Class 12th Biology CBSE Solution
Exercises- Name the parts of an angiosperm flower in which development of male and female gametophyte…
- Differentiate between microsporogenesis and megasporogenesis. Which type of cell division…
- Arrange the following terms in the correct developmental sequence:Pollen grain,…
- With a neat, labelled diagram, describe the parts of a typical angiosperm ovule.…
- What is meant by monosporic development of female gametophyte?
- With a neat diagram explain the 7-celled, 8-nucleate nature of the female gametophyte.…
- What are chasmogamous flowers? Can cross-pollination occur in cleistogamous flowers? Give…
- Mention two strategies evolved to prevent self-pollination in flowers.…
- What is self-incompatibility? Why does self-pollination not lead to seed formation in…
- What is bagging technique? How is it useful in a plant breeding programme?…
- What is triple fusion? Where and how does it take place? Name the nuclei involved in…
- Why do you think the zygote is dormant for sometime in a fertilized ovule?…
- Differentiate between:A. hypocotyl and epicotyl;B. coleoptile and coleorrhiza;C.…
- Why is apple called a false fruit? Which part(s) of the flower forms the fruit?…
- What is meant by emasculation? When and why does a plant breeder employ this technique?…
- If one can induce parthenocarpy through the application of growth substances, which fruits…
- Explain the role of tapetum in the formation of pollen-grain wall.…
- What is apomixis and what is its importance?
- Name the parts of an angiosperm flower in which development of male and female gametophyte…
- Differentiate between microsporogenesis and megasporogenesis. Which type of cell division…
- Arrange the following terms in the correct developmental sequence:Pollen grain,…
- With a neat, labelled diagram, describe the parts of a typical angiosperm ovule.…
- What is meant by monosporic development of female gametophyte?
- With a neat diagram explain the 7-celled, 8-nucleate nature of the female gametophyte.…
- What are chasmogamous flowers? Can cross-pollination occur in cleistogamous flowers? Give…
- Mention two strategies evolved to prevent self-pollination in flowers.…
- What is self-incompatibility? Why does self-pollination not lead to seed formation in…
- What is bagging technique? How is it useful in a plant breeding programme?…
- What is triple fusion? Where and how does it take place? Name the nuclei involved in…
- Why do you think the zygote is dormant for sometime in a fertilized ovule?…
- Differentiate between:A. hypocotyl and epicotyl;B. coleoptile and coleorrhiza;C.…
- Why is apple called a false fruit? Which part(s) of the flower forms the fruit?…
- What is meant by emasculation? When and why does a plant breeder employ this technique?…
- If one can induce parthenocarpy through the application of growth substances, which fruits…
- Explain the role of tapetum in the formation of pollen-grain wall.…
- What is apomixis and what is its importance?
Exercises
Question 1.Name the parts of an angiosperm flower in which development of male and female gametophyte take place.
Answer:The development of male gametophyte (pollen grain) takes place in pollen sac of anther.
The development of female gametophyte (embryo sac) takes place in ovule.
Question 2.Differentiate between microsporogenesis and megasporogenesis. Which type of cell division occurs during these events? Name the structures formed at the end of these two events.
Answer:(a) Difference between microsporogenesis and megasporogenesis –
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RKHP7kJhFvXGjjIVUjSduIuJ4wHlS4pj/Z7fPTZ37P22e010vVnL1//TrpHtGXQZ9rnPpHtWmUz/jL5OVaL5xZuHh6VL+Zgu8jq079RrZ/FNX+ta2vzzhURbq5RgR6+ZY+mQ4KlMdEx0Ub0ZcjvgV6W/TbUTFW1TjGcnKxT2WDlTwcy0bE6klr5UbdphPwccPmRsyN751R+9T5qKRRPhfDPG0SF1ZRNiI+JobFW8dUfq4uXwlcv5T9P4/gsBERBJ/ebZfgo+43zvYNEWkYK3gbUX1eCaq7LLt/cFDHR1+I4MfTIYFTsetn418jxocnRFbAnhXVK1vFQfPUfWxEXynrflFrk+p7fE74WgTXr0SjePUZb+q9d7QR0R7m5KER5bbtgvGrI+bkh6P3RHwPWow2MC58D7MRkf9JEeNJeZxH0FXs5tl4X8RcpDyC4nreTWL6geSv67tR9gn+cdI4d8aB8XhlRBCtrSaBRfuOQmXS/CYf/uc5EW8OEH6AOU0brxIVY769KWL1nXn4soj5zcP8RsQDzqT5nSx7/xmkefiM9vrEh7TWx2f0ZUDZk67xtk2TfAYPmrzSRh+LuNbLgzX13SV6R/SJCO7kuS8HOhvlM/qMQ1WEm2tEYJJv2d3VXpnWCErfrsjlTAddrxD25bfMfLyqZLzqVbRl1m9dEqgJDN138N0mbSwf689z9MqD4NB9xiIZzJOnZUngLL6F5XZNAutEgFXJuzUdKt+tsMqlSUACZxJ4dDbr16wc4Xrh7Qaft+wEk8FOGGX7uJfA0J8qt2uo5DLMlbojMiFOjC7cTQxeR/Oamdf0mgSGQGBIvuOlAfLPEd+fYnyAz+cFD+z25/0zxJW6l6aTy2Qwb6aWJ4FCoJdv6ZVpBzLd6VxekzHnGxw48A3cXQcyB66cdvy/6HMR36Hwjd8Lo/MPpH02QwJD8h2HZzj4MJ8HIcR189CIf0lg3jZUn7FMBvNmankSqAn08i29Mu1ArnLZgYNulyUwBwL6jjlAtAgJSGAfAnP/P0rsU4MJEpCABCQgAQlIQAKLJ+AfSiyesTVIQAISkIAEJCCBhRMwqFs4YiuQgAQkIAEJSEACiydgULd4xtYgAQlIQAISkIAEFk7AoG7hiK1AAhKQgAQkIAEJLJ6AQd3iGVuDBCQgAQlIQAISWDgBg7qFI7YCCUhAAhKQgAQksHgCBnWLZ2wNEpCABCQgAQlIYOEEDOoWjtgKJCABCUhAAhKQwOIJGNQtnrE1SEACEpCABCQggYUTMKhbOGIrkIAEJCABCUhAAosnYFC3eMbWIAEJSEACEpCABBZOwKBu4YitQAISkIAEJCABCSyegEHd4hlbgwQkIAEJSEACElg4AYO6hSO2AglIQAISkIAEJLB4AgZ1i2dsDRKQgAQkIAEJSGDhBAzqFo7YCiQgAQlIQAISkMDiCRjULZ6xNUhAAhKQgAQkIIGFEzCoWzhiK5CABCQgAQlIQAKLJ2BQt3jG1iABCUhAAhKQgAQWTsCgbuGIrUACEpCABCQgAQksnoBB3eIZW4MEJCABCUhAAhJYOAGDuoUjtgIJSEACEpCABCSweAIGdYtnbA0SkIAEJCABCUhg4QQM6haO2AokIAEJSEACEpDA4gkY1C2esTVIQAISkIAEJCCBhRMwqFs4YiuQgAQkIAEJSEACiydgULd4xtYgAQlIQAISkIAEFk7AoG7hiK1AAhKQgAQkIAEJLJ6AQd3iGVuDBCQgAQlIQAISWDgBg7qFI7YCCUhAAhKQgAQksHgCBnWLZ2wNEpCABCQgAQlIYOEEDOoWjtgKJCABCUhAAhKQwOIJGNQtnrE1SEACEpCABCQggYUTOFuPGs7okccsEpCABCQgAQlIQAIDJ2BQN3qA5DKai6kSkMDmBPQdm/PxqAQkMBuBM3z9Ohs4z5KABCQgAQlIQAKDImBQN6jhsDESkIAEJCABCUhgNgIGdbNx8ywJSEACEpCABCQwKAIGdYMaDhsjAQlIQAISkIAEZiNgUDcbN8+SgAQkIAEJSEACgyJgUDeo4bAxEpCABCQgAQlIYDYCBnWzcfMsCUhAAhKQgAQkMCgCBnWDGg4bIwEJSEACEpCABGYjYFA3GzfPkoAEJCABCUhAAoMiYFA3qOGwMRKQgAQkIAEJSGA2AgZ1s3HzLAlIQAISkIAEJDAoAgZ1gxoOGyMBCUhAAhKQgARmI2BQNxs3z5KABCQgAQlIQAKDImBQN6jhsDESkIAEJCABCUhgNgIGdbNx8ywJSEACEpCABCQwKAIGdYMaDhsjAQlIQAISkIAEZiNgUDcbN8+SgAQkIAEJSEACgyJgUDeo4bAxEpCABCQgAQlIYDYCBnWzcfMsCUhAAhKQgAQkMCgCBnWDGg4bIwEJSEACEpCABGYjYFA3GzfPkoAEJCABCUhAAoMiYFA3qOGwMRKQgAQkIAEJSGA2AgZ1s3HzLAlIQAISkIAEJDAoAgZ1gxoOGyMBCUhAAhKQgARmI2BQNxs3z5KABCQgAQlIQAKDImBQN6jhsDESkIAEJCABCUhgNgIGdbNx8ywJSEACEpCABCQwKAIGdYMaDhsjAQlIQAISkIAEZiNgUDcbN8+SgAQkIAEJSEACgyJgUDeo4bAxEpCABCQgAQlIYDYCBnWzcfMsCUhAAhKQgAQkMCgCBnWDGg4bIwEJSEACEpCABGYjYFA3GzfPkoAEJCABCUhAAoMiYFA3qOGwMRKQgAQkIAEJSGA2AgZ1s3HzLAlIQAISkIAEJDAoAgZ1gxoOGyMBCUhAAhKQgARmIzDvoO7ANOM90SmzNWfHnvWB9Px70Wk7lsCwO37/NO/T0cejT0U336S50+TdpBgPTUlgp3LXd0w5UZacfZp5OU3eJXdjravbcdzP6Dmcd0y+jegL0U4I6iZx+WQ4/LzS/2abc9q0pyYN49egroMxoJ8bpS2M26Fdm/4yv/cZ075p8o4pYluTd6X2649owWOSxnV9zhHHhpC0atz1HUOYNYtvwzTzcpq8i2/59DXsyin6jum5zfuMSb5ld319Mp0r+Y6NLh29KjKo228/grrLA7CzB+UXlnXakdk3qKsgDXDzkWnTd6t27Z9tNMqmyTvq/O1OY34yT1sjiH1HNK7fbf5l768a90k+Vd+x7Bm0mPqmmZfT5F1Ma7dWqr5ja/zmdfYZ83LSP0uLbhb9Yl4tW4Nyvpg+wGUz+04ODnX1Y7N276RjF0xnf1J1mJXWcTZN3nFlDDH9RWkUGqqtG3d9x1Bn2nTtmmZeTpN3ulZsb259x/byH1n7pKfK9iRX6loie/ZHrdTVOcvrV17zfTD6YcT3iVdoijtb9h8afTY6Mfpc9KiI9HF2jhxg9fT0iLLvHnHej6OPRIdFxY7JBmOOrhf9a/SDbp+VRYzVxtdEX4q4AbGKc/3dR85qt8zu8dHno09Eb4/uUWXp05fzJP9zuvNpK3p69CtVOffL9ke7Y3z3dnR01er4uM0H5MBnIljyevHJUR1kfzj73494dQ4/dJ1olG2WdxIvVsIK8/tm+wnR17s0ridey3OcX+bHhyLmx5uiX42u0aUxTv8e/VpU259k590RYw+n/4yuXWW4cbbpG3V8t9tm/6Do+dE3umMH57e2Sfzadm82r5ui9+5OqmMz7uPK3O70aX2qvkPfMc7X6jvGX83r6DvG93bPkV6+pVemqiaDutHY+zjmb+dUgqgbRDeJCJgIhGp7WnYINK7eJV4pv9x0CUgm2cuTgRv/KyOCIp4OXxER3F2mO/ki+b17xLi/M7prRIB0XERQd4mIgOMlUflDm4dlm9WsOuC5TfZZ1SKgwAjg+B6tXvXq05dn5hwCkl/aU8x+l8sv/S1B5OHZZsXzot3xA7r8j+z2x/3AC95X6zJcPL8Euq9uTijB9rhy6vRRefvwOl8KYRxhTpByVATz50ZcT5eKXhjR3n+OrhvBl34zX14TwePWEXleHNVGMPUHVcJts825v97ko37maWuUy7E6qOvDr273pHnd1sl+nzrIN4r7qPKGkjatT9V36DvG+Vp9x+irel19x+jenpnay7f0ylTVZFA3GnsfxwzrQ6rTH5Ht/4nKBX2xbp+Vq9qemB0CM4K0zYygjlfCBG7FCO4ItF5UpZWbOMFaMYJIAo3nRT+N6pUy2rcRva1kzi/fBRFM1Ma3l6d2CX37QjBJIFPbEdk5sEug7ydHrEYWY+Vps79QLXU/ozqHzXtEjAEfLRebJmAYlbcvr3N3db+xqptxYiwwyqZtV+72+fn7Lu2aVdrfZpvgtLbLNvvsfjk6skmn/D5B3bT82nn956mnntcjmrfftHWcNqqQgaZN61P1Hfvtp+/YM5lH+Vp9x1kv9HX2HZNc2hklWJiU0ePLIUBwRTBU7CvZ2D/iFRt2027/fd1++eGVJBd2HYw0WfbusozPSlcxVnZOjG5QpZXN91ZpH802r1BvEfGqkvOK/SIbBHClfayaXSX6QJWHTYJBLjisb1/enbx3ilhdJMBhxe6lEf3AeEV9yQgmrAoS2BIItiuc5C1W6m7b9/4uA32cl/XhVddVM2ec3lIdJHDnn1Yp9tVs8GqYsSl2SjbaFbhzJu1fos9GcNuIGKNRwV6SJ9q0/Np5TRvreT2qwmnrGFXGTkprGes79qzw6zv2XAX6jv32W4R/H5yPMagb1pDwb9XVxg0bK6tQF+72WanbqMQ+57bfUnXZz/LT1sFBAjReP7bGK7rWaMOodMog4LpAVNpZB36jyiFtUl8ekzz3ia4YvTliReaoqDB5a7ZvFX03Ojr6WvSyqATC2dzHSvvafpT2luP7nDhDQh9edbFtm+pjvHavjfnxw4iguhhp9aol9R8bMS43jA6MDooI7gj2ZrFp+bVzrp3Xo9owbR2jythJaZMYF56TrrfNmLV1kFffsYeYvmOzmXPmsWmv63bO6TsmcOZpWVsdAt/smnqv/L5+xmZzc2+NAIhVnz5GG+pXr+Uc0nilxkVYvn+70CYF9u3LGSnjxZ14Bcwr6V0RwQ/fnGF8+I8uEd07emR03uh2HBxhpe62H2W/HB9x6tRJfXhNXegUJ/AampU7vl/81hTnbZZ1GfyWUcdmfVy3Y32vt836re/Yb79lzkt9x2azcfyxZY7R+FZs0xFX6rYJ/IzVHpvzCJyu1pxPEPWKaNRqW1vVpZNQr2IRyFwpOr7NOGaf4InXdnUZ/BHEtaJ3RfxxBKtpn4quHdVGoEU9fCt2bNSnL/z1JedhvGa8c3RyxPd9GKt41++2eeX0uOiYqBzvDp3lp7Sz/sMOMpR9+jgv68NrXnWNKqcE2PUxVvLaV7QcZ+wYS+zg6De67fZnGfyWUUfbr3XePzad63O9bcZA33Gmj9N3nHWm6Ds2u3KWeMygbomw51AVwRIrLkdGh3Tlsdr6pIhvpPqstrHC9cyIp+7zR6x2sRpGuX3sKcnEatxTozJ/HpxtvpV7dFXAw7N9zeguXRp5nxDRRr4V69sXvq26f1cGPwQaBIXlmzk4sDJ3ni4PfWJFb7Nv6k7N8WdE94gO7c6j/ZTzmui9Xdo8fvrymkddo8p4ZxJPj1jh/OWIoO2x0QEjMvNK9pJd+pPze7MReUhaBr9l1DGme2uZ3Pd626zz+o7lzP0yBvqOzWbj+GP6jvFsdh/hht/H/j6ZNiJuIETtbH+4z4krmqcvF7oHB7654Bw+En9202e+CyNQ4nuBjehyEYEawQ/nfDm6fVSMoO4znT6W3+dFo16NVKfs3nx59MHo8OiT0Y8iVr8Oi4o9Pht8l0a9rHzRttaukITXRqyYnRQRONygzZT9W0XHR5+PaOcLIv4Ev7ZJfSEofEfEH2nQVsq5b1UAq3T8cxmf6o7zhwTPighgJtkDk+HE6LPRFyOcaP2dGX9IUY8LK4DjbLO8k3jdJoUSUMGcV6QbUf3qetT8oC18R8j3dOTnr2IZX268Ja2sYPIK9kMRc5B2Elwzbt+Pjo2K8boaDh+P3hixQvo3UT0fHro39377TeI3qt2bzeuq6L2bk+rYjPuo8hsRpoIAACAASURBVIaQpu/Qd9TzcLM5rO/od08cdV2vo+8Y1c86rZdv6ZVpUk1reHwVuZSgbg2Hwy5JYGUI6DtWZqhsqARWioD/pMlKDZeNlYAEJCABCUhAAmMIlG+ixhw2WQISkIAEJCABCUhgXQis4quCZbBfJS78tSPf8vG9I/9HCbb5bk+TgASWT0DfsXzm1iiBnUCgl2/plWkn0Gr6KJcdOOh2WQJzIKDvmANEi5CABPYh4Dd1+yAxQQISkIAEJCABCawgAb+pW8FBs8kSkIAEJCABCUigJWBQ1xJxXwISkIAEJCABCawgAYO6FRw0mywBCUhAAhKQgARaAgZ1LRH3JSABCUhAAhKQwAoSMKhbwUGzyRKQgAQkIAEJSKAlYFDXEnFfAhKQgAQkIAEJrCABg7oVHDSbLAEJSEACEpCABFoCBnUtEfclIAEJSEACEpDAChIwqFvBQbPJEpCABCQgAQlIoCVgUNcScV8CEpCABCQgAQmsIAGDuhUcNJssAQlIQAISkIAEWgIGdS0R9yUgAQlIQAISkMAKEjCoW8FBs8kSkIAEJCABCUigJWBQ1xJxXwISkIAEJCABCawgAYO6FRw0mywBCUhAAhKQgARaAgZ1LRH3JSABCUhAAhKQwAoSMKhbwUGzyRKQgAQkIAEJSKAlYFDXEnFfAhKQgAQkIAEJrCABg7oVHDSbLAEJSEACEpCABFoCBnUtEfclIAEJSEACEpDAChIwqFvBQbPJEpCABCQgAQlIoCVgUNcScV8CEpCABCQgAQmsIAGDuhUcNJssAQlIQAISkIAEWgIGdS0R9yUgAQlIQAISkMAKEjCoW8FBs8kSkIAEJCABCUigJWBQ1xJxXwISkIAEJCABCawgAYO6FRw0mywBCUhAAhKQgARaAgZ1LRH3JSABCUhAAhKQwAoSMKhbwUGzyRKQgAQkIAEJSKAlYFDXEnFfAhKQgAQkIAEJrCABg7oVHDSbLAEJSEACEpCABFoCBnUtEfclIAEJSEACEpDAChIwqFvBQbPJEpCABCQgAQlIoCVgUNcScV8CEpCABCQgAQmsIAGDuhUcNJssAQlIQAISkIAEWgIGdS0R9yUgAQlIQAISkMAKEjCoW8FBs8kSkIAEJCABCUigJWBQ1xJxXwISkIAEJCABCawgAYO6FRw0mywBCUhAAhKQgARaAgZ1LRH3JSABCUhAAhKQwAoSMKhbwUGzyRKQgAQkIAEJSKAlYFDXEnFfAhKQgAQkIAEJrCABg7oVHDSbLAEJSEACEpCABFoCBnUtEfclIAEJSEACEpDAChIwqFvBQbPJEpCABCQgAQlIoCVgUNcScV8CEpCABCQgAQmsIAGDuhUcNJssAQlIQAISkIAEWgIGdS0R9yUgAQlIQAISkMAKEjCoW8FBs8kSkIAEJCABCUigJWBQ1xJxXwISkIAEJCABCawgAYO6FRw0mywBCUhAAhKQgARaAgZ1LRH315HAzdKpD0Ufj/47eug6dnJOfTpHytmIfhh9sCrzldn+ZnRGdECV7qYE1onAcenMd7u53qdf+pY+lMwzKAI4cW1fAovm8lup8tvRoftWbcoUBM6XvN+KHtidc/P8HjPF+Ts168vT8Tqog8M9I4O6rc+IRfuOrbdwZ5fwxHSfB5hJpm+ZRMjjyyZwxv7LrtH6ehNgpeRL0Y97n2HGUQSuksRfid7VHXxHfnka1yQgAQlshYC+ZSv0PHchBAzqFoJ1LoV+IKVcYy4l7exCLth1/yfdL6skP93ZSOy9BCQwBwL6ljlAtIj5EvCbuvnyrEu7T3YIINB9o6dE34tOju4WnS16esT3G6zI3SMqdtdsnBJxLuXUdvnsvCbinI9GvCJ7THT+qK3zCUn7ekQ5r4qKPSAbn4k+G30henJ0zjMP7966X0T5H4n4Fu3o6KoR31zRttMj6r579LmIFUXyHha1Nqm+03ICbeSXOt4XEXiRdkhX2G3yS6DLN3Eb0d9GF+qOjft5fg68rDt4bH5pN23pU1/N+Ys5hxW+63dl8cMr3DK+pP9bBBMYXCuiba+PWHGF43WiSXajZHhtRBmI/t5p0kk5znzgVT3t4RufEyLawhxhHFu7ZRKOjz4fMR9fHl28zdRzn3nMN4rMpRMj5sKjItKxg6PCCWZ3jDai70TU6/d5gdBYex1P4ztKUX2ul0sl8xuiH0WnRs+Onhb9b8S1wqcK2J9E74643pnL/xlde/eRM+082XxO9ImozF/8G6vk8/YZ7Zy6Q+rAL9Du+rXptAy+kvMfF5W5m82xNs631H7hejn7X6MfRFwDR3alTfIt8xj/uuEtrz/OQa57rsG/iujvnbs0+DGOjFlt3F9eEG1EXOMfjn7vLDn22+9c2X9uxOcu3OteFzF3im//iy5/Xz837h5EMfP2eX3G7UqpF5++EZ0UvTlitXbljAHR9iUwiQvfWzAJyMfNmQlKwPLSCOeDA31Ql3Z0fv8nunRU7NzZ4Fwu8GKXyAZBGgHN2bvE387vzyMCi7pOLrqjIurkQitBHQEcAcDVIoybORfpq7t9fg6PuOAv2qVx48WpP7LKww0ZZ/XKCMfNU+srIoK7y1T5+tTHzeWFEe16U0RgcsPoG9Eh0e9GMLtHhNFPAr/3RIVDd2ifn1snBY44tmKT6iucX5ITSvkPyzarfSU4u0i27x5RNhc3beRGB3eCwL+LcHoEeB+KCHgm3SyemTzMi1Inzv9rEX2YZPdMBtpyQkRfcbAP7NIIpIpxo2O+3K1LIJh/bfSF6AJ7c+0JuD5Y7bNZ6mA+FCMI+H509S6BOc+4Me7YL0UHRdzoueG/OCIvNxEC98dGO80Yp81sq76jz/XCHONh7dPRFSL8DfOFmzE39tqYB39QJdw22/iHX6/SmLv4CMYbu1zEPMAvFZuXz2jn1DGpgGuPOU2d2FYYnJTzWwZdsWf5GeVbar/wzuTmAR0ffFx0ZNTHt2x1/Nu2tryelwz4/wdEzEWCOHzdodH9u7T6YZIA770RAT0Pq9gfRvjk2jcR6HJPuFW0f3SL6OSIOg6JijFXnh1t5ucOz3Hm2Gb3oHn6vEnjdsm0hTlxdNdufDn3VdIuFg3FJvmW3e3slWkoPVpiO/pwwVGSj6e1YgQUpBHxF+NCJ40bXbFy7n2qNC5GboS/WqWx+Zboul1aOe+NVR4mLBcfk4/g8RnVMTYJlqifJyjsiREXY/20duPslyd38uCgfxZRdjGCOwKfF3UJfesj+1Mj2lCvAOCYKfNT0ce6MssPDoP8tVNpsuze5Tj5Dm4OblZf4UzdxXBAG9HbqrRS9p9VadxYqO8hVdpdujQC6M0MB/bLTYaXZf9Vm53UHSsOjhtube/PDgFlsU9m4wNnybHnBkybH1OlM74fbPKVOg7o0sv4clOojflDcE+gX+yEbJwW7V+lEQyzArrTDNaT7NzJQL5ZfEef6+UOXfntfDk+6dyoartss8/ul6Mjq/Tjsv3PTb4jsn9glTZvn8GcIoiDVTFWhrB5MzizhjO3yvV/cHOwpD+sSudBhuCur2/ZyviPaitp8PpqVPt1HuYYbx7uiv13NgjyipW5Ugf2HGPMKRPjHsb9gGCttqdkh3l8SJXYx8/hQybdg4o/aufwrD5vs3F7ftrDvbO+3xF8s8r91Kpv2715RomUt7sh614/KzXFuKiwNo2JXz/57j2h2rhFtlkF+lZzkMnIRK6NJ6tiOD4Cv5tG3FTbm3o5l/IxVsB4MmE1DCfJzZkL+O0crOxL2S5PxiSz0kYAcYMuT9/6SpEErHUg8abs42yuHNGW2j7S7dSBZpNl4u6o+ugDHHB2bBf7RTZoW+lTdWifseRYPb6ndJknjS/teULECgoObSP6/WjUTbUrcp+fNhCDG6tnPGHjTK8SteNPX5lTZfz3KXRMQmExamy4KZWHhHI6Y8YqYTG4TGJSZd+Rm62fAEKbVvsOxrjP9VKuUYK42uqySzrX4L9En4245jci6qnn5buzf6folRH+iNWhl0bkr23ePoOV8Z9UFfxTthfBoOlGr93aB7PKxUr1vH0L95M+947SYB6OWWErxvm0i4CsWHtdFh876jpnMeF8EW8kGPM+86mPn+t7D6LN8/Z5o8YNBp+P6vsdq5L4zq3cg2j/XG3/uZZmYeMIfK86UC6oOo2LkqChfoIaVdaFk4hj7WMsXbfG+Vh7rAQv5fhbk+dW0cOjoyNuxKwYPCiqA8q6Dzm02yjrqt123/rKud8tG9VvKYMbBq8Oa6P+ejVtxOmbJo2qjxPGcaZvOK4LROM4jBrfkjZpfLkhXj6in5+hIbG/i67fbff5acekjC2rhOX1bzv+lEu+wrpPPeQp+Z+TbV7DFsOv0I5fq9LYbNsGl0lMmiJ23O60vqPv9XKxjmQ7F9prgvKOjQiebhiVec8NjmCvGKu8BGx/FrECy3zi9dQTozqIaOcA52/FZ7Ttp7x5M6DMWWxc20b58Fl9S997R2l/y5+xGZVWX5eF5381EHhw+35EEN13PlFEHz/X9x5EeW37t+rzxo3bAalrgworI62+FzSHl79rULd85lupkWXyC22hAM7H2kCo7Jfj5PnPTiyr3zt6ZHTe6HYc7IzgpjVeDfP0h01TX1tO2S9l/EMS6lea4/LPI506W0aUSxpL8K0TmUedrFjxxLcrKgHdLOUyJj+sTiyv6hmTc3Xp4/rGE/s0VsbmXjnp9dOcaN6FEeh7vZzatYC5wHebxViVr405ydwkaN/s5kVw8eJOV8/vI6JdETfI50bFhuQz+jKomr/lze3wLVttdJlTV0tB3x9T2G906a1vaefTNH6uzz2Iapfh82DA25Nrjun/YJJ9/TqYoejVECY5rzzawO4fk8bK2iR7VzKw6nadJmPZp3zsPlFZHfpKth8XHROVFbg9ufb8YUf9fR8X9JWisgTft75S3qjf05L4yQiH0tquJNyyTZzDfuFc941VLl4xlD7NoZqzFMEK4Cib9B1ee07rdFhdYWWAmyss+daoHX/mFH0t49+WOW7/2BwgyG3Hhr68Ipq27ePqMb0/gb7XS7lGb9AUfY1mf9S8ZBWnfW3ON0c89GG8arxzxE1wyD6jL4OuW3P52Q7fstWGv60roL3Oec3/ku7Yh/KLL5hlPlFE6yv63oM4dxk+DwaXi36ZCiu7Q7Z5gzUYM6gbzFD0ashTkosnJX7L2N0u2zeJ2u8dRhXIk+kzontEh3YZWDZnFe41UfmW4JAu7TxdnvPnl6fvt3f75YdA4ZkRT0rkeW7EE3t5Fde3vqbYfXYfmhS+3/qj6gj9vmf0kX1ybz0BvqzGPTUqnB+cbVg9euvFjyzhlKRyM/zT6MAuBwFrn2C9LvDe2SFI42Z8/+ja0a4qA6/UGcvyQTn5nh6dFD2vytdnkwCCsT4yYs5grP4/KeKVTFmx7Q75syQCfa6XV6ctrMwyVmW+cCO9ZNPGd2b/9IiVN25oPNw8Njqgycf1yXwrxsrNRaIh+4xxDMpcbro4l93t8C1bbfjrUgAPs7S9LCiwAvc30Ze7wr+S37+NuLewuovf5L70O93x8tPXz/W9B1HuMnweff9xxD2hvJo+ONt/FeG3V8q4SWv7EpjE5TY55UsR+b4VcQGw+rXRpfHen6ccbrp12jHZv0tUn8s3CMWukI3XRidHBDRviEjD2jo3ktau6pHvgdGJESs4X4yYsPX3MbSTb+hY1WHC8s8ePCuqn1Jenv0PRodHrKTxV0DkPSxqbVJ9fD9BEMX3HRvR49sCso+jIHAl+PhwhKMpS/4jsu9OgvnXIsYAp7OxO3W//frUV3OmTm5u9VMobazLZsweFBHoUB8BDQ6OgOfUKo0844yb65sigmVYviyinz+LNiICpXFGgEu9PLUeG/0gYo7cb8QJBIrHR1/o8rwiv5fo8uGwNiJe4f602+YJlTn4zYg6mJv0txh95JUx+lhEcEigjzH/NiLKIjj4wO7UPTd72sjT/UbUBhN7cq3nf2G4mbXX8TS+o5Tb53qB+esjrl1uzkdFT46+0TSOsliJwWcxfk+IuCZ4wDw2wpgP74gIFJm7zIP77j5yps3LZ7RzaiNVwKy1aRlwnfJg+rSo+KKbtYV2++N8S+sX8DWtTfIt8xj/us6WV7kGN5LpJxHj//HuhM/nl+CFNI4XI4j/6y6NvPjgh0QE+cXOlY3nRMwThF+5fcR8v0rJlN8+fq7PPWhePo+m9Rk3/CAPAlwr9P89URu0UtZ22iTfsrttvTJtZy+2qe6dzqU46G3Cb7UNgeLgcL7asAkM2Xe8MOh4iFuE6TMWQXXYZf5xmsd8/7UFNFOfty9U/0mTfZmYIgEJSGBHEHhZenn2pqdXyz4r9JoEpiXApym8Nq2N+cQK/9enLcz8sxFoL+jZSvEsCUhAAhJYNQK/mQb/WdXoO2ab115PWbWO2N5BELhiWkFgVz7luWq27xU9cRCtsxF7CQz5VcF2DtNO5XKOQD8l4vsovvVim28NtO0j8JpUzTcszEm+Hbzr9jXFmnsQGIrveFjayrdyfBN7UvT+aBHfCOkzekyKNcjC99X8YQzfa6PPRQ+N6u/u5tVNfd5okr18S69Mo8tf61S5rPXw2jkJLIyAvmNhaC1YAjuagN/U7ejht/MSkIAEJCABCawNAb+pW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNTt5NG37xKQgAQkIAEJrA0Bg7q1GUo7IgEJSEACEpDATiZgULeTR9++S0ACEpCABCSwNgQM6tZmKO2IBCQgAQlIQAI7mYBB3U4effsuAQlIQAISkMDaEDCoW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNTt5NG37xKQgAQkIAEJrA0Bg7q1GUo7IgEJSEACEpDATiZgULeTR9++S0ACEpCABCSwNgQM6tZmKO2IBCQgAQlIQAI7mYBB3U4effsuAQlIQAISkMDaEDCoW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNTt5NG37xKQgAQkIAEJrA0Bg7q1GUo7IgEJSEACEpDATiZgULeTR9++S0ACEpCABCSwNgQM6tZmKO2IBCQgAQlIQAI7mYBB3U4effsuAQlIQAISkMDaEDCoW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNTt5NG37xKQgAQkIAEJrA0Bg7q1GUo7IgEJSEACEpDATiZgULeTR9++S0ACEpCABCSwNgQM6tZmKO2IBCQgAQlIQAI7mYBB3U4effsuAQlIQAISkMDaEDCoW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNTt5NG37xKQgAQkIAEJrA0Bg7q1GUo7IgEJSEACEpDATiZgULeTR9++S0ACEpCABCSwNgQM6tZmKO2IBCQgAQlIQAI7mYBB3U4effsuAQlIQAISkMDaEDCoW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNTt5NG37xKQgAQkIAEJrA0Bg7q1GUo7IgEJSEACEpDATiZgULeTR9++S0ACEpCABCSwNgQM6tZmKO2IBCQgAQlIQAI7mYBB3U4effsuAQlIQAISkMDaEDCoW5uhtCMSkIAEJCABCexkAgZ1O3n07bsEJCABCUhAAmtDwKBubYbSjkhAAhKQgAQksJMJGNSt5+jfJd36UnRGdJ8V7+JD0/5Tur4c3vVlVNq03fybnPC1rtyDpz15APlXvf0DQGgTRhDQd4yA0iSt+rW36u2fPELm2JQAgYG2L4GhcDksTXvkvs3b79xJW4egjq5dvutLCerGpY3AsDtpV3T9EQdvnTQYrWJQR3eG3v7HpI1fiM45gv1WkxZZ9lbbNul8fcckQvM7ru8YzVLfsRi/NJr28lLPcKVuebAXVdNhKXhUULeo+lax3KPS6FFB3Sr2ZZXa/K00lhXjXyyg0YssewHNHWSRh6VV+o7Nh0bfsTmfRR1d5PW9yLIXxaN3uQZ1vVGZUQISmJLAi5L/ZtHPpzyvT/ZFlt2nfvNIQAKLI7DI63uRZS+OSM+SDep6gpohG9+y8ZoF3Td6SvS96OTobtHZoqdH341YzbhH1Notk3B89PmI814eXbzK9JpsPyQ6f8R3Z+i51XE2qYe6vxN9JfqL5ji7nP+CaCP6XPTh6Pc40Nkx+S19uV62/zX6QZd25JnZ9tk6ICm0ZyP6ePSJiO85eCVSbFLdVdapN2+cM2CC7eq22T9oT9Le/14wW6+LTo9OjH63Ot6O4xNy7OsRPF5V5XtAtj8TfTbileOTo/La8ebZpl7OeVCElTH7WbZf2qWVn0tl4w3Rj6JTo2dHT4v+N6Icyqtts/Y3WXfv8rq5jCdj+8cR84s58lcRc+bOXdo38/uc6BxRbVfKzuujjeik6M3RVaoMz8/2NyLqaV9vT5rXFHO/6KPRRyLmztHRVTkQG1f2ZXPstdHHIs57b8T1sWrWzjl9h75D37HnKtZ3zMGbMZm0fQlM4nK+nMKNj3wfiLhJcVN6acTNmRs1N3jSuGH9T3TpqNhtssEKBwEgRoDADYuA4QJdGj+7IgLD1s6dBOr+YPTgiHoINEj7zSozN2tuftxAL9Sl/2F+aeOtu/2L5PfuEee+M7prRHnHReOCOsp9d/ShqJR7YLYJLMsrnz51J/uWv6mj3SWYorxi9I9j/xH9fnT16N8jghvGD6vHkWD3qIi+E6yWoA6u346uxgkxAm+C41d3++VnVDvg/tIqHw9aBDGfjq4QMY4PjHggIMCqrU/7m1N27/5SdFBE4EOg/byIthOY0kaCuJdEh0b379LulN9il8wGbTk6or0EgfAg7WIlU35L++qgrs+8PjznMgYX7co6IL/MpfpV4aiymesEQMVum40fV/tD2YTxZlbPOX3HHlL6jn19mL5j33viuvuOzfwGxyb5lt3n98o0qaY1PN6HSwmsWNkqxioM57LKUewSXRqrI8U+mQ0cem2Xyw7n8pF4sV3Z2CyoK4EH+bkBs8L2uL1n77ffHbJNmX9QpbFJwHZClVZuog+r0giCCHBG2e2TSLlcZLU9OjuljL51X35EWaPSmqr27tKOzYK6I6sTr9vVdZMqrYzjG6s0Al2YEMQQkD+jOsbmPSLqvVGVPqodrWMuTAhIajs+OwRNtZUxmdT+5rS9u4zvV6N6FY6HBuqp/7jhv7NPkFeMlTL6DINiBCKsLD61SivtO7hK6zOvn5j8rBzW7WLVtV6hbMsmUOXbvXtVdbF5VLM