a+BmIqe++WfyPyM1KHB1CqHtLOCcLox7l4P20FMbEpZP0Wsb6nTJL90KfPG4vbX+J8sHgwklITOrqtOfhSnSjwM5EyDPk4MOxkGk5qtohi7LYySQGA5vLq+S5vQir2w7UgUlGLjvIU7ZhEWVivXXGlq6Vj0Gha0RHMAMTyAAGaAPhu0XdMCAMvsizhWWEMs530n0MYy6s9DDqITfLQfr4/70YVraGWRUfLKwl3CYcJyDoxP8LZvWSSwx++YDMfXTNJxBnyc8q/DMCzzdbxSGsyggPIe1hAtudDP4tgdXo2hGhjyt8XCegQwjb1+gYXGa3luAVrhB2CTpJr2V0yqvTvV7bnq1e2j8Eruu2J7sbbBvT7hjulYULhXz3JPKtc71bkV4qfFuItj1Sbvohq+FS8v5dtgPx6ZMXF4m+V2Zif28M8IBazMB8ZWC1VPHcWJRcRBy2B3OJNHE/7mFcc2ErGYmVDaukpwoMrIcKLeE8YWMBifx2k7uVgcGOvPOVJfHbrYgYRM8V9iSSZEvhJoH3vyGnyrGzwED9WGFK+Jzw4IjQxxX9S67IBr7Yrl2pyDPnq+SqXfG9ltEun27hvbZ9Vb3rtufZUmZ7gfY8QeBVALsRMXHrpmt5nx2QowUmWEzypoSDUqSq9u3UDjEZLevXru+VutjfhgEb4DbEOHheMBDbcat0qG3EKQ1f+MstvQ5ZLb7F++OFAqujvQW2oxmAGRgjv0/LPVWAVRHbiHXlREXcSHiy8EoBfwirTFbTDPY/ycIHdaJ/yRV5EsaWeDlB6ae8uSgDvYbR9r20JxMmtnWZDL1XYGJ0fD8EKc3uAitodkT+3mcekezW5Cjblf5oGYABG+AByHPSsWeArV/ebW1W1GR5+dlu4x0aq1M+0tq8iBN+Bs1ehHfGr04J7tL1U8LbBAwi5aHTjwQMZynTCtiuDOzgP133MHivFRjYz8jishqtEj7UKgXDycdpCGPGTkKs6FPw4gt8sIWdr9xI+xQhuCzT9OqfizLQaRhtX7c991V5WyQi2KV4h3CKEF9Bc6uXdqhq36q2TUV2vNypuz8W2EXJZdOOqXxzzhgYdIY1Z4q6oHnFQJ1+GV9Bs2JAMDD/KeRfOL9HfrZQY5uYLbmrizik5R0bA24uu8qDHqx2EbZ8rxdiMMSQYYSvuu/2zF+2IhlsX5KFvVhutpVjS5NbVeVlSWacxwmU//HyhvyXCS2BLUoE485kgwlALnvIw/Yw28dMDPjKGVlOIG+MR8iacnD/eCEm+G+Qm3ej+SRmR/lJu34k1BWOCIOzTjJIGe3yrdKHuHXb/hLFPaVN5nXa8yNKywTpISkP3rv+QMjbrV07VBXL9jNtyftyZEq4QYDfvA9V1buqHXZJadnGZqeGPrMohe2v63wTeBwZGSllRoYVK9I0A3X7JQMkK95rhSuEjwrlT2EOVBhGEsP7M+EIgYEohC1kVpsYqpawjvBugXe+6MH7V4zvowUGW4zc5QIrcN7FsmrMhe3hbwnXC98XGJyfkEUoy3vnEqnv92whJ+VzLYUyzxJ4t4cuJwmU8yehJTAQIxiFLwvwg97UgwlLDOi/lps6hDxODlbfNwro/00hXz2hK+840YvVHnn9iwBHhMHZUUIn6VbGh5U4L6PVIbNucTu1Pa8vyPte4e7kZlJXSrf2pH34+Rr9gbZgxfkBIf9KvaodynLCzy4O/fg2gVce9BcmlvBLu7xQ6LUd9lGalnCXwDcJCwTyo/3PFOaTUO+RkZFSZmRYsSJNM+B+2XQLuHwzMJkMDGVsiS2iyaTItTIDZsAMmAEzMKIM2ACPaMNYLTNgBsyAGZhsBmyAJ7t9XTszYAbMgBkYUQZsgEe0YayWGTADZsAMTDYDNsCT3b6unRkwA2bADIwoAzbAI9owVmvsGOBnOJx6xNeRK3TQnp/X8NMQ4m2Y4vEfZviNL2EcctFN+DkKvw/lBCvAT6jiJ0Pd0vq+GTADE8bAUD7JnjBOXJ3mGZjNfvk1Ve/kooocK9nNAJOEwxFyA0zYuiksN8D8xvQWgd9f5vI2efjNLL/1XFo4X8gPtFgytn1mwAwMm4GhjC3LDFsr52cG5gkDHCDBAQSzKZxkdKPAQRm5PFMeDkLg4AeEE6w4PMNiBszAGDFgAzxGjWVVR4qBV86BNr9XGVUnWK2s8FZWPqcwWcyAGRgzBvwOeMwazOoOlQGOXsR4/VHgHeyyKfc368rxfSGcZcz7XQwibo6G5IB63uV2E/L8kMBq+Q6BbWvO+e0mHGWJTugXZwxHGIfgPz/db2UZrSc3RwISdr3wFWGD7H6Vk7zZTgNPEzgOkXri3z8lqJPv1op7kQA3nGHM0ZXl+2xW6ryv5khLVvafFfJ/EMCxmPAKTyHTcsA9+kylwH2Tn7DXCocJnD+N/7QUZwVd4b0loM8PBY6cZKs/hHbguMaWQHujO7zmsrY8HKvJEaWXCdSRPmAxAyPDwFD2w0emNlZkUhio0y/5Rwic7ZwLgyxpMTwh/yHH3pn/SLlLA8x90jH4hxwrBwaN86bZcdpW4Kxf4m0YkXTFMBBWGq1LFBYGOKJXhXHGNIbqBIGJNe+GMUCErREJK66rK2xPgbK/KewhPEm4UNhfqJMv/8mJ7fAdBYTyjxK+mvxcOB+ZLfWXpzDO0cawXSeslMK4TAu5ASaMc4vRbwqP5GECbUMYRvNQAZ2p72nCA4XzBbbpeY+OrCXw2uCQ5CcO7UxbRJx/lZuzvKMeRL1UOAJHkhfoyoTNMr8ZoO+NjIyUMiPDihVpmoE6/ZIBlXhhDDFIHIjPfyM6OKsARg9DE1LHAPNfe3g3e3SWDicDel4mYYMaYAw9OqN/CIbqDwK6dhIMDvq8KYu0idwYtTr5Mqkg/eOz9HyVvU/m5584fDfz42RFTzo+KguZlqObASbucgJpWWmHUHfqwj+L4F45mXmrwqKOu6Q4L1qc+j4HEw/aGnmQ8DfhNckfl0MLv73zjwH618DiLeiBKXQGY87AOdKfFU1sPTJof05gIP6XVDdWkAzE/HedXuQpiswgzrZrLqzMhi38tx22dvlPQiGsvFlhcq+OsCIMYWXItm2dfNme/Z3wdYFJy1rCbcJxAoIxZiu8NMDo9msBA96v5DpTd1bdkV9Z3nt0j5U5EpzwH6dyYZv5qQKTFyY0GGMmUB8QaE+E/yJkMQMDM2ADPDCFzmDMGWCFiOEIY4sh/l/hS8JWwqoCYflKS95aElu/vy1ilyu8Wpl1ibSa7v+T0CqADrzrrCOlnqSpky+GD6MFj6wOW8J5wsYCQh5IVf6/ye6naD1dqvKM8si7nUScbytCKwMrY95Dx++q2Tr/oLCrwHY074pfIljMwMAM2AAPTKEzmAAGzlQdMCCs3NhGZUVHGO8JnydggPH3KremBBjxXFbuNaMa8W9XnB8LUwUwNOvVSN8uSt18MUwLBQzX3gI8ni3wrpc8kJKHCIv7+HkHy/vrXFYo/N28kV+8262KH3E20s2pDOhP+1yTErGyZ4v8MQLGGP8pAlv0FjMwEAM2wAPR58QTwgCrXQZ9thm/kerEdu5PBFY+U8KPUngvF7aa2cbcski0aS+Z1IzLVjrvVPN/4E5SVnSvr5lHVbQ6+T5dCV+dEt+l66cEjBbvzHkvy3b0lcLmKU5c+ML44cK5WThfM7P9u2wW9sQiXTdv5LdZEfF18r8lhVEvBAOcC2V9IgWwc8CHXQgTA7a3XyrQV9hSD+FDtZL37LadZmB2GRjKC+nZVdG5z0MGeumXbEUSf7uMp/emMLYgSzlSARiWXFj5kUe+YjtWfrY0eefIhPdZQivF21DXkEE/wuLnPOiDwWDljqwv3CgsSP52lx11A72JX0qdfHdWousF4iKUjxG+Kvm5xFfQr0hhvBs/TeAL9JWyeBhA3re/KoWxemcig35TWbzlUti+WVg4Kf984TtC7DawIr9ZiPe4xFkkXCDESpm4bKO/XUDYPWACRZuFLJSDbwaYPCAY33sFjLNl/jDQy9gy66yMlDKzXlsXMC4M9NIvWbGxvYhhCGFlRx5bZ2E4+biHuKyKWgLxThXY1iT+DcLuAsJK7hiB95F3CKy29xSI93OBL3PfKGAcCONDrw8LrGZbAoP73cmNESnD8tUtab4g3CR8X8C4PFfoJO/UTcoMfdg2LqVbvhihjwjsElwusNqFjzBSkd/2clwsXCcwMThZWDNuZtcD5IZDcJKwh4B+cLS/gDHnHmF8xNUSyu1mVtFMRrh3hcDHVjsIuTBRYnLVEn4gwNkbBFa4CH0BY8wEgHoRB06fw80krODh+7gszM7JZ4C+NzIyUsqMDCtWpGkG3C+bbgGXbwYmk4GhjC1siVnMgBkwA2bADJiBOWbABniOCXdxZsAMmAEzYAZgwAbY/cAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGbABdh8wA2bADJgBM9AAAzbADZDuIs2AGTADZsAM2AC7D5gBM2AGzIAZaIABG+AGSHeRZsAMmAEzYAZsgN0HzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG2D3ATNgBsyAGTADDTBgA9wA6S7SDJgBM2AGzIANsPuAGTADZsAMmIEGGLABboB0F2kGzIAZMANmwAbYfcAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGbABdh8wA2bADJgBM9AAAzbADZDuIs2AGTADZsAM2AC7D5gBM2AGzIAZaIABG+AGSHeRZsAMmAEzYAZsgN0HzIAZMANmwAw0wIANcAOku0gzYAbMgBkwAzbA7gNmwAyYATNgBhpgwAa4AdJdpBkwA2bADJgBG2D3ATNgBsyAGTADDTBgA9wA6S7SDJgBM2AGzIANsPuAGTADZsAMmIEGGLABboB0F2kGzIAZMANmwAbYfcAMmAEzYAbMQAMM2AA3QLqLNANmwAyYATNgA+w+YAbMgBkwA2agAQZsgBsg3UWaATNgBsyAGVh6SBT8fUj5OBszYAbMgBkwA+PAwLDs58B1tQEemEJnMAsMuF/OAqnO0gyYgaWGMrZ4C9o9yQyYATNgBsxAAwzYADdAuos0A2bADJgBM2AD7D5gBsyAGTADZqABBmyAGyDdRZoBM2AGzIAZsAF2HzADZsAMmAEz0AADNsANkO4izYAZMANmwAzYALsPmAEzYAbMgBlogAEb4AZId5FmwAyYATNgBmyA3QfMgBkwA2bADDTAgA1wA6S7SDNgBsyAGTADNsDuA2bADJgBM2AGGmDABrgB0l2kGTADZsAMmAEbYPcBM2AGzIAZMAMNMGAD3ADpLtIMmAEzYAbMgA2w+4AZMANmwAyYgQYYsAFugHQXaQbMgBkwA2bABth9wAyYATNgBsxAAwzYADdAuos0A2bADJgBM2AD7D5gBsyAGTADZqABBmyAGyDdRZoBM2AGzIAZsAF2HzADZsAMmAEz0AADNsANkO4izYAZMANmwAzYALsPmAEzYAbMgBlogAEb4AZId5FmwAyYATNgBmyA3QfMgBkwA2bADDTAgA1wA6S7SDNgBsyAGTADNsDuA2bADJgBM2AGGmDABrgB0l2kGTADZsAMmAEbYPcBM2AGzIAZMAMNMGAD3ADpLtIMmAEzYAbMgA2w+4AZMANmwAyYgQYYsAFugHQXaQbMgBkwA2bABth9wAyYATNgBsxAAwzYADdAuos0A2bADJgBM2AD7D5gBsyAGTADZqABBmyAGyDdRZoBM2AGzIAZmC8G+IFq6pZwl3DpGDX7o5Pe9+h6Wk29D1C8Hws/EK4UtqmZztEmj4Em+/2FovMO4fbJo9U1KhjYWf6W8Hdh/xrsPERxPi78JOFiXR9VI52jtGEA4jvJ5rp5s4Ah+XNyPzdLsE4K+4OuPLBnZveG6fysMhsnAxx1ZzCrY4Cfrni0xcYp4bt03XeYBA4hr2nlscUQ8qmTRbd+uboyoV/eLRAXd4k7FfamOoXNYZwplTUt1B20mur3h0tHG+DeOwZtO5vPSK/9p04NllGkugb4bYp7k7C8sLRwvrB+nUJGKE63sWVOVa2rzLnS6qoOmp2iezt1uD/oraYGokH1vlAZ1DHAhygeq44QHgowSkJfef0cKVS3X35S+jA5rBKMyKgZ4AXSibptUqVwRVhT/d4GuKIxagTN9jPSa/+pofLMOFPXAH9Vcc/IMl1WbgzxOEndsaVjnUZtcO6orG92ZWBlxcgNyV+6pnCEbgx8ThH+1C2S75sBM1CbAcapVhb73topJyziKL8DZkuCWQZgZbyr0BJ+KzCjX0Eo5XUK4L0C70B/JHxeWFBGKvyvkJ8tELamLxdYpW9WxOGdxTHCD4XLEt6n66pZvP3kJj33ef96gvCk7D4zvDcKVwvsAvxUeItQzvyeqbDvC38UqMuLhDpCmn8TYlv1ZrnZ+kfWFb4o3CD8TPiGkG9xsU0dXL9W7sOEX6awWHnX0X9tpTlduEKAh4uENwjIMwR0QqaTG//UfUFLba0r8akH/H1ZmM3dkFRs2wv9i+1T2pw2Q7YTeF91rXCjQD/8fzN37hP6afD4NLnpf79PYfunOOvpyiuWlnC98BVhg3QvLp24OFiRTk0Rz9YVDr9bpK/j7dbve33+HqNCvyTwGunnwjuEsm+jV6e6tdObVyv0q3j2qO9uReTb5Id7rjx33xIY2AnbMMWtw32KuvjCc/OblA+6XyLwyoJniWc+pM4zRJ/6kNASeP7pW3suzqH7M1LnGSS7vJ9SxteFvVI53frPior3UaEloCPP4/NT2vxCfYkDFxcKT6yIUwbFq8ZNdYM86bstoexruyjsGuGvAs9gyOvkYEzkebxOeI/w4Ptvz7R99AFew31P4Lufs4SHC5RLGM/k/wmPECZCqHQd6WUL+kHKcErgoaMTHSew5fYygQfr7UIuNAYPCsQjvF9ggGK7I4QB89LMjxN/buReIP9vhUdm8Y6S+3wBnRA60q+EMGI7yU2aR913e2ZyQPxDkp/LewXeJ8a2IYMBeaB3yGPlYABj1bVKwom6MqCdFpE6XI/UPTphLmvKgzH9hPCAdIMtVVbKYaAfJjf60I48cIcKDGIMFlFuHf3h8gghBC6ZSORCGa8vwuCaB3nHFI6ecJ63XZGklrduv6zagqYNb89K+We52VF4eQrjwT9dYCBYKYWtrisDKuV+U9hDgEcGqP2FRwvkeYJAHRlQ4ZiwNQSkDhcLFI8yoi+lpG0v/fT7Xp4/6sKkiYnv44TlhAOF64Wcwzp1q6oEfeFoIfrvunL/Qoj+QhomAB8TGAMYcLcWthJ4xjYU6nCvaJWyt0Lh+xIBY7GsQP0I2zWl6PYM8UEcY8KlAs828kyB5+OA5I8L+ZbPCPfqPIPRT5lgIfQxvgXheQ9ZIEdV/0HHiwQWEqHjv8qNIcy5xkCS/o0CbU2bM6kkjH7eTeDxlCxS2de4xyKIZ432Q2J83yj5mfgyQfhC8nPJ+8B/y/9UAT4Ym5kMf1FgzKYu9BNsSr9CXUdG6irTiwGOytFYtwnLZLX9itys4kIYvPi4iwc1l2fIQ8cIqRqI1l4yyYyPDwTyjsQASoPmslCetVLA4breKNCBQyh7m+QJ/Y7J7uMkHQ/gyin8WF3/JDCQh3APo3xaFtbOeaRuwFUuH5GHCcuqWSADWUs4JwtbTm7akZVnCHrQWevoz0P0N+E1WXqchxZ+yigHl20VRvjjs7hMZvYp0vbqrdsvMcDELZEbD3ZUypUmEzHS8FFJCHwRxiQnBEOJIaZ96ad5+zJw0760HVKHiwWKRxmDGOA6/R596jx/MSAz4crlYnlyDuvUrchixktfeGhx4yT5y2cCDuGFwTvkeXLQ9+twnyVbwrm3fORb1u87Crsqi9npGdo55YE+uXxGnt8Jef0oq3xG6jyD5Es/xcjnwoTh1ixggdxV/SfaMV+QkIzxj34QcqUcl2V+nDsI5NmPAY6sKAODC48hTCSi7u/PwnHuJVAmOyQh0QfyFfmnUrwnZ/GOlxsD3q9Q7sDCQDwOQmOz+gi5WQ5m0yHPlmMZoRwg6