Biology
Grade-7
Easy
Question
_______________ is a green pigment that can be found in the mesosomes of cyanobacteria and the chloroplasts of plant cells.
- Chlorophyll
- Carotene
- Anthocyanins
- Xanthophyll
Hint:
Chlorophyll is the Green color pigment
The correct answer is: Chlorophyll
- Chlorophyll is the green color pigment found in chloroplast and mesosome of cyanobacteria.
- Chloroplast contains the Chlorophyll pigment in them
- Chlorophyll is responsible for green coloration of leaves and helps in photosynthesis.
Related Questions to study
Biology
Match the following:
1.Carbon dioxide and water |
a. A higher carbon dioxide concentration |
2. Formation of glucose |
b. The two reactants in the photosynthesis reaction |
3. Speed up the process of photosynthesis |
c. Carbon dioxide from the air and hydrogen from water molecules are combined |
Match the following:
1.Carbon dioxide and water |
a. A higher carbon dioxide concentration |
2. Formation of glucose |
b. The two reactants in the photosynthesis reaction |
3. Speed up the process of photosynthesis |
c. Carbon dioxide from the air and hydrogen from water molecules are combined |
BiologyGrade-7
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Usually, carbon dioxide in the range of ___________ is adequate for photosynthesis.
Usually, carbon dioxide in the range of ___________ is adequate for photosynthesis.
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Which among the following parts of the green plants comprise chloroplasts?
Which among the following parts of the green plants comprise chloroplasts?
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Which among the following are the sites of photosynthesis in plants and blue-green algae?
Which among the following are the sites of photosynthesis in plants and blue-green algae?
BiologyGrade-7
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The _________ produced during photosynthesis is then used to fuel various cellular activities.
The _________ produced during photosynthesis is then used to fuel various cellular activities.
BiologyGrade-7
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The by-product of the photosynthesis process is __________
Oxygen is the byproduct of photosynthesis
The by-product of the photosynthesis process is __________
BiologyGrade-7
Oxygen is the byproduct of photosynthesis
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The process by which plants make their own food is called ___________.
The process by which plants make their own food is called ___________.
BiologyGrade-7
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Species that are not found in ecotones are called ____________.
Species that are not found in ecotones are called ____________.
BiologyGrade-7
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________________ refer to the new variety of species that live around edges and are unique
________________ refer to the new variety of species that live around edges and are unique
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_______________ occurs when abiotic parameters like altitude, temperature (thermocline), salinity (halocline), depth, etc., gradually vary.
_______________ occurs when abiotic parameters like altitude, temperature (thermocline), salinity (halocline), depth, etc., gradually vary.
BiologyGrade-7
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In the terrestrial ecosystems, the edge effect is especially applicable to __________.
In the terrestrial ecosystems, the edge effect is especially applicable to __________.
BiologyGrade-7
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The term ___________ describes the group of plants and animals that coexist naturally in a region and frequently exhibit similar characteristics specific to that region.
The term ___________ describes the group of plants and animals that coexist naturally in a region and frequently exhibit similar characteristics specific to that region.
BiologyGrade-7
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_________________ species will approach the riverbank to consume water
_________________ species will approach the riverbank to consume water
BiologyGrade-7
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Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
In which of the following regions may you find high species richness?