/hF3mwSQrc07fcSYpfcdZZ42+Y7/92nviuvuOSX7DP5SYRGhOxz9UlcNNFGvTcPS/3h1jhYJXWW1Qxw33W9Etunx9fuoyuOmdFpV6OL/cKN/XFMYqDgEON+vaWNUrhlNhpWeUlTa2fWBV65ndCdPWPaqeeaTVbWQlEasZlTrqvn8jiW+JbhrtH7X9fH930jRjxSk36M4jiKutni/NobPUvVn72/PY51Ulq7LFmJ+M6c+qtFOy3c4ZPgmAQTEeFpifdeBVHd692Xdevyd5WQ1kTv5JdMHouOjtFDLGCDIJUp8dPSu6Vpfv8WPyr0py6ydod5um7zhzNMf5rUWNt77jTLL6jkXNsinK5WakLZ4Ar86KlRtonYZTJuAqKxMX7jLzCqo1XvOV4+2xUft1PRyn/noFpJT1X83JrBR8P+JGzA272Kg2Nafu3i3l0t5xNm3d48rZavqo8akZlfJH9X3cWJV+TzNW1FNeX7Z1jVqNLe3q2/5RnEbNj1Fp7Zw5IIVtNAWSxkPHOBvHivz1vH5r9m8VPTw6OuIzBFasWG3drHxe7T4i+tPowRErjH/RnZuflbRRY6vvONO/9PVbixr8UeOj7ziT9qj7jb5jUbMx5RrULRDuFoour9l+ZUQZpI1bHRuRfWJSqYtvqgji5mWl3AulQP6wYJQtqu5RdS0qbdxYlbErx6mfwJ3vz2rDwdV2arfD+fzjyMVYrRqK0Sdej15zygaNY0Ux7bz+z6QhPk24d8T3dOeNbkfmMcYNlk8T+LzgltFfRsdEfN/IqvJOsGkYb5XHoq7fUq6+48wR0nfsYdHnnrijfQffWGnDI8Ar0k9F12madtns/2rEpC3Ga6cSKDCeh0ejnhSrU86y+bZuj6Cutitnp/6Oatz549JLG6/dZOBj/Ed1aYuqu20TKz2FEd93/UabYQv778q5lN+OVdmvx4rgtl6549X2JZu6y2vX8hq2HL7GFto471MZt8tFv9wUzPeArKaNs77z+j4p4PpdIbxOJkgjOLvquIKTfv7oud1xVgd4Nc5f9TLuV9nkvHU71Jcx/dZ3TB59fcdkRtPk0HdMQ2uGvAZ1M0Bb0im8erp6xDdFGB+CPz06KXpel8bPlyJWey4QHRL9Q1R/I1VlHbn5uqQSmPBXgzwZY6wK/U305W5/lp/X5qT3RLu68ijjihGvx/6Dndii6u6K3/sDoxI88U3fzdoMW9hnZe0ZEX8YcWhXDq9QWVl6TVR/h/fu7N82Yqy49vjwu10dfXXSWIl9UkQQz7gT5LTBX5K2zZgr/FXpU6PyAEGw/FfRpBWxPvOaeQy/83Q9JGDjWtjsm7pz5vh9o5t05/DD9k+i9vvEKstabvZhTMf1HZOHX98xmdE0OfQd09BaUN4+f6m1oKoHXewkLnzfg0MgH98BESSx+rDRpfENESthrGTVaaxIFOO7Im5IfIB+cvSKiNdRtXHje2P0+eiT0e2jUXVfJOkbEU/nfCPHh+fFCAr/OtqIPh59OHpIxCoHYyCGWQAAIABJREFU9viIV4H0hZUTvnnqY6xEsXqyEX0s4sP3325OnFT3Q5OfD/WpmzbAcVRaU+xZdnll98WIvsGK13htn+6StP8TEchSF38E8MyoZbmRtBL8ZnOvPTBbJ0afjagL50WgUdulssOTKvPhQxH1EQT9MGL8ihHAvT7ir0lpz1ERwWj9hwl927+30GqD9m9EP41Oj8rH3qQRBFEvrDDaRQBH2saepN3/ZaWOAJT2MV8I4H9n95E9xjjVc4YxKzZpXnOd8A3dpyL4fDp6VlRWBkeVTfD72AiunEP7adNvRUMzfcfkEdF3nJWRvmMPj53uOyZdOZN8y+7ze2WaVNMaHpfLGg7qgLv0wrSN4EZbfQL6jtUfw1Xqgb5jlUZra231nzTZGj/PlsBCCLwspbafRlwtaaxcaRKQgATGEdB3jCNj+l4CPlWOngxyGc3F1K0T2EgRR1bF3DHbfCd5za0XbQkDIKDvGMAgrGkTNtIvfceaDm6PbvXyLb0y9ahs3bLIZd1GdDj9eViawrdhfCN5UvT+qP5ebTgttSWzENB3zELNc/oQ0Hf0obS+eXr5ll6Z1pfR2J7JZSwaD0hAApsQ0HdsAsdDEpDAzAT8pm5mdJ4oAQlIQAISkIAEBkSg/Rh7QE2zKRKQgAQkIAEJSEACfQkY1PUlZT4JSEACEpCABCQwYAIGdQMeHJsmAQlIQAISkIAE+hIwqOtLynwSkIAEJCABCUhgwAQM6gY8ODZNAhKQgAQkIAEJ9CVgUNeXlPkkIAEJSEACEpDAgAkY1A14cGyaBCQgAQlIQAIS6EvAoK4vKfNJQAISkIAEJCCBARMwqBvw4Ng0CUhAAhKQgAQk0JeAQV1fUuaTgAQkIAEJSEACAyZgUDfgwbFpEpCABCQgAQlIoC8Bg7q+pMwnAQlIQAISkIAEBkzAoG7Ag2PTJCABCUhAAhKQQF8CBnV9SZlPAhKQgAQkIAEJDJiAQd2AB8emSUACEpCABCQggb4EDOr6kjKfBCQgAQlIQAISGDABg7oBD45Nk4AEJCABCUhAAn0JGNT1JWU+CUhAAhKQgAQkMGACBnUDHhybJgEJSEACEpCABPoSMKjrS8p8EpCABCQgAQlIYMAEDOoGPDg2TQISkIAEJCABCfQlYFDXl5T5JCABCUhAAhKQwIAJGNQNeHBsmgQkIAEJSEACEuhLwKCuLynzSUACEpCABCQggQETMKgb8ODYNAlIQAISkIAEJNCXgEFdX1Lmk4AEJCABCUhAAgMmYFA34MGxaRKQgAQkIAEJSKAvAYO6vqTMJwEJSEACEpCABAZMwKBuwINj0yQgAQlIQAISkEBfAgZ1fUmZTwISkIAEJCABCQyYgEHdgAfHpklAAhKQgAQkIIG+BAzq+pIynwQkIAEJSEACEhgwAYO6AQ+OTZOABCQgAQlIQAJ9CRjU9SVlPglIQAISkIAEJDBgAgZ1Ax4cmyYBCUhAAhKQgAT6EjCo60vKfBKQgAQkIAEJSGDABAzqBjw4Nk0CEpCABCQgAQn0JWBQ15eU+SQgAQlIQAISkMCACRjUDXhwbJoEJCABCUhAAhLoS8Cgri8p80lAAhKQgAQkIIEBEzCoG/Dg2DQJSEACEpCABCTQl4BBXV9S5pOABCQgAQlIQAIDJmBQN+DBsWkSkIAEJCABCUigLwGDur6kzCcBCUhAAhKQgAQGTMCgbsCDY9MkIAEJSEACEpBAXwIGdX1JmU8CEpCABCQgAQkMmIBB3YAHx6ZJQAISkIAEJCCBvgQM6vqSMp8EJCABCUhAAhIYMAGDugEPjk2TgAQkIAEJSEACfQkY1PUlZT4JSEACEpCABCQwYAIGdQMeHJsmAQlIQAISkIAE+hIwqOtLaj3yvTLd+GZ0RnRA16VRaVvp7XE5+btdPVspx3MlIIHhEBjlJ0albaXF+o6t0PNcCfQkQACg7UugD5ffymnfjg7d9/RtS7lnaq6DOhoyKm0rDXxiTiZ4XKQNke0i+7vTy75QAHw1uvcagNB3jB/EZfiO8bV7ZJ0IrJPP6DsuZ7hS1xfVbPl+mNO+FP14ttM9axMCst0Ezhoe+nn6dHL0nTXs26guOb9HUTFNAv0J7DSfsZvM/v35mHMGAh/IOdeY4TxPmUxAtpMZrVOOH6Qz11+nDk3oi/N7AiAPS2ACgZ3mM3bjcKVuwqzYwuG75txTIl613Kcq57LZfm30segj0Xujh1THx21ePgdeE7Hy99Hog9FjovN3J1wyvy+JKPfDXZ5d+T1Xd3yWn9vkJG4u/x1tRH8bsaRd26Wy84boR9FXosdFZztrlpF7xyQVNoib9b9Fp0cwuVZEPa+PWLGgv9eJio1jy/FbRsdHn48+Eb09ukd3IuNQ6rxvtp8Qfb1Le1WXh58HRJ+JPht9IXpydM7q+Hmy/ZyI8mkvenr0K9E5IsadvjBGd48+F7FaS77DotY2q+/gZC5thtkdIsbjf6P6FXfdb1a0Xh5dvKmoHqtTc+zZ0dO6smjzzbv8jN9DI/p/YkT7HxWVcW3bdMcc24hYRaPe8r1mNncbc/QF0UZEWczP3+NAZZtdF5dLPtr30wgGxTYbhyrbym2Om9+bMdqsk/qOfelM69s2u17+JMW/O+J6x1f9Z3TtpsrN5uqNk5f5zcrSX0f4Ej41wGe8Kbp0VBvX13OjjYjrCT+EnynWXp/jfMZmfqeUpc+owK7LZp/vP9alr9P0ow+Xc6dA8hFMFOPCf0q1f9tsT3o9e4nkIfggqDp7d+5v5xcnUFYvDs/2+6Lzdse5kR4bPbXbLz/3zAZtqm+8o9J+N3kIHEpAdL5sU/57otIGfj8efTq6QkR/HxidFNUBR3b3sYskBUdEW94cUR+OkBv+F6O/i7jxE+B9KCK4qIPFUWxx1DDByWLk/8voJ90+fbhSRJ3Uc1R01QgH+aouDwHct6OrdfsERjjOV3f7/Dwzwon/UpdG0PGNqF5JIrjhSfGVEcHeBaNXRIz1ZaJik+qjjoMiAkKcN0ENnO4WUSdW+k0aRgD62oiA9AJd2rix+l6Ot2NFoPf96OrduTCjLtqKtW16cdLIe+eIwOuxe7Lt/i9B7nsjbnblgeAPs83cuvXuHHusz3VxQrLS/2J9xqHKPphNfcceH7JdvmMrvm3U9cLc/YNqduHTecD59Sqtz1wlsKP8R0T4N/wK1/ynIq4jjN8SQJbr6TeThl+5f5envT5H+YxJfoei9Bkd0BX66eNbdt8AtX0J9OHSBh5cbL+I7tUUR3CxmT0vB7lZ/mqT6S3Zv26XRsBCoFTb/81Oe8MeFcCNSsORfKwp7xbZp9/lZswTIPs4sdqOz05bb5Nl9y7lcP6fVQcJTEh7SJV2ly6tXnlq2ZL9kxEOtrZzZYen7GLlvDdWaXCjLReL/id6RnWMTQJb2nSjLv24/P5zk+eI7B9YpRHU/Syqx4TgjgDzRV2+vvWR/YSIwIr2FyvBK/3+QJXOJjcE2vyYLr3vWJU2sRJZ2xOzw42D4LQYbTot2r9KI0B/R7Vf6q1vehyGIedjfa8L8h/TncNPn3Gosg9mk3GZZIwz+e7TZezLqC1X37GHY+075u3bLttCz/6XoyOr9D5z9ZTk5+Gttt/JDvOA1XDs9t0+gWlt/5QdAsJfrhK5Xkb5jL5+R5/RQF6BXf9QYsmDRMDAhfbs6FkRq1DY47vfcT+3yAFWr77VZLh19t/fpZ2e3z+O/is6OdqInhoRCLJqN41dNJmvHLEyV1txODfvEm/Q/RLE1cbK2jRW5/9qd2KdhrPD6ifftnzafJWoDW4IhnFirbF6VAzHR4B804gApS2jMGYcMJ6U7xS9MmIMuOG+NPpSVBv7lF2MFcATo8Ktb33lfFYXCQqL4cjH9ZtVOuZLaXPfsSptGjX2BBolsC1tYE6wOlqMsarHqcyVUeXxQMLDyKzXRd9xqJq3spuzMtJ37BnyMicX4dvOmSr+JfpsxDW/EVFPHez1navtQ2m5bsr1W67nUT4KP3+dqLZRPqOv39FnNDBXYffsq9DINWsjr8r4buKOERcwr/b+aEIfL5zjBASb2aNzkGDxCdGB0UHRg7sTcDrTGPVhBC4blQi0eBpkxQkrwRKvGmr7brM/aZcyi/FaDhuVVl5BnJn7zK3S5kmcyhltm0kvZbTHSpnlOKtfrKBcMWJl6rToqKhtX90Hyscoq6wa9K2vnNu2i/RxZZS6yvG+Y1Xys1K3UYl9+vNrFFxZ20fGr+ZQyuNhY6MSqwC84uXmh81yXfQdh66Klf+ZhRH8J10TO8l3lPk4L99GecdGF4huGBXfS3BX+92+c7W9nvClvN1Zhs9o/Zw+I+BXzQzqlj9iXLRc4JeKcNLsHxOV75dGtYhXmRcadaBKu0u2j4veFLFcvxUrr07/IYUc1IjXb7zWxcprzRLkdclneUVX0hb9W9o8idNm7ShltP0p++U4fF8cHRpdI3prtCu6X1M4jr41Vk6/2iX2ra8to94fVwZ5aHc53nesSv575dyDKl0y24z90RQ8hZXyrlaVdVC2CeYo77+7sma5LvqOwxTNHXTWWRjBf9I1sZN8R5mP8/JtrESzCsh3qO2blHoy9Z2rrc9g7LhPL8NntH5OnzFodzC6cQZ1o7ksKvX8Kfi5XeGsaLwl4pXp2SJeHY4z/pqKpfzWOf9j0m7VncQrwNbq70jaY5vts/L0yYgbcWu7knDLLvH47rcs05e8BDrLNtrMtzLXbio+b/Zp50V6NOhdycOrxPYVRtlnHLDnR5SLfTS6c3RydNUurfxcOhv1d5A4zStFhVvf+ppiz7Jb+t22mflC3aXNfcfq2JzDq7527Jlfr4imnVNv61rblsfr/Zd0x2a9LvqMAzfJdnWxq3alfmZlpO846zDP27eN8rusVLefivSZq7T0ms2sZPUPK9dvuZ7b6519gv72tWxT3O7dvn5np/qMUczWKm2rqz5rBaPqTB8ufINEPl7VYSzVc8O8SbfPzxHRjyNuwuPsEjnAX7++KCqB+O2yfVJ0QHfSs/NLQFK+uTgo27wCoP7yyoGs9+zSynnj0ggWaWv9apg6+WaqlEdbPh59KqL9ODj6inMpT8TZHGu3zhHad3CV47AurV65vHGXVgdsLVuKYOUTBqw8YLTvr6JXd/v8jDqvOrz7Lzx5DcEqHMYriM9GdRkEvI/sjvPzG9GPIl6pF3t5NriBHB0RWHBTJo2xvkzJlN8+9ZH9hOiY6rx6s/S7/OEE4/CqiO8wy5P/uLFijrRj9ZdJo+2HdJXsn9+nR2/v9svPqDYxR0+s8nGDOzZ6T1QeSliho6zHdvn6XhdtfX3G4dOpg/GsPyDvqt22H33HmX9ZuR2+Yyu+rb1e8M0/jN7UzbGz5XdXxBg/r5phfeYqvpXyHxidMzooKv61fNLA77ujD0blesI/4n/uH9XWXi/1sT5+Z6f6jAbjSu328S1bfpW3UkSmaOwkeAQWJahiWZ6P6rnZciPj2zRWeLhgudn9VjTJrpAMr41Ojj4SvSEirRgrRy+IuBl/LuKVIAEN7eSc349oAzdw0mgbbRyVluTddvPofdFJ0Yej10UEMLVdMjuvj3AqLNc/N+JVBCuRG9HNolH2+CR+LaItX4loy4Mi2k/aV6N7REdGlFvSyDOKbZJ3Gw6bJ8zPRx+LYHK+3Uf2BH31mGwkrV39JB9OlcCEYI7A6CkRTrYY9b8j4p8bYByp575nHt69RQCH4z08wqHDh7yHRa1tVh/t24h+Gp3ebRPEtVb6/YUcYLxZVeOGU1s9Vl/OgaMinPs3mnzswv0znegfN6gSILZtKqsDBGo/iP4n2oioDzsg+utoI2LOM5ceEnEDxCZdF5dLno2oZsDNrc848M0j40QdQzF9x56R2A7fUebAtL5ts+uFsvDpPDxwLTwhwmd+Pzo2wvrMVYK6Z0aPiriGeQD894gV/9rwZ/jZjQhfz/w+osrQXp/kG+UzNvM7pbid6DMqlCu3Ocm37O5Qr0wr1/WtN1guW2e4ziWUoG7ofXxhGshqlrY8AvqO5bGed02LvF5KUDfvNs+7vEUymHdbd1p5/pMmO23E7e+OJvCy9P7sDYGrZZ9XYJoEJHBWAl4v++0ngzW8KnyqHD2ochnNxdQ9BIa4UreRpvFatRjfAPKa/JpVmpuLJ6DvWDzjedSwkUKWeb0McaVu2QzmMW47uYxevqVXph1IUS47cNB7dJlvvXDOfP/2s277cj3OW0aWh6USvv3hG7+TIv5R5d9ZRsXWcRYC+o7VmBDLul74Qwd8xs8jvknlm9Oh2LIYDKW/q96OXr6lV6ZVJzFD++UyAzRPkYAE/E7ZOSABCSyEgN/ULQSrhUpAAhKQgAQkIIElE2g/ml5y9VYnAQlIQAISkIAEJDAPAgZ186BoGRKQgAQkIAEJSGCbCRjUbfMAWL0EJCABCUhAAhKYBwGDunlQtAwJSEACEpCABCSwzQQM6rZ5AKxeAhKQgAQkIAEJzIOAQd08KFqGBCQgAQlIQAIS2GYCBnXbPABWLwEJSEACEpCABOZBwKBuHhQtQwISkIAEJCABCWwzAYO6bR4Aq5eABCQgAQlIQALzIGBQNw+KliEBCUhAAhKQgAS2mYBB3TYPgNVLQAISkIAEJCCBeRAwqJsHRcuQgAQkIAEJSEAC20zAoG6bB8DqJSABCUhAAhKQwDwIGNTNg6JlSEACEpCABCQggW0mYFC3zQNg9RKQgAQkIAEJSGAeBAzq5kHRMiQgAQlIQAISkMA2EzCo2+YBsHoJSEACEpCABCQwDwIGdfOgaBkSkIAEJCABCUhgmwkY1G3zAFi9BCQgAQlIQAISmAcBg7p5ULQMCUhAAhKQgAQksM0EDOq2eQCsXgISkIAEJCABCcyDgEHdPChahgQkIAEJSEACEthmAgZ12zwAVi8BCUhAAhKQgATmQcCgbh4ULUMCEpCABCQgAQlsMwGDum0eAKuXgAQkIAEJSEAC8yBgUDcPipYhAQlIQAISkIAEtpmAQd02D4DVS0ACEpCABCQggXkQMKibB0XLkIAEJCABCUhAAttMwKBumwfA6iUgAQlIQAISkMA8CBjUzYOiZUhAAhKQgAQkIIFtJmBQt80DYPUSkIAEJCABCUhgHgQM6uZB0TIkIAEJSEACEpDANhMwqNvmAbB6CUhAAhKQgAQkMA8CZ+tRyBk98phFAhKQgAQkIAEJSGDgBAzqRg+QXEZzMVUCEticgL5jcz4elYAEZiNwhq9fZwPnWRKQgAQkIAEJSGBQBAzqBjUcNkYCEpCABCQgAQnMRsCgbjZuniUBCUhAAhKQgAQGRcCgblDDYWMkIAEJSEACEpDAbAQM6mbj5lkSkIAEJCABCUhgUAQM6gY1HDZGAhKQgAQkIAEJzEbAoG42bp4lAQlIQAISkIAEBkXAoG5Qw2FjJCABCUhAAhKQwGwEDOpm4+ZZEpCABCQgAQlIYFAEDOoGNRw2RgISkIAEJCABCcxGwKBuNm6eJQEJSEACEpCABAZFwKBuUMNhYyQgAQlIQAISkMBsBAzqZuPmWRKQgAQkIAEJSGBQBAzqBjUcNkYCEpCABCQgAQnMRsCgbjZuniUBCUhAAhKQgAQGRcCgblDDYWMkIAEJSEACEpDAbAQM6mbj5lkSkIAEJCABCUhgUAQM6gY1HDZGAhKQgAQkIAEJzEbAoG42bp4lAQlIQAISkIAEBkXAoG5Qw2FjJCABCUhAAhKQwGwEDOpm4+ZZEpCABCQgAQlIYFAEDOoGNRw2RgISkIAEJCABCcxGwKBuNm6eJQEJSEACEpCABAZFwKBuUMNhYyQgAQlIQAISkMBsBAzqZuPmWRKQgAQkIAEJSGBQBAzqBjUcNkYCEpCABCQgAQnMRsCgbjZuniUBCUhAAhKQgAQGRcCgblDDYWMkIAEJSEACEpDAbAQM6mbj5lkSkIAEJCABCUhgUAQM6gY1HDZGAhKQgAQkIAEJzEbAoG42bp4lAQlIQAISkIAEBkXAoG5Qw2FjJCABCUhAAhKQwGwEDOpm4+ZZEpCABCQgAQlIYFAEDOoGNRw2RgISkIAEJCABCcxGwKBuNm6eJQEJSEACEpCABAZFwKBuUMNhYyQgAQlIQAISkMBsBAzqZuPmWRKYlsDf5ISvRWdEB0978oDynyNt2Yh+GH2watcrs/3NiP4dUKW7KQEJnEngctnciH4aHbPiYG7U9eXn+X1m15dRaSvezfVrPk56kh2SDC+MPhN9Ivp09ILoopNOXOHjk7hcOX07JTo9Iu/DN+nr2XIMbuTjnKdsktdDwyewK028/ohm3jppqx7UlW69PBt1UEf6Pbv+GdSNGPwqaZLvqM/mAeDo6KQI3/Dl6HXRTetMbg+SwEFp1a5o1H3whKSvelBXoDMvS1C3WVo5Vv/+R3ZeMeqAaTMROGNeK3U4+AOj60VXjXA4bB8f7VQHT2B7yehfIuwh0bm77fbntkkgMMYuHz2qzeD+ShE4Kq0dFdStVCds7LYTwC8QOJ8YXS3Cn+AfXhu9KXpMpA2XwEFpGr5gVFA33FYvt2VfSXWnLrfK9a5tXkEdlB4dfb/D9Y38Pjk6KMIx7XT79wDgwr7HGBAEcW8ec8xkCUhg5xG4YrrMA+HTo6dFP+gQ8NruH6N7RU+Mfq9L90cCq0jgT9Poh61iw4fa5nkFdddNBz/adPKr3f6Fhtr5JbYL58zrk0dE+zf13ir7LF+zstcaT+YviT4WfTiC8a7oXFVGlvDP6MTqEK9meOXL0/3vdvnIzxMR+b4X8ZSPEWhSN99EcJzvpUbZeZL4nIhXxB/pxM3mVyLOoQzqZFXh7tHnoh9H5D0sau0BSeBV/WejL0Q8AJyzy8TrptIf+naH6L+j/42+2eXh5zbRB7pjG/n922jSXDsteSib30OjD0V8GwaPX42u0aVxAyUQ/7WoNladnxttRPQRHvS32I2zAQtsV7fN/kF7kvb+94LZGjVOdbZJ/av7wur4+yJu+PSvrPo21e7evXz0muhLEfOJMWPF5/wc7GxS3VXWiZs3S473Rszfj0dvjA6fcBbf5bAaVeYa43yn5pw+/b9Sznl9tBFx/fHgdJWmnKHu8pC8f8S3mKMMn8LcOqo7eJ/8luvmvtl+SvSdiOv6L7o89c+sbDYbTz4xObVrx//N76ui70a04/nRuesGZLuei1/M/juieoW77dMTcvzrEf2kbIx5y6c+GxHXJPNsUqDblgsr/OLJ0d0iPofBv9F2rpNRD+OT2g4LvjPF3hoxVszj1u6YhI0IRi+P8DG1Tepf25dRjJoi9+4WP8y955PRv0aHVZnh8NAIP839BL4sQJA+D2OsWAjiWq7tftnBN3H94zOOjvBx2pwIcAHNYtzsOHddB6Mvl78LAy7ce3c8jmhgviv714qe2R2vHR83P27W5+3O4QI/Nnpqt8/PRaLCmu8Tfj+6ekRQgqM4H5k646L8t2qfzYtFn2rS2l3a9u7ol7oDfOz7jah2wDgkgiEcGcEegQvfShDcXSYqRgD37ehqXcLF80u7Xt3tU8dBERc0QdMx0bUjnC11Yr8bEeQVZ0sf4fSe6Oy7c4y2SyX5hRH1/3PEwwgBDJxwaK+J6NOtI/K8OCpG8AoDgqASPP5mtunf/c/MtnuLufGgJo1dyuXYpHHq07+6LwSlN4tuGMHoECobYZdIGjdFAuDC6bezTVBfxrJP3RTNeMOitntmh/6VG9OvZ/v0iH5j1Mlceku3P+6HPM/u8pOHGyh/ZFLKIW1S/3kg+mZ0dES93IgIyEljzm+n9fEdjBMPc5sZ1xpl8fDBNUCgxj7j8uAI38v1RhpztdisbPqMJ2NFfQSTjNf+0c0jgqYXlQbkt8zFl2S7zEVWbH4SXafLV/eJAOCoiD4xjq+KuCZ5YCAAKNfkH2Yb31DPleyexepyP5Aj94so96UR5zL3uH5JY/78T3TpqFiftpP3sAgW+OPWTkgC/g0fw/E7Rz+NHltl7NO/SYzaest+8cOHdgnnzS/BZ31tskJM0FXaz/zCv3BubQSsXLOT0posu3efGp1WHTg82/jji3ZpB+QXv/vIKo+b4wn08S27J+W0hgM9LsLxr6v15VKCunMFBI7uxKg4MVZ2WD3AuCgo89zdPj9csARttfEEzI2pNhwY5x5ZJV6vS7tJlcYT+8+iukyeKFmp2cwYS4Kg2o7IzoFVAmPdlk1wh5MuzpybKQ7yGdV5bN4jov2s0BTD6eFAah5/0h0kCG1veLdIGmVs5sw5HSdCvit3ZfHz913aNas0Ah+CzWK37/IQ9NT2T9nhhvXLVSLlbxbU1eNEYEn+epz69q/0haC3GO2D+yh7XhK5cfxqcxBHTjuwvnUz3h9syrln9ukLjhgrY3LFKh/OmgeczYw8NU/yvix6VXPSZv1/fvIy1+q5zvX0o4jzttNgtJnRd/IQ/G9mrOKRr4wd1wr7NScCA1ajH1cVNCubPuN5+a4NBEa1PT07jAfBOFbmYj1X8Ysb0du6PPyUPr2xSmNMuc7vENHfP6iOsYm/OqFJa3dLuTzMFaNtlPf6Ko0AjjSCrmJ9235Yd+64oO7UHN+/KpcHcVYri/Xt32aMquL2bhY/zD2nNu5Hpe8lz3OaPE/MPg+yF6zST8l2W9aotKao3btci6dVByj/5Ih5W4x28WCgTSYwtz+UaKvihsag8wSk7SHAzZSJz9MOAQL26OhJ3faon9OT+MfRf0VM9I2Ii4CbMqt2rX2gSuCiwni6LsaNESdypyrtbtkmfTPjSYlzXhnhTFlNe2nEq4na2CcQK8ZqF0HsDbqEm+aX+ut2cuj93fFbdL/lh6dzgsJiBFDc8AnIWJmrjZU9rM/Fj1P6dHXyV7PNE/pHqzT41exK20a1nbG4TnXupM26DAJ9rNQ1bf+YV3Vw9absw32U0Qdec32rOciYMgbT1j2qjjqNwJuA9+3Rw6P5AL/1AAAgAElEQVQDIxz4iyecSJ+eEH08KvP+97N92RHnjes/8+DzUT0fWUn+QtRnjoyoaulJBBN9rM1Xzy/mNcFDPZdnZTPNeLYBP9cr1355AGEuMhb1XP1F9jmv+Ils7jVW5IoxpjyIlHEc5QsIdAniJ9mHqgz4AaxNg2/rC6Zp+7g24G9+Xh3EF7TjxOG+/RvFaFTd4/zwccn8e90JJc+ougki6wfwUXXMmvaenMhKMvXyEE8cQbvwIVoPAjwZzdv+KAX+WcSNAoeunUmAVw3fjB4VsSrEEzkTdpwR9PHEyw2OG+JB0YO7zOcccVLNG2eOnaPKR9BFgHb3Lg0Hi4PkxrmZPSYH7xNdMXpzxI35qKgum/NHjTdO++IcjF24+2V5vbbi2MvxcqzNV5dBkLlRCUdM/eNWqer6vl/vZBtWP4y4qRQjre7ftG2vitpnc7NxKvX07d939yl9fAJljwv4OGvausfXtOcIc4ubKw6Z+bIRvSsqr3z25Nr3v69M0u2jP44uHR0U/b9o1Jwf13/6cploo9HFsk8QPmRjNRE/QZC9mREAEHBsNJna63DUXJ6FzTTj2bahzLvaF4y6vsnHQ+MFmj6NylvmKw+9MChihYtrfBI/qhh1LdZp8MUvtL5gVHvGtZ16RlnLaNQ4cV7f/o1q06h6C7c+vuA5KWCjEvu0+9dGFTyHtLemjFtFXNdHR3x28bKofbswh6rWswienOZpfM/wlxFPUKfMs+A1KYuVt7+Onhhx47rvhH7dJccJ+lh9mZf9Ywr6h+gqEcEdq1+TDMfG6gq6evSIaFeEE3luVKx1xKRzMZYnYG5UWBt4lf1yvMs28qfkoQ8PGZljMYl123E0xaZpe5+WLbJ/lH2hTRqxiLp5hX1EdGREkMbcx3ETrP0sao1ABf+xK/pMe3CKffrCw8o1pzhnSFl5FUdgz0rFqMD1bEm/QcSqHMHWNLYVNn3Hs/UF5aZc+4LWD9AH0nhN2wY8o/pX5uvVcvD7ozIsKI16t9r2Pk1bVP9KuX18wb3S0Nf3aewc8/xnykK8+r539MjovNHt5ljH2hY1z5U6gD85umVUVn5wOjyha2cSeF42cVg8Jf3HBDA8sbZWnnTb9L77r0pGVgL+v+j3olf3OPH5ycNFhX00unPEGF+1Sys/3KjrJyoc35Wi47sMrNLwuqF9VVn2uZAnGauEn4xw5K3tSgLzbxFW2jaq7YwnN9di9JGbLnZw9BvlQI/fRfaPPlw2ap05gT5Px/Oum1c0zDPsh9HfR6z6ErhdZE/yPv8dNefJNO28f1vOuVzEanhtrOI8qEkb4i6+lHlEMDzKeCPCTe9xow5OSJuVzTTjec2mDTfMPv35YJde5mLtL7hmrhUVPzGhG3u/vWt9AZ9nvGTSyVs43rftBKdY8QXwm2aFi3HC5t2/wvfaXfnlh/Zxf8COjWh/WzfX5yuiaa/H3YX2MN4IXb/L95X8Mr+Pidp7TY+idmaWeQV1BHQMNDeHm0R37fQH+b3MzkQ7ttcEANeLYDPJ3pAMvxndost4UH7vN+mkCcd/kOOvjbhZHBtxs51kN02G+1eZCFK4KfNarTZW7p4Z8ZR+/ui5Eat8T+synZrfZ0T3iA7t0ngdxpPYa6L3dmmTfh6aDLSJG1sx5uA9o49UafPchNl7ol1RCYpunG2ChMdGBMrFvpSNS3Y73JxvVh3rs7mo/j0llX8/4rdc+3Djmn1f17B51s3YPjoqNwBeYXHj+GyEwx5lpySRB4c/jQ7sMtwyvwSd0xh9/HH01Ih6MQLsv4oof+gGIx6e/jx6SFSCU26qd4kIWhgrVj2ntVnZTDOejBfznnl2WHSviKD+y11jaQO+kPEpc/HB2S51dNk2/XldjhKgUFa5JlnZ/Juo1LNpATMe7Nv2k7vy8QXnjAiYxj3MjGrKovpX/PD/TaUlWMJf46vgifGAh9/mPnFIl7Z/fp8U8Vr7q13avH+oi/vBebqCadfVo/ZeM+96d1R53JQnGZOXfKP00kknr+jxSVy4eDcigihej4xzvufq8uHgKJOAAEeOsTr2gogL7HMRZXBTIh/Mfz96fMTrQNK4UeLw/0+EUyONugm0asPhcuzmTfq4Xcp8R/SJiBvix6L21fHLk/bB6PCIlTSCHPIeFrX2wCScGHHj+mKEk8TpYTjnjein0end9m12Hzmr0fb3RSdFH45wgJNWxOAHZ75d2YguF/EU+N3oF10aT/n0hQC1pJUnx/MljUB1I2I84HFE1BqBEv36ePTGiHGcdpwm9a/tC+X3sSskEwEq84cA+A0RabVtVvc5knEj4mGAMWIbjq+MvhmVOcyc4WbGyjTzgbnwqS7fZfO7mXH8TRFjwHkvixjfn0UbETeVPv2nXa+OvhwxR94T/U603TbJd9TtY07/U8R82ogYt3+LeKCojWsE30HZ34oIbIoPYsUFP3RcdcIsbPqM5+W7Ntwxv//YtYVxfH507qp+Nuu5yHX8zugGVZ62Txs5VoK3ku2AbPx1xDGuN8aZIPhsJcOI37ZcWHGNb0Tw+3ZE0MxKVp2Gryg2qe0lH0EQ48LcJ2hq/VtZ4SdoYYwYq42oPBRO6l/bF85tGSVppBU//Okc5Tp70IhcRyaNzyAQfp/r+QJdPh7QNqKfR/hV+jIqrcu+zw/5a3/MuYzDv0bwok207VlRu+KeJG0EgV6+pVemEYWve9Iqc+H1FzeHs89xkEpQN8ciLUoCa0lglX3HpAEpQR0Pd5oEJLBcAgv7J02W2w1rm5bA7XMCqx+sRGkSkIAEJCABCawBAd6RazuDwMPSTV4rvCK6T3TbndFteykBCUhAAhKQQCGwzq8KtjLKq8bliHSWb202ogdvpePNuXxjdUrE929888Q23+toEpDAaAKr5jtG92Lf1Icn6dSI/vF9Jd/RaRKQwPII9PItvTItr82DqUkugxkKGyKBlSKg71ip4bKxElgZAn5TtzJDZUMlIAEJSEACEpDAJgTm+dePm1TjIQlIQAISkIAEJCCBRRIwqFskXcuWgAQkIAEJSEACSyJgULck0FYjAQlIQAISkIAEFknAoG6RdC1bAhKQgAQkIAEJLImAQd2SQFuNBCQgAQlIQAISWCQBg7pF0rVsCUhAAhKQgAQksCQCBnVLAm01EpCABCQgAQlIYJEEDOoWSdeyJSABCUhAAhKQwJIIGNQtCbTVSEACEpCABCQggUUSMKhbJF3LloAEJCABCUhAAksiYFC3JNBWIwEJSEACEpCABBZJwKBukXQtWwISkIAEJCABCSyJgEHdkkBbjQQkIAEJSEACElgkAYO6RdK1bAlIQAISkIAEJLAkAgZ1SwJtNRKQgAQkIAEJSGCRBAzqFknXsiUgAQlIQAISkMCSCBjULQm01UhAAhKQgAQkIIFFEjCoWyRdy5aABCQgAQlIQAJLImBQtyTQViMBCUhAAhKQgAQWScCgbpF0LVsCEpCABCQgAQksiYBB3ZJAW40EJCABCUhAAhJYJAGDukXStWwJSEACEpCABCSwJAIGdUsCbTUSkIAEJCABCUhgkQQM6hZJ17IlIAEJSEACEpDAkggY1C0JtNVIQAISkIAEJCCBRRIwqFskXcuWgAQkIAEJSEACSyJgULck0FYjAQlIQAISkIAEFknAoG6RdC1bAhKQgAQkIAEJLImAQd2SQFuNBCQgAQlIQAISWCQBg7pF0rVsCUhAAhKQgAQksCQCBnVLAm01EpCABCQgAQlIYJEEDOoWSdeyJSABCUhAAhKQwJIIGNQtCbTVSEACEpCABCQggUUSMKhbJF3LloAEJCABCUhAAksiYFC3JNBWIwEJSEACEpCABBZJwKBukXQtWwISkIAEJCABCSyJgEHdkkBbjQQkIAEJSEACElgkAYO6RdK1bAlIQAISkIAEJLAkAgZ1SwJtNRKQgAQkIAEJSGCRBAzqFknXsiUgAQlIQAISkMCSCBjULQm01UhAAhKQgAQkIIFFEjCoWyRdy5aABCQgAQlIQAJLImBQtyTQViMBCUhAAhKQgAQWScCgbpF0LVsCEpCABCQgAQksiYBB3ZJAW40EJCABCUhAAhJYJAGDukXStWwJSEACEpCABCSwJAIGdUsCbTUSkIAEJCABCUhgkQQM6hZJ17IlIAEJSEACEpDAkggY1C0JtNVIQAISkIAEJCCBRRIwqFskXcuWgAQkIAEJSEACSyJgULck0FYjAQlIQAISkIAEFknAoG6RdIdR9kPTjFOiM6LDl9Sk41LPd6NvLqk+q5GABOZPQN8xf6aWKIFtJ0AwoO1LoA+X38pp344O3ff0paZcPrUtM6ijc0+MDOqWOsxWtiIE9B2bD5S+Y3M+HpXAOAJnuFI3Ds180n+YYr4U/Xg+xVmKBCSwQwjoO3bIQP//7Z0L3G1Tvf6JRAiVUipvohTpqkNUu6Iop9Shki6Sg/4JUZ1U59iVkHQTXc+J6KIIR+l+2SGc3G+FXBa5hkgUUvv/PO8eYxt7vHOtNdd615rvnHN9f5/Ps+cYY44x5hjfMedYvzXGXO+mmxAYJYFlR1kZdc0gcJZSnjUjlQQIQAACvQkwd/Tmw1kIQKCAACt1BVBGlPQm1RPfZdst1Omjt16sd0gHSrdL10sfCnl8OEm6T7pHch0PDedO1fFuyduam4U0b60eL3lF8CrpF9LG4VzR4SFK9PXchj9LJ4dMa+joa90fzi8T0rfS0R8wv5c60lek1cK5eHi8At+T/iq57v+Sls7yEIUABMoRYO4ox4lcEIDAEATKvP8xRLWNL1KGy/LqpfNFp25lhZ8S0s7W8d3S06UDQtoLdIz2ZQVukR6cpDl4sbRmSPPxj5LzRgf9PQrbGdwo5PGh6J26y5Ru5zG1xypySZLwSoX/Ie0U0tz+0yU7l/F6Pl4o/VZaV3Kf95SulninThAwCGQEmDsWAWHu4NGAwGgJlJlbpp0SbCaBMlxyp861xLTjkiq9KuZ3aLzCFe35Cvgar03SvAL34yR+mML3Sg9P0jxRdqSfJmlFTt0HdP7v0qOSfO9XeN8kbgfvgiTu4OaS27VlSN8uxF+d5TtDcZy6DApRCITnpR8I5o5+hDgPAQjkBPihRE6kwri3NKN5NexG6dFJmlfELpd2TNLepvARSdwO1pWSf2Eb7Z8KeBXwRdKySXoePEoJdgC91RPtzQo43ebt2KdJbkdq54XIS8Nxk3C0E5faOVmcKAQgMBoCzB2j4UgtEGgdgbiF1rqONaBDfp8tNTt28T22mH6kAn6nzatpK0gvl06MJ3V8pOR38nKzk+dt21XyE0nc78/9THprSLNz9gfJ78TZXLdte6mTyM6a2x5XBx8znWtmO/x36jAIQGD0BJg7Rs+UGiHQCgI4dfUexnQ17TVq6o8kvy8Xzdub6dZrTHeat1bzyT8pOh08UtpQerbkVUDHo8Wt068qYSrTqoq/PWT0CqMtb4fzYBCAwNwQYO6YG+5cFQJzSgCnbk7x9724V83ialrudLmwz60tPSKpyb86fY70K8m/ZO1lJ+ikHT//EjdfBbxJaf5Rhp2+3OYrYYuQGLdd4zZszPusvJDiXj2cKkgnCQIQGC0B5o7R8qQ2CLSGQJkfBLSmswN0pAyXXi87x1/ExkteqsAXC67v7U9fy78uzS3++tV/ZiQ66HsrXObXr7GuLyng+ouu/TKle8XvdcmF/cMNb93G7Vlf90LJP6qwg2nHzX2zs5j/UOLzSvM7f/4RCAaBSSXA3LFo5Jk7JvUJoN/jIlBmbuHXr13o94O3g8pdIznfbdKxkt+PS9M+p/jqUkey8/QX6TQpNTuGfm/Ov0wtsnWV6BW3a6WrpV9K6apZ+v833qxzvmZqGyviNvpYZP5BhH8s4brPlfxO31OzjI9T/CTJf6fO27GHSh+X/J5gR3qJZNtXsqOXlw+nOUBgIggwdzwwzMwdE3HL08mKCPSbW6abUSpTRQ2u02XgUqfRoC0QaA4B5o7mjBUthUCTCPAnTZo0WrQVAhCAAAQgAAEIdCPADyW6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIgATl2DBoumQgACEIAABCAAgW4EcOq6kSEdAhCAAAQgAAEINIjA0iXaurBEHrJAAAIQgAAEIAABCNScAE5d8QDBpZgLqRCAQG8CzB29+XAWAhAYjsBCtl+HA0cpCEAAAhCAAAQgUCsCOHW1Gg4aAwEIQAACEIAABIYjgFM3HDdKQQACEIAABCAAgVoRwKmr1XDQGAhAAAIQgAAEIDAcAZy64bhRCgIQgAAEIAABCNSKAE5drYaDxkAAAhCAAAQgAIHhCODUDceNUhCAAAQgAAEIQKBWBHDqajUcNAYCEIAABCAAAQgMRwCnbjhulIIABCAAAQhAAAK1IoBTV6vhoDEQgAAEIAABCEBgOAI4dcNxoxQEIAABCEAAAhCoFQGculoNB42BAAQgAAEIQAACwxHAqRuOG6UgAAEIQAACEIBArQjg1NVqOGgMBCAAAQhAAAIQGI4ATt1w3CgFAQhAAAIQgAAEakUAp65Ww0FjIAABCEAAAhCAwHAEcOqG40YpCEAAAhCAAAQgUCsCOHW1Gg4aAwEIQAACEIAABIYjgFM3HDdKQQACEIAABCAAgVoRwKmr1XDQGAhAAAIQgAAEIDAcAZy64bhRCgIQgAAEIAABCNSKAE5drYaDxkAAAhCAAAQgAIHhCODUDceNUhCAAAQgAAEIQKBWBHDqajUcNAYCEIAABCAAAQgMRwCnbjhulIIABCAAAQhAAAK1IoBTV6vhoDEQgAAEIAABCEBgOAI4dcNxoxQEIAABCEAAAhCoFQGculoNB42BAAQgAAEIQAACwxHAqRuOG6UgAAEIQAACEIBArQjg1NVqOGgMBCAAAQhAAAIQGI4ATt1w3CgFAQhAAAIQgAAEakUAp65Ww0FjIAABCEAAAhCAwHAEcOqG40YpCEAAAhCAAAQgUCsCOHW1Gg4aAwEIQAACEIAABIYjgFM3HDdKQQACEIAABCAAgVoRwKmr1XDQGAhAAAIQgAAEIDAcAZy64bhRqjkEjlVTb5UWSitV1OxtdZ1OuObuFV1zFJfZQZVcE9q92ygqpA4INJDAXMwZh4jTTeHZ26BBzJgzGjRYsan+MOxnT1KGT0rnBl2u4y+kF/cr2ODz/bg8TX27Trpbct739ujr0jp3UcjnMgeGvKvpeIO0a4+ynOpPYOfAtiqnzi1aNlxzFE7djqrrDf27OVCObnUuH9qNUzcQzoEyVzF3DNQgMs8gMBdzxubh2RuFUzdfdW08o1ezS9hRxYvmIeaM2XEdZel+c8v0tcpk8geXnY91QuuW0fHT0j3S00Na2w5luLjP/y05742Sb/4i2ybkcb40z8qKnym9rqgQaaUJzMUEPUqnboF6emLp3pbL2K1OJuhy/GaTq4q5Yzbto+xSS83FnDFKp8732F4jHkjmjBEDHUN1C0e1/Xq9GvdR6YrQyH/o6JW7h0hbjaHhTavyB2rwGtJOXRq+r9J/WHDuL0rzt63vFJwjCQIQaD+BYeeO9pOhhxCAwAwCo3LqTlDNX8hqf1iI3zrjqpOX8C11+WrpfZJXcFJ7mSLXSb/N0r2l7fR7pWOyc14RPV7y+0/nS2dLH5TMfD3J39Isl9tO+r1kRzsdiy0UP0OyI36t9HXpsVJq71TE9Z8nXSgdIcWVV1//T5Kv8xLJK4reanabXC63ftdzW2O7/0VhO7J2ap0WtzCfovBJUkcyTzvC60vDmr9wnCWZT0f6iuQt72geq/2lc4Iu0PEoyQ56brspoSOZwWmSt99zW0EJn5W81W6m1sHSw/OMIe4Vb98Dm0gvD2HHt0/y9+OaV12mTpfxKwEHSrdL/tL2obwixUc9HgWXmPikb4nAoHNHhFZmfB6izIdKt0l/lrwi/BbJz91NUhz3TRX2PB/vWz836X2o6LRVOWe4fbGdnpdOlzxfOi1uYZZhMN3wEuZnYh/pMulSya8Z+Qu506M9ToEvS54r/DqS58/5kjmnlnK/Qye+IcXPzDTf2oqYu+sz+19Le6cZsvBminuOsM0PYcenFiVN/7uH9DvJ/bhSOkBabvpMsTFnFHNpbKofkEHtiSrwM+lXUn4zD1pXXfOX5eLtV7+HsKvkMjtmHTKj50iHhPPLZ+ftLNnhibamAn+U7IBEp/zlCt8veVXvwdKU5AnAzoPLPld6s3SLZLMz4/xOs/mB9sThB3yVkLa1jv5Ajw7MSgqfIr0/nPdhZ8l9chvXkzzWe4Y09zlameutrsxvDWV/qeObJE/UdpDs1HmytFN6hOR+eyL1h5HTHiP1sthO9yHaKxWwo7tTSPBWtz8UTpUiV+e34+qJ1ebJ7ROS86UTuR1nc/CE7/FbV7Lz6TS3PdohCpihx8hmx91j4nHrZQt0smj7tQzXbvV2q9Ptd7vPlt4teQw86TvtBVK02YxHUs1EBs2yjM1m7ig7PoerIf7y5C+Xy0qbS9dKbuMGSSN9735ais/GOgrfLG2Z5Nla4SrnjMfrel5M8DN6svQS6fmSnym3vSwDZZ1hRXPGx5XrTumZIbcdRl/Lz0c0M/D8sGJIsKO2QDpocY5FgSLudgBz7n4OD0zKvlrhv2V1FUVdz14FJ9xW89ownPMXeTun3y3ImyctUELRPMSckZOau3ipuaVUptAHf5j5W4HLHC89eu76NvYrl+USJ2Y7PF7x8De8ODFupnDcdvWk6Tr9gKRmh+mYJOEwhf1t9BFZvh8p/rwkzeU84aT1+Ru47WLprBCOBzsYvr5X/Gz7S57c7chEc3tfmsTjxOeJJrXfKOJ+RitzPef1B4Tb8J6krCdQOxaeBP8u2fmLZkfsr1I+YSZZpoNFE/QlSve339T8gebrux02j9NUCMdD5JR+4Lmu87J8drRd1+5J+mkKfzPLt6Pia2VpeXSBEoom07Jc8/oc71an7xe3+7ikkDn4g/+/krTZjEdSzUQGq5g7yoyPvyDeJ9lZS81OhNuY3uP+cvfQLN/Riqf3yVzMGX723VZ/cY3mL2xe/S7DICm2RDCfM/zF0fOPV9pTc5/tZK0aEj0npXOUk98u3ZoUKsvdX/7+Ke2SlHVwvyxeFDWT3KmLffAX09R2UsT5vRrbyxboZNE8xJzRi1q150b2Tl1s9u8V8LcjOxz+FueVovRhq7Z79bqaHTE7bv52t21o2gd0/NiAzbTjcZV0W1bOjoidqdTOVeSeJOEohT05ry/lTp1X6Vyn67edKnks/a3TzqAnLTslP/fJzM7O4i7jfq4mlb1eWoW3GKKdr4DvIzuTV0h2VKPZ0XC7U0czOd016DZ5e9TtTC06ZrE+T6jux0+lTtCCUGDtcPQ3cdd1RojHwzlZ3NFTpO2lYyWPlyftI6VrpEFtGK6DXCO9P8zhJin9kjbK8RikXZOYd5i5o8z4PEcwfQ+WuXfdho9IF0r+steRtpHic6DgnM0Zbls6B52suFejyjBwu8vYi5RpWalozrBTEx2iuxV+vfR/UuRkx9OfiZ4rbGW524k8U7LT/alQzuU/7H+GsNiHfO6Pnxtx7h+i6ukizBnDkhthuQeNsK60Kj9QXqHwUrW3yLBFBPyuhb+x7Ss9W/I3XztKg9gjldl8y5i3QnJzeVvROdcbz/9Y4ZdJd0hHSHbSj5Y8OeXmd3FSi+3z0n7Z66Xli9rmep4odTL522ecLNM6eoVjm+xgpfXZEXNf/C3f5knQL6r7Q+/J0pS0iU/IlgtHX9+Wt9nccvugEnaTXJdXaO0o+Vv3MnnGEvFhuJaodnGWfEy9VZ22c5TjMUi7JjXvoHNHmfEZ5N71F5FtJTssT5CmpG9L8TnwuMzVnFH0rLk9ZRg4XxmLz5tX6jqJHPez8qhQib+o2wmzA7yWNCW9O5wbZs7wKxafkd4g2XH1VunrQn2DHrrNGXG+jucHrTfmZ84YltwIy/mbxyhsBVXiFSEv4Ubzh4BXWHxTYosI+FucH1Av2XuSfMcQYOwUrjZEuVgkbgNExyWtymkes2g/U8DydsGu0vulFaXXLs6xKLCKDncladHxu0FpDwnpZa6XVbtE1O32N187w7O1yOCrqmjvHpV5IvV97An6/i75bgzpef+8spmbn48vBT1TR/9wZr5kh/DQPHOf+B6LLyEAACAASURBVCDj2KeqoU6PcjyGasCEFRp07igzPmXvXa/QetVrvvS7PtzbPmfsov6f1IPBDjrnL+peLexmZbm7vB0lfxn0qw9bSB+VjpHs3J0vDWLd5ow4d8Xzg9Q5SN4y9+Qg9ZG3gMCoVuq8PRWXn9PL+EXWsqtKBc1rZdJh6pUfVHP5yRA99KTpLY/csfua0ryy1s+8OnSJtFGW0XXaGXP9Nq8obRzCfhfQk4onE7/fllvuaD1fGS6T7KyUvV5eZx73PfYkKX+vZzul7ZVn7hN3my6WNizIN19pnjxt3prKzauPqd2piH+5HFfw4rln5QUVP1yyU2zzhPxGyY5qEdOQbfrgbZilQ8LqOm4mzZZrUZ3pNfuFRzke/a7F+UUEBpk7yoyPV6Z9H/S7d4ueA7cofxbaPGcsCKzyOcNsvpGwKGKVcyrL3TsQ8cuev1z+SPJKqeeC9aVe5i+hcc5YT+GnSr+SnJ7P/TEe5/5u9TJndCPTsPR09a1b0/3N5BQpLkE737skl/VqRButDBf3+78lr/ik9hRFHpelHaK461w+Sz9TcTtT0dZU4I/SF6XolL9W4aullR7INv0uRlouObX4169+V87mieg46SrJq242f4CcKHkV1uYJ5kLJ1422swJu8/clO4WuJ4572mev1noy6XU917ml5Po8CeXmifEmyZNc3AZ0PjtF8/LMWTy2M+VjB9iTVLqVYY7XSXEb4tUKuz37SZ4g7ZB5O9Zp20rR7Fg6zdss3mJZS1oQ0naPmXS0I+nVzmieaP8q5fdHkmU66HsovqO3h8Je5bWV5RqyL3HoVufyyuW+7JYVulTxdOxnMx5F7ZmkNPMtY7OZO8qOj79o+IuJV+I8n7xQOk9yGzdIGum0juR72+YvPn6mfU9Hm4s54yBd3PNCkZVlUFS2aM7wKpmvFbksq/DBUvqesbdezWXzUOmUjtdI5hnnFZ8q4t4J+WL9zu85ymMSbUcF/MMMz7e97Aqd/GTIcLyO7wzhA3T0gsIzQtxb8P4C/t0Q73VgzuhFpx7nSs0tZTJtpv4cKV0iXSB55cJOnj/s2mr9uHhFpSP9RbpF8vsmRebtyY7k1TvX6QngPySvSjn9XunuEI7OzLqKnyDZofFk+z3JaTav4HWktFzRFridmjMk/9DA9fjbph3GaBsr8B3JY+pVJY/pp6R0pSxOfF6pWyC5r64rTiAKLrZ+1/uwct4smcH1UhEvM/Hk8wfpXOlU6RVSL7MDdKsU2e6QZPYH2enS1ZLrsxNrRys1O1FmdIPkvPtIrsuOtT9Qou2qQEe6S7IDNk9yvtukkySbr/0LyVvcZupn5R3TZ3qb2+Rx9lj8Rnpakr0f1241F9Xp+yR+ALndn5PifewPF4+vv8BFG2Y8kuITGxz33DHI+Hj++azkD3rL84C/sLiN6WqQnYiTpdsl37tHS35e7pM60hpS1XOG5wjPm17Fchs8h+Q2zD3aa87wlzRvQVt+fu3IrpJc1F/8Pi/Z+btcchvtXJmn58ZtJFvK/Q7FPYe/VXI+z38fkB4s/afk+cTM/aXac96LpX7mL6j+ku4y35fcrmh7KuAvaXbmnOdAabkHTncNMWd0RVObE/3mlumGlspUmy5V1xC4FP+pkOpGgCtBoJkE6j53eIvPbUx3XkZFumgFbFR1Uw8EJp3AyP+kyaQDpf8QgAAEmkTAK0LpNqvbvqHk1W2vRmMQgECDCDyoQW2lqRCAAAQgMFoCT1Z1duzi9tvTFd5F2n+0l6E2CECgLgTqvlUwV5wmncvxAu93cOI7IG+aq4HguhBoGIE6zR1bi51f9Pc7VpbfA/N7o/5h0KiNOWPURKkPAksSKDW3lMo0gWThMoGDTpchMAICzB0jgEgVEIDADAK8UzcDCQkQgAAEIAABCECggQR4p66Bg0aTIQABCEAAAhCAQE4Apy4nQhwCEIAABCAAAQg0kABOXQMHjSZDAAIQgAAEIACBnABOXU6EOAQgAAEIQAACEGggAZy6Bg4aTYYABCAAAQhAAAI5AZy6nAhxCEAAAhCAAAQg0EACOHUNHDSaDAEIQAACEIAABHICOHU5EeIQgAAEIAABCECggQRw6ho4aDQZAhCAAAQgAAEI5ARw6nIixCEAAQhAAAIQgEADCeDUNXDQaDIEIAABCEAAAhDICeDU5USIQwACEIAABCAAgQYSwKlr4KDRZAhAAAIQgAAEIJATwKnLiRCHAAQgAAEIQAACDSSAU9fAQaPJEIAABCAAAQhAICeAU5cTIQ4BCEAAAhCAAAQaSACnroGDRpMhAAEIQAACEIBATgCnLidCHAIQgAAEIAABCDSQAE5dAweNJkMAAhCAAAQgAIGcAE5dToQ4BCAAAQhAAAIQaCABnLoGDhpNhgAEIAABCEAAAjkBnLqcCHEIQAACEIAABCDQQAI4dQ0cNJoMAQhAAAIQgAAEcgI4dTkR4hCAAAQgAAEIQKCBBHDqGjhoNBkCEIAABCAAAQjkBHDqciLEIQABCEAAAhCAQAMJ4NQ1cNBoMgQgAAEIQAACEMgJ4NTlRIhDAAIQgAAEIACBBhLAqWvgoNFkCEAAAhCAAAQgkBPAqcuJEIcABCAAAQhAAAINJIBT18BBo8kQgAAEIAABCEAgJ4BTlxMhDgEIQAACEIAABBpIAKeugYNGkyEAAQhAAAIQgEBOAKcuJ0IcAhCAAAQgAAEINJAATl0DB40mQwACEIAABCAAgZwATl1OhDgEIAABCEAAAhBoIAGcugYOGk2GAAQgAAEIQAACOQGcupwIcQhAAAIQgAAEINBAAjh1DRw0mgwBCEAAAhCAAARyAjh1ORHiEIAABCAAAQhAoIEEcOoaOGg0GQIQgAAEIAABCOQEcOpyIsQhAAEIQAACEIBAAwng1DVw0GgyBCAAAQhAAAIQyAng1OVEiEMAAhCAAAQgAIEGEsCpa+Cg0WQIQAACEIAABCCQE8Cpy4kQhwAEIAABCEAAAg0kgFPXwEGjyRCAAAQgAAEIQCAngFOXEyEOAQhAAAIQgAAEGkgAp66Bg0aTIQABCEAAAhCAQE4Apy4nQhwCEIAABCAAAQg0kABOXQMHjSZDAAIQgAAEIACBnABOXU5kvPFtVX1HWijtPt5Lda19H525LrRh6665OFGGwJQy/VC6RPq99K0yhcaQ51jVeavk+2qlMdRPlXNPgLlj7sdglC2YUmVl545B8o6yjf3q2lQZOtL90iH9MnO+PgT8QYHNJDAsl2VV1Vw6de7JOqENk+LUTam/86U13PkR2k9V1/GhvlV1tGM3V7azLoxTN1f0B7suc8dgvOYy95QuPl+ay7mjTvNM0Vh4kQCnrohM9WkLWamrHjpXrJ7AlC65nzTKiXlp1beZdErozh06blh917giBCAwRgJTqnsu5w7mmTEObhurxqlr46jSpyoIPEQXWV66J7nY36q4MNeAAAQaTWCQuWOQvI2GQuNHQwCnbjQce9Wym052pLul06Sndcm8ldLPkryF5/xfkVYLeffV8S+St2281P3SkH6wjn8K594b0h6m4+eljnS5dK70qnCu38Hbst5OvEa6SvqFtHFSyOd8PbfjJdKZkvvl/O9M8rnPzmO9QzpQ+rN0rfRmyd8+3XavbrnsTlJuT1HCSVJHulry+yfrJ5mOUThew208UXJbLpVemeQzF79zZvuxZH7m3Mv8XtqhUkcyw4uktyYF3qTwFSHuvrnObyXn0+BsWTxOlX1ZukDyWJ4vzZcekl6kR7jXfdWjGKdqQIC5Y7Lnjn7zTL9n+ybdw54jfXyGdI50l3Sy9AjpWSHNny0/kB4lpfYWRbwTcbbkeedn0nOXzNI11m/+7lqQE+Mn4JsCm0mgDJftVMz5/OOE5aV1JTsqTts9qdJOyD+k6NysrPDp0qlSdLzfGMo9Oynn4Bek7UPaMjr+WvIDGB3Cf1PYdW8Z8vhg581tSN+pW1PxP0p2IOI136OwV6I2kqLtrIDLnimtJ9m52DOkvSFkcvv9UDufHSg7fE+XjpTclk9Le4W0I3T8u/QEKZodmVsln3Nb7ATayXLaY0Km1XV8q+Rr/ETaRnqm5MnpdsltiDZPAefz+X5mhnEiiwxfoDSvwr0rKezxdJ3+4O1ls2XhMfK9sGK4iJ32BdJB2UXjuNghjVbmvsqqIVoBAd83/Yy5g7nD90i3eabMs/14lffng7+If1N6nmRH0PPjdyR/SfcXYn82OM+XpNTszL0mSXi1wi776Cyfv9QekqSVmb+zKoiOiECZuWX6gwubSaAMl0tU7Lys6MsVd9nUqXM+r8SktnnIF52xFRS/Q7JzE80PfEfy0RY/CNIH0emnSWeGPD4UOXWHKf1e6eFJPjtUHckv6kaLzoMf8NR+o4hXyaLFyciTRzRPMu67HdtodiadZqc12uEK2NGz4xbNztFfpdSZMZuc5b+EtBcmZeeFtDJOnX9l6Do9aaZ2lCJebXxoSIz92y3LVxSdDQv3O+Xg+t8u2cFNrcipK3NfZdUQrYAAc8eSkJk7ut903eaZss+250vfb09LLvE/IS1dIPDOkHclUls7izv6Byn97HJa7tSVnb8LqidplgT4ocQsAfYq7hUVP0hnZJnOyeJrhHxejUktOoNxq9UrRd+WvCr34JDRztuPJK+m2WLeorr8LS1dvQpFFh/sRF4p+RtbtH8q4G9rL5KWTdIddHpqvqZX5+LqVjyX9veGkJinedJJv/25H97evCW5gLcI3L7Yx+TUEtupnmBs+bfJNH+vsDnYvMKYmj94PKYbZemDRPN+u2yelrO4W3leL/2fdK3UkTxRe/vE7elmZe+rbuVJnzsCzB2L2OfPhlPztPx5aevckd6Ngz7b/uz4bVKB52HvmHhHJ5rnzXzOXE5p35Iuk/yaTEfytYucPSUvtkHHIC1LeJYE8g/qWVZH8YRA3Cb0cnVqXm1L7ZEhYmfNS+OpeWUoXTk7UvFdpH+VvHS+o7SfFC3WZQcgNX/bu1PyA2nnqMhc1g9vbnby7ESuIt2WnHTbUovO4GOVmPY5zeeJxJameVK287hMOOeD2+JtxE6S5qDT0jbE00XXSOvLqukZjQzzcYv9i+d7VtLlZFE7+7H4gOryGHt72VvL5uV3bY6WPOl2s0Huq251kD43BJg7FnEf5nlp69yR3omDPtue+1PzPHyX5Hk3mtPyOXiB0s6Vni/FeddftnvNO65v0DFwGWxEBHDqRgSyoJobQ1rqlDlp1Sxv3Eb7qtL3LqgnTfKqnx2vHSWvHPndhTOTDLGuDZWWP8hJtsKgy+ZtdUaneSs0d+Ls5HliiOaVI1tcjXvgzOAht8WrUs8evOisS0SG7vfNSW2RTTw/6wuVrGAH5TtNOrlk/phtkPtqwKrJPmYCzB3DA56EuaOKZ9urbV65+7hU9EW61wjN5Rj0atdEnPM7U9h4CNip8pL3Jln1z8riNyl+sWRHLLf5StgiS/ya4l7Re6/k1ZrU4rtveV3eBvYPIHqZf9nkZfXonDmvf6DwHOlX0v1Z4dzh8rc5O5z5CldWrFTU/XiSFN9fi4W2U2CvUjUsmclOqc39sW0q5b/0Cqemf+Fly7dZHbdjm2/LxnLjOsat9rR+r4b2s0Hvq371cb46Aswdw7OehLmjime7aN7xSl6+RVs0UqMeg6JrkDYLAt7uwWYSKMPFTojzvVvykvVa0oKQtntS5csUtuPxuiTttQr7PYd8u29NpXmp3E6Ww6n5oVsgnSqtFk54ZfDn0n8mGddR2O3aOklzXX+UviJFZ39vhf2+Xurg7BzKfl9HO4F++N8V0t6gY7RuL/j6urlj5r68Jylrp8UT16FS3BJYT2Gv3s