ThsdXQSVjL/I1wtsK3UEnjg8wHqfPl3E04VdhQwNicKxEcuEJhhf0ugw2A0Kfvr3JSEftzPhXrR2aIDbSn3tULM+oh7h/CzPFGPbgY9VmnM+EIwlDykoVd2a2YGHIIerELr6I9h4QFipfIB4Skpk3dGZh2uV+gegxB8HSysJdwmHNchzbBvMUlhtRDAMIbQHzYQyv4Fr78W4LiUnMfLdZNdHCZkZfuyHUY+MVmbKy7q9PuoU7fnj36LYHBz+V7h77dutM1hAqvsG4WW8EKhahJB3NwAnSU/fb8O94rWUUrDxvO8nhCrxUhc9QxFHyn7EEZ8RWHzjiXXewbb9VM4WaNL/tyOPlg1TrGa5JlAV4xbt7auUVxllO8r9J7sDhOUduM73CHl88eiht2YkFvk+KvAcxhS2pDs1tw559oAM0hjvNoJgwIrwFIYnHOBzAdmAasld25kyjyq/KRbJKwksF3FwD8lYFjRJYQVzr7C4wVW3xiHQ4XQ4Wy5txcwlicIbI8xQ+e9AxL6HSN3KwN+6hbvInhIfkuCQsi3X6Hsqjzhirag7rlUxa2rP9s9HxR2FRismGG+ZMnsK30Yeh5wDDC8toTzhI0rY89N4N0qJmbRUf8qbuAx7ueaVcUl3j8JrQK0OwMbMhdc1O33SaWZPppL+fzF4F7Wuey3/dbtVBW+s/BSgdc0U8LnhPwZDf3KMiO8DvcRt9215CHGG7ZDcyl54F67PhR5VPWhPM+432kMiTi9joNRTqT/tgJaGVgZ3ylg4Ou2da57L+5hcIeuudAGRhFzAAAQXklEQVRf7xJYeISUfXiJBHPlmWsDzANIA7Yrl1UkcXqV2OYqZ6Ld8mHGx0qadyusZNrJ33XjOAGDsKmAwZ0W9ssSnCv3DgIDBPkxWLDNgYR+r5F7KgP1XVnAaCO3CvlWcQpevEUd/l6ulF2VJ2FMiMpBpSrvuvqTF5OVxwgYY/ynCJtUZVqEYawXCjzkewtMduC5apAtks6Klzb/Zco56t+Ox7jfTRHiMTOfKsDAx0oqZLa5qNvvM5U6Oum3SMkPfbuUXuvG84m+PCM/KTPrwV+X+05ZrlTcjAn2LZ0SpXvt+lBw1q0P1XkGI06v42CoH+k3UsBUBp5J2vIaoZe2jnwHvQ7K3aDlz1r6doZwtgpkZvUQIbY68nIwRgy6/TxkrJbYot6sUJyt3dOKsNxbtRpnVctDnwvvj5ZPAZfr+jKBrTDe6yGsjrdI7p/r+g4BwxP3F8mNsaNj50L5Jwsxg75Y7nWE1bNIPPRVW21LZNTBw8SA9DFYEHVpgS3i4K1D8plbi4Ru+rOC+1DKiNnlVwUmIZS1QQrnQjsRhqwvPEGgnV6dwpipfkrAkNMOORcpypxf2PG4Uii3CYNXOK4j5ygS7Zu/7yMdK4zXpwzqcEFbIMEjaWIXJd3qeKnb7ztmkt2k3yJbFgmYrOZSp25FkrY7ZuWqs0xX+utwX6Yp/U8uAraS/2qhatVWpo0+UvYh/ExUv5slqHpGFuk+7d5pDIl+Wo6DjF20UTxL7foPHCFlGewEfSLdu1NXJpHd2jpFH8olxqkq7iig7vM3FGWGmclcG2CMDbNFZrO7CWsJawqslr4sfFzI9//lrSXMyt4vvEoIo4dBeI9A47WTb+rG3cK/CwyKDGhvF1YoEjxb/gOyMIwGnZktU2RD4RCByQVC2az64j4PBqvi/QXiIssI7xaYXcYM+n1y8/B9WMDw8s7lgylMl77kCKXiAT9SiPY+SG52It5aM8c6+rNSfa3wrCxP3LRnDNDcukF4dIpD+2wthC4xqDIJYrBmcGNCMwpysJSgTV+RlMGI0V7XCx+pqSBt8UeBtqCOCJOQ/xSY2CF1uGDyh8AjvDPJjME13ep4qdvvO2aS3fyC3Lzjpj8zKYGbfYXo6xG1Tt2ybGecvKuDm1cKjBfIdsL2yV33Uof7bnntowhRP8YDDN10t0Tp/um6XpDixwr1GfLvIjDm/CHLp+oZqfMMkgX9lInC7ik/nvnDBMaY2F1s13/OUBzGS7gKHVeWm/HoJiFkWg52AxlH6H+0y9sW3x2+I8b3vVK5lEBfYsz9onDR8Iscrxz/3oO6U4p7osCDxUwMA3iZwAqAzhJCB2gJ9wrEiRkiRo0PV0jL/RjM5Zz5acBVAjM0HlryRBjsWgKrK/LDzUoE2Ub4nvAbgTLorAyqzPQWCQid+RsCgwz5XiFgbEK2kOPzwpUC9yn/A0K50sEAs8IH5MHAXW5rPVNh6MNAfa3AQ3+hAActocxTQTOC7hhaVp8t4ZSZ0PvkcbowAPDgUTcG4C3jpq5MgHjoacdfCy0hHsAs2swEop3+DLoMJOgOBz8QGHCek2cg94uFn6X7TLqYndOGcPEjgbTweKrAYDeIdOuXGK2WQH8iLu6YNFWVy6B/sXCdAJcnC0wgQ94pxy8E8vq5cHZ2L5z0OwwWA9r3BTh6bhavLhfvVhraDK6YyFTJIP2+1+cPvc8UMCS3CuyGMOmM/ri13HXrVtaFfnCWwEqT/nGScIbwJ6ElMImF67z/0xaldOO+jB9+XonQphi2RQL9hfbfLyLoWucZepjiwUtL+KnAeLJQKKXqGYk4nZ7BiBP9lPGDceajAmXn0q7/rKBIHxRaAs8wffQNwtJ5Yrn3SXEYU3nmFwgxftAPqgT+W0KM6bgZo8u+Rjh8lhLj+9W6wRhyhMAEIKTsA5THOHiH8DehJbCa/6xAX4owxu9epdvY0mt+A8UfKWUGqokTTxID7peT1JrN1SUMMMbJYgZgYChjywPMpRkwA2bADJgBMzD3DNgAzz3nLtEMmAEzYAbMwNAYGMpyfGjaOCMzcB8D7pfuCYMywEc+fB9CX+K9/h6DZuj0E8HASI0tI6XMRDSvKzEMBtwvh8Gi8zADZqBkYChji7egS1rtNwNmwAyYATMwBwzYAM8ByS7CDNRkgJ/q8JMOfv5xjfDGmun6jcbP6+LnZ/xud1SEn93x05HbZ0mh/OdZl85SGc7WDMwZA0NZjs+Zti5ovjAwTv2S32nyG2x+64hsI+S/5U7BfV8WKCUHF5SynALgaZQMMDoeLsyWAQ4O+D1oPwZ4SummBX5/XMrXFMDvwy2TzcBQxhavgCe7k7h248PABlJ1VYGTiBAOftkzuYdxWaBMqgzwMPKeb3lMqcKHClUGmA+1OIjEYga6MrBM1xiOYAbMwFwwsHIq5J50ZYbNiUGW8WLgleOlrrVtkgGvgJtk32WPAgNPlxIc03lZAkd67lYoxjm8GESuGwtsW3IE3wXC41LcBbqyZUq8Xwr/kcJfpCsrIo5N5CctVXKsAjleEVkk3Cy8TuD4xTsF3oeGTMsR5UylQLaPKRdwROphAjrgP02gXI4TXFEgb/AhIReOGuRoP47oYxUX+udxSM+xhi2BoxQ5pvD5WQS2zEOPp8nN8axxzOf+WbzS+RgFfEngGEvKfodQHn1IGsJ4L85RhFcJ6PCWLO4z5KZufxE4TvF9wi0Cx7rC5WOFbtKtjIOVAcekIhx9SHn0GQQ+aC/6SSm0J8e4ojtHmXJ8aByjuL7cwRsc7iq0BNqCbfIVBIsZaMsAncdiBkaNgTr98igpfbQQk9F15eY85x2zymAgPib8RsCobCk8S+A82vzsaOJx9vFBQi4vkee4Iqz0Uh76MhjnMi1PboC590KBuFMpIu+P10thGIFDhScJGFkMMDItlPkQvpxAXkwq0Jt0GAfCnimE8OHSRcLlQpwT/q9yU9/girO19xRI+02B38yS34VCOwMM73x0xvnpTGbQh/fg1wtMNHLhbGkM3CYpkDr/SkDfXDCKnAv97wL5cSYw5y5zbjb1CMG4Ue9c6pSxQAmoY+iRpz9SntuWzHJGP/rORimcfzrC5OELyf8gXacEJoHoSV8h75cJ9wpvFyyjxQDtPzIyUsqMDCtWpGkG6vRL3uOV/+CC1WgYrqgDAyv5bZhV6s1y809B8p2kc+XHSOXC6ouVdifBiJH/+kWkaflLw1kaYJJgaEjPP7gIwSCSLzItlPkQHuny+lIfVq6sREN2kYP8WdHngnG9JAuIerwpC8OYYIirJPJ9QXHzYvlzA7yG/HB9TBHvcPlZ4a6chWOAMWa58A8v0J/VZUhpgOuWsSDlVccAR57vz8rFuVfKI+8X8HibsEwW9yty8z2AZbQYqDO2dNXYW9BdKXKECWeAFQZbtqzCbhRaAgZu7Yp6836W/9gUwkDPYPnwLOwzcrNNHasdDDwrMFaPcyF5OawOv1qz0NhGJTr/JQZD8MgsLV9lI9/KwnBi6J4qsArPJdeDCQkruyphNwHB4ObyvcL/bPnhuqp8JhHlBKdc2Ua6KK/IfsbbaxlVeZRhkWfOL3G+kyJuWySAT7bQQ+hjeTsU0e0dZwbymdY418O6m4F+GeB93roC//6Md3TIJ4Utkju/sK2ZC9uvSL6tybYi70n3FHhfyTbsyTOx5kZ+22cxVXXL67VayvfbRf4YP7aFmWiwag6pqwcrRKSMX67Wo3xWwGwThzCGofsjsjCcZX3Ij4kF27/tpNcy2uWTh0eeZf3YkkbifqQp9aaP5e2Q5233mDNgAzzmDWj1B2KAlQUru2khjO9AGSrx3QJGmPd3vIN8hfD8ATJlAC4/SFphgPz6TRrbwazsMbjDkltTRqvqyrv3kHxLmbAo/zVyn5nFa+dcqbixivzs+N3SLkEfZXTIavGt0Jv65RL+fJu9Tn6OM0EMeAt6ghrTVemZAT5+qZJOq6Sq+GUY29CsCN8qsNJplRF68PM1M9u7y2ZpnthD+ojK+9Mw5Dz3Owm9rKzOSRnF1nrkiy6f6EOfSBJbz+XW8KZFnovkpw5l+bQhOwxlmz25SL9V8pdb3Xm0umWgBxJ8sv1drsAj3/PkYEt58whI1/DzzUCvwuSiXXm95uX4DTJgA9wg+S66cQZ4v8b7yVcKayVtttN1+wE1+6bS3yQcKvzXgHldkNKzlY2sJ+zQR543KA0rZwbvDYVPC7GFXie7MxQJY3KEwGoSYZX6YYG69ivsFvB++N0C790xqPsK6JgL76TZet4/u8cOHumY7JQrW7Z2DxQeLEwJ6M2X1vETIjn/QeqWcWNK+Whdyf80gQ/equRWBfIB1l7C/2/fjlWciKIwALOlL2GjnYUvYKPPIPgUNlZa2mhjIeILiNZWolhsp60gKChYTGNpJ4oi6PlDoiHIbsDZnHHyXThsNsnOnfnmMH8yM3t++Yacdr9e9bjq5d/+6Jjn8iHiXdXmzYPH/JmX5yowyh1hc8WxXW0C2/RlDvq5SznX6BLGD6sSNt+rhqoc3J9X5dpcAivPnanKgT83OWWOBNDlqvVxq37J6ejNm5M23rb4NSGW069Z1seqYfHsn3G1HiZAU1m/hHHemw8QCaRcv85ree5T1VC1Csl6uBinqp5Ufah6U5X13fy7rEeCZKjKt7xc031RtRoJ8LtVQ1VuWntVda3qYPmGm/VzfTvits1IkOW08peqBNa9qoTtyvvS2kKyvblckHpddb9q83RzXO5U3ahKWH6telp1uioj3/yHqs9V35aPs09XY5s5sv9j/rYq+zojN1qt98n6jWH5MJDQfF+Vf1+7XZXwzsi+GqqyLumZ1Q1bh/U4+yD7Iq/HKeNZVT605MOK0SOwzbFlZ2s2qZXZ2VabaOoCnX15pXAeTR1opuu3CuCZbp7NmoDAKMcWp6AnsCetwiwF8g3zwSy3zEYRIDCKgAAehdFCCCwEchr17LLO1c+cQjQIECBwogKjfB0/0TW08H0U2HVf5m7gXIPNtb6L+wjevM0Xav6cfv5RlWunuUZtEDgJgV0fW47chkmtzJFr6sV9EtCX+7S3bSuB3QmMcmxxCnp3O8xMBAgQIEDgt4AA1gwECBAgQKBBQAA3oJuSAAECBAgIYD1AgAABAgQaBARwA7opCRAgQICAANYDBAgQIECgQUAAN6CbkgABAgQICGA9QIAAAQIEGgQEcAO6KQkQIECAgADWAwQIECBAoEFAADegm5IAAQIECAhgPUCAAAECBBoEBHADuikJECBAgIAA1gMECBAgQKBBQAA3oJuSAAECBAgIYD1AgAABAgQaBARwA7opCRAgQICAANYDBAgQIECgQUAAN6CbkgABAgQICGA9QIAAAQIEGgQEcAO6KQkQIECAgADWAwQIECBAoEFAADegm5IAAQIECAhgPUCAAAECBBoEBHADuikJECBAgIAA1gMECBAgQKBBQAA3oJuSAAECBAgIYD1AgAABAgQaBARwA7opCRAgQICAANYDBAgQIECgQUAAN6CbkgABAgQICGA9QIAAAQIEGgQEcAO6KQkQIECAgADWAwQIECBAoEHgYKQ5f460HIshQIAAAQL/g8A/5+cvt2pj+Zha9SgAAAAASUVORK5CYII=)
Answer:![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAGcCAYAAAABNHMvAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4XuydC7x11bz+RRSiXEInaZ+KojtFub66CSGdQopeiV5H5NaRa1uiEClCOtRfOaKoEyG57C4U0k1RlHd1UyiSIpfD//nuxu9t7NGca82191x7rb338/t8nj3H/fKMy2+MMeca+x73sJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATMwagws11KB/tVSOk7GDJgBM2AGzMBcYKAt/TnjuloBz5hCJ9ASA+6LLRHpZMyAGahloJV55p61ydvDDJgBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ4b+5gBM2AGzIAZGBgDVsADo9YJmwEzYAbMgBmoZ8AKuJ6b2fB5pDLpCHcIJzXM8HUK9zPhEuEyYeuG8RzMDJiB9hjYWUl1hH8J+7SQ7KFK48aU3gYtpOckFhADdMJusqo8rxNuFwiLGfxOoNOdKqwvLFQ5RxVvooCfonDwt3Ei6r16Lhkx0harPC8ZYpmm2xejT/K8VXjLEOtQlfWYHMeFR1R52m0oDCyvXNtSwFRgm5TeQlfAi8TD/kNp0eaZ9ppnmqfUQsimhflv5cVuL5dHy7JU+LWwSuG3UKxNFTCd8paMFCYAMEoyocKcMsQCzaQvRrEPkmHUFPAilYm6bTJEbp31VAasgAfTI8aVbD7PDSaXmaXadJ7pmssoHEH/UiU8RlhNeHLX0tqTBUq+gPmH7MDSLgNfVHJfbTdJp2YGzIAZmMrAKChgSnSvVKz/Kxro2bL/WEBJd4SjhQcVYV4r+0XChQLvRVHmG2ZhHijzJ4SO8AvhAuH5mT9HuKxmwGuEA4XfJvuZet6UzLi9U0BeKNwg/E34SnJbTs83C1cIlwvk9TYB91yeJgtl+Ivwc4G0mghx/lOI4/zrZN48RVxJzyOEjkC+PxX2SH48utUxjr6blP++SuvwlD58gw8KDxZoQ8q0pfCsZMa+q4BsJXxfoB6009eEHSZ9RkfgkfaGP9oR2VY4V7hSuEY4Xvi3SZ875QQ9ov88SeYvCX9KbvukMOvqyWuWjrBU+IZQvnLpxs9+Cn9iSut0PeGVcRHSawxkQZcZXy7TWcL5AuPn28JmWcD1ZI56UcddBMYhYxSOQpqM0Sz4pDHedfJkrP5A+KtAfhtMhrjHPZqku4bCsVD6s8B4PEz4gEAZ4Si+j2irroyjjsCrtHOExwlV0qS9V1BExuzNAru9zwvMVU2EV1EnCzEG6QsxzvL4/faLvC9voYT+V6Cu5PMEgbmXfnybQJ+J+UfGZdJrvBCwW7mYT98kwAVtCODJ0oUBBk4TqTqC5n3mtcIPhXtniTxXZgbSnsntAXoyUM8WYuHABP4HId6LMYEyqcT7A5QCkz6dJRT3f8hMutsLCOkyYKgDyuEAgUmBRj9J4EMpwtMpcnmxLEdlDgz8W4U4IiTN3wnvz8I8SmYmiy8KlAccK1wvkFcvOUQBmLRyoY4xkUYdUfIoeD7YQnrVkTBNyn+owpFXtNPaMlNHBmvIhAynZHaMDxcYyME57Uda3yzCtWGdSV+k/9yUFQIlwAnDy5LbffRk4rtKWDm5sSDaQyDf7wm7C/QfJuh9BPoPaR4jUG8WOvQt3FYTkCb8LFI48oj+laJOLmK6jYEIVz7Pl0O++HtBSoeyILTxmMDky4KEyRkFDRe0OdJkjKagUx5ryPZJ4ffCacJWAqdfpLuB0CRduLxE4IPERwsrCvsKfxTyNpR1cpEx07qyAIF/FtnkRZ4oI9xo55Am7U3YIwUWatsJywvbCMxTpAcH3eRQeR4mxDy4jsy/EWJ8EXc6/SLvyywSaQfanHnxVwLz9/MFlPFPBDYa+QajyXhpUq5xpcuiZJSFdhoZaVoYGpCwHeFqAWXExPxqIVe+sk5+4XsxhkzopMSPjnaQzNcIsYMm6FOFWPnGoMkHH2GYHM/DkIQBRbrsykLojJHPt2Quy4LyYLeHMJH+XTg82eNB+VCEqyQHBh27ZtIOwQ8eTsrc6oyHyOPGwnNn2Sk7gyWXz8nCZHS/5Nitjk3LD2//U+SzWPY1M7cJmUsFHO32mCwci6a9i7TasPbbFwmfI5+8L5Xfj4tCsegg/Dsyd/oJbm/J3FCUKGLanL6RtzkLItqc9kSa8LNI4cijVMC9xkDK4m6Pte7mcudCOFcmBGGcoBjpPyHsKJEmY/SuWFNN1J365Ltu+vCDG6YbY5uFQy7nypK3IX5t1ZXFSC7PkoU65Jw1ae/VFYd5ACWay8EpvQ0K99LK2IlxHX7HyZDPIdPtF9GXOW0LYdFFPfNNyG7JLT8NajJempRrXGkvCAUcK6i7qB68iaOmMWFNgV0iuz9WlbkCpoNxvMOON5cYAKFgz5YnK07CMSmgzFAS30mRIlxVOk9UGCbCXL6fWZh0Yod2jMwbCY9P/gwgVvEMduQZwvJCVT5MXBwZISjsKwXSDqGjsbqcrjB5I6Wi+JHcOMbZvEi4qo5Ny3+W0uKo60SBgUqbHSuwmOomLF5YDNAu+wm0/Y1CfoLQLf6g/OiLrOADeX+gD64vlLyy+71ZCN7zsuXcXiQPdo70wbLN2fmQTvTPmfDTawzk5cvN95HlC8IVAu3XEahzlbJiB3SHEMLirukYzaLdzQj/52eup8lMuZqMfcYSEmMwkmFnVspM68o4okxN8mrS3uwgGTtN0ivrgh3eDhQ4AbhG6Ag7CnnbTbdfKJlJyXn8dYXbdcktTkyajpeZlivKNy+ew1DAOXHXyoLyfYzw6szjocnMZN/JQKdgImeVjJwubCegxFCSHMMcJzwET0mkw/F2JwOr51sFOk0ufyjsYT1ZBvJdnBxQ9uQTEvmwA+5kwE68h6WAq+lZlcdMVnuRd5kux3tI+CdrZf5Ny8+ub4lAe3FEhRI9QLhXJF7zZMHBggcFTPiOcKawcU34YTnfrozjvV4dr5QNbktecS/bADfC/bvQKUBfYGJHZsJPrzGQspjyoEwTwsoCR78siMYEFDHKqpS6ehGu1xgt08rtVf0+eO2VLvwhZdnKNNuoa9O8KE+T9u4nvZyvMLMA3ll4scBrrTGB11p5202nX0T6PJm3Qv4vGarcYuw3HS8zLVdexjlvZtc2bPmqCsB7nNcLRwj/FOII6bMy58ceVWX9thwBu9K9hf2F+ws7CZEOu1cU7nSF1T8dnEnhLQJHMttmiUU+LCJO7ZLJDfKLxUMejJ07ymw6EnmTLguQkMgn/Lul3bT8/1IiRyVsoud/CeMCkyBt1034OGyxsI/AxMFRFIORCYTjuFEQ6vfbVJCc17JscMvutomQDruUx/cIPBN+uo2Bqmy3liM7lw8I7OanI8FPkzHaT/pN02UsIWW/Zyzl0kZd87zytMu88GvS3v2kV1Rnst2o07jw89KzsPfbL3ok19W7n/Eym+XqWuhhew57Bxz1Z6fILuEFyQFldKmA4ixlXA6h/NiNbZECXK/nu4UThA2T2xnpWabDLufTya/p41gFZJV3sMCESn4hEzLwnq/Mh2OmzwvxnuRcmdcWVo2IerILyY+OMq9GRjozUh41Y2fFWh6hViU6Iccm5T9S4VjcIBcJLxXgIvjGnXQ40kWo51MFjuBfldxu0/MzArtpJpOcixRkJB70wcuEklfaihOW4L1XYemDtPn9ioC7yP6G5NaEH3hFglvicLLSawykaFMe9MtS2MnEcWLpV2VvOkar4nZza5ouYwnZskhs08LeRl1vVZpsEnrlRdZN2puTPNqzSXpFde72rUz45+9icZtOvyjz6sfedLw0KRfcRD9HR+0gxE67nzItmLDsHJrIfytQ/i4p4txXBlZQZ2aJcLRMQ7woc9tJZt49xHHHx2U+RSA+wpHeJcKnkp1GmxDOFh6U3Fi1chT6rmTnsaJAHegc3eTyFO4lFYHeKzc64QbJj9OFDwrkFcJR35+FEwQU7wOEYwQG+EkRqMvzEPmRRy7U8SzhfCHqiNIjn9dlAXvVsUn5WRRxwhDy2JRPzgdtHO+PONWI47KlMsckQZlRwvDZtsy0L+blebYs/xB45YAwmdNOvxJov5DtZSDf9TK3MFJn2owTgphECMfCZVEKtLOevfhZQ2HI43kCR43sotYXeo2BlMWUx+qysRA6TWBhwGQ3LpA+6eVyniwnFG5hbTJGa6JOfoAGL1XSJF0mZsY6iyQWRbTNEoFj9NiNkXZbdWXBBD9vFOB/TWEiue2jZ0iT9ibskQLjfmuBujxd6AjkEXOIjJVyYQpLGZBtBfop4zNkOv2CuNsLZV9elNw49QphjiHcZplbk/HSpFy7K02OvRljbGriVCrLauhG6j4y0qsw7HI6Ah+fEBbzoUXpOZIMv9gt0Tl/ICwVLhBQtkz6Iex+vyQwCNmRsUr9iJDvNlaS/aNCR2DAks6bhFhh0WkYtOTNcVxHCEUm4xRB+XDcumLpkewMRI6FwMUCnS2fqAn2NAEF9RfhSmFv4RzhdqEjlDslOU0KO1l2tHTMjpBPiihyJnjcOcrkeHSxENK0jr3Kv5sS/G5KH76p42uyfDDSPkwQtMmPhMcJjxTgggmCePihmJk425bp9MV8kVSWB2VwrnCVgNLkRINJPeQ9MvxGIN/rBY7VS1lbDl8WrhXof2cLz8kCNeXnfYpDX4W/96f4TcZAltUyI2OLfvh7gb51oMA4QylMCIyBjvBXIfom/aiUXmO0DI8djvK+DIelNEkX3k4VWGzC7QECvPyuSKytujJWO8JtAtwtEmLeoBwhvdqbcCsIhwvwf4vAq7g9hOhHbydQjTBuThOYixhPxwnMjX8TOsIjhOn0i7IvM97fILBQoly/FvYUmCduyNwIE9JrvDQp132V2NcE5kfmjJ2z9EfF2GuemdVyjlRhZrXmzmzUGHBfHLUWmd3yfFLZsRC3mIFBMtDKPMPRh8UMmAEzMBcZYOdXzmEcWXJCYDEDC4aBVlYDC4YtV3SQDLgvDpLd0Uq7o+Lk71/5FoFXNI8frWK6NPOQgZGaZ0aqMPOwsV2l5gy4Lzbnaq6HfIsqwLtY3hMuFfjmIH+3Ptfr5/KPLgMjNc+MVGFGt81csllgwH1xFkh2FmZggTPQyjxTvj9Z4Jy6+mbADJgBM2AGZocBK+DZ4dm5zD8G7qUqdQR+knL+gKrXNI+m4QZUzGklO6ZY3xD4YOqXwhemlcroRoqfDdb91nl0S+6SzRoDVsCzRrUzmmcM8LHPmMDvLwclTfNoGm5Q5ZxOukcrEr+F5zKRzYXNppPICMQZUxnGBX57mwt14idRFjNQy4AVcC019jADZmBADHAJDjcpnZXS5yIKfj40F2VMhT5AKBXwXKyLyzzLDFgBzzLhzs4MmIHJW6C4Te6OjAt2wxYzsKAYsAJeUM294CvLxM91kXzByFWIXOeHsHvhjvF/CPjzTvUpwskC12oC3untKnQTrhElHa5vzI+muXqRa1g7RWTumGYXyDtkrhT8ttDtKHYH+fPOFGVFmRYJvYTd5puFK4TLBa4qfZuAezfhmsdPC1w3yvWZlG9cgMNctpLl+wJhuOqVKwQpZ53sLg+uGEQOFuAr3v824TyuReS5ocBVtfBNm24gVMmg6rKfMuNKVYQ2pi70k1I2lgNtzPcCZwuPLgJMt43KfGxfoAy08kn2AuXO1W6XgSZ9EWWU391LCbhEP79B6VDZDxNikbqOzNz5zGX1uRwvS/kR1oTcynfDH5VbZ2rUyXgvzNxeIDP3+z68CEceKByeDxZWEbiTGkX871nYqrJ8QP7c77xJCreuntyVHHdJZ9GnGFGiKLf7J9cH6jkhHJKFopy3C8EJXMHbN7MwVUZ2v7TTksKzCedrKA7vVrlDmQUUC4AnC9SpTgEPsi6LlC91CX5lXCZwRTm/JGwp8A8X+Ece5d3j022ju3KyabYZaDLPzFqZRqows1ZrZzSKDDTpi1x0/3eBf+cXsr8M7AxD2BWX/xiDqw9PysJgrFJ6E3JvooDXKtLCeq2wT+FOHly0v2rmjiLmCPdTmVtZltXkRz259D+Xg2RBeaPI64R/8JHnR7hXCjdlEbaRGb4fk7nB296ZvcpYp4Cbco5iI9/8tOC5ssNJlQyyLotSWeoUMOXMFwb/JTttEgu7mbRRVV3tNjsMNJlnepYkOkHPgA5gBuYRA59TXej7HIeGvEwG3EM41jxQ4Fj1GqEj7ChUKc2I0+/zPorA8Ss78quFjoASqsoDf3Z5IeysLhfYWdXJM+SxvMBONheOr1GCHPnWCTvbFws/FKL+KD7+FzK7YYTjaY7y2dFxHLumcKNwFJ7TkH44J+z5WR7shuGkSoZRlygHiyRu6grhFQdtAo/ITNoo0vRzjjLAJGQxAwuNgetUYd637pEqjhJj58nkGMK7vZ0FlNCjhDHhiwJKsw15qBKZEFYWOEJFeY0JKNqqPFB0paBwODqvE/JA2AF3MmAnvfwEYDJgJpwScATPIiTK9sbkH+VjQfBEAQV8gNARzhR45zkd6YfzW/rIYBh1ieKV7cZPxhC+M0Bm0kYpCT/mKgNWwHO15VzumTJwrBLYSODi/lcI2EN4t7m1cIzw88y9qZFJdrki8EqFnfTJh/d/NzdIGEVdCruoX5eOmT2Oi18tt7EMfJTE8TP1q5Pd5HGOwM7yX3WB5P4LYbHAzn0v4THC6ULVIkLOtTJTzmsTlsds16VbWUq/mbRRmZbtc4wBK+A51mAubmsMnKyU2J28RniWkL+zvXdNLt12m3mU38oSO5twf1yRZlUe7IpQRFXCLjyOLfHnfScfVJ1bFTi5TejJ+0YWGrmQNx9xdatPVfnK8BxhvyolzBe+nxHeIVCH8v1xClb7qMqPwGWetQl08ahKu0x3unWBXyQWXKTT7WShLOaEHKbbRmVats8xBqyA51iDubitMcC7OY6U2bV9Q8AewhH1RQI7Y45fkW2F7ZK51+MsBXiCsH4KuJOe7Dpz+Z4svJvkoxw+9mICf5dQ7pQjzt9kOEJgJ8w7WMzsTNlB1wnvY/Hno674EIj3j+8T2LF22z1/Vf5PE7YRkDHhtckcj9Vk4Hg3lBkLCBQQ77SvL8L2ss6U827pD7IuvB9HaF92/ScJ/Sw+ZtJGKWs/FjoD3Y6oFjo3rv/sMtBPX9xCRSM8z1LWkgPHr/wsCGV8nMAuGUXYEVZPT3Z+fBCE29oCsoLwaYGdMMqIXeFHhX8IHWEzAeEYmn+nx7vcHwu8b10q3CpMCCi0jkAefHDEguCXwp8FyrRIQPJwZVnwRwFzlA4uFj4uVB1pEzbk/jJ8QkBB/ELgWPnDAnyhdHYUUDqkdalAeS4TeI8Ld3WymzyuFkiHo/eOEPz34pxFA+Xg5IJjfuK+R+glg6pL5MuChjpR//cnx7Kc9A3C8d6cul8r7JzC8phOG2XRbZxlBvqZZwZetJEqzMBr6wxGmQH3xVFuHZfNDMwPBlqZZ+45P7hwLcyAGTADZsAMzC0GrIDnVnu5tGbADJgBMzBPGLACnicN6WqYATNgBszA3GLACnhutZdLawbMgBkwA/OEASvgedKQroYZMANmwAzMLQasgOdWe7m0ZsAM9GZgKwXh513c483Ptvh3jHXST9i6NBaKOz+b6gh8AczPpiwjwkArn2SPSF1cjLnNgPtiO+23SMnsX5HUM+XG75ane99zRZKtOvGfj/h98b4pVX5rfUJNDv2ErUli4M6LlENVOww845oMuMjFCrj79aw11A3O2ZPe4Lh1yv0x4L7YH191ocflcUuF5+Zyu1DgzudRlLhcZZNUOG4Y42KUKuknbFX82XAbVyZV7TAbeVflYQV8JyutzDOQaTEDZsAMNGWAG7s2bRp4COFWSXnekZ5MlNwOViX9hK2KbzczMBIMtLIaGImauBBznYGmfZG7nc8VrhR+KvAv9fYsKv962bm+keskrxK4ZjD/Lz9c00h+PDmS5bpIro08W3i0kAvvGr8vXCDwbvJrwg5Tg9zj2bKj4Hhv2RGOFh6Uhcnz21DuPxBQLpThN+nJNY1coYlwdSN3LHMFJnczc2UldzXzjyjYxQLy21XI5SuycB3mPwXiA+6e3j2ZyW+JkMs6shCPKxl/JXxXiCsmCccxMPEA7qcI3IV9ufBcoYn0yuNIJRJXPcIV5aYNq6RX2G5tv54SjLpQr10E2ozrMW/KMuvVngR9rcA1nrQF/eIYgbZF6tohed/twdWgXIHKdaP0M9IdF/ITgH7bgXbuCLTVOcJGAnVf6O+A4WBkZKQKMzKsuCDDYKBJX2RiRCm9PBWQY8r3CrFrwhll+3uBCQfhHw5wJ/KXk53HGsInBcJ9SdhSeLqAAkKhh/DfgZjAtk8OfPx4qPDNu4JMKiEm8FgE8H4SBYsyj48l8/xQsij1JwsonQ0EFgqnCrlQ7ssyB/I9TIg0UWoo7yhbBB2Xoeroc0W5wzETc8jqMnDvNZN/pPsWmeFz8xRoVT33EIj7LWFHYRPh68IfBOrbTZrkQXzqQR7rdUss+dWF7dX291b8MQGlyeLtBGEz4WUCbYE0aU8WYNSdhRKyknCWsH+y8xgXqtohC7LMSHr0mfsnlwfqOSEckgXupx1YWMAlH7HR7iwq6V+4WQFnpA7b2GTSG3YZnf/CYKBJX+SfB5xf0MEu4Ybktpqefxc+VIRBOZI+u8gQJjfcUIAhb5WB+KGMtklhHpOFYdLdO7OjJNm55BLxUBQhkR8TfgiT/YOFtwvkm/87PCbzt90VdHKy578v5XKcLCcVbuOyV038TMTUd0kW/uMysxOnDCHUvSOckblRj3LyflJyY+HSTfrNY71uiSW/KE8etp+2P0/poHDhJCQWdU3a8yBFukbgZCLkqTLw4VjIuAxV7ZAFWWZkEYOCzeWVstxUuDVtB+rAIiOXZ8lStmERZEFYm8wzPYmICaJnQAcwA/OEARTQ+sKPi/qgQJh8kWcIywtlmB8lfxRjLuz0UOoh18lA/Pj/vShWjobZFe8nrCncKBwlIJSJ/xfM7iWXmPzyCRl/ypovIE6TnV345wTGNEfFIezKcA8h7oECx51M/h2B3ehaEWAaT/i4SqAMIRxfU8bgMvOawitcIZwSdJN+8+iWVje/ftueo17aPwSum7YnpxscG9PuKO5VhHOE/PQk0m3yvF2BXiz8UIi2PURm+iG74VLy/l22A+Hpk+cWkX5SJmL79BlgsFrMwEJi4KGpsrmyKOsfYTgezCXihH/4oVxz4SgZiZ0Nu6QnCkysBwgd4UxhYwGJ9HaVuZOByY60850l4et2REyi3xb2IJBkS+Fagfe/ISfKsLPARP0oYUz4onCfCDCNJ+UvuSIZ+OK4duUizZyvkqu67PvNoy6dXu79tn1VvZu25+kqzHYC7XmMwKsATiNi4darrKU/JyCHCSywWOSNCW9Mgarat1s7xGK0rF9d3yvLYnsDBqyAG5DkIPOKgTiOe1CXWkWYUvGFvTzS65LUMi/eHy8W2B3tJXAczQTMxBjpfVbmsQLsijhGbCrHKuBGwuOFVwjYQ9hlsptmsv955j5TI+UvuSJN3DgSLxco08lvNvKgXG20fT/tyYKJY10WQx8QWBgdPR2CFGc3gR00JyL/mmYaEe2GZCjblf5oaYkBK+CWiHQyc4YBjn55t7VZUeL7y85xG