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)
In which of the following regions may you find high species richness?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhwAAADBCAYAAACEwWmkAAAgAElEQVR4nOy9ebxdVX33//6utfc+wx1yk5AZkkBIIIwik+JQEAVUxFksULXaR/uobR992j5q+7LVzrW2tj7WjlKxFnECFQUcCCLzKIEQIGQeSEjufO85Zw9rfX9/7H3uvdja9veYkETWm9flnpx77rlnn7P3Wp/1Xd/v5yu/v+Zj6sQgeAQlEAj8fGO8YjG0bUxT97C6toMFfideIzJpIAoRKU4soNXXcw9nPKgQ+xibwskrT6In6UW8QdQCoFI+Vp6bb1Eg8P8Lc7BfQCAQCAQCgZ9/guAIBAKBQCBwwAmCIxAIBAKBwAEnCI5AIBAIBAIHnCA4AoFAIBAIHHCC4AgEAoFAIHDACYIjEAgEAoHAAScIjkAgEAgEAgecIDgCgUAgEAgccILgCAQCgUAgcMAJgiMQCAQCgcABJwiOQCAQCAQCB5wgOAKBQCAQCBxwguAIBAKBQCBwwAmCIxAIBAKBwAEnCI5AIBAIBAIHnCA4AoFAIBAIHHCC4AgEAoFAIHDACYIjEAgEAoHAAScIjkAgEAgEAgecIDgCgUAgEAgccILgCAQCgUAgcMAJgiMQCAQCgcABJwiOQCAQCAQCB5wgOAKBQCAQCBxwguAIBAKBQCBwwAmCIxAIBAKBwAEnCI5AIBAIBAIHnCA4AoFAIBAIHHCC4AgEAvsBBTxoDETVvwtUQSTCGEHEY0RQNYBFEKyCUYN6C5rgqQERRi2CghSoKsaUj1cvWKkjvoY6gxFFJC//diAQOKQJgiMQCOwHPGo8SoJqgoqCKbA2Rr3gXIGSo15RVVTAFw68EBFhsHixeARVi6hBUJzkqCjeg/eOJIrwhSA+pp40QAvUp4gEwREIHOpEB/sFBAKBnxcE0eqmAphSXKgiRjEmQjUBmyMmx3hBvMHjweSoKUAAL6iPQA1G63g1OC2IYkPuOtgoQr1QOEAtRpo4DyIH7cADgcB/gxDhCAQC+wFBvAAK4svvGFTBRgYxQpGDdzVQg/cepLwfPJgCTFp9ZdVWioBPiKMaYClyQSlFh0Q5KgXeC4YGRuKDevSBQOC/JkQ4AoHAfkAoAwyKdvMpVBAxOJ+jOIxpYBkA24vTMZQcrxlePCoREIGCKigeYwX1lk4npVHvQ2iUfycZp93eR2Qj4riXIgOTGJx3B+3oA4HAf00QHIFAYD8giFbRChwqgFpUBedzogRcZnj0kafYN5hT7yk4YXWdObM93nvUD+Bdb5UDMoGxozjNERPR01Pngfs3ccO3duOdctqZs3jN606g0xpB8aXA8WE/JRA41AmCIxAI7CfKLRXBlZEKDChEkSCiOAdXfu6H3HdfQa0Gn/rMS5lzhAeF8RHDV655hL17lfnzct7y1iPpn+1xRQeosX3rGN/9ziBOIU4GeM0l/YhM4LXAGF9uvwTNEQgc0gTBEQgE9gtlhMOhMr2loiJlTod4lBijNaDAKKARKjmIJW3X+f5N29n91BiLFzd43RuOxvt29XwJIg1iBIdgNEK1XualShlRQQwhJS0QOLQJV2ggEPiZMWoQNZTJoq76bgFBxZdfxGWVCnEpFtSgoqWDh1pMVWZircX7BGuSSki48rHEQBMFVPJSrJShFEJ4IxA49AmCIxAI7EcUwZcppGqgyutQFNRWxmBUoqF8dHm7QExZU2tjQ+EU75Pq8YqKx1diRm2BRmNg2yiKUJbQBgKBQ5twlQYCgZ8ZrQIMIlpN/gKiZdxBhekIhABF97emalus1anRyHkljmOMJIivAQbEV+ZeWVVCOwmSls+nMWEoCwQOfUIORyAQ+JlRPIUtt1bQXlDFSIqKYDQGbxBJEUmxGCIcFJ5IBecVKYSoMg2LVMHl+DwjkhqRGIyLiKyQ+bjaurEEkREIHF4EwREIBPYLiuJFELWIekRcVbgiM7ZSypwNgCixOG1h4wZO/ZRTqLWC8ykmTilchojiTQunBdVmDHgLGiEaoWqr+wOBwKFMWCIEAoH9gFAOJ1XSqBTldyjvn8rfsCiOAlAb4YgwtgY2IquKWzKnEEVEtQZOQMWUv25gyuMDUz6fRmUORxjKAoFDnhDhCAQC+4EZeRrigKISHaZSClEpOqokUYmgNZ5QpCtp5Z5Op4E33RCHweXzGNzrEBPhvNKeHMWwHdCysZuvlYJDPEhG6BYbCBz6BMERCAT2E12n0bKtPOKnmrh1E0m7Gx9ZaviDj95IZAzegzMwMZkR1eCpnRO8/91fxQKFB7WKy5Us7wVS8BHi+xC/j1LYdH04QmlsIHAoEwRHIBDYD0iZqyFazftVrgUGMRGFK0ByjCm3WdTXGRk2RAgeV26yWEG9YIgYy0zVUyXHk2FIEAyQY4zBFRBHCepbqM8QqVcRlEAgcKgSBEcgENjPdLc3LEJMUShxzZIXbQqdAEC1VXZ+xQKu7Ifiur+d4adKZ/3UfZABkBcZceTJMoeIEseWLHcgQXAEAocyQXAEAoH9gFbRDZ2xjVImdBqxKG0kyrno4uM57WzBGLDeY7WMgjgxFMbiRbHqibxDVCgkKqtXFASP1w7HrmqQpsNE1qAqqFo0bKcEAoc8QXAEAoH9QNfS3PPMnI0I8BSuRZQUvOKVJyA2RZnAerAKqKWQCGcEFcWoI9IcwVBoEzBV9keOiMOIkLYnESsUDlQFERsKYwOBQ5wgOAKBwP5BulN+VSKrgvel9jCRR00blw+Db2PIoWiirl4+1mYoaZkAqoK6GPCIGUW9BeMROqAO5xLiqE6eO4yN8N4hJkQ4AoFDnSA4KF0Sgekk925U+Bn3Cd3/oNsZs3zw1M2p31IOl4x5YXqe0J/yksPKMfBf45mKbhChGFQcatrY2OBdgivqxDIXZ1sgDtVZpSspYGybyI7jJUV8hNIoDb3EE0cRhU/BdIitRyJDu5OB6SapmuocDWfq/kK0m/RLZd4GKjPGt+p2mSdcDRxdS/upMbL7+LJyScVyOIyLogZUyw7H3c7HmBlf3ffGo+Km7PvLHoIz7fwrfxhvSzv+g1a63b02obsYUOl+RuV903PAgb2GguCAGSuz7r//owaUiky7D01/QN2rke6E7cuT7qfN3ocYov/+8H+Sw+RQAgcVj+BAa6hPypJYk2OjnCzNie1caM/imq/dzcanJiBSjEYYbzAKqlo6iRqPGMGrIBiME4wYrCk70DrvWX3iEbz61avx2kLF4VSJjKBBb+w/ZgqOroCgnJDKSWnGd8pOwVKJjZmLsVKplJOziDk8cm18JSrEVaJDUS0nalGDaNmgUE23C7JlKtGoajEolKJFfIyoRdUdRK1Vvt6yc3PX7bcrDAWjQlUShhg9oOP9c15wCGC8LXPdqpm3e8HMVKyqgheZUrx+ZjiE7qRcRTYOoxl6prDqdvAMBH4mZihY5xxJrY4WgveOe+7axn0POMqhp6xEEcrOKGUWSHdIqvw8qutLKodSACOzeO1re8jyUTw5xihhKNu/qOmu5JkxKJhniroZYeCZE1iJZ8qXxRw+EV9g2j9GQOl2PO462XbdcwtEBaFWLUJN+TMp37cp0SV5GUGXg2lMV7YBmGLGglimolXPjlp/zl+lomB8qcr/veBQkEqxV8redQfTKprLzJBi9YPy8YeH86HK9Kn20065w2ioCBw0Zg7K3ZVtKdQL7/Auw9oe1D9TqHcpACHGUMPToRsCNhHgEoRerOZkjIN6nMsw1qN4BIv3nqlmLIGfGS8zPs+p8Lvp/pDuyri70JKp/0+Pm2XYXqrfl/9WNPWQwBQzzs6yAqoc47WUVl0nXY0QjaufSSlOxJbRD5k2wFPjDupxi1bbOnQ/CvcTIsNXg/xMwXhgeM4LjnJVr8/Yu1LRZ5wg0z/z05eUVENidT2Jnw4pHk4owswI6L979VOLk8NhpAgcXH4ilA5YW+1jq+DIeME585m/wIEv+6qAxaOICIriUGqNOllRsHnzIBs3DAM51rRR78pzNHLENWi1M6yUJmA2jvDq/sNXFfh/wTC9XdyVEkUlQbpRXPOMXI+u3uuG7ae3Xcrnk8Oi343iTVFtocSlmZzaaoLuVmFNLyZFZ9ymOymY8nw2Dq22ZUpTuoN1/OVWTzdhT2ZED7uf7lS84wBPX0FwCOTiMMaUb7+vdiVFpidfnf5mKQdGr9295u7zVD0edCrD6pCX892TbWaCbPmSFSMG7z1WLIVzmOAcHfhPMaDdgawbToeiUIyUZ1kcw+vfdCbGZpRnXp3CCWIFLzlehFp9Frt2ZFz/jfu4/74J1AnWCrlr02haLjh/MZe+9VSyLEWI8B7iOCb3LgQ49ifeY8RWE5QDXDVRAd0IhgexXZXhq1yNcnNMqsiw9yDWlvkMh/ZwWFGdv0aqSI6t8jFK4SBmOnKHCCIOxVXCY2bPoOp6kOmMiYN3RA6xlVgSpj8rMQi2mt9mRicPHM95wYGAN0KuDlvtWxpjcN6j1YZlt+Iu8hHkIJEtPQDUgSoqZuqE6lZ9+MN58FPI85zYRvgiJ4kinHj0AJ+MgcOdai9bpkWH6VYmCKjmREmEkIJ0UBlD4hwbG6yJcUUPP/rhY1x95WOsXzdOJE0irVP4CVafOI93vOsMzjhrMcaOURQTGIkxOLwvMHKgh8rnGEq5yKgs6cuGfN18NUVsBIWvchwUMYJ6V5q9VgmIRDHiBPG+nKBnpIUcujxjJJ/eRjJQ+IKoyjhSIkRMWT1FhzgxUDhwFqQJTEfwDvZBqwEn5aLRe4exBnE6QyR1oy9CGcU5cK/3OS841JfVJzVbo8hzjAhGDbgyygHT2i92Fu/KfYdCy1WaTaJy//gwpkx+6t4GPCQ2xorgjeCdltnLh0NENHAQ+Ykcjqn7ZibQ5YhVnFeiyCIuBh1g+ybhC5+7h1tv3otPI+oyi1zbzJsrXPKm07n4dauYNXeS3G3AqWIlriaD0hr9YA/qP29YI5BnlYYslYJzHpPU8AXgY6RWR3OHTWK0yMHkqHqcK/vdaFot4pyHKCp3Fg6LhViVs6GmytPzqOZAgUqMKyzG9uK8QWyCtTFFMUJktApqdCN95XOUiaQHD68xztTLect3iAHvC6wx04LqWeI5LzgsEUmaIGpINCaOojIU6AqslMumqRJYpxhbKvpcBWMtuctn7HQeLhdUSRmNmX7B3b5bZTgUkjgmz3NUwUt3YA8E/iu6V0OVeDjV1K0UBoVziK3jfA9pp8n11z3Ml6/eyOjeAlUDeGw8xovPWcgV7zyZlcf3UvitOD+MMR6jDXBN6FYITJUkBvYbviirS+II7wXvIrypAU00bjA41GHPniH27BnGGMNRSxYwf/4R9PVabFxQZOMYycEo3qfQXZQd5Mn3v0M5CUczBIfDmwJRT144TDxA7voo8gRRsDqCEYehhad0oameiYOXtzGN0yY5c0jTlCTy5Pk4cezB5zO2QZ+dsf05LzjqtsYDN/+Y675wLfVaDfGCRfBemblliYImSu5yzr7wLC56y4WICiaypcHRjIcebvzkdlBkDXmW8+B9D3D0sqX09fXjnQ9nS+A/obIzl+mEtKkVHlDuHxconqQ+QLtVZ93aSf7p727hifWTFIXBSkRBxsqVDS674iRe/JIj6e0dIssGsVbwRQ1ju2FqX4b6q5LMw/G6O3TRynNecLlD4gZiG0htFj+6Yz1XX72GW259krGJnLSdIsbQrNdpNoXzzz2WK976Cs46fQWd1j7qEajxWCnrkA59pEoUjRA/XQor5IhxREkP0OSP/vhKvnT1wzg1nPcLy/iLT15G1BCk5iHt7u91txY95Tl7EI4msmzfMsr7P/i3PPnkPurW8eHf+gUuv+K1aDoMdKqFQFdwHNjk1uf0FKIokYmIWkK6q00qbcTOEH0/OYpV10s2kWFMhFJUjxFEFBGPx5cqXgyiZTKRwUw/VbdcVqUs5xNFtewPoZ4yFOmns7tlKuO7G2mZrnnvlpkZqbKNtSxFE62y/rW8X4ypzGt8mfKqipWq8RWKanf33RCJ5Yl1j3PzN9YwtnuUt//WFcyaNYCNpDRmCgT+U7TKyp+5lVKe80JCZGvs2Kp8+Uv3c9O3d9CeBEsv0KF3FlzyhlN53RtXsfgoi8vHoKhTj2eTZ5Zm0sT7jMKPU+gkIiliur1bIg7WoP7zh5Q5FxbywhHbBmOtGlddeQN/+smvsXuv4ydjSkMTKQAbrrqPr1x3Hx/76Jt559suwOtolaAoqPcIVaKir7wppKx40akSlxmlcqrlj1Wh6rOj1X2oQbxUiZwG5ymNGcUj3YqSqSTWUgxLdR4qrnw96qvESaoKvcphtFttMpX8mWMwiDHkRUbSqLF7j2fT3jEAntp3JEIP6gtIW2Cq/A0t5wSpEjR1auu6WxdSHc/M6pCuo0L1onRqfonKQoWqUrKMprsq6bOqitECka7xWPn38YqlzrbdbTbtGaUHGBlTIKEbgVEpXVBl6v06cDynBYcgeBx5lAOQkKB4mouaaFR+XqYow2pqPGKgkAI7kNCKPLkVnPPUpUy2yXyGNiMmneJNP7Xc08gLIklwWHLrKKRNEhl8GmN9Hz7OKWScGIsrlLqJMSIULkOtkmmKJOCLggYxhbd4SYhsghSeRECr3BNHRAokRjFOsVIj96CxIZeCnDY2AlM4rBOMMaRGwYIrHM2kj/vX3M/X//rrZPsyZi+djfUNcqvklKvJQOCnIgpS5jZNmQ2Jx5gU7yOkWMSaG3fyD1c+yI7tk5QVAE0KMubMUS5/2zmccMps9g2Ns2tXijHl4Ke0y+REJvGkDAw4jlzSKK9eP4mlO6AHwbF/ENT1UEgHiXIcCZ/9h1v4vT/5CmoMItCoJaxY2Me8I+ZQADueGmPTzj2QwL4WfOgPvkJjVi+Xv/EMcMPlyGEdvqijvoHVFmLGUV9DmVUulKQozyHnILZokWIjg8szBCGXAqkBhUOKhEhqqKbgI3Lfg4168K6NYRJr26UXRl5DzQDGWcQ4HCliIKeDRKBiMGoxPoLUIV4wUkBkUer4ol7moeQ54j2xyUEmoGanioRVBeMyIq3s9rXAU8dleZnjh8fEEXnhMXhs1QJAMPiiyoFxGRKZqhimSt6UAqII7yLUN1AtsJJS2jMomWkT2z5cp0FkLfhBqGWoc2D6kbwUdlKME0mOAmkERQzYYYQxIMYTl0JQFcEEp9EDiRNPbspwUqYFPc06b3rXG5m1YoCigLioYxS87eC1AAP12b2o5HjNiaIIl3siqZFojM0sPXGDLI+pS0TdxnQ6KZpE5aIvsnSKNn1xHVqWJLI4dYgzRCZCM481lppNKCRHFPIsRRAkjmlIAlruq2KFzKfQcGSuQEwExtA2issLmsaQuAjUUbOGVA22ZsiN4Jwlzz3iTFUCq8QuIhvqkI1kpeIvDD300LANiqI4rPJTAs82MzcVZ+RvUJC7lFpcY3Ki4NvXV2LDAl6rcKIh7Shf+rc7SK/MiS1kWZmrOGVMp2XQpPBw0cVH8sEPvJQiVwym9Hh0eihsl//8UJVP1uo9fPeWh/jkX34V9Yoxwpw5dX77Ny7nleet5MhFitiCbdvr/OuX7+JTn/06HhgfVT79yet53cvPZqDZoJgcQRtC3NODdiwSKThFxEI8CwqL6l7EtsnTFF8k1JtzIBWipAm+g204imwIaxJcqpioF/UJLm+RNJWiGKMWJyC9ZaWI99Bbx2cOqRdkrREim0BhMNJAcDhN8TXweGo9TSBBTQZW8FKQtSaJTQubF1O25tBGqom/pJTDZbmsw8dtPDWkWcckEdJR1KbEvUl57NTxrRQjio0s6nK8WKJaD+IsPi9wdLCJAjm2ZtGyvhjxSpG1MFr2GNLcYXHlorOeoHECVhDTpLCOSFJ8VFRrxYjcFWAN0AFytNvv5VkqIXrOCw5EykRQADw+VvoW9TP/2IVk3hG7BFGlsB2cQmxrqEsp8haxFbyPMLZB5BP8eMGeDVsZHxxjvNVm3rw++voti1eswEZ1WnkLbyMMEVoonX3D7N6+B2th9qw5LJi/gK1bt7Jv916SZsS8pfOZM2+AetIAYxjeNc7e7VtpPT2KMZY5R81lYNlctD9C6wYtCiIcHa9ILUEzz9ieYfZt2k17okWnSIkbCfFAk6XHrKC3bzbed/B5gfURmzduZnjHCOJKC2PNDJse3kzvWIPZy2dT669PlQoHAv+esmRwauBSj1dHFCXkeUEUKV7L0DuuWh2SAYbJlqPV8hgTl5n+U1bmOeUwVQMyPDm+00C94FyBtQnqoyqfI3+Wj/fnGJNirTI8mvH3f/sD2u0yzt/ba/nM37yPN158Fr6zDSs7EZty0sqj+dMPv5HO8BB/88U19AO2k7Pxkcc47XkDRD29DI0XPHTXkxgievrHWbX6eLZvH+G+u++hHvdwwinCqlV9aKMHIwP8+ME9bN3smNw7QSdrM2fhLBYttqxaMY85s/thYhKJCqJYcUWLpG8u+3Z3eGzd0wwPCXv37KU+u07PHDju5FksPWo2USEYp2hRih1r64g22bJrH48/sY19+zJGRkeYu7CfnoGI0047jiP6PFZNeXopoB7L9PaynRLZFjUWaTQY7xjWPbyTLRufZmKojbUFSxYvYqC3xgmrj6OvpwefD2KjFMEyNFSw4d5dONOg2WNZfcIKWsODrHt8N5u3DGONYfnRcznlxCPp62uQZ8PEzpbbQnWHakLhe1m/bg8btw6zd98YS5fN5qSTluMasyphUbn3SgTSLduF6UVCd6Fw4AiCo/tGV3loiqJG8caXkQcpEFEKm+FNQtppY31GLdIy18Ip9VoPa+9ex+3Xfp8dD2+maFUno4WeOQknnHUCF7zl9cw6+ggGOy1srYZ1ho0PPco1n/kyiPD8M09n+YrlfPsb3yIdTCGGF1/yEi5951sQL9x+8518/5o1DO8aopjsIAJRX8RRpxzDK95xCUetOhKXTdAwSpx76kk/d950B7df+0P2btqL5tUkIBD1xyxdcTTnveblnPjS4+n4SXxWcPVnrubpJ/ZiNCYiYnzfGP/62auQOXDZb13G6tNPIM/DoB74T9DqQqp2mo0xWBvhCnC+Q60p1GJTmkF1na/p+miU5nuiiolcabKXVwZKvgwJ5x5qSUoUtXC+g3MG8XUwh3dp+qGFToXzN20b5fY7nkSoo6Rc+vqzeeUrjsN1NmD8YLnSnwQf5Rj28L/efw7PP3k2i5csY8GCmGXL62UiZRHx6CMZl17699gETjpjCa97bY3PfPoaHt80hgCXXrySz3723YwVEX/2f7/DdV++mx3bxyjrlkoW9Nc47aSFfPR338RZZy5Es31Qq5G6ufzw5g38+SduYO2DWxhOZxyOhZNOGeC973w5b3/zS4n9ENY6jOnBFwP882e/z99f9UOe3LGXkc70rzXrwhmnLeVDv/lKLjxnJUILyH4iobSi6losZhabtg3zR5/4Gt+8fh2DQymVZykKHDWnwZlnruKjv38pK48BZZSoNpsHHtjCe371XxnpwCmnL+TP/+RD/PVffI3v3vwgo51yeurvsbzqohP5+B++gcXzG1AIPs+AmHZW5/NX3cmnPn09O/aMkwP1mnDGmcdx+aWXQPUqRDLUmyq62LWdn/G5B8FxgNEqKalK0jUO0pEWncFJnBdwYNTjrSM3KcQxphbhTZkw2hM1ufO7t3Hd330dHcz+3ec1OZJx700/ZssTT/HW9/0Si09fxEQ+iIjFFw7Gy1/Z+sgWHn9gPelkWi7mYmH5sUeTaI3rvnItN3zxBpgAEJKohqojHyvYdMcTXLn5s7znw+9jxfHLyDpjzDM93P6NO/n2P19H1ioQscxeNIe4ETE6OEQ62WHTA0+wY+NWLh+4jONPO460neInfJm0bBTxZeIpk6WNe5qm5b8Dgf+Q7gqp640BGI/iyDJHHDewRLzv/ecyPF4gsamiEq7qwlzH0MRIgnM5edGmVstAx8D