1L8m2psOvzuWjeYnZa2pbHhzRvW3scvBKy/uISSwZ8vVOks6XIcDOF/SMN9zNat/4lWfrmLcPi06rFfOK7flMK+/0Wl03vjTguKyUNGOS+SooRHDMBj10/Y+6Y+cvyMs/LpMwdZZ/tg3SjeS5Nbb4i+WtAH1JauvPizwPHvUPgL9f+QuxyHoPDpNT8OXVIklB2DLJqiI6AQJm5ZXoQsZkEynLZVUU7kh+Qc6R5kst6SfskKZqXu0+Xrpb8HsOJ0lMfOL1E6EeKWUXmD/XPSB3pQsl12TmLq1T+8yp+CN0Gby9+Toq2rgInSHae3I5fSvlKY3QevFK3QPI7es7/TimaVxKj4+F++hobSx3J1/X7aV45fG6Wdozi0bxS913pD5L7YEf1FQ+cXurDCrv9ru96aQfJTpvzO80/skgnmo8p7jZdIh0g9bKVddIOZUe6XLpI2jEp4Gul/XM+96/IZstiRVX6eckTs9vyY+mTkvto7n7X7ljJWx5Oc7vcvmiD3FdJMYJjJOBxKmPMHZM9d/SbZ/o9254rvLvgRYCO5DnVc6wdOr9P5zTv4nxd8g5LTItzmev3Z5bna+9QfETy58Kd0gJpU6kj+Utnvovha/Wav3UaGwOBUnNLqUxjaFzdq5xULkUrQnUfK9oHgToRYO6o02jQFgi0hwB/0qQ9Y0lPIAABCEAAAhCYZAIPmuTO03cIQAACEIAABCAwSQQmdaug3xhPIpfjBcXvV7jvfo/tTf0gcR4CEJhBgLmDuWPGTUECBEZAoNTcUirTCBrTtCrg0rQRo70QqAcB5o56jAOtgEDbCPBOXdtGlP5AAAIQgAAEIDCZBHinbjLHnV5DAAIQgAAEINAyAjh1LRtQugMBCEAAAhCAwGQSwKmbzHGn1xCAAAQgAAEItIwATl3LBpTuQAACEIAABCAwmQRw6iZz3Ok1BCAAAQhAAAItI4BT17IBpTsQgAAEIAABCEwmAZy6yRx3eg0BCEAAAhCAQMsI4NS1bEDpDgQgAAEIQAACk0kAp24yx51eQwACEIAABCDQMgI4dS0bULoDAQhAAAIQgMBkEsCpm8xxp9cQgAAEIAABCLSMAE5dywaU7kAAAhCAAAQgMJkEcOomc9zpNQQgAAEIQAACLSOAU9eyAaU7EIAABCAAAQhMJgGcuskcd3oNAQhAAAIQgEDLCODUtWxA6Q4EIAABCEAAApNJAKduMsedXkMAAhCAAAQg0DICOHUtG1C6AwEIQAACEIDAZBLAqZvMcafXEIAABCAAAQi0jABOXcsGlO5AAAIQgAAEIDCZBHDqJnPc6TUEIAABCEAAAi0jgFPXsgGlOxCAAAQgAAEITCYBnLrJHHd6DQEIQAACEIBAywjg1LVsQOkOBCAAAQhAAAKTSQCnbjLHnV5DAAIQgAAEINAyAjh1LRtQugMBCEAAAhCAwGQSwKmbzHGn1xCAAAQgAAEItIwATl3LBpTuQAACEIAABCAwmQRw6iZz3Ok1BCAAAQhAAAItI4BT17IBpTsQgAAEIAABCEwmAZy6yRx3eg0BCEAAAhCAQMsI4NS1bEDpDgQgAAEIQAACk0kAp24yx51eQwACEIAABCDQMgI4dS0bULoDAQhAAAIQgMBkEsCpm8xxp9cQgAAEIAABCLSMAE5dywaU7kAAAhCAAAQgMJkEcOomc9zpNQQgAAEIQAACLSOAU9eyAaU7EIAABCAAAQhMJgGcuskcd3oNAQhAAAIQgEDLCODUtWxA6Q4EIAABCEAAApNJAKduMsedXkMAAhCAAAQg0DICOHUtG1C6AwEIQAACEIDAZBLAqZvMcafXEIAABCAAAQi0jABOXcsGlO5AAAIQgAAEIDCZBHDqJnPc6TUEIAABCEAAAi0jgFPXsgGlOxCAAAQgAAEITCYBnLrJHHd6DQEIQAACEIBAywjg1LVsQOkOBCAAAQhAAAKTSQCnbjLHnV5DAAIQgAAEINAyAjh1LRtQugMBCEAAAhCAwGQSwKmbzHGn1xCAAAQgAAEItIwATl3LBrQh3TlL7fyzdFND2kszIQCBehBg7qjHONCKBhNY2OC2j7PpbeUyX9A2Hie4UPdBOo7KqZtSXW73GhW0m0tAYLYEmDtmR5C5Y3b8KN1eAgtZqWvv4A7bs/1UsAqnbtj2FZWbUqLbjVNXRIc0CFRDgLmjGs5cBQJdCeDUdUXDCQhAAAIQgAAEINAuAm3dKpjtKJXlspsu1JHulvw+yAsll71dOlmybSqdIJ0X5HzbLzq1+N9jFHI5yytp/yu5Tpd5jrSadJJ0l3S+tJGU2tKK7CNdJl0qXS7tKzndtpl0neT67whhx6d8MtgeOv5Och1XSgdIy4Vzsfz9in9GOli6Qfqb5H4+IeSLh7iF8gwlnC253adK64YM83S8VXJ7/ih9KKS/Rscbpfuk46X3SrdIznez5DabX7SnKGAuHelq6YfS+ovPEoBA9QSYO5g7qr/ruOIkECg1t5TKNAm0sj6W4bKdyjifnanlJTssp4W03ZP6DlH401JcOV1HYTsoWyZ5Vlf4raGsHZNXSs+VzpWukv5bepVkB+8cyY5bdNgUXOrj0p3SMx2R2dmxM2THLDW3d68szVHn+5O0YTj3WB3tGH43y2unyj+CeJ/kPj9Juki6RFomyWunzvV9R9pEsrPrfvw8yfN4hf8hvTtJc/B10peStHkKu92xb/HU4xSwY3iEZLbmcWhIe0zMxBECFRNg7mDuqPiW43ITQqDM3DL9YYnNJFCGix0Zr6Sl9nJFXDZ16vwu2EOzfEcrflyWZifPZf9fkv7mkLZ3krZDSLPjZbMD83fpsyEeD/sr4JW0VZN01587dbH8J7LyOynu/F5pjGanLu/zK0K+NyT57NS57AZJmh1BtzN9LeBninvlMTWv/KXXnKe468qdusOV5vrsEEdbWYG/Sr4+BoG5IMDcsdRSzB1zcedxzbYT4IcSYxzhh6nup0lnZNfwKlpu9yrhI9KF0rVSR9pGWjvPGOJpHd7itKVpdqxsjw7HF+m4rHR6iMeDnS+vpqUOUpZlOhrLp9uaTv9NyLx5VsjbqanF63pFLrV7FLk4SbheYbfzEUnaUQp7izauENoB9urfr5M83YIv1YkrJK9IRvuLAt469jkMAnUkwNzxwKgwd9TxDqVNtSXgD1BsPATi9t7tWfV3FFzuWKWtI20l+Z01m7dT/e5ckXl7M5q3J21FaXG785Ehj1fqvA0bzePvco9K0oqCsXzeF2+f2uL5WDZti9Pc539KceWwW77Yl3Sb1tu7n5feKnkb+03SN2IFfY5u10pSJ8vntNv6lOU0BOaKAHPHA+SZO+bqLuS6jSSAUze+YfPL/LaHZ5dItzp9yqtpXjWaL0WHLisy66jfK7PtIvlHA4NaLJ/3Jcbj+VjvKtkFVlPcW6pxVXGQ69+tzHbs3ih5e/Ytkt8dLGNul1c+n10mM3kgUBMCzB0PDARzR01uSprRDALpu0vNaHFzWnmnmvpbKd9yfFbWhQd36VK+qtUlW6nkBcrld8viFmYs5Gt71Su9ln+9Gn9gsZ7CT5V+JTl9o1gwHGPc772lljtRzw8n863orFjXqLdgve36Acmrg50sp/tmi+32drJXH38qeas2f19xO6Wl7w2aw5SEQaAOBJg7HhgF5o463JG0oVUEyrzU26oOl+xMGS52Hpzv3dJy0lrSCSFt9+Q6fretE847eQvJTlT6vpnT4w8l7GxFm6eAr5H+SGCzkOZfx0b7qAI3SRuEBK/SHiylvzb1Kb+D9smQ53gd3xnC8devfr/N5i2iyySvoqV2nSLXSHtK7vOUdKF0iZRuq/qHCm5Pav4hhftiBy41f/nwipuZvC0756h/Jety/yr5ml7p8J8tsbPqaxwqxWubneuaJ0Xz9q63h+MHSHKKIARGToC5g7lj5DcVFUJABMrMLeUyTSDOUvDEZVepI/kF/dMkO0UuG50lBad/EHGy5HfWzpeOlk6U7pM6kp2cD0v+Mycu6x8U7CB5tclOi9O8tbmTZGfRTk1MS1ekfM5bvNYF0mFSvlX6WqX5T4vYEfu+tKIUzY7apZKdOec5ULITlZqdukOkfSU7T/517Q+kJySZfqyw37vzO3QdyatpH5P8gwa3+w/StlJqdiq9Fbtylh6jLm9n0s6j80Zz3XY8Xee50qmSf42bmtvqrVqvSmIQGDcB5g7mjnHfY9Q/mQRKzS2lMk0gv2G5+B06l31dS5lFp27U3Xu9Kvz6qCulPgjMAQHmjmLozB3FXEiFQFkC/EmTsqSGzOdfs/rvyKUW32vzihJWnoBX7r5WPjs5IdBoAswdoxs+5o7RsaSmFhAY9ltlC7reswtluOyoGrxd6T+tYfMvuc6Q/F5dW22U37ZPEqR1gvyjE79bh0Gg6QSYO4pHkLmjmAupEChLoMzcwjt1XWiWgec/Pvxt6XLJ/1WW3zH7guQ/Lto2848zPCn7xwx+f9Dvr83WvqwK/Pfk7Bi/eLaVUR4CNSHA3LHkQDB31OTGpBmNJ1BmbsGp6zLMpeB1KUsyBCAwuQSYOyZ37Ok5BMZJgHfqxkmXuiEAAQhAAAIQgEBVBHhHqSrSXAcCEIAABCAAAQiMkQBO3RjhUjUEIAABCEAAAhCoigBOXVWkuQ4EIAABCEAAAhAYIwGcujHCpWoIQAACEIAABCBQFQGcuqpIcx0IQAACEIAABCAwRgI4dWOES9UQgAAEIAABCECgKgI4dVWR5joQgAAEIAABCEBgjARw6sYIl6ohAAEIQAACEIBAVQRw6qoizXUgAAEIQAACEIDAGAng1I0RLlVDAAIQgAAEIACBqgjg1FVFmutAAAIQgAAEIACBMRLAqRsjXKqGAAQgAAEIQAACVRHAqauKNNeBAAQgAAEIQAACYySAUzdGuFQNAQhAAAIQgAAEqiKAU1cVaa4DAQhAAAIQgAAExkgAp26McKkaAhCAAAQgAAEIVEUAp64q0lwHAhCAAAQgAAEIjJEATt0Y4VI1BCAAAQhAAAIQqIoATl1VpLkOBCAAAQhAAAIQGCMBnLoxwqVqCEAAAhCAAAQgUBUBnLqqSHMdCEAAAhCAAAQgMEYCOHVjf/Sg/AAAIABJREFUhEvVEIAABCAAAQhAoCoCOHVVkeY6EIAABCAAAQhAYIwEcOrGCJeqIQABCEAAAhCAQFUEcOqqIs11IAABCEAAAhCAwBgJ4NSNES5VQwACEIAABCAAgaoI4NRVRZrrQAACEIAABCAAgTESwKkbI1yqhgAEIAABCEAAAlURwKmrijTXgQAEIAABCEAAAmMkgFM3RrhUDQEIQAACEIAABKoigFNXFWmuAwEIQAACEIAABMZIAKdujHCpGgIQgAAEIAABCFRFAKeuKtJcBwIQgAAEIAABCIyRwNIl6l5YIg9ZIAABCEAAAhCAAARqTgCnrniA4FLMhVQIQKA3AeaO3nw4CwEIDEdgIduvw4GjFAQgAAEIQAACEKgVAZy6Wg0HjYEABCAAAQhAAALDEcCpG44bpSAAAQhAAAIQgECtCODU1Wo4aAwEIAABCEAAAhAYjgBO3XDcKAUBCEAAAhCAAARqRQCnrlbDQWMgAAEIQAACEIDAcARw6objRikIQAACEIAABCBQKwI4dbUaDhoDAQhAAAIQgAAEhiOAUzccN0pBAAIQgAAEIACBWhHAqavVcNAYCEAAAhCAAAQgMBwBnLrhuFEKAhCAAAQgAAEI1IoATl2thoPGQAACEIAABCAAgeEI4NQNx41SEIAABCAAAQhAoFYEcOpqNRw0BgIQgAAEIAABCAxHAKduOG6UggAEIAABCEAAArUigFNXq+GgMRCAAAQgAAEIQGA4Ajh1w3GjFAQgAAEIQAACEKgVAZy6Wg0HjYEABCAAAQhAAALDEcCpG44bpSAAAQhAAAIQgECtCODU1Wo4aAwEIAABCEAAAhAYjgBO3XDcKAUBCEAAAhCAAARqRQCnrlbDQWMgAAEIQAACEIDAcARw6objRikIQAACEIAABCBQKwI4dbUaDhoDAQhAAAIQgAAEhiOAUzccN0pBAAIQgAAEIACBWhHAqavVcNAYCEAAAhCAAAQgMBwBnLrhuFEKAhCAAAQgAAEI1IoATl2thoPGQAACEIAABCAAgeEI4NQNx41SEIAABCAAAQhAoFYEcOpqNRw0BgIQgAAEIAABCAxHAKduOG6UggAEIAABCEAAArUigFNXq+GgMRCAAAQgAAEIQGA4Ajh1w3GjFAQgAAEIQAACEKgVAZy6Wg0HjYEABCAAAQhAAALDEcCpG44bpSAAAQhAAAIQgECtCODU1Wo4aAwEIAABCEAAAhAYjsC4nLpj1JyF0gbDNWviSp2lHv9Zumniet78Di+jLnSku6Sza96dTUNb79fxkJq3leaVI8DcUY5THXMxd9RxVBrepnE4dc8Xk9c3nMsomn+xKvGHZ9Q/FLajm6cdpLSNpC+UvOgHle9KabmS+clWjsA8ZXt/uaxL5PK4TkknDlG26iK/Dm2t65eHn6h936gaSg2vx9xRw0Hp0aR5Osfc0QNQBaeYOwLkUTt1S6veT0nfr2AQm3CJ9dTIZYP2CQ1O0/YcohO3qcw10j+HKEuR7gTm6dQwE3P3GjkzKIHrVeDGQQu1ND9zR3MGdp6aytwxt+PF3BH42+EYpW2vyv4q/a+09SgrbmBdV6nN9/Vp9+06P+iK2xdVxsIg0DYCb2tbh4bsD3PHkOAoNrEEmDvC0I9ypW551fkxKa5ITezdFTr+Kh2v7QPBW01e2UztGYr43Sy/o3WqtG5y8nCFb5G8jetv8tHWVuAE6QLpPMnbbHs/cHpGaDOlXCd5K/gz0sHSDdLfpJOlJ0jRvFXn6/n4dOl06d6QFt+Z3ELxM6QrJPf569Jjpdz2UMLvpN9K3mL6jjQvyeSVXt8/l0mXSpdL+0pOj7aCAp+VLpLcV8vtf3jI0O98rCc9Hq+IeT1MMhfr0JDB76GZbbyW32Hyl5d+5nzm9CfJ4xjtKQqcJHWkq6UfSusvPrso8BIdPIbnShdKXvnu9SXpvTrvFS6P09ul46Q7JH9p8D3jZ7OX+cvd/tI5Qb6PjpLWKCiUjrXH4OfSTkm+MmNYUO10X++UfJ9FS++9Xs9FUX1NTmPumDl6zB1LLcXcMfO+cApzRzGXrqn+oChjftfryJBxZx3b/kOJslwiu70Ck3W6wDxI6XYA7OhsIr1Q8jd2f2imtqUiuVNnJ/DAJNOrFbaD1s/svPgHGu+T/MH/JMkf1JdIfonX9njJ7/u5bXb47HD4vUk7l3bqtpLsHL5Zsnnl0U6Q3/tbJaT5cIDkOvzhbFtR+rH0oxD34eOSP9ifGdI8ifk6LhvNL/ifIj04JLjNzrNxiPc7v7iiLDBfcTtCubm+T0sPCic8fjdLHofUvq6IxyHavyngdq6cpD1O4VulIyTXZwfIzqPTHhPyPVrHu6VYv/O5DSmnkHWJg9vl++L6UNaO2kslj2++sutxd53RVlLAY7N2SPDYf0KyA5861HGs3xLy+dxHpXtC3IcyY5hkXyLoZyB16tJ7r99z0a3OOqYzdzB3pPclc8ciGswds5+tSs0tZTL5G70n47g6s7PCOHVLDlAZpy5nZmfr71J0KFxj7tTZufH7dbssebml9sviRVF/uHsFKrVXKOJ2vCFJ9Iet056bpL1SYa+OecXNq1Kp2dFyfjv6Njss7kfqSDjdK4ZetbLFPF6FS21/ReygrhoST9Pxm1meHRVfq+T5rOji6HyFipw639sPzQodrfhxWVo6Mb9W506VHpbl8aqZOayepNvp8ysLZmzbXDK7J4e4D27Drkm8KLhOKGcHNDWvYvqadpCiedzTsfD9NZWcdzCO4QZJusf67CzfQxT3KqGt7BhmVSyO5k6dT8R7L23Hfyg9fy661VnHdI/vIMbcwdzB3NH7iZmUuaM3BX12pM5Cv8y9zn9MJ70acEOvTJzrS8ArHv7gjOZVl2WlR/Qo6Q+3MyV/mH9Kek7I++EeZdJT+Ye0V2dsXi1MzVuJaV6v2i0neeswd+q8SucfdNhBsb1Icj/yfHbQXpXlidcPydNO5/LSpiHBq1/bS8dKdnDt1B4pXVPyfMhW+uB+f0TyNui1UkfaRoqrWnlFduiOkXaTvOqYmlfOvEXtlcVof1HAvHzO5q1Pr655hfa9kp3Vm6Qv+WQJKxpPs08d8rwafynwquhPpU7QgpAp9tOOZdFYm4+dOVsc535jGLKXPuTPhZ3Sfs9F6cpbkjFnxNyx6AsrcwdzR/qZ2vq5YxROnbfTtpC8IoDNjoA/zFP7R4h4O6yXeVvsM5JX1/yh7nfRXterQHIuv6ZXq/whn78TV7SK9chQz+0F1/J2Xjwfj07rZjGPV+o6iRx3Gx8VCnr1zw6TV7L8Ppodnv2kyKjf+VBN6YOdx22l10t+13BK+rZkhza3dZSwt2RWn8hPKu4+PlHqZLJTFFf17PA9T7JT534576+kuG2tYE/LxzMyz8czrcTO2A+kMyRznZKiUx/7Ocox7NmBgpN5n8o+FwVVtTZpWEbMHcwd8aHI7yHmjgZOF6Nw6uzQ+duQX37vBB0UWPw4xP2BiI2PgB9GOzPeYvMk7bhXi55Z4pKrZHlWU9z3xQ0lyt4a8ngbNjenxfPx6Lq7WcyzizJMJfJ7aKtKR4SC3rryqpWdnGdJvsfmS+8seT5kK3Xw+21eQfO1f1eihFfdXim5LR6Ht2Vl3Ec/J1OZ7DB5pSyanfIdJa+O7SzZ0XI/ixzJWCYe8/GMq7y9xtNfBuwoeUXyvrzCEB/lGHa5BMlzQIC5g7kj3nbMHXPwAI76kqNw6g5Ro7yKMpXo/aGhLw9pXtnAxkPAKzyHhqr9wfwjyU700pK3y/rZs7MM/hGEzas2/cyrZP5RxUZZRm/Z2Zn4WUj3SpN/TPHcLJ+3VI8LaQt09Fbyhlkeb69+Q4orTX63ZMWQ53wd3yhdK/mXubZ+50O2GQdf28xsfi62lvxlpci6rXrdrMz+kPTqnvUpac2kAm9v+l21/B297ZS2V8hnJv8ewnfp+D+SHXY7mKuH9F6HovE0+7N7FDLj3PI+xrHOx9Bj4XvFbVsglRnD/FrE54YAcwdzR3rnMXfMzXM40quOwqkbaYOobGACXr15h+Rfy0Zz2O/YlHHMvEq0p+R6pqQDJa8m2SkpY37vyyuC8ReRdhC8FX+1dFio4EYdPyG9XYrOlz9QDpDs8NnsNHxc2l3aIKT5vamPSV6xiitN3ip8Vzjvw1MlOxTerrT1Ox+yzThco5SVJH9b9fW/KjnNjuPbpLUkm1emXxbCvQ5erbOD41XFaGb7N8kr2XG7eD2FPyn5OjZvxX5Aik6V89nRu0y6fjpHb3PbXiL52Z4n7SLZMfxDj2Lf0zmPm51HO7Z21OYX5PdYe+LfIZzzNT4ieWxukcqOYUHVJM0BAeYO5o70tmPumIOHcC4u6e2usuYPn450q+Ry/hByPF+ZUFLjbRAu56q3fj/BZfyi5qez3ntrzSs8XmnrSF7NsTPjD0qX8QfyttLnJK8GRbb7KOwP4/+U/DfG7BhcKJ0qvVjqZ27LIdK+kle77HD43Sq/OxYtb9uHk3Mx6MnADuSVkuv5hrRmQT47j5dKdhrd1rg6lWa1U+etTusCyY5hui1gh+IX0kWS63AeO7XR+p1Psi4RXEGx70v+IcPFknnb1pZOlm6XfL2jpRMlb1N2JDucZn6XdG9Is5Npp9jbsR4rM9lKsnlsvyt5TH1feKz8i+No3m52n90GX+8SyXW5Hb3M7/P5Wt5K/ZrkH6q4zYdLccUxPp9eufP9dpYUbQ8FPH520E6XfG+5vj9KdkKjxbE2J7P/vLRyct7BfmOYZZ+Oui3pM+C25vdet+eiqL46pzF3PDA6zB3MHemzytwxu5mr1NxSKtPs2tHI0m3gEp26Rg4AjV6CQHTqtoZL7Qkwd9R+iCaqgcwd7Rnukf1Jk/YgoScQgAAEIAABCECggQT8TgwGAQhAAAIQgAAEIDABBNqwVTCOYWoyl80ExFuvfrfK73353S6suQT8Awb/GMX3pN9n9Xt0WH0JMHfUd2wmrWXMHe0a8VJzS6lM7eJSqjdwKYWJTBCAQEaAuYNbAgIQGAcB3qkbB1XqhAAEIAABCEAAAlUT4J26qolzPQhAAAIQgAAEIDAGAjh1Y4BKlRCAAAQgAAEIQKBqAjh1VRPnehCAAAQgAAEIQGAMBHDqxgCVKiEAAQhAAAIQgEDVBHDqqibO9SAAAQhAAAIQgMAYCODUjQEqVUIAAhCAAAQgAIGqCeDUVU2c60EAAhCAAAQgAIExEMCpGwNUqoQABCAAAQhAAAJVE8Cpq5o414MABCAAAQhAAAJjIIBTNwaoVAkBCEAAAhCAAASqJoBTVzVxrgcBCEAAAhCAAATGQACnbgxQqRICEIAABCAAAQhUTQCnrmriXA8CEIAABCAAAQiMgQBO3RigUiUEIAABCEAAAhComgBOXdXEuR4EIAABCEAAAhAYAwGcujFApUoIQAACEIAABCBQNQGcuqqJcz0IQAACEIAABCAwBgI4dWOASpUQgAAEIAABCECgagI4dVUT53oQgAAEIAABCEBgDARw6sYAlSohAAEIQAACEIBA1QRw6qomzvUgAAEIQAACEIDAGAjg1I0BKlVCAAIQgAAEIACBqgng1FVNnOtBAAIQgAAEIACBMRDAqRsDVKqEAAQgAAEIQAACVRPAqauaONeDAAQgAAEIQAACYyCAUzcGqFQJAQhAAAIQgAAEqiaAU1c1ca4HAQhAAAIQgAAExkAAp24MUKkSAhCAAAQgAAEIVE0Ap65q4lwPAhCAAAQgAAEIjIEATt0YoFIlBCAAAQhAAAIQqJoATl3VxLkeBCAAAQhAAAIQGAMBnLoxQKVKCEAAAhCAAAQgUDUBnLqqiXM9CEAAAhCAAAQgMAYCOHVjgEqVEIAABCAAAQhAoGoCOHVVE+d6EIAABCAAAQhAYAwEcOrGAJUqIQABCEAAAhCAQNUEcOqqJs71IAABCEAAAhCAwBgI4NSNASpVQgACEIAABCAAgaoJ4NRVTZzrQQACEIAABCAAgTEQwKkbA1SqhAAEIAABCEAAAlUTwKmrmjjXgwAEIAABCEAAAmMggFM3BqhUCQEIQAACEIAABKomgFNXNXGuBwEIQAACEIAABMZAAKduDFCpEgIQgAAEIAABCFRNAKeuauJcDwIQgAAEIAABCIyBAE7dGKBSJQQgAAEIQAACEKiaAE5d1cS5HgQgAAEIQAACEBgDAZy6MUClSghAAAIQgAAEIFA1AZy6qolzPQhAAAIQgAAEIDAGAjh1Y4BKlRCAAAQgAAEIQKBqAjh1VRPnehCAAAQgAAEIQGAMBHDqxgB1TFUeq3pvlRZKK4VrFKWN6fJU24XA55R+cxiX9brkaUpym/rSFOZNa+c+avB14X7fOjS+KK1O/VpBjfmi9LugM3RcowYN3FRt6Ej3S4fUoD00YUII2InAZhKYCy47qxmpU+dWFaXNbO3kpXxQXb5SWm6EXZ+vujYuqG9LpXlcmuTUtakvBUNS66S5mDtGCWSdcL9Hp851F6WN8pqzqctzwR+kFaWlpVOkOj2rdpJx6mYzwpSNBBYuCwsItJTAberXNdI/R9i//VTXHdKZI6xzrqpqU1/miiHXbQaBF6iZ50h3h+ZuoeN9zWg6rYTAYATYfh2MF7mbQ8DbLS+RvLWBQQACk0tgVXX9nqT79yrc9NXSyR1Net6TAE5dTzyzOvlelb4xTB5v1/E4yas8t0uHS8tntfvbo9/1uEK6Vvq69NgszyDRrZT5LOn3Ukf6irRaUsFNCnti8/EZ0tnSXdKp0rpJvm5BO0y/ls6VLpS+L6XbMX5f5ATpvCC3ZXspN78feKjUkVzPRZLf7fJ2TrR3KnC+5Lqc5wjp6Q+cnhEy31ukdEt0txB32jukAyWPxfXSh6RetplOeovENj+EHZ9alLT4X394nCh5ReBS6ZXZeUf7jUtBkaW8or6/5NUG6wLpKCl9L6hs/6rsS3qPebxOl+IH6gYKY8UEyo7lS1Xc96Hv6b1CVQ8LaV6JOjKrvsyz5vKflzrS5ZKf71dl9ZSJ+pmKz+AzQ4GX6+jnze3dMatk0Gc8Ft9DAb8rd5nk1y0OkOIrF09S2HyeJbkPDnekXraOTh4veZX/KukXUnzl4iEKx/b/WeGTQ0V+Dl23v0D6/H9Jg/Q9VLPEYVTjUFQ3aRNOgG80xTdAGS6eIJzPD/qWkj+cPRF7QvBKUjR/0HtCeHNI8KRkh8iT1CqLcxW/P7ezzvsanrCj2Zn4h7RTSFhZR3+g2mGLjvzjFf6C9CfpO9Im0gslT2Q/l3rZo3XSjov7ZHOdfifkRyHug+OfDuccNwv/oCCWcdoy0imSHZXocK6lsHm93xlkdhTtfEUHxv10mXh+Ua6Z//o65rJeOGUGTwlpZ+v4bsmOhj8EnM9bNP3M+eKHZ5o3XusnStxG8ofYDyS329eNVmZckuyLg+6zx2ntkGJun5A8pn5HyDZo/6roS3qP+QPQXwSeL/kDb4NFzZ7If/vNHaMYS38JOjKhW+ZZc55fSy4bn8d/U9hzSfrcxnnNz2a0orR5Oum+RqfOeVcNaTvGgjoO+4z72fVzsWGoy1+C7Yh+N6nbwTOlY7K0ouiaSvyj9GUpzpPvUfgeaaOkgB3Ik7IKfO1LkrR5Cpfpu4vYIfR8Ga3sOCRFCEJgmkC/uaV8pgkEWgZenOjs3KR2sCJ/l/yhZ7tYOiuE48HfMn0Nv+QbrciBK0rz5OLVnNQ2V8T1pZPzQSEt/YD9D6W5bXFSW7KWRbFY15OTk3a6ds3iD80KH634cUnatgq7TemHg09/QPJkattfulbyRBfNq00vTeJFwdypc57lJV8vbYPr9Qqlv133M5ft5dTtnlTwPIWd345ytLLjkhSZDnosprLEeH+kYzdI/6rqS7zHnpu0387tw7P+TFK0zNwx27HMnboyz9p2GgS37TXZYJym+JlJWpzX0ue2KG1eqK+fUzfMM/4Y1e15yl9uUtspXNM7BdHc9mOWyFUcOUzJXklO700/ex3pp0kRz0++9qOSNH/J3DeJz1PYLPv13UWuk1Knruw4JJcjCIFpAgt7fXDDaHQEzs6q8grLspI/6OwMrS/lTp1X6W6T7EANYq7vaZKvkZq3Lm25M+RvoXYqo3mCcdsekaTlQTuMXm30it57pbWkm6QvJRk9OX5E8napnbKOtI20dpIn9i3vu7+Bx0nuVIUfJ7k/b5H8Tf80qd9qYnKZGcH0el6FuFHy6uNsLa3Xq422WO+g45K25Z+KeJXRHyydoAUhQ8ozlhlF/0bZF98L6TPgVTuvsGD9CYxiLH2VMs9anBuK5g5/SUlXnfu3vHyOYZ7xF6l6z1P53PGbcNlB583IyPNuem/62fO9G6/nfEdJ/ux8kyPB3hzSk6Shg3M1DkM3mIL1IYBTV81Y2AFKLU4aXrJ/ZDjhrbrcnC+ez891i8f82ytDJ9E5Crsd+QpJ3jY7OTavYHWzW3TCk7wdq/2kjvQr6RlJgWMV9urA66UnSFPSt6Xlkjyxrb0+4H+s/C+T7pCOkLyFe7TUy+lMLlEYLOpzr/4WVlKQmNabcxx0XNLq/YHi7dwzJK+OTkmbhAwpz1hmFP0bZV88dthwBEYxlr5ymWct5vk/5e8k8srRnZK/mIzDhnnGu82bcS4ZdN50v1ym2zz8YJ1bJXTeX3x/Jr01xP0s/kGKX+RC8tCHuRqHoRtMwfoQ8DcdbPwE4mQQrxQdkhuUcGtIzJ0tJzvNPxwYxGJ9X1WhvQcpOGBev7uyo7S7ZMdtf8mTsx241SR/25wv+SXmbhbb6vx+l6WbeQK11pR2lbzVsaL02m4Fapg+m3F5g/pjJ9Ern373cq5tNn2Z67a38fpeTYrvVsb+rZR1tMyzFvP4HTU7cbO1+MUmbVverniNQZ/x2NZ83ozxeH6QPrhMXp/LO83bramDfaTi35SeLb1Ncjy1QfqeFV38mTCqccjrJ95iAqzUVTO4fvBTe74i/nA+W/K2pd+12mjJLNPblHb+PNkNYq7vYskTQm7zlbBFnjhE3O+r/Hsod5eO/yN9UPJW4+qSv9UWmVcmU4t9e26Wvofi+4a03XTcOIT9Tfi/JL8f4x85VG0es/gBtZ7CTx2gAbMZlyKeOcsBmjKdda76Mmg7yd+fgL8QpStT3iZ9XFaszLMW3xvL5w6/zvHl/s2YkSN+UUvb5rpyG+YZ986A7+F83ozxQedNt8ll4rwb2+jn/TlSvF5MP0EBO3n+Jf3LpRPjiXAs2/es2HS07Dh4XpgqqoC0ySWAU1fN2Hv78CWSec+TdpHsCHnJ3ub30vxCrd8Zs/lhPVi6WjospA1y2EeZvWX3uqSQV7V2luK7dYPUl+d9jBL8snB0LLx1aUfvMsmOl7cnzpf8DXYtyWZn0hxS88R4qjRf8rtyNm8vvk/6SYhvoKNX5lYI8YfpaFbe+q3artEF44flAQp7TAexYcfle7qI7wk7zv6Q8Srl/EEuXJB3rvpS0BSSZkngFJV/teQdAc8xfjbzlbYyz5odEzsvB0pePbf5ufycFOeqkFzqcKVyeT54k+T71s6m54TchnnGb1Qln5B2kp4RKvS85LnieOnX+UVKxN1vO2oHSfGz8d0Kx/kurcLvIvt1Es+pP5QcT61s37Ni09Gy4/BZ5b1K8iIBBoHSBBaWzjlZGctwWUdInM/bZ1+T/MOH26XDpeUzXHZ4/M6UJ4NrpW9I3m6M5nfUvD3g+vyBvINUlBbze/vzdMmO4bmSJ4p0ZclbpZ7AvE3QkZ4kfUzy+3K+hifxbaUis2NjZ9MrgnbevNLotqydZHb4ZMn9dZ6jJbfhPqkjrSHZPNEfKnWkCyS32d98o3mV7juSr+F6fit9Snro4hwzA/4Q8rt37oc/VOxMbSWZm9M8Ds7jVcWO9HfpL9JpUi+zY+xJ9ELp+5Kdqw9L6bU8Lv8qmZ+vZZ6HSNH6jUuSdYmgVy99b9wgmZH75Pq9IuAPoUH7V0Vf8nvMrLBF49aLw6Bj+XhV5tUd39fnSL7//KzcJV2RXKjfs+asK0mfkTqS73PPHXtLdspsvu/8pc33nu97P0dFadOZZS+SLpK8Uv1LKf4q3HPZ16dzLFqJH/QZD0WX2lOBSyV/ofSzacdsuXDSc1pHule6O4T3Cue6HdbVCTvAnoOvltzmTbpk9txkDj4WWb+++4twR/KKo+fis5JK+o2Ds+4rmWM6rydVEJxAAr4f+1qpTH1raV+GMlyiU7d1+7pPjyAAgSEJlJk7hqyaYhCAwAQT4E+aTPDg03UIQAACEIAABFpEIL430KIu0RUIQAACEIAABCAAgSICbBUUUen/Xox//HCjZH5+78Hv0WEQgAAEmFO5ByAAgXEQKDW3lMo0jtbVvE641HyAaB4EakqAuaOmA0OzINBwArxT1/ABpPkQgAAEIAABCEBgmgDv1HEjQAACEIAABCAAgRYQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp64Fg0gXIAABCEAAAhCAAE4d9wAEIAABCEAAAhBoAQGcuhYMIl2AAAQgAAEIQAACOHXcAxCAAAQgAAEIQKAFBHDqWjCIdAECEIAABCAAAQjg1HEPQAACEIAABCAAgRYQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp64Fg0gXIAABCEAAAhCAAE4d9wAEIAABCEAAAhBoAQGcuhYMIl2AAAQgAAEIQAACOHXcAxCAAAQgAAEIQKAFBHDqWjCIdAECEIAABCAAAQjg1HEPQAACEIAABCAAgRYQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp64Fg0gXIAABCEAAAhCAAE4d9wAEIAABCEAAAhBoAQGcuhYMIl2AAAQgAAEIQAACOHXcAxCAAAQgAAEIQKAFBHDqWjCIdAECEIAABCAAAQjg1HEPQAACEIAABCAAgRYz80aEAAAIWUlEQVQQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp64Fg0gXIAABCEAAAhCAAE4d9wAEIAABCEAAAhBoAQGcuhYMIl2AAAQgAAEIQAACOHXcAxCAAAQgAAEIQKAFBHDqWjCIdAECEIAABCAAAQjg1HEPQAACEIAABCAAgRYQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp64Fg0gXIAABCEAAAhCAAE4d9wAEIAABCEAAAhBoAQGcuhYMIl2AAAQgAAEIQAACOHXcAxCAAAQgAAEIQKAFBHDqWjCIdAECEIAABCAAAQjg1HEPQAACEIAABCAAgRYQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp64Fg0gXIAABCEAAAhCAAE4d9wAEIAABCEAAAhBoAQGcuhYMIl2AAAQgAAEIQAACOHXcAxCAAAQgAAEIQKAFBHDqWjCIdAECEIAABCAAAQjg1HEPQAACEIAABCAAgRYQwKlrwSDSBQhAAAIQgAAEIIBTxz0AAQhAAAIQgAAEWkAAp258g7iPqr5OWihtPcBlllHejnSXdPYA5cgKAQhAAAIQgAAEehKwU4LNJFCGyzoqNqhTF6/0dQVw6mZyJwUCTSdQZu5oeh9pPwQgUD2BhazUVQ+dK0IAAhCAAAQgAIGRE8CpGzlSKoQABCAAAQhAAALVE8Cpq565r7iFdIZ0hXSt5K3Wx3Zpit/Hu0T6m3SeNC/Lt7Tifn/vMulS6XJpX8np0VZQ4LPSRZLrsA6WHr44BwEIQAACEIAABFpPgPc/ioe4DJeid+q2UnX3S28O1S6n4wnSldIqyaXs6N0k+Wjna1XpG5Kduycm+T6u8J3SM0PaU3S8RTogyXOIwqdIDw5pTwp5Nk7yEIQABKohUGbuqKYlXAUCEGgTgVJzS6lMbaJSsi9luBQ5dRer/rOya9jJcn0fTNLtzN0nrZ6k2bm7R/piSHuMjn+XvAqX2v6K2PmzI2g7TfpmCMfDjgqslaURhQAExk+gzNwx/lZwBQhAoG0E+KFExSO6hq63vpQ7dV6lu03aPGvPNYp71S3anxTwFusmIeFFOi4rnf5AlumQt1eXlzYN6V6l2146VtpS8ordkZLrxyAAAQhAAAIQaAEB3qmrdhAfGS53e8Fl7bDF8/H0n7vki+/fxfxeqeskctxlHxXKewVwN+nJ0g8lb+vuJ/lv4mEQgAAEIAABCEwIAbYKige6DJd8+9UrdS73hYIqb1XaL5N0b7/+viDfBUqzbG+QXN+rQrzMwe/eeSvW5fYoU4A8EIDASAmUmTtGekEqgwAEJoIA268VD7NXyPxL1o2y666t+COkn2XpTwjpMdnv1PmHEP7lrG2B5HfqNgzxePD2qn9UEVf0Dld4xXDyfB3fKPlXt0+PBXT0jzTiyl6STBACEIAABCAAgbYQ4Ftl8UiW4ZKv1Lmm+OvXt4Rq7YAdJ10l5b9+/YvS7Jw5/WGSV+/yX79+VGl2FjeQbH7Hzn+u5Och7oN/nPH+JP5Uhf8qeaUv2m8V8BbwQ5M0ghCAwOgJlJk7Rn9VaoQABNpOoNTcUipT20kV9K8fl/T/fr1Z5T+X1PEyhb3a5h9IeMXMjtua4Xz+f7++TenehrUT5lW2eSFfethdkd8FeWv2MCl1EHdQ/BeS/06d63Ced0ip+V07n49/9iQ7TRQCEBgRgX5zx4guQzUQgMCEESg1t5TKNGHg3F24TOCg02UIjIAAc8cIIFIFBCAwgwDv1M1AQgIEIAABCEAAAhBoIAH+pEkDB40mQwACEIAABCAAgZwATl1OhDgEIAABCEAAAhBoIAGcugYOGk2GAAQgAAEIQAACOQGcupwIcQhAAAIQgAAEINBAAjh1DRw0mgwBCEAAAhCAAARyAjh1ORHiEIAABCAAAQhAoIEEcOoaOGg0GQIQgAAEIAABCOQEcOpyIsQhAAEIQAACEIBAAwng1DVw0GgyBCAAAQhAAAIQyAng1OVEiEMAAhCAAAQgAIEGEsCpa+Cg0WQIQAACEIAABCCQE8Cpy4kQhwAEIAABCEAAAg0kgFPXwEGjyRCAAAQgAAEIQCAngFOXEyEOAQhAAAIQgAAEGkgAp66Bg0aTIQABCEAAAhCAQE4Apy4nQhwCEIAABCAAAQg0kABOXQMHjSZDAAIQgAAEIACBnABOXU6EOAQgAAEIQAACEGggAZy6Bg4aTYYABCAAAQhAAAI5AZy6nAhxCEAAAhCAAAQg0EACOHUNHDSaDAEIQAACEIAABHICOHU5EeIQgAAEIAABCECggQRw6ho4aDQZAhCAAAQgAAEI5ARw6nIixCEAAQhAAAIQgEADCeDUNXDQaDIEIAABCEAAAhDICeDU5USIQwACEIAABCAAgQYSwKlr4KDRZAhAAAIQgAAEIJATwKnLiRCHAAQgAAEIQAACDSSAU9fAQaPJEIAABCAAAQhAICeAU5cTIQ4BCEAAAhCAAAQaSACnroGDRpMhAAEIQAACEIBATgCnLidCHAIQgAAEIAABCDSQAE5dAweNJkMAAhCAAAQgAIGcAE5dToQ4BCAAAQhAAAIQaCABnLoGDhpNhgAEIAABCEAAAjkBnLqcCHEIQAACEIAABCDQQAI4dQ0cNJoMAQhAAAIQgAAEcgJL5wkF8YUFaSRBAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUFMC/x9yOYknQgn1ogAAAABJRU5ErkJggg==)
(b) During microsporogenesis and megasporogenesis, meiosis (reduction division) takes place.