+/Q2J3ykdbmRZiwM2n2I7wzflWKcJuenxHeIaAQyY8yXSqgOEsZl8O2pWMX+8nyQ+G9RmBiPyULy260SvhQqxQUJx+nIcwTOwixo0/Oyx7wwRF2vnMj7hOE4LKM0699NvKgTG20fdP2XKL8tkhEcErxbuEEIb6Cxqufdqhq36q2TVl2fdwq358JnKLksmnXWPYcCgMzXW0NpdDOdF4y0KQvxlfQ7BgQFMyHhfwL5/fLzhFqHBNzJHdFEYa4vGNjws3lJbJQDna7CEe+S4WYDFFkKOHL7/Se/MtRJJPtizK3nWTmWDmONPGqyi+LMmk8SiD/T5Uesl8odASOKBGUO4sNFgC57C4Lx8McH7Mw4CtnZEWBtFEeIavLgP/RQizq3yQz70bzRcz2shN3vYioJxzhBmfdZCZ51KVbVR7CNm378xT2hJrEm7TnxxWXBdJ9Uxq8d71EyNutrh2qsuX4mbbkfTkyJlwtwG/eh6rqXdUOu6S4HGNzUkOfmUhu++i5kAVOR0ZGqjAjw4oLMgwGmvZFJimtGGMAACAASURBVEh2vFcKFwufEMqfwuwrN5QkivdXwsECE1EIR8jsNlFUHWFt4X0C73wpB+9fUb6PFJhsUXIXCezAeRfLrjEXjod/ICwVLhCYnB+bBSjze8+U2HdZtpCR/HmWQp6nCbzboyzHCeTzN6EjMBEjKIWvCfBDuakHC5aY0G+WmTqEPFoGdt/XCJT/e0K+e6KsvOOkXOz2SOt5AhzhBmeHCt2kVx4fU+Q8j06XxHqF7db2vL4g7b8Ktyczi7pSerUn7cPP1+gPtAU7zo8I+VfqVe1Q5hN2TnHoxzcKvPKgv7CwhF/aZUeh33bYW3E6wm0C3yQsEkiP9j9VWKgCByMjI1WYkWHFBRkGA+6Lw2DdeZqBhcVAK/NMHBctLOpcWzNgBsyAGTADQ2bACnjIDeDszYAZMANmYGEyYAW8MNvdtTYDZsAMmIEhM2AFPOQGcPZmwAyYATOwMBmwAl6Y7e5amwEzYAbMwJAZsAIecgM4+znNAD/D4dYjvohcqUtN+HkNPw0h3AYpHP9hht/44sYlF72En6Pw+1BusAL8hCp+MtQrrv3NgBmYxwy08kn2PObHVZs9BgbZF7+lany+qArXSvZSwEThcoRcAeO2TnLLFTC/Mf21wO8vc3mHLPxmlt96LiecJeQXWkwNbZsZMAODZKCVeWb5QZbQaZuBecYAF0hwAcEghZuMrhG4KCOXp8nCRQhc/IBwgxWXZ1jMgBmYowxYAc/RhnOxh8LAK2Yh1z8pj6obrFaReyfLn1uYLGbADMxhBvwOeA43nos+LQa4ehHl9ReBd7ArpFTeqifX94VwlzHvd1GImLkakgvqeZfbS0jzCIHd8i0Cx9bc89tLuMqSMlG+uGM43LgE//nJv5MltK7MXAmI21LhG8L6mX+VkbQ5QgNPErgOkXpi3ydFaJLuVgr7fQFuuMOYqyvL99ns1HlfzZWW7OyPF/J/EMC1mPAKTyHjMsA95RlLjkuSHbfXCAcK3D+N/aQUZiU94b0jUJ6fClw5yVF/CO3AdY0dgfam7PCay1qycK0mV5ReKFBH+oDFDIwkA62ch49kzVyoucZAk77IP0LgbudcmGSJi+IJeacMe2X2Q2QuFTD+xGPyDzlSBhQa901zyrSNwF2/hNsgAumJYsCtVFrnyS0UcASvcuOOaRTVMQKLad4No4BwWy0iVjxXldseAnl/T9hd2FA4R9hHaJIu/8mJ4/DtBYT8DxW+mew8uB+ZI/WXJTfu0UaxXSWsnNx4jAu5AsaNe4sp3xgWyQME2gY3lOYBAmWmvicJ9xLOEjim5z06sqbAa4P9k50wtDNtEWH+Q2bu8o56EPR84WAMSV6gJws2ixkIBuiHIyMjVZiRYcUFGQYDTfoiEyrhQhmikLgQn/9GtF9WaJQeiiakiQLmv/bwbvawLB5GJvQ8T9xmqoBR9JSZ8oegqP4sUNZugsKhPG/JAm0iM0qtSbosKoj/mCw+X2Xvndn5Jw4/zuwY2dETj4/KQsZl6KWACbuiQFx22iHUnbrwzyLwKxczb5db1HGXFOaFy2LfaWDhQVsj9xb+Kbw62eNxQGG3dWEzQF+bsfgIesYUOoE5yMAZKjM7mjh6ZNL+osBE/LxUH3aQTMT8d51+5AkKzCTOsWsu7MzaFv7bDke7/CehEHbe7DDxayLsCEPYGXJs2yRdjmf/KHxHYNGypnCjcJSAoIw5Ci8VMGW7WUCBT1fyMlN3dt2RXpnf++XHzhwJTviPU7lwzPxEgcULCxqUMQuojwi0J8J/EbKYgVYZsAJulU4nNkcYYIeI4ghliyL+X+GrwpOFBwu45TstWRtJHP3+oQhd7vAaJdYj0EPl/+9CpwBl4F1nEynLSZwm6aL4UFrwyO6wI5wpbCwgpIFUpf/7zD8F6+tRlWbkR9p1EmF+qACdDOyMeQ8dv6vm6PyjwksEjqN5V/wiwWIGWmXACrhVOp3YHGLgVJUVBcLOjWNUdnS48Z7wuQIKGHu/ckOKgBLPZZV+E2oQ/iaF+ZkwVgBFs26D+HVBmqaLYlosoLj2EuDxdIF3vaSBlDyEW/hj5x0s769zWamw97JGevFutyp8hNlInmMZKD/t88sUiZ09R+RrCChj7CcIHNFbzEBrDFgBt0alE5pjDLDbZdLnmPG7qewc5/5cYOczJlya3Pt5cNTMMeaWRaRN+0mkYViO0nmnmv8Dd6Kyo3tDwzSqgjVJ9ymK+KoU+TY9PyOgtHhnzntZjqMvEzZPYeLBF8YPEb6dufM1M8e/K2Rujyvi9bJGepsVAV8v+9uSG/VCUMC5kNenkwMnB3zYhbAw4Hj7xQJ9hSP1ED5UK3nPvG00A7PHQCsvpGevuM5pHjPQT1/kKJLw22Z8fCC5cQRZyiFyQLHkws6PNPId25Gyc6TJO0cWuU8XOincBnqGzPQjLH7OQ3lQGOzckfWEa4RFyV732F4elJvwpTRJd2dFWioQFiF/lPDlyc4jvoJ+eXLj3fhJAl+gr5yFQwHyvv2VyY3dOwsZyjeWhVsxuS3J3MJI/mcJPxLitIEd+XVCvMclzIRwthA7ZcJyjP4uAeH0gAUUbRayWAa+GWDxgKB8/yqgnC0Lk4F+5pmBMzRShRl4bZ3BKDPQT19kx8bxIoohhJ0daWyVuWHk4x7CsivqCIQ7UeBYk/BXC7sJCDu5wwXeR94isNveQyDc9QJf5r5ZQDngxodeHxPYzXYEJvfbkxklUrrlu1vifFm4VrhAQLk8R+gm75EneUZ5ODYupVe6KKGPC5wSXCSw24WPUFKR3nYynCtcJbAw+Lywenhmz9fJDIfgOGF3gfLB0T4Cyhw/3PiIqyOUx83solmM4HexwMdWzxJyYaHE4qojXCLA2ZsEdrgIfQFlzAKAehEGTp+JZxJ28PB9VOZm48JigH44MjJShRkZVlyQYTDgvjgM1p2nGVhYDLQyz3A8ZjEDZsAMmAEzYAZmmQEr4Fkm3NmZATNgBsyAGYABK2D3AzNgBsyAGTADQ2DACngIpDtLM2AGzIAZMANWwO4DZsAMmAEzYAaGwIAV8BBId5ZmwAyYATNgBqyA3QfMgBkwA2bADAyBASvgIZDuLM2AGTADZsAMWAG7D5gBM2AGzIAZGAIDVsBDIN1ZmgEzYAbMgBmwAnYfMANmwAyYATMwBAasgIdAurM0A2bADJgBM2AF7D5gBsyAGTADZmAIDFgBD4F0Z2kGzIAZMANmwArYfcAMmAEzYAbMwBAYsAIeAunO0gyYATNgBsyAFbD7gBkwA2bADJiBITBgBTwE0p2lGTADZsAMmAErYPcBM2AGzIAZMANDYMAKeAikO0szYAbMgBkwA1bA7gNmwAyYATNgBobAgBXwEEh3lmbADJgBM2AGrIDdB8yAGTADZsAMDIEBK+AhkO4szYAZMANmwAxYAbsPmAEzYAbMgBkYAgNWwEMg3VmaATNgBsyAGbACdh8wA2bADJgBMzAEBqyAh0C6szQDZsAMmAEzYAXsPmAGzIAZMANmYAgMWAEPgXRnaQbMgBkwA2bACth9wAyYATNgBszAEBiwAh4C6c7SDJgBM2AGzIAVsPuAGTADZsAMmIEhMGAFPATSnaUZMANmwAyYAStg9wEzYAbMgBkwA0NgwAp4CKQ7SzNgBsyAGTADVsDuA2bADJgBM2AGhsCAFfAQSHeWZsAMmAEzYAaWa4mCf7WUjpMxA2bADJgBMzAXGGhLf864rlbAM6bQCbTEgPtiS0Q6GTNgBmoZaGWe8RF0Lb/2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTX2MANmwAyYATMwOAasgAfHrVM2A2bADJgBM1DLgBVwLTVD8ThUud4o/EvYoEEJxhTmG8Jlwi+FLzSI4yDzm4F7qXod4Tbh/Fmu6jnK7xbhplnO19nNPgM7K8uOwFy1T4Ps76swnxJ+nnCuno9oEM9BGjBAI3STVeV5nXC7QFjM4PfCz4S3CvcR2pQxJTYuDLKRFyn9/dsstNLaRmiqgM9Q2K+k/FfREyU8SrJIhWmbn171m25fjD7J81bhLb0ymmX/MeU3LjTtz8cr7GwrYCg5SLAChon+ZFzBt+gvSl+hxxSaPJr2nyaJL69ATRXwOxT2WuH+wnLCWcJ6TTIZ0TC95plZLXbTwvy3SnVHVjIaYneB+P+v5RIvSulu0nK6eXLjsrDib1OaKmC4+4vwhixzVpmjJOMqTNv89KrfdPtini5KZNQU8CKVibo17c9WwL16ymj507b5WG67dP32nyb596OAv6kET8kSXUFm5rC5Kk3nma71G/YRNJVgoviu8DLhYV1La8+cATrwikK+oEEhW2bOwBeVxFdnnoxTMANmIDHACV0+V/1V9laUmBluTmS5Aw7uPpMaY1M9T0hmGudJwpeEPyW3eNewjuwcvV4t/EpAgefHN/vJ/rsU5zd6Xif8WAhZV4ZThY6wVOA96vrLfO8yvF5G3llwTH6pQFkWJW/y56jynwLpgyOSH48meaBEiXOzwE7x88JOAnXv9g6YUwPyI9wfkvkLeoZsKwPvWK4UrhFY5PzbXd7L3jPzvnlD4QdCDIjIt0n5X6t4FwkXCpcIx6T09Jhsnzp+2KkfLvxUIC74oPBgYabSdFBX9cWVlHl5fNqLyyb9tQmXWynv7wsXCHD5NWGHREav/lzFGW1eHkG/XG4c/eFOu31b2CyLzJEg/AHq9RKhI9DHSA9+cllDFhYqfxauF94tvE8oOexWtykJZpanyHyyEP2D8btrETi+l5hpPy7LQN/l9Rg8UPbzBF6fMd/Q50OWyBB8vUbmA4XfJreTUiA4Y4x3hF8I9Pk9kh+PpwoxlpkDYi4ZS2HYJb5ZuEK4XCCNtwnl7jHvp+TxHWFPAenVfx6oMJ8QOgLp0wefT8RCqG9HgItzhI0E6r9PES63ri0LdWJ+oZ9g7ghlX9tFbrxC+z8h7z+vl505mPpfJbxfyF9X5n1gY/n9ROD7h9OEhwjoFNzQIV8X2trkNZ1nlOXgpWlhqiY9SnemAPEQtqpAByXN7wkoG5QEDU5Dry7QyT8t3FNAOC5kdbV5svNYJJBGeWT3SLnRwMcIxKcjM0BwW00IoaEZhDQqwruL0wWOUkLGZWDQlNI0jyMVkY6xnbC8sI3AxEi5NygTLewrpnAMilyeLcs/BE4UEDorExmdd+XkxsT5SYH60VGZZJ4ssGgh3ybl30HhmJgfISArCWcJ+yc7j3Ghip9DU9h7p7AMUvLOF1HJq+/HTPoidaAfhDThsld/bcLlw5Uhk9r2KWP6JRzlfW2R7FX9OcpaPo+Xw/mFI/YXZm4vkJk2JH+E9hgTUHpM4kcJjJ+XCkyg7xJCKCMLBRanjxboj/sKS4WcwyZ1izTzJ/U/TIgxvo7MLKaDI8K20Y+r8sZtLwG+zxNQFisI1A83FibIAwQWV7ihtA4QmKuYT04S+CCOMQHvDxKQpwl/EV6X7PEgjTcUblg/ILCQjXmM/BgrzE8h0U9ZYCHMae8VmBNDFslQ1X8oIws/5p0o43/IzHycc42CJD6LAdqaNj81ue2jZy+BxxOyQGVfw4/FIPMW9UNiDkbRI2wiWCB8Odl55H3gf2R/ogAf9Gs2TF8RmFeoC/MdfboNgYuRkaaFKRUwymGJQHyUUQhk4Za/h6MD0rk/LjAZ5LslBmlH4KOkkEUyVHU48vm7wMQZwkBidXZIckARE4ZJIJenykKnCxmXoUrBNMmDhcTfBCaZXA6WhXJvULiXVgYB4eAvF3bq7BZyQcERlg8hQqgrbvkO6Lmyw2uT8h+kcNcIDOAQ+Nk6s4/LXMUPiykGSy6LZVmzcJuOlTo1EfoiYUvkyqMpl936axMuWXhRjsdkBWdhs3dmX5TCxESceVUaqxTwWhUhr5VbOYGeJ7cbheWz8JwScdIUEhMySjyXc2XJOWxStyKJSSv1v1/hcZzsKLZcZtqPi+SWWUMBl/X7kUJcnkWKcfi1zI25hT6xs0C7Mq5y+ZwsfxTy+hGuVMAxD3FalAtjDyW+SnKkn6Lkc2HBcEPmsEhm8ij7T7RjvjAjGmOUfhBymQwszHJ5liykWfafItiklbROqPDAHYULjyEsJKLuHyri7Ck7eXJCEhJ94HGZ22dSuMdnbkfLjAJvQyjDjCVWlzNOqI8E6BidDJDN8U25IiRJVmYhrNBYlTOgrxJYzYRwDEwHfIaQTxpZkGVGFMSVQqyy8GAXSpqhPCKdUpHRKZ+/LKV6Q5M8nqDorAKZsHL5SX2yPX2YtNYXynJTt5sFuMuFhUw+cE+THV6blP9shWN39wOBNmQygJ/vCL2EXcGuwokCExU8HCtwxDebQv3ZLQRYiIX0yyXxqvprEy4vVlwmZLjbT1hTuFFoa7VO2RAWvF8QrhDguiNQzyrFzGT7DyHkOhlip4zblsmjV/+dbt1omwMFdtks9DrCjkJVWWfSj1M1ah+lYqO/ryvEbjEi5m3P3PJNIcZbOR5R4g8UNq/N9U6PmIfIMxfaBoWFEqrrp3CyWhGvyhpzXlUe7CYZE5QV5darravSb+J2gQLdkQVkgVI3B8MdUs5lLEg4jQn5tQz/J6A3Qso+nHkNx9hLWQ2iVHSMsYYJc4xQykPlwARSCoqDiXxlAWVTJ8RfSegUAXCLeIRBciVfBO9qbZJHDI6yjrd0Tbm7Z5S7TDPqEv6RSl1eTcp/uhLZTkBhHCMwWXPk8wahG//kzU4cBfCfAjsreObY7iCBQTMsuV0Zxyq6Xy4pcxXvTbhkwmaye7twgPBBgUXK6wUUWBtCOSYEJjteN0QbsRhFMZfCgiAX2uVemUPT/jvdurE4W0fgOPHnKV9OLbbIC5XMM+nHFclNcSp5iDmB49C8vevansRKv0ijHI9lWcL/cHlwFB3CvE25eJ8ZYWYyV5HuD+9KftKEgufoGwUfG7WyHnW8F0n1tJbpEqFu/NVxR1lzob/eJrA5Cyn78JQIw7AMQwHPtJ43KYH8+DnSw41j43LAlPkRnxV1fjRRFQa3cpVbhquzN8njhhS5rAs7yekK+SJlmuHGCUITaVJ+0vl2Asfpewv7C/cXduqRCcc3RyVsoud/CeMCA/GIHnEH6U25fpsymG0uORpbLOwjvFhgMcIi51ECrypmKux02MEykfdaIDXJK++/v8kiVPXffutGOSnvuBDKt0mZyjBN+3EZL7evLAsTechDkoEdVi/J+1DOUYzP8K9LJ/xfrQCn1gRCQSIzmauIv5Fwa0qrfDwwOZTzSlVbl3Gna68bf025m26+sxovVjazmukMM2PS5xgqBgLJcYTIke6ZQhyboYzDjyfHNawYzxDWFu436XuX8C6E3RsS6WyW+WMkjZMyN/IgbwQudxDYJTTJ4ycKR/wtJ2PfJZsW9n6sHFvyrqY82gq+4K6JNCn/EiUUu5HrZX63cIKwYZZBHT9HKgyKGrlIeKnAoiiPm7yH9phNLulXr0o1ZbL/jPAOAUW0anKHSyT6G3Hoz02F06FS6KvkMR2J48he/bdJ3cr8q8pKGHad/UiTftwrvccXATg94ASuatdWphXjrRyP2Nko5EfTzFvRtuvJ/FhhQqDdUY65wM/nBfiIflrOVYwv2qhX/4EjpMyDk6BPJz8UM8e7vdo6BW/lEXNwFXdk0HQua6Uwo54IO4cmwhFSftZfF2d7eZAmHbGU1eXALuVoIRYQb5KZdPPGWkN20niewBEbK/b1hei0R8gcR2rkgwJYJIS8XwZ2CqEUWAXSKV6XhdldZo41WCXTgWP31DQPFBGdm9U+dXm60BEo9wZCN1kxhVtSBOLIjsHMe1mEwcqi4VcC5Qw5RAYGb5U0Kf/HFfEU4b4pAfi5RPhUlmAdP5cqDLvlECabPwsvydyma2yzLzblslt/bcLlzqrsUiEUDP0SJXx5RkJdf67j6Xh5nJ95Mm5Q7qcJLD6Z7McF+KItczlPlhMKN9o1Lw/9lfa+TGCBRz+jL6JY8p1dk7opyt3kQrl0hDWTz7Z60q/pO7nMtB8XyS2z7iUT3HxNiPox9nHL++mKyY26l0I7niXQDrFDfarM9PV8HiHelcKHMUi+Irw2md+rJ+M05gNOLXlF8Z3kzyP66W7JjbYhrS9nYer6D2WcEM4WoozsbEn/XVn8XWSm7m8UmE9pl4nktk8Wrs5Y1acIW+eOH3Pw74WNU6K89mDxk9cLr6o+MC73W1K8eLxTBsZAG9J0nmkjr55p9CoMq7COwMdOhMV8ck2q75E7xzWEu17gGK6UR8uB+CjNpcL3hHJ1Rpz3CVcLTBI0ZsjaMtCI1woXCHS+59zlvcy0r0xMOqz+2KnFDjkCoHwYoAweJgYmm5AmeaygwIcLdDI6y1eFPYSo+9uXpTbVwECjXoS7WegIW2RBtpOZ1e9VAhyxWmYCDoFTJkoWDx0BzkvpVX7y+5IAt3ADRx8R8pOFOn4o/3cFjsSJe7HwGqENmU5fzCezsgy9uGzSX3tx+UhlihKkD8EHnPIOlIk/l7r+nIdhQu0ITDR/TWbyR7YWfiLQ39h9HSgwflgETghMwB2BeLcLsUODH8bu35M/5UV4niqgUG4QWNR+QIh+tVUK06RuCjpFqDuLBXaacHKccIrwN6EjPEJoox8rmUoJBfx4+U4I1J+xFIqRSCi+chyGEsMfeYAALx3hFwJ9frFQyk5yYJHMooY5hR1sCAqOo3jAWIHPfDFNuOinzEWE+YRA3rnU9Z+VFOijQkcgf+bENwks0nLZW5aOQN+iHy0SYg6iH1QJfa8jRJ/CzDxa9jXc4bOUmINRvPBzsHCfLFDZB8jvBIH59J9CR2A3z4KUvhRu+Xwp576l1zzTd4IziTBShZlJRRx3zjPgvjjnm3AkKhAKGOVkMQMlA63MM/csU7XdDJgBM2AGzIAZGDwDVsCD59g5mAEzYAbMgBkYGAOtbMcHVjonvJAYcF9cSK09mLryERTvyelLfIey+2CycapzmIGRmmdGqjBzuFFd9Jkz4L44cw6dghkwA90ZaGWe8RF0d5LtawbMgBkwA2ZgIAxYAQ+EVic6BxgYUxm/IfCTn18KXxhwmfOfY/AziVGRQ1UQfmfKij5+a9pm2fKfRfF7WIsZMAMtM9DKdrzlMjm5hclA0754hujhXR+yioASbksWKaH9axLrdvFATZSBO2+jHAalgKPw5cUg/VRqXIGrfrf5LbnzG3eLGZhtBprOM13L5R1wV3rsOU8Z4IKBpwpnpfrxo/2NWqzrIqVVp4BbzGbBJHWAalqlgPlA6oYFw4IrOu8Y4FozixlYaAysoAqvKNyRVfwvC42EeVDfV8yDOrgKC5gB74AXcOMv0KrzkxKu60O41u46gfe/XHt4q8BuOGRchpsEjpvGkuOSZMeN6zMPFLgDHPtJAsfaXOP3QIG0AVcRlvISOXQErsfjeLa8cYn4XCdIGK4w5HrA5wshvcqRBZ1iZPFBebjClLpyhEteVcLVgFxHyfF8RzhaiKsWOUGgbv8QuMaQ+4l/LbCQgctHCb2Ek4g3C1wzeLlAPd8mxBWIkQfpjAvB55jM8EF78f66lNfLgWsbSZfrWLmGNq4vXE9m2grwLr5XOyiIxQyMNgOtnIePdhVdujnCQJO+yO6XcCixXMZlyRUwfjsKuQLmft11kxtK4ABhQwGlhgJGxoUyneQ1efk89wEfJWwivFTgntz84ns+XPq+cJEQCu8/ZOaO5e0FpEk5UtApjyNl415j7g5eXthGIB/qmH+E9VzZyW9PASG/HwhnC/nCHaX4R+G/BHjlYzPqx8dt1COERUb5ERb3RqNE4QGB198JKMxcKNsbCjeshwg3Fu7E/b2wUXLnH1yg2L+c7PfWc0y4UOjVDimKH2bgbgw0mWfuFmlQDiNVmEFV0unOCQaa9MWZKGBIiPhcmh+yqgyhHMdl7qaAb5A/yi/k6zLwzylCdpGBerwwc8N4joACD+lVjiL65D/k4J8ZHFZ4HCx7qYBRoFzqnwvKmnBRT/xQwCizXPjHJoRjdxlSKuDV5ME/dzg8C4PxIIFd9CqZe1MFHGl+qEiTRQRpPCVzh0eUd94OfBWft0ORjK1mYBkDTeaZnnT5CLonRQ5gBmoZYJcaws7tm7Uhp3qw4+ToNoSPiR6e2bdOZnacuaDoniiU/+WmaTmeoLjsAM8t0uU/2+TyCFn4DzJV+RMuyhdxyp1txNtyarJTbM+QDeVXlQcLi1xZdkmmMs34L07h+aNkYAGRC3zm7cBiIm+H75dLkwAAIABJREFUIritZqBdBvLVX7spOzUzMP8Z4P3tdIQj21w46s2Pax+aPH9YhEMxcWSLguQYOaRpOdghImX4crce+e+qsOW/iKPsD46M07OsD+nxb984/q2TyIMdMEfRIcxJpPewuohd3CPNsn4cSSPhH0mU5S7boUtW9jIDM2fACnjmHDqF+cMAE3D5P1DLj6Nmo7Z8+IXwHhOF25Zw9I2UCjQ/7sU/8v+szG9Kcbo9Vi48HyQ7p2u/7hIp8ni1wpzaJVw/XpFmWb+wh38/aTqsGRgYAz6CHhi1TngOMsDXzBzv8qVwCEex/QrvNkORM8Z2EPIdbq/0zkgB4kOiCE9ZPt0rchd/jpopW3k0vGkRh3ejlwpl/gQbF7Ytwj++sD852cuj7jzYhCyUpcyDI/LPC/numWPi4HM9mR+bJ5SZz5SZsJsX/mH/dk08O5uBoTBgBTwU2p3piDLAF77I7unJV7nPmkZZr1Ycds7sDDcQ2Emyu24qpyggyoSPo9hNIuxSPyZcm+zTefCu+WiBj5J4j8v4f7qwW0Vib5Yb72lflPntJPNeAu9Oc+Fod1/hPsKYQLl/JpyYByrMKHmOnvcR4AjhRO59Akfs+e4ZPh95Z5DJL6S3SubywQ6fD7Co38bJk2P3/YWvCPm78jKu7WZgzjLQyhdhc7b2LvgoMdCrL6JsmNAJd7PQEbbIKvC65E+Y4wSUMWH5QAdlwTvRMn4oSXlNyn0FvpC+UmAnubNAmI7AT45uF+JDoe/IzPtcdoP4h6JBgX80uV2i5wUCx8HLCUiTcqSgUx4ryMZ7V96L8q72q8IeAnVEQb9dCEFJ85HUUoH8WRiUu094OVR4m3CNwBfMfNUdvwNm598RbhOoO+a1hRA45Te74GLh40J5pI3i/5UAD/B6fwH+eIfLwqYjPEUIYTFwuXCFQLyDBRYHSL/tkKL5YQamMNBrnplVukaqMLNac2c2agy4L85ui4QCnt1cnZsZGC4DrcwzPoIebiM6dzNgBsyAGVigDFgBL9CGd7XNgBkwA2ZgfjDQynZ8flDhWgyZAffF2WmApyobjp/56ph32LwjtpiBhcLASM0zI1WYhdIDXM9KBtwXK2mxoxkwAy0y0Mo84yPoFlvESZkBM2AGzIAZaMqAFXBTphzODJgBM2AGzECLDFgBt0imkzIDZsAMmAEz0JQBK+CmTDmcGTADZsAMmIEWGbACbpFMJ2UGzIAZMANmoCkDVsBNmXI4M2AGzIAZMAMtMmAF3CKZTsoMmAEzYAbMQFMGrICbMuVwZsAMmAEzYAZaZMAKuEUynZQZMANmwAyYgaYMWAE3ZcrhzIAZMANmwAy0yIAVcItkOikzYAbMgBkwA00ZsAJuypTDmQEzYAbMgBlokQEr4BbJdFJmwAyYATNgBpoyYAXclCmHMwNmwAyYATPQIgNWwC2S6aTMgBkwA2bADDRlwAq4KVMOZwbMgBkwA2agRQasgFsk00mZATNgBsyAGWjKgBVwU6YczgyYATNgBsxAiwxYAbdIppMyA2bADJgBM9CUASvgpkw5nBkwA2bADJiBFhmwAm6RTCdlBsyAGTADZqApA1bATZlyODNgBsyAGTADLTJgBdwimU7KDJgBM2AGzEBTBqyAmzLlcGbADJgBM2AGWmTACrhFMp2UGTADZsAMmIGmDFgBN2XK4cyAGTADZsAMtMiAFXCLZDopM2AGzIAZMANNGbACbsqUw5kBM2AGzIAZaJEBK+AWyXRSZsAMmAEzYAaaMmAF3JQphzMDZsAMmAEz0CIDVsAtkumkzIAZMANmwAw0ZcAKuClTDmcGzIAZMANmoEUGrIBbJNNJmQEzYAbMgBloyoAVcFOmHM4MmAEzYAbMQIsMLNdSWv9qKR0nYwbMgBkwA2ZgLjDQlv6ccV2tgGdMoRNoiQH3xZaIdDJmwAzUMtDKPOMj6Fp+7WEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2aglgEr4Fpq7GEGzIAZMANmYHAMWAEPjlunbAbMgBkwA2agloGFooDvJQY6wm3C+bVsjJ7HI1O579DzpIbFe53C/Uy4RLhM2LphPAebHgM/VrQ/CjdOL3prscaU0jcE2vyXwhdaS3nhJTSdcTcXWXqzCn2d8C9hh1mswKHKi/FCvhvMYr7zNiuI7Caby5OGRpH8PZmfk0VYO7n9Wc+bhFMzvzaNxyuxuaSAo+7nyNBEAT9F4WiLjVPE9+q5pE0CW0hrXGls0UI6dUn06ot5vPVkOUZYKtA/rxVOEZ5RkfiY3MaFR1T4HSK3YSvgM1SGr6SyraInSniUZJEKs/8oFahBWZqOuwZJDSzImFIeF6r6ZZNM11Gg2VbAlGublO9cVcD9zDNN2mFGYZoW5tvK5fIuOZ0gv0GuxOa7AmaCuyXjd3mZwSgJfeUNAyxQ0774ApWBE5G3Cg9I5VlBzz2S+zuKMi6SnbQ3KdyxDlsBL6cy/EXIeb1vRTmH6TSuzPO+OcyyNM17LijgRapMXb9sUk8r4CYs3T1M03nm7jEzl1GbnLsW1p49GWDnwylDyD96xliYAR6janNEi+L8QEbBX2X+fwKnNJ8XfioM6jQmy3bGRhYOKwp526OQLWbADIwwA6P8DpjjQVYZgJ3xS4SO8AeBnexKQimvl8PPBd6BXip8SVhUBirsL5f9LIGj6YsEdumbFWHYTRwuMCFfmPBBPR+chXutzMTHn/evxwgbZv7sUnjncoXAKcAvhLcJuOfyNFkuEJhAqcsLC/86K3H+U1hVuC6Bo3+EVS7Hk1cLvxK+K2wx6XOnLNEjuH6NzAcKv01ucfTdpPxrKc7JwsUCPHxfeJOAPFWgXMh4MmMfu9PpHlvpSXjqAX9fEwZ1GvJ2pc3i82Mp7/KBcqZsBySP/fQ8MZlPT368+y2Fo3/6ETvrs4VHFwF6cVj2+V0Un6Pk/xNuKtIK6+4yXJksB+tJufP3vzEm6HdXCe8X7hOR9bxRoO150l9/ILAQwS2OB58tM/WlLB3haOFBQi7d+j99j37wQCH65hEpcpOxVWQ12XYHCT9JoL99TsiPYcs+DTfMHdcL7xRKmc6421SJ/E6Aq98IjGfk3gLfBbw02XlQ778J5I/wnvnTAmWnzzN3jAsspnLpNi569Uv4/oTQEZhvyOf5U1KvtvAqi3Eccx1tv2sRNO83vfo9daK9bxY4BWFxS9lK6TZ/lGFtzxigAzaRfo6g6cRjAp0AxXeUwPEfnZoJ4l1CLkwsvxfoDMj9BSbLbyY7j+MFJshcsOdK7gWyM1AfngU6VGaUNGVCeGfNwAslhqIgTkwAK8lM+P0JnISd1q0CdUDWFUiDcoc8Sgbeg39RYIIDxwoM2pOEXnKIAjAwclldFpQpg/2eyeMtet4hhILmCJby0I4MUhQPkzGDJvJtUn64ZKILgctyJ0Yeb8jCYITr24XtkzvlhPO87YootdYmfRE+mPi6yYnyJK2HpUCLkj3aL48L7/Q9FnxbCk8XWOh8Jw8kcy8Oyz5/guKwGHyZQF+pkxXlQVlROrnEmNgoOf6bnkzEX84CrSHzJwXKf5rAhP9kgfw2EJ4rsADYU0DoKyhpFhjRn5r0/3GFZ/IthXbuNrbK8NgZX5R3reTJR5YfEihXLGjzPk2/fKNAn4YTuELhhsxk3MEf6bGQD9k2uX0hc0MJsaAOgTPKyzyFoJAmBPpSSJNxsUiByb/sl3DyfQHFzjyC/IdAW8Y4w20dgfiUJ4Q2OUyI9iUMC4w8Xt5vevX7IxX3T8J2AounbQTKRb70sRDaqdf8kQUfqrHJPDNrBWxamH4UcBT+PBluFGi4kG/IwC4uZDUZODak4+TCruvUzKFKAccgzuPxMc4+mcM5Mv/PlJTvcY/Fsq+Z3A7S8xqBTh9C3lsnS5Tv8MwfI/FQUKskdzoqq+RVs3D4oZRPytzqjAxeuMrl47KwYHlw5sjA6ghnZG4rykw7svMMoRwMuiblR3n8U3h1Fh/jAYWdPEoFzIDE/TFZWBYzexdxm1h79cX7pby+1SMxdsek9cQUblGylxMd3vBO2Hwy+S/Z6ZMxiTXhkLQQ+jwKkDYJySf4zHnSGG23JPOI/FBMuewpC2VllxMS5c9PflC89JnLhHKxEu1F30B69X/CjAtVCrjX2Lozh6l/4XSs8GBRXLZB8JKPHcYoJxTvzuLPdNyxScjzoO9cKrAoXz7l8xw92Y2GsEDIxznurxRuysI0GReLFJ56l/1yl+Seby5IGr7pXyHrpHA7ZG6MPcZJLsfJUs5B0W/yfv9Whcv7PRsA5jQUei4o2ry9ms4fRTJDs/aaZxoVLCaHRoGHGIgO/o8s/+tkZnUY8gwZ6Og/ztww0tmeX7iV1vvIgZXqFQJHtB2BDpgr5rNk31U4UWDSobMcKxAeOVvgSIkVLRMlSpO8YwcU5cM/F+rFJBGT4ZYyXykw+YYwabGbmq4wiK8S2DGEoCjPF6JcmdfkqjmEcrALbVJ+Bh0Dm4H2EeEJKZH3RGJdnkzwfxTgaz9hTeFG4agucWbq1XQANQ3HiQKTbsj1MtAnH5IcmnCYRZ88iSDNkM/lng3MdWPiRyku/SIXFmn0iZDTZGBsPE6o6reEiwVmr/5/V6p3N/UaW3ePcedCb115sIDsJEykgPm4jbj5vMAO8AYhnz9mOu5Y5G8nwBeylcApE/PA05Mb81C+Gbhd9hcLPxSuEToCCo3+wm4Ymcm4iLapajsWlSwA6oS+cKBwiRBl21HmKm7Lfs/cnPd75gHmy3OLzH5S2GcyfxRJzR3rPWe5qJBMY9QJHZjVUilMzrkwiFjJhjw0GXIlMyVCjYV4E8LKAsduTPxjAoo1BpOM93iHsER4jMDuG+VwgBBlOF1mBiDK8hiB4xpWjDH5RvnYAXcyYKduccy5msysmkup2jmUYers5F2VJlzRFtQ9l6qwTcv/bCX0UeElApM5x50vmpp8pQ1Fz6SAAobXjnCmsHFl6Jk5cprALoNFVjdhgkb5droFyvyq+ije0UeachhJVrVDw6JMBov8ynRijIR/pFnVxyIMi89OBiZP6hunKr36f+RR9ew1tqrisLj4usCkzpgcE1CiSD5uk9NkWXMp54+ZjjsUKwrtmQJ9ln7PaR/cP09YTlgkfE8IebsMhwkouph33pg8ow4zGRfRdij4TgZ2xrcK3fo/G42dBRYIjxLGBF6LNeVWQZf1e7hFyn5Y1d+mO3+kLObeY7YVMB2KBqnLl11kvvtrymgc2zyoaYQUjlUiEy3v5m7uEpeJ+CiBwbWpwIQzLrw2i8OAe5ZAhyU9Ou/RyT/K92rZxzJQX1bJKG3kBiE/Kk7Oy46ow97Pk7yr0sSNBVE5OVWl3bT8pMWEyvshBhP2E4RNqhIt3Ji0FgtMDHsJTKzwXDXoi6h9W5m8HyvAfZUwYTKhs3OaTn+sSrMph1Vxp+MW+ZVtH/bw75Z2hPmsAo0VgLtXZpG79f9ueTQZW2V8FngoUZRX1YK9DN/LPtNxx4KEEw92ubHT5cSOfoYC3ky4VPirELKbDJyScdIAB3Uy3XERbbeREh7LwPii7X5ZkyHzIfMic9LPa8L04wy3SNkPq8beTOaPfso0MmHrFOGgCshq7L4CDVwKyohJdzqNfqbi0eHp6Lk8RZaTCrfcWrUbZ8dCJ8yFd0T3Tw4X6flS4Rphw+TG7niLZGYg8n4JxRP+EzKj7BgMuZD/54V/S46s6NcW8ndDK8u+1pRY/VmYGIkfu3Fio2A4GgreeqU4oQC9ys+x2REpISbHbwosQshr/eTOg3bCDVlPQBHSTq9Kbrfp+RkBRU475FykIDN+vF8pUI59alJi1766QDuGUH8kyk6Z4+RiWaAuhgn59eKwS/S+vaJtNy9ihp1+0Us46UFxlP2WeOPCtimBXv2fYNQ9uGPe2UFgrPUaWymLKY+qcRtjqCp8L7c2xt1XU52eq+fXUoan6sl43l/AnEuTOjQZF3X98oyUWdl2vFL4dFGWXuXCf7r8sjihjCxoc2Ejk0vT+aOIZisMdFvB5Qyx6kFB8Z5gV4Gjl9UFdksotkOEUs6TA8osl0/JcnnhxqTKLjaUHg3KJPS6LNzxMp+f2cmbCZ9VKB8dMEGMC9Tn40IIkxCDKASlwVEmK3GEsKcILC4Q8r5EoJwh75WBCW2D5MB7kg8KHLuGwAfpUl8U7wMEVqK3Ct0WEhEf/sgjF+r4W+FoIRZcb5L5DiGfnFeUnXovySNn5l7lf6jCMtDinRdRFwt/EfIFxJWyfxhPyVcEThF2FpYKMciZmFHCZRsTp5c07Ys7KqE/CXARH5wwKe4msBJ/Y5ERu3rSfp7ArpyVfSwsqninbxD+EVk6vTiMoOfJQB9oKnVtx5j4vcDJDcLp0xXCl5M9HlXlD7/tZKBdWZSE7CQDY5g2R5r0/90VjoUZ/RqlQJ9Eeo2tFGzK4wWywe0BAmOWxTG7TdzoSyF1vNCv8rG5puwzGXfkxxxG/uxqQ5gH2KGz2MsXwPhz/Iz7NinwmJ5XC6QRvDYZF3X9kjE0IZwtPEhAmH+Zb96V7DzWEciTBVHIhTJ0BHhBWGhRVtoql6p+U9XvWWQxh20tMAcxR3QE8o35kDo3mT8UbCSEso+M9FOYMZX6WIEBDOG3CzT4G4R8R06n6Qgc2xCG40CEDsTESdyO8MhJ1ztlXz0YXD8TUOikidAZO8JtAulhXltA6BSs0pioyONAYalAh5kQECbl7wo/FUj3YuE1kz53yhZ6fEm4TMCf/D8ixMSegk3uuNjhA9Jg4mJCyuVpslAeFBfKam+BQQ0HHaFMU06TQtlRHExyHSGfwB8t+8nCNQJ1+56Qr0iZPGLw3yxzR4hBK+My6VZ+lBcDm7LDAQsQBv8z74o+aWLy/lXy/5qeTJ60IVwwwIkLjycKueKWtZH00xdZSH1OoDwdAX7+V3hqTU7vkzs8UT6UG3K6kPNOvyLc7wTKcq3ARBrSjcOyz3cUibbpJvTNsu3ojyExJlC81PNggQVESFn+92R+YWSM/ECg71wgnCLAXUiT/s/ilPamT9POwUmvsZVlM8X4etmuEn4tULY3C/CNYkcxlH36Y3JbVegIzB3MIbmynO64UzKTskJK863hkJ5n6HlW4YaVfv8J4UaBY2bagYUpdaAf7ig0HRdV/VLRJ3+u9VGhIzAeaTsWnCxaEDhjHibP3whwhDDuThP+IDAejxNocxYTHYFFZdlvuvV7uDlcYI69RfiqsIdAvtcLbxeazh8KOhLSzzwz8AKPVGEGXltnMMoMuC+Ocuu4bGZgfjDQyjxzz/nBhWthBsyAGTADZmBuMWAFPLfay6U1A2bADJiBecKAFfA8aUhXwwyYATNgBuYWA1bAc6u9XFozYAbMgBmYJwxYAc+ThnQ1zIAZMANmYG4xYAU8t9rLpZ05A/lPL/LfPk4n5XspUke4TTh/Ogk4TlcG+CnaTQJfnPKTmkFJ/lOuJYPKxOmagUEx0Mon2YMqnNNdUAw06YtVlw/MhKTjFXlUFPA7VBZ+H5v/1ncmdesn7mIF5iKGNmUvJdamAq4rY92lHW3WxWm1w0BdG7aTerNUmswzPVPyDrgnRQ5gBuYUA1ykwsUc/xxCqRcrz7YVcNvVmAtlbLvO8y29edOGVsDzrWu6PgudgU+JgK0Erg60mAEzMMIMWAGPcOO4aANngPeKxwpcuQeOFDiKzIUrDbnm85dCRzhaqLqmc0qkZOG6RK4d5RpIjoW5vjKOhteTmWMswLWh7Bw7AuXgSLt857mG3LjCjzuLbxAOEz4gcPUo1wlyXSTljyswSR/hnWbk8xqZDxbIgysA3zkZYqpwJSNXFsZVqBwBc2Uj+ZJP1VWovAvHj+tNn5XM2HcVQraV4VyBqyivEahjPxf8P0bhJwTet7PDf61QSrc8mpSR9LimsRdHZb7Ym/JGux4hdASuoPypsAcJJDlVT658vEPI+T5bdq6j5Z14XJW6rsyE7whLhW8I6wsh9Kto+yfJzHW5XMGJ23szv179L0+Ha0e5rpWyXCg8QWA8UA7ahqsrNxdygVO+vWAcXC5Q77cJcSVm07HQtA2nZL4QLK2chy8EolzHgTPQpC+uo1IQjslve2F5AQXGnc7sIEOeKwMKbs/k8AA9uXeYyTBfvKJMynfAKFvuvt0oxUXZMPHEP0Lg7tsxgUmMchwlbCK8VPir8C4hhLy4y5c7xh8trCjsK1BeJuRcqA91Y1JDKDMTNW6U8Y3ChgLlww3FEfIoGVC0XxSYVMHnhVuFkyJQl+eE/LgzuBQWMezIX5Y8WIScLFwlrFwGLux7yU45US7UaQWBuuOWH3c3zWNC8arKCKdNOFKwu0lT3lAgZwm0Qyzi4J/FzuuyVD8tMwsp+kgu3KG9enLgnmja/hiB/oEyQ7HjtloKw93XewjU63vC7gJtf44Ah2NCk/6Xp0M7MC42E1iocb/4fwvPF1DGPxFQsqFcZZxcKNKH6N8I/ZH60QeRfsYC4SeEqja8M7XZ+QunIyMjVZiRYcUFGQYDTfpiKODDigJ+UHYu6l8juV+m58VFmG1kJw8UXUipgJkASedDWRiMKHLiPiVzP0/mGwUWASFMcvzzj5BdZCDeCzI3jOwoeylgwoVyyZUoyoAdy7uzNNlBs/tiwg1ZRQaU8kwUMIrjx1maGNcWqBMfjXWTUMBl3X+kSEz0IU3zmFCEqsm7iiMUGzvGnKMsy2XGprztrBjUGQWWy+dkYTEVpwtPTuF2ygKx8zw9s5MnfSxvKxZbtNUhWTj6KXm+JXNDEaKIkSb9j3CRzn+meDxYUJH2mzK33ZIbC04kxsLhWRiMBwksPOhfIU3LMqEIVW2YJTVwY5N5pmch8lV8z8AOYAbmGQPsRHJhd4siZHX/COFxAm65sGNA2DHXyTPkQTql0kFpICjxXEgzf2d7newPzwJsmcwo3FzYbfQjeXnY2d8glPlwRMzuJOQWGdjlTFfgcX2h5ILd781CyUVdPlVtxU6KnWRbeZB3Xk4+ZGNxlHNUVT7apwlvUdeSC/rFA4XNU+L0OU5LFmeZvULmYzI7/a/Mk8UCvFb1ze9ncS+SmVOXkF79Lws6ucMN+XUy5G70XSQ4i7FQNY5Y9OSLUeL1U5aU1dx9MElYzMBCZYBdRy4cGSOs3h+azLvqyfFmLsR7cOGWWyPuH4owkX74h3dZDpQjO9SQOFIs00M59iNN8qlStv3mk5epjgvCwEfJRV19yrLnbRXHnSU//eZB+DKfsi2qykf7NOGtjouqfnGs0jxQeJiAYn2WsG+WOWmtJHQyN4y4sbAppYqbCNNPnfOwcINUuUX/jTofrnAcRYege4hH/XLppyxF1LlntQKee23mErfHwMpFUg9Jdlb2cbT7WZnzI7YmuUfcUkmHPfybpEUYdqoI8X+TzDzy47vMedpG8inLHPmwE5yO1HFBWuSV78S6pU9b3ZYFyNtqheReVfZ+8uiWfze/przlXOTtWNUvOJY+SOC9Ldx/U7gjKwRpXSM8PnMbRWPU+dUq3KmjWMBhlslH0MNk33kPm4Fy8uLdG0fB5wtMepcKG1UUclxufHFbJ2fKg3TiSDHChf3bdRFr3M9N7nEUHcE2rQk/XWfy4d1s/l4RxbdWwwR5Jxm7UdJ4qgCPlwklF6SJEm3KRVVbXaH47Oz6yaOqjEpiRtKUt6hryQV2dn750fT1shN+D4Hj52OLEp4hO20V743DexcZ3lCEHaZ1QpnDeTmO+PCKD/ziXXE/ZRxEG/aTf2thrYBbo9IJzUEGXqQybyUwDhYJrNI/I1yb6vJmPXmHRbiQnWTYS7gwcyuN7Ig+JOwpbJw8OabcX/iKkL+PK+NW2b8sR3aK7xNQXExeS4RHVgWegRsfobFw+JiA4uWjnkOFpkfQVytslImj+30FZD9hE+HlyU75yWup8PHk1usBd1H318m8mTCeRWqaR10Ze+Xfzb8pbycrkbNTuR+UEmSRgtJ8l8AHVLkcKwuKa3XhvMLvYNn5iOkQIY5715P5wwLveEdFWBxx9LyPsEEqFCev9GXe3cd75H7KO4g27Cf/kQvbyhdhI1crF2guMtCrL6JU+VCEcK8UmBTZRYEjhRWFXLaWhQ9IUBYXCKcIj00BmPg6Akejf01mdiUhKKDLBXZqvCNk0rxP8mQC7gjEu12I3c93ZP6TwCof/1BoPDnCY5JmgXCA8H4h/2AKxcnRJnW7XqCuvL9mwsKNd4OEWVXoCORBXucIIU+TgY+4vAiYAAASPklEQVRqmNx/JrDgwP/EZSHqDfByoXCZwIdFfMQWsp0M7BT5SOgagd0PiqWbkCdHmJSddiBNuCb+aysiNsmjqoz9clSR9eTPuZrwxqLmCKEj8KEVC6vFQpXQF+mXLD6qhL7G4oz+QN88W3hOFvA9Muf94fTMr5/+V6azm9Jhl41ypW1Qoiw2UbI3ZG75Thy/nydcrCcLr5UFpJ+yEL6qDVNSs/boNc/MWkHIaKQKM6s1d2ajxsBC6oufFPkoyUELE+cnBp3JPEzfvM3DRk1VamWe4ejNYgbMwOgzcJyKWI5XjifZbbYlHAl+pEjsgbKPCW3m01Z5RyUd8zYqLbFAy9HKamCBcudqt8vAfO2LHdHEMV7IS2TgZyDlx0lZkL6NY4rB0fPmKSYKn2N5juzv33dqCyfCmKpq3hZOe1PTkZpnRqowC6sfuLYFA/O1L75F9eQdI19mLxV4H5q/72ujI6ykRHg3x9Ep7+l4t/hVgY97LPUMmLd6buarz0jNMyNVmPna4q5XIwbcFxvR5EBmwAzMgIFW5pnyndIMyuOoZsAMmAEzYAbMQFMGrICbMuVwZqA5A4cqaPxEI3772Dy2Q06HgZ0VqSOwM8nflU8nrX7i8BMtfid9Uz+R+gh7L4XtCPz86vw+4g0rqPv+EJhvZTs+hHI7y/nHwKj0xW1ELWWZLQX8TOX1e2HjATXpYqXLh19tyreUGL8Hbku44KFUwPzGlN+p7t1nJv3EO0hpD0oBR7GPl2EuKGDKO9t9v8+mbSV4K/OMd8CttIUTMQNDZ4AdEhdu8DXuIGSxEm1bAXNZCBc3DFK42YuLO7jQoh+Zbrx+8nDYBc4AK0aLGTADc58BbtLadI5V4xWzUF5u+tpiGvlMN940snKUhcqAd8ALteUXdr2fouqfLHBtIkB5cXdxLvEOlyfHuhz/scvkur9HTw16jxVk53pBrnrkfSDHqlxg0Uv2U4C4uu+VMp8kEJ/dGr+/jWsx+RkQR17gBGEX4ZcCvwPm6HN3gd/q4r9EoDzsLrH/UThNQLgwgnDs7vDn/WIvLghDnC2FZyUz9pwvrnKEQ8rUEY4WOMLtJlydeKsAvyHULeqJ0uTaz9uFy4Xn3hVsmYm6dlKYc/TMr74k0NoCZeW6T9JGuM7zb8IdAn73u9N5sl3JCz5fnPzyeCnYPdaQgZ9mcSUoHL5bWC480xO+qRttGTIuA2lTv7G7nHvynwW9m5HrOC8S6MOXCMcIG94t1FSHXu1NaNqEcvIcVN/vUUx798MAjWUxA6PAQJO+eKgKepgQC9B1ZObO3O2zCjDRctUj71W/JKCAni5wpzP3NeeCsmTHxF3EywvbCEyMlGWDPGCFmbwJx2RO/sTfWkBxfiqFv7eeYwITLXcHo0w2E14m/E5AVhRIB6UUcoUMKJxc+O8zl2UOTbgg+ISAQiwFxchCYM/kwV3HPxBQaL0W+IcoDJN8yKoy7CFQD94P7yhsInxdYFFC2iEsQgj3ZoG6syiirrjtE4HS8zw94Szk0zLAG7zmwm+s8/upy3jUB0XH9Z/kR777CksFlGsu47LkChg/6kP5xrKATfk/XnHOz+LtIDOcsKhCVhLOEvZP9rpHk/xmq+/XlXEuuNOOIyMjVZiRYcUFGQYDTfoik1bsfKKMx8lwUlFgFATpbZC5v1XmvwuhXJiw2VGh0HM5WJYybhFk0hoKuIz/QfmRD5NhCAoBxcHEHxL/YQg38luS+b1dZtJ4WObGBP22zN6UiwnFqVLAKHMu7ciFBQhl2b5wL63we2PhSBzi7pO5Pym5sQAKIV8WJLmwQy/j4g9vJ2QBn5zC7ZS5bSHz6Zm9Kl4o/RcU4c6V/abCbVz2Jgq4Kf+lAj5I6fNumxOKEP6zEou3btI0P9qm7L9t9/1u5Rx1vybzTM869Fqh9kzAAczAHGSAo8UDBXYzTGIdgd3JWhV1uUNu7IxCrpOBXepDksMT9GQnxSScC7dW9SP57oZ47CLJh51uLhzdUqaQz031nmLDjzHOEXUIu+Y8Tj9cTElcFiZzjn0pay6hGHspgzK93M6RdgicIw9PT473yXe6nFPeXwiLU3o8eB99TGavMnIKgkw336o0p8s/Jwz8hyzqwiJsFeEcoTydKfPsJ7/Z6vtlGReM3Qp4wTS1K5oxcKLM/G6Ud32PEsaELwr3ycKEkaPgXDhuRWLnsVqycxyYS7n7KbzvZi3z4egb4cg4lzKfwnuKFcX1bWGP5IoCuVbguDukHy6yaJPGhyaHXfXsZGDxQX0enPyn88j5GATnx6pQvLvmdOC+Arvnqh1+Xva22jpPc7r8n65EeOVBP2PhwCsUTnFiYZjnMd38yj45iHaoK+eCcLcCXhDN7EpmDLCLYmfGpPXzFpi5IaVRKht2JP3IykXgmEh/3U8iFWGPldtGwuMFdnnYQ2bKRRy7flYJjhWg/q/M8mrT2Abn+enAC1W4bwr5yUJVefvJF2VVfpzFe9pcZso/iysWDiwiPyCwoOQDuDqZaX5luv3wUca1XQxYAbsbLDQGyg9vov7lTrMpL+z2eM8ax5MRb9OmCaRwKMhceE/J18rl0XSfyU5+7c1O5jVCucvrhwvqGAqFj6V438j7W47nUfCljMth29KxJfutSocPoWbCOacAcTpQLkzqinlu8miS728Vlo/GVsgSK7/S7of/skxL5LBFcqQu7xZ4z93tK+iZ5Ffmj72tvl+V9oJwswJeEM3sSmYMcCx7kcCku2ZyR1FwnDcdYfJj17GnwM6aMcXHQrv1mRj5b5XiL9Lz1cJnBI6MZyLs6jhe30v4hpDv8vrh4mrF5Z0jwpHzvsnMV8jPEF6U7Dz4uIn8yo+ksiAzNo4rhY2FNwq8OqAt39FnqscqPIuH1QU+1OolX1YAvkJ/n7CWgEJDEeYf6UUavKNF4v37ujKzAMqlH/6LqJN57i9wfI7wXnwTods74Jnkl7KZ8mir71elbbc+GGjli7A+8nNQM1DHQJO+yOR5msD7VJQx7854/8fXzB2Bj4t4x8bOkaNE3NYWmHj5Cpk8UIy8R0bY5Rwu8N6Wd3JfFfYQCMckxdfIdbJOCvcSPf+fcLNAuY4UVkyRHqRnR/ircHsy8/4yBGWPgiQ/4vNeMRd2SvjFjin3a8IF4R8roFD5+vhHQr6bY+HBx0BLBT4Sg0vCdxM+ssr5fYrs7xF4lxm8Ua/nCXCNG9wfKoTsLUNHuE