During meiosis, a cell divides twice to form 4 cells containing half of the genetic information of the cell. This method is used to form haploid gametes.
(c)Structure formed at the end of microsporogenesis is haploid Microspores and the structure formed at the end of megasporogenesis is haploid Megaspores.
Question 3.Arrange the following terms in the correct developmental sequence:
Pollen grain, sporogenous tissue, microspore tetrad, pollen mother cell, male gametes.
Answer:The correct sequence is –
Sporogenous tissues � Pollen mother cell � Microspore tetrad � Pollen grain � Male gametes
During microsporogenesis, the cells of the sporogenous tissue (which act as pollen mother cells), undergo meiotic divisions to form microspore tetrad containing 4 haploid microspores. As the anther matures, the microspores dissociate and develop into pollen grains. The pollen grains mature and give rise to male gametes.
Question 4.With a neat, labelled diagram, describe the parts of a typical angiosperm ovule.
Answer:
![](data:image/png;base64,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)
1. Funicle – The ovule is a small structure attached to the placenta by means of a stalk called funicle.
2. Hilum – It is the junction between ovule and funicle. The body of the ovule fuses with funicle in the region called hilum.
3. Integument - These are the protective envelops of ovule. There are two integuments, one is outer and the other is inner.
4. Nucellus – Enclosed within integuments is a mass of cells called the nucellus. The cells of nucellus have abundant reserve food materials.
5. Embryo sac – An ovule has one embryo sac formed from a megaspore. It is located in the nucellus. It is the site of fertilization of egg and development of embryo.
6. Micropyle – Integuments encircle the nucellus except at the tip where a small opening is organized. This small opening is known as Micropyle.
7. Chalaza – Opposite the micropylar end, the swollen basal part of the ovule is represented by the chalaza.
Question 5.What is meant by monosporic development of female gametophyte?
Answer:In flowering plants, the megaspore mother cell undergoes reduction division to form four megaspores but only one functional megaspore out of four enlarges and develops into female gametophyte and the rest three generate. The development of female gametophyte or the embryo sac from a single megaspore is called monosporic development of female gametophyte.
Question 6.With a neat diagram explain the 7-celled, 8-nucleate nature of the female gametophyte.
Answer:![](data:image/jpeg;base64,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)
i) The megaspore mother cell in flowering plants undergoes reduction division to form 4 haploid megaspores.
ii) Out of these 4 megaspores, 3 degenerate and the remaining one functional megaspore undergoes three successive mitotic divisions and form eight nucleate embryo sac.
iii) First mitotic division –
It occurs in the megaspores and results in the formation of 2 nuclei.
One nucleus moves towards the micopylar end.
Second nucleus moves towards the chalazal end.
This forms two-nucleate embryo-sac.
iv) Second Mitotic division –
The nucleus at the micopylar end divides mitotically.
The nucleus at the chalazal end divides mitotically.
This results in 2 nuclei at each end and four-nucleate embryo-sac forms.
v) Third mitotic division –
The 2 nuclei at each end re-divide mitotically
This results in 4 nuclei at each end and thus forms eight-nucleate embryo-sac.
vi) Out 4 nuclei at the micopylar end, only 3 differentiate. Two of them form synergids and one forms egg cell. Together they are known as egg apparatus.
vii) Out of 4 nuclei at the chalazal end, only 3 differentiate as antipodals.
viii) The remaining one nucleus from the micopylar end and one from the chalazal end move towards the centre and are known as polar nuclei, which are situated in a large central cell.
ix) This results in the formation of the 7-celled, 8-nucleate embryo-sac.
Question 7.What are chasmogamous flowers? Can cross-pollination occur in cleistogamous flowers? Give reasons for your answer.
Answer:There are two types of flowers- chasmogamous and cleistogamous.
The flowers with their anther and stigma exposed for pollination are called chasmogamous flowers. E.g. peas, beans, etc.
The flowers which are closed and never open are called clesitogamous flowers. So cross-pollination can’t occur in cleistogamous flowers. The anther and stigma in these flowers lie close to each other so only self-pollination occurs. E.g. Oxalis, Viola, etc.
Question 8.Mention two strategies evolved to prevent self-pollination in flowers.
Answer:The two strategies evolved to prevent self-pollination in flowers are –
• Dichogamy – Maturation of anther and stigma of a flower at different times to prevent self-pollination.
When anther matures before stigma, it is called protandry.
When stigma matures before anther, it is called protogyny.
• Self-incompatibility – In some flowers, self-sterile genes are present due to which the pollen grains do not germinate on the stigma of that flower. E.g. potato, tobacco.
Question 9.What is self-incompatibility? Why does self-pollination not lead to seed formation in self-incompatible species?
Answer:It is a genetic mechanism which prevents the pollen (from the same flower or other flowers of the same plant) from fertilising the ovules by inhibiting pollen tube growth in the pistil
This prevents the fusion of the male and female gametes along with the formation of embryo. As a result, seed formation doesn’t take place.
In the self-incompatible species, when self-pollination takes place then the pollen tube doesn’t grow and fertilization doesn’t take place. So seed formation doesn’t take place.
Question 10.What is bagging technique? How is it useful in a plant breeding programme?
Answer:i)In the flowers with both anther and stigma, the anther is removed before maturation carefully using forceps.
ii)The flower is then covered with a bag made up of butter paper.
iii)The covering of emasculated flowers with a bag of suitable size, generally made up of butter paper, to prevent contamination of its stigma with unwanted pollens is called bagging technique.
iv) When the stigma matures, the pollens from desired flower are dusted on the stigma with the help of pre-sterilized brush and the flower is re-bagged until the fruit is developed.
v) This technique is called artificial hybridization. Plant breeders often use this method to prevent the contamination of stigma of flowers from unwanted pollens. This technique is also helpful is developing the plant of desired variety.
Question 11.What is triple fusion? Where and how does it take place? Name the nuclei involved in triple fusion.
Answer:Triple fusion – The process of fusion of the male gamete with the two polar nuclei inside the central cell located in the embryo-sac to form primary endospermic nucleus (PEN) is called triple fusion. The process takes place inside the embryo-sac.
This process takes place in the following steps –
• When the pollen grains fall on the stigma of a flower, they germinate and give rise to the pollen tube.
• The pollen tube passes through style and enters the embryo-sac from the micopylar end.
• One of the male gamete fuses with egg cell to form zygote (syngamy)
• The second male gamete fuses with the two polar nuclei present in the central cell and form triploid primary endosperm nucleus.
• This process involves the fusion of three haploid nuclei hence is known as triple fusion.
One male gamete nucleus and two polar nuclei are involved in this process.
Question 12.Why do you think the zygote is dormant for sometime in a fertilized ovule?
Answer:The fusion of male gamete and nucleus of the egg cell leads to formation of zygote.
The zygote remains dormant for some time until certain amount of endosperm forms.
It happens because endosperm provides nutrition to the developing embryo.
After the formation of the endosperm, the further development of embryo from zygote happens.
Question 13.Differentiate between:
A. hypocotyl and epicotyl;
B. coleoptile and coleorrhiza;
C. integument and testa;
D. perisperm and pericarp.
Answer:A)
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)
B)
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)
C)
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)
D)
![](data:image/png;base64,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)
Question 14.Why is apple called a false fruit? Which part(s) of the flower forms the fruit?
Answer:In most of the species, the fruits develop from the ovary and the rest of the floral parts degenerate. Such fruits are called true fruits. But in some species like apple, the thalamus also contribute to the fruit formation. Such fruits are called false fruits.
Question 15.What is meant by emasculation? When and why does a plant breeder employ this technique?
Answer:The process of removal of the anthers before they mature from a bisexual flower carefully using the forceps without affecting the female reproductive part (pistil) is called emasculation.
It is one of the measures of artificial insemination.
To obtain a plant of desired variety, the plant breeders use this technique. They protect the stigma from being pollinated by undesired pollens from the same flower.
Question 16.If one can induce parthenocarpy through the application of growth substances, which fruits would you select to induce parthenocarpy and why?
Answer:There are certain species like banana in which fruits develop without fertilization and such fruits are called parthenocarpic fruits. Such fruits are seedless.
Parthenocarpy can be induced through the application of growth hormones. So, the seedless fruits which are economically important like banana, grapes, pineapples, etc can be developed using this technique. The fruits with edible seeds like pomegranate can’t be developed using this technique.
Question 17.Explain the role of tapetum in the formation of pollen-grain wall.
Answer:The innermost wall layer of microsporangium is called tapetum. Cells of tapetum have dense cytoplasm and generally have more than one nucleus.
Functions of tapetum –
• It provides nourishment to the developing pollen grains.
• Helps in the formation of exine (the hard outer layer of pollen grain) which is composed of sporopollenin.
• It secretes hormones and enzymes
Question 18.What is apomixis and what is its importance?
Answer:The process of production of seeds without fertilization is called apomixis. It is an asexual mode of reproduction present in certain species like grasses and Asteraceae. So it doesn’t involve the processes like syngamy and meiosis.
It is very important for producing hybrid seeds. The production of hybrid seeds by cultivation is very expensive and it is very difficult to maintain the hybrid characteristics by sowing the hybrid seeds due to segregation of characters. By introducing apomixis, the segregation of characters can be avoided.
Name the parts of an angiosperm flower in which development of male and female gametophyte take place.
Answer:
The development of male gametophyte (pollen grain) takes place in pollen sac of anther.
The development of female gametophyte (embryo sac) takes place in ovule.
Question 2.
Differentiate between microsporogenesis and megasporogenesis. Which type of cell division occurs during these events? Name the structures formed at the end of these two events.
Answer:
(a) Difference between microsporogenesis and megasporogenesis –
(b) During microsporogenesis and megasporogenesis, meiosis (reduction division) takes place.
During meiosis, a cell divides twice to form 4 cells containing half of the genetic information of the cell. This method is used to form haploid gametes.
(c)Structure formed at the end of microsporogenesis is haploid Microspores and the structure formed at the end of megasporogenesis is haploid Megaspores.
Question 3.
Arrange the following terms in the correct developmental sequence:
Pollen grain, sporogenous tissue, microspore tetrad, pollen mother cell, male gametes.
Answer:
The correct sequence is –
Sporogenous tissues � Pollen mother cell � Microspore tetrad � Pollen grain � Male gametes
During microsporogenesis, the cells of the sporogenous tissue (which act as pollen mother cells), undergo meiotic divisions to form microspore tetrad containing 4 haploid microspores. As the anther matures, the microspores dissociate and develop into pollen grains. The pollen grains mature and give rise to male gametes.
Question 4.
With a neat, labelled diagram, describe the parts of a typical angiosperm ovule.
Answer:
1. Funicle – The ovule is a small structure attached to the placenta by means of a stalk called funicle.
2. Hilum – It is the junction between ovule and funicle. The body of the ovule fuses with funicle in the region called hilum.
3. Integument - These are the protective envelops of ovule. There are two integuments, one is outer and the other is inner.
4. Nucellus – Enclosed within integuments is a mass of cells called the nucellus. The cells of nucellus have abundant reserve food materials.
5. Embryo sac – An ovule has one embryo sac formed from a megaspore. It is located in the nucellus. It is the site of fertilization of egg and development of embryo.
6. Micropyle – Integuments encircle the nucellus except at the tip where a small opening is organized. This small opening is known as Micropyle.
7. Chalaza – Opposite the micropylar end, the swollen basal part of the ovule is represented by the chalaza.
Question 5.
What is meant by monosporic development of female gametophyte?
Answer:
In flowering plants, the megaspore mother cell undergoes reduction division to form four megaspores but only one functional megaspore out of four enlarges and develops into female gametophyte and the rest three generate. The development of female gametophyte or the embryo sac from a single megaspore is called monosporic development of female gametophyte.
Question 6.
With a neat diagram explain the 7-celled, 8-nucleate nature of the female gametophyte.
Answer:
i) The megaspore mother cell in flowering plants undergoes reduction division to form 4 haploid megaspores.
ii) Out of these 4 megaspores, 3 degenerate and the remaining one functional megaspore undergoes three successive mitotic divisions and form eight nucleate embryo sac.
iii) First mitotic division –
It occurs in the megaspores and results in the formation of 2 nuclei.
One nucleus moves towards the micopylar end.
Second nucleus moves towards the chalazal end.
This forms two-nucleate embryo-sac.
iv) Second Mitotic division –
The nucleus at the micopylar end divides mitotically.
The nucleus at the chalazal end divides mitotically.
This results in 2 nuclei at each end and four-nucleate embryo-sac forms.
v) Third mitotic division –
The 2 nuclei at each end re-divide mitotically
This results in 4 nuclei at each end and thus forms eight-nucleate embryo-sac.
vi) Out 4 nuclei at the micopylar end, only 3 differentiate. Two of them form synergids and one forms egg cell. Together they are known as egg apparatus.
vii) Out of 4 nuclei at the chalazal end, only 3 differentiate as antipodals.
viii) The remaining one nucleus from the micopylar end and one from the chalazal end move towards the centre and are known as polar nuclei, which are situated in a large central cell.
ix) This results in the formation of the 7-celled, 8-nucleate embryo-sac.
Question 7.
What are chasmogamous flowers? Can cross-pollination occur in cleistogamous flowers? Give reasons for your answer.
Answer:
There are two types of flowers- chasmogamous and cleistogamous.
The flowers with their anther and stigma exposed for pollination are called chasmogamous flowers. E.g. peas, beans, etc.
The flowers which are closed and never open are called clesitogamous flowers. So cross-pollination can’t occur in cleistogamous flowers. The anther and stigma in these flowers lie close to each other so only self-pollination occurs. E.g. Oxalis, Viola, etc.
Question 8.
Mention two strategies evolved to prevent self-pollination in flowers.
Answer:
The two strategies evolved to prevent self-pollination in flowers are –
• Dichogamy – Maturation of anther and stigma of a flower at different times to prevent self-pollination.
When anther matures before stigma, it is called protandry.
When stigma matures before anther, it is called protogyny.
• Self-incompatibility – In some flowers, self-sterile genes are present due to which the pollen grains do not germinate on the stigma of that flower. E.g. potato, tobacco.
Question 9.
What is self-incompatibility? Why does self-pollination not lead to seed formation in self-incompatible species?
Answer:
It is a genetic mechanism which prevents the pollen (from the same flower or other flowers of the same plant) from fertilising the ovules by inhibiting pollen tube growth in the pistil
This prevents the fusion of the male and female gametes along with the formation of embryo. As a result, seed formation doesn’t take place.
In the self-incompatible species, when self-pollination takes place then the pollen tube doesn’t grow and fertilization doesn’t take place. So seed formation doesn’t take place.
Question 10.
What is bagging technique? How is it useful in a plant breeding programme?
Answer:
i)In the flowers with both anther and stigma, the anther is removed before maturation carefully using forceps.
ii)The flower is then covered with a bag made up of butter paper.
iii)The covering of emasculated flowers with a bag of suitable size, generally made up of butter paper, to prevent contamination of its stigma with unwanted pollens is called bagging technique.
iv) When the stigma matures, the pollens from desired flower are dusted on the stigma with the help of pre-sterilized brush and the flower is re-bagged until the fruit is developed.
v) This technique is called artificial hybridization. Plant breeders often use this method to prevent the contamination of stigma of flowers from unwanted pollens. This technique is also helpful is developing the plant of desired variety.
Question 11.
What is triple fusion? Where and how does it take place? Name the nuclei involved in triple fusion.
Answer:
Triple fusion – The process of fusion of the male gamete with the two polar nuclei inside the central cell located in the embryo-sac to form primary endospermic nucleus (PEN) is called triple fusion. The process takes place inside the embryo-sac.
This process takes place in the following steps –
• When the pollen grains fall on the stigma of a flower, they germinate and give rise to the pollen tube.
• The pollen tube passes through style and enters the embryo-sac from the micopylar end.
• One of the male gamete fuses with egg cell to form zygote (syngamy)
• The second male gamete fuses with the two polar nuclei present in the central cell and form triploid primary endosperm nucleus.
• This process involves the fusion of three haploid nuclei hence is known as triple fusion.
One male gamete nucleus and two polar nuclei are involved in this process.
Question 12.
Why do you think the zygote is dormant for sometime in a fertilized ovule?
Answer:
The fusion of male gamete and nucleus of the egg cell leads to formation of zygote.
The zygote remains dormant for some time until certain amount of endosperm forms.
It happens because endosperm provides nutrition to the developing embryo.
After the formation of the endosperm, the further development of embryo from zygote happens.
Question 13.
Differentiate between:
A. hypocotyl and epicotyl;
B. coleoptile and coleorrhiza;
C. integument and testa;
D. perisperm and pericarp.
Answer:
A)
B)
C)
D)
Question 14.
Why is apple called a false fruit? Which part(s) of the flower forms the fruit?
Answer:
In most of the species, the fruits develop from the ovary and the rest of the floral parts degenerate. Such fruits are called true fruits. But in some species like apple, the thalamus also contribute to the fruit formation. Such fruits are called false fruits.
Question 15.
What is meant by emasculation? When and why does a plant breeder employ this technique?
Answer:
The process of removal of the anthers before they mature from a bisexual flower carefully using the forceps without affecting the female reproductive part (pistil) is called emasculation.
It is one of the measures of artificial insemination.
To obtain a plant of desired variety, the plant breeders use this technique. They protect the stigma from being pollinated by undesired pollens from the same flower.
Question 16.
If one can induce parthenocarpy through the application of growth substances, which fruits would you select to induce parthenocarpy and why?
Answer:
There are certain species like banana in which fruits develop without fertilization and such fruits are called parthenocarpic fruits. Such fruits are seedless.
Parthenocarpy can be induced through the application of growth hormones. So, the seedless fruits which are economically important like banana, grapes, pineapples, etc can be developed using this technique. The fruits with edible seeds like pomegranate can’t be developed using this technique.
Question 17.
Explain the role of tapetum in the formation of pollen-grain wall.
Answer:
The innermost wall layer of microsporangium is called tapetum. Cells of tapetum have dense cytoplasm and generally have more than one nucleus.
Functions of tapetum –
• It provides nourishment to the developing pollen grains.
• Helps in the formation of exine (the hard outer layer of pollen grain) which is composed of sporopollenin.
• It secretes hormones and enzymes
Question 18.
What is apomixis and what is its importance?
Answer:
The process of production of seeds without fertilization is called apomixis. It is an asexual mode of reproduction present in certain species like grasses and Asteraceae. So it doesn’t involve the processes like syngamy and meiosis.
It is very important for producing hybrid seeds. The production of hybrid seeds by cultivation is very expensive and it is very difficult to maintain the hybrid characteristics by sowing the hybrid seeds due to segregation of characters. By introducing apomixis, the segregation of characters can be avoided.