1gN7ZICA5OlZk2wz/n7V6yh8AvXKPIcukWj0UIafM74BuEIwSOf6OfsIgKeZ0MtAugj6GMKR+KcJ8UqBf/LA46AnWkHpgpH235JYH2oA9zIvAR4X5CN+mV32z2/W7lHHU/2nFkZKQKMzKsuCDDYGCu9cVQwDsMgyznaQbMwLQYaGWeuee0snYkM2AGzIAZMANmYEYMWAHPiD5HNgNmwAyYATMwXAZa2Y4PtwrOfZ4wMJf64n7inPeIlJmf9PDe12IGzMDoMzBS88xIFWb0284lHCAD7osDJNdJmwEzMMlAK/OMj6Ddm8yAGTADZsAMDIEBK+AhkO4szYAZMANmwAxYAbsPmAEzEAx8S4bPF3Qslp3fKJfyTDnwu2cuw7CYATMwDQasgKdBmqOYgXnKAJeG8FFYLotlqVLAXAzBBRN/KcLbagbMwCwz0MoL6Vkus7Obnwy4L7bbrhNKjputLGbADNzFwEjNMyNVGPeSBc1A0764rVg6V7hS4H5f7tDds2Du9bLzH5OuEK4S3i9w73AI/4yA/HhyFMt1iOwMueaS/2bEP2TA7U/C1wX+9V0IF+cTF3Ct4P8KXDPJdY9PELh+kisPSY+rBjcXQkiff0jAtZch4zLwUybSG0uO3FMcefDPGA4WuHqRne47U5h4cIUkaVIXhCsbuTKR6w/Z5WIG3APNlYqYSZs8cuGKTK6Z/KXQEY4WqEsur5WFOlHXS4RjhA2nBrHNDIw0A03nmVmpxEgVZlZq7ExGlYEmfREl8Q+Bf2SOLCe8V7gj2XmgbHnHuVFy478l8U/cv5yFWUPmT6Zw/6PnEwXSRslxT+9XBJTr9inMUXqGrCrDHgLl5Z8kPFfYTEAR/kr4b+H5AsoYJX65QDlDxmXIFTDuOwqkN5YCPUDPdZMb/1XpjQKKjroR7mkpXDwOkSEUcLhNyFC1A14xpZErYOrAncixkCH//9/e+bvKVQUBOAETMQkiwcZOSCEhKcRSBIuI9hZW2gkBMSREAto9RbAQBBHsooUWYixsBS38EaztDATytLAw+BcIxvngHh2W3X0Lb/N2Z943MNx7zz337sw3+3b2nDP7Lv8j+sfQsdzFv9yED/9zGDkV+kPom9OxGwlUILDK58yB+bFVxhyY177QNhJY5b3II/RISFkejIOx/vlY7P8d+v5MHxIL9+fBAUNIWrTlhxNcn9qeSv0YCZLAs5CYufa11PjK1HY1tfFQAvrlRybuxPFeCZhbjET5Vbofo1tG1jzCLst+EzAPBvhl5p7PxTG24yvybujvofmhCM/E8YXpvBsJVCCwyufMnn5YhLUnIjs0I8DI61wo06RZmGol8SLPhj4QOtuHpwAhJJUsTNHyNJohf8QOI0GmWYcwZcsD0ecJI9whXIvkNq5FFl0/nV66yb5gG1829nO/2ReDK19CGPFmYZoZGQmW0TBPFKIfMxCPhP4U+h2dFAkcJgIm4MMUbX2FwKMTBqaXF8now1RplnHNOD/OsXaahQTHCPOf1EhbHvXl/jyWbwj9kHlti67//+rFe/l+9Fpmz+K7LD4zmLBGvJuULxK89unp0m9i+3woo/dPQ3n84GehrJkrEjhUBPiWr0jgMBGgUAmZLQzKDEafkTTGuXE8zm+SGwk0rwljC+upm5LB5JMwIE+fz7Pn22hEedbtxVDWf0+Gvjivs20S6ErAEXDXyOrXIgIUGbFWScFTFhLAz6EUR30fSpFWrjym7zgmeWxa/gwDKHJi7XpIXodel32shY9EDxvWa+cJXFlbH0Vruc9OHFB1jlC0RWEaQjU269BfhFIcNuRY7Dyejt2VQEsCJuCWYdWpPQhci/MUSFHchPB38E4o6693Q1kfpQCLoit+XoSwPsxIjcrmm1PbJjespSIvT9snYvvCfTDot7gna7YI08uXl7zGG3GO9fOXUh9Gta+GjrXg87EPx4emPg/H9snQvAb8YRxTCf701MeNBCSwhMBaKsKW3N9TEliVwKrvRdYhGfHeDqVy9+NQRpRZSDa/ht4KJSG8F3o8dWA9k/VNpoN3Q8+EMppjfZP1X9oYlX4eynryaGME+HYo65/Yy0iQLwNXQhlJ0saXAb4AvB7KF4LRRp8hl2KHBImyjkoyph9FW1zHT6I4R9tfoR+FMordDWVky++TKYBCKNLKvoxK77PRTvJk1oAiNPzB1nzfG3E8hGIrCqzuhPKTqq9DuccQfP8ylPtRpEbx2gehJ/7rceTIW7HPlHa+Lp12VwIbJ7Dq58yBGLpVxhyIx77IthLwvbitkdEuCfQhsJbPGaeg+7wh9EQCEpCABAoRMAEXCpamSkACEpBAHwIm4D6x1BMJSEACEihEwARcKFiaKgEJSEACfQiYgPvEUk8kIAEJSKAQARNwoWBpqgQkIAEJ9CFgAu4TSz2RgAQkIIFCBEzAhYKlqRKQgAQk0IeACbhPLPVEAhKQgAQKETABFwqWpkpAAhKQQB8CJuA+sdQTCUhAAhIoRMAEXChYmioBCUhAAn0ImID7xFJPJCABCUigEAETcKFgaaoEJCABCfQhYALuE0s9kYAEJCCBQgRMwIWCpakSkIAEJNCHgAm4Tyz1RAISkIAEChEwARcKlqZKQAISkEAfAibgPrHUEwlIQAISKETABFwoWJoqAQlIQAJ9CJiA+8RSTyQgAQlIoBABE3ChYGmqBCQgAQn0IWAC7hNLPZGABCQggUIETMCFgqWpEpCABCTQh4AJuE8s9UQCEpCABAoRMAEXCpamSkACEpBAHwIm4D6x1BMJSEACEihEwARcKFiaKgEJSEACfQiYgPvEUk8kIAEJSKAQARNwoWBpqgQkIAEJ9CFgAu4TSz2RgAQkIIFCBEzAhYKlqRKQgAQk0IeACbhPLPVEAhKQgAQKETABFwqWpkpAAhKQQB8CJuA+sdQTCUhAAhIoRMAEXChYmioBCUhAAn0ImID7xFJPJCABCUigEAETcKFgaaoEJCABCfQhcHRNrtxb0328jQQkIAEJSKACgX3nz38BjV4x5MWcQngAAAAASUVORK5CYII=)
Question 5.Answer the following questions in about 30 words.
What is biodiversity? Why is biodiversity important for human lives?
Answer:Biodiversity means the inherited variation within species, the variety of species and the variety of habitat within a landscape. In other words, it refers to the variety of living organisms.
It is important because every organism has a defined role in the chain. There are organisms which are consumers, producers, and decomposers. They are interdependent for their existence.
For example, if there are no decomposers, then there will a lot of waste which not decompose. This, in turn, will make the topsoil loose its fertility. These decomposers also give a lot of nutrients to the soil. In the absence of these organisms, there will be a loss of fertility. Thus, every single member of the biodiversity is important.
Question 6.Answer the following questions in about 30 words.
How have human activities affected the depletion of flora and fauna? Explain.
Or
Analyse any four reasons for the depletion of forest resources in India.
Answer:Human activities have greatly affected the depletion of flora and fauna in such a way as:
(a) Expansion of the commercial and scientific forestry and mining activities: Expansion of the industry causes a lot of trees to be cut and the soil is dug out during mining. This has caused depletion of resources.
(b) Agricultural Expansion: Today, even after independence, agricultural expansion is one of the major causes of depletion of forest resources. Between 1951 and 1980, over 26,200 sq. km. forest area was converted into agricultural land, especially, in the north-eastern and central region of the country. This was used for shifting cultivation (Jhum) also known as 'slash and burn' agriculture.
(c) Enrichment Plantation: Enriched plantation is plantation of only a few kinds of species. This affects the nutrient content as it has been commercialized.
(d) Development Projects: Large-scale development projects cause a lot of damage as they destroy forests and land. There are projects which are in continuation such as the Narmada sagar project in Madhya Pradesh which has caused a loss of about 40,000 hectare of forest land.
(e) Mining: Mining is yet another example. Mining leads to destruction of forests and the heap of soil which is dumped, destroys the top soil. Even after the open cast mines are filled up, the nutrient content of the soil is damaged and this damage is not repairable.
(f) Unequal Access to Resources: The 5% of the wealthiest people in the Indian society causes more ecological damage, because of the amount they consume, than the poorest 25%. They also share minimum responsibility for environmental well-being.
(g) Habitat destruction: Factors like habitat destruction, hunting, poaching, over-exploitation, environmental pollution, poisoning and forest fires have led to the decline in the country's biodiversity.
Question 7.Answer the following questions in about 120 words.
Describe how communities have conserved and protected forests and wildlife in India.
Answer:The forests in India are home to a number of communities. These communities share a complex relationship with the flora and fauna around them. In certain areas, local communities are struggling to conserve these habitats along with govt. officials.
(a) In Sariska Tiger Reserve, Rajasthan, the villagers have been fighting against mining citing Wildlife Conservation Act.
(b) In many areas, villager have taken the step ti protect habitats and openly have openly rejected governments' involvement. They have done this all by themselves. The residents of Alwar district in Rajasthan have declared 1,200 hectares of forest land as "Bhairo dev Dakav Sonchuri". They have their own set of rules and regulations which do not allow hunting, and protect the wildlife against any outside dangers.
(c) Nature worship is an old tradition in India. It states that all the creations of nature have to be protected. These beliefs have led to the conservation of several forests in their pristine form called Sacred Groves (forests of Gods and Goddesses). These patches have been left untouched by the local people and any sort of interference is banned.
(d) Trees are protected in the name of worship. The Mundas and Santhals of the Chota Nagpur region worship Mahua and Kadamba trees. The tribal of Odisha and Bihar worship the Tamarinf and Mango trees during weddings. To many people, Banyan and Peepal are considered sacred.
(e) There are a lot of Monkeys and Langurs found around temples. They are fed daily and treated as a part of temple devotees. In and around the Bishnoi villages in Rajasthan, herds of Blackbuck (Chinkara), Nilgai and Peacocks can be seen as an important part of the community and they are not harmed.
(f) Chipko Movement in the Himalayas and the Joint Forest Management (JFM) programme offer good examples to create the involvement of local communities in the management and restoration of degraded forests.
Question 8.Answer the following questions in about 120 words.
Write a note on good practices towards conserving forest and wildlife.
Answer:(a) Chipko Movement in the Himalayas has successfully kept a check on deforestation in several areas. It has also sent a message to the community that afforestation is step to be taken to preserve indigenous species.
(b) There have been attempts made to revive the traditional conservation methods. Parallely, new methods of ecological farming have also been introduced. The groups like "Beej Bachao Andolan" in Tehrii and Navdanya have shown that appropriate production of diversified crops can be done without the use of synthetic chemicals and are also economically viable.
(c) The Joint Forest Management (JFM) provides the platform to involve local communities to help restore the degraded forests. The fundamentals of JFM depend on creating village institutions which undertake the protection activities on degraded forest land, managed by the forest deptt. In return, these local communities are provided the right to intermediary benefits as non-timber produces and share in the timber by successful protection.
Which of these statements is not a valid reason for the depletion of flora and fauna?
A. Agricultural expansion
B. Large scale developmental projects
C. Grazing and fuel wood collection
D. Rapid industrialisation and urbanisation
Answer:
Because the majority of fuel wood collection is done from the dry branches which break down from trees.
Question 2.
Which of the following conservation strategies do not directly involve community participation?
A. Joint forest management
B. Beej BachaoAndolan
C. Chipko Movement
D. Demarcation of wildlife sanctuaries.
Answer:
Because this initiative can be carried out by government. They do not involve community participation.
Question 3.
Match the following animals with their category of existence.
Answer:
Question 4.
Match the following
Answer:
Question 5.
Answer the following questions in about 30 words.
What is biodiversity? Why is biodiversity important for human lives?
Answer:
Biodiversity means the inherited variation within species, the variety of species and the variety of habitat within a landscape. In other words, it refers to the variety of living organisms.
It is important because every organism has a defined role in the chain. There are organisms which are consumers, producers, and decomposers. They are interdependent for their existence.
For example, if there are no decomposers, then there will a lot of waste which not decompose. This, in turn, will make the topsoil loose its fertility. These decomposers also give a lot of nutrients to the soil. In the absence of these organisms, there will be a loss of fertility. Thus, every single member of the biodiversity is important.
Question 6.
Answer the following questions in about 30 words.
How have human activities affected the depletion of flora and fauna? Explain.
Or
Analyse any four reasons for the depletion of forest resources in India.
Answer:
Human activities have greatly affected the depletion of flora and fauna in such a way as:
(a) Expansion of the commercial and scientific forestry and mining activities: Expansion of the industry causes a lot of trees to be cut and the soil is dug out during mining. This has caused depletion of resources.
(b) Agricultural Expansion: Today, even after independence, agricultural expansion is one of the major causes of depletion of forest resources. Between 1951 and 1980, over 26,200 sq. km. forest area was converted into agricultural land, especially, in the north-eastern and central region of the country. This was used for shifting cultivation (Jhum) also known as 'slash and burn' agriculture.
(c) Enrichment Plantation: Enriched plantation is plantation of only a few kinds of species. This affects the nutrient content as it has been commercialized.
(d) Development Projects: Large-scale development projects cause a lot of damage as they destroy forests and land. There are projects which are in continuation such as the Narmada sagar project in Madhya Pradesh which has caused a loss of about 40,000 hectare of forest land.
(e) Mining: Mining is yet another example. Mining leads to destruction of forests and the heap of soil which is dumped, destroys the top soil. Even after the open cast mines are filled up, the nutrient content of the soil is damaged and this damage is not repairable.
(f) Unequal Access to Resources: The 5% of the wealthiest people in the Indian society causes more ecological damage, because of the amount they consume, than the poorest 25%. They also share minimum responsibility for environmental well-being.
(g) Habitat destruction: Factors like habitat destruction, hunting, poaching, over-exploitation, environmental pollution, poisoning and forest fires have led to the decline in the country's biodiversity.
Question 7.
Answer the following questions in about 120 words.
Describe how communities have conserved and protected forests and wildlife in India.
Answer:
The forests in India are home to a number of communities. These communities share a complex relationship with the flora and fauna around them. In certain areas, local communities are struggling to conserve these habitats along with govt. officials.
(a) In Sariska Tiger Reserve, Rajasthan, the villagers have been fighting against mining citing Wildlife Conservation Act.
(b) In many areas, villager have taken the step ti protect habitats and openly have openly rejected governments' involvement. They have done this all by themselves. The residents of Alwar district in Rajasthan have declared 1,200 hectares of forest land as "Bhairo dev Dakav Sonchuri". They have their own set of rules and regulations which do not allow hunting, and protect the wildlife against any outside dangers.
(c) Nature worship is an old tradition in India. It states that all the creations of nature have to be protected. These beliefs have led to the conservation of several forests in their pristine form called Sacred Groves (forests of Gods and Goddesses). These patches have been left untouched by the local people and any sort of interference is banned.
(d) Trees are protected in the name of worship. The Mundas and Santhals of the Chota Nagpur region worship Mahua and Kadamba trees. The tribal of Odisha and Bihar worship the Tamarinf and Mango trees during weddings. To many people, Banyan and Peepal are considered sacred.
(e) There are a lot of Monkeys and Langurs found around temples. They are fed daily and treated as a part of temple devotees. In and around the Bishnoi villages in Rajasthan, herds of Blackbuck (Chinkara), Nilgai and Peacocks can be seen as an important part of the community and they are not harmed.
(f) Chipko Movement in the Himalayas and the Joint Forest Management (JFM) programme offer good examples to create the involvement of local communities in the management and restoration of degraded forests.
Question 8.
Answer the following questions in about 120 words.
Write a note on good practices towards conserving forest and wildlife.
Answer:
(a) Chipko Movement in the Himalayas has successfully kept a check on deforestation in several areas. It has also sent a message to the community that afforestation is step to be taken to preserve indigenous species.
(b) There have been attempts made to revive the traditional conservation methods. Parallely, new methods of ecological farming have also been introduced. The groups like "Beej Bachao Andolan" in Tehrii and Navdanya have shown that appropriate production of diversified crops can be done without the use of synthetic chemicals and are also economically viable.
(c) The Joint Forest Management (JFM) provides the platform to involve local communities to help restore the degraded forests. The fundamentals of JFM depend on creating village institutions which undertake the protection activities on degraded forest land, managed by the forest deptt. In return, these local communities are provided the right to intermediary benefits as non-timber produces and share in the timber by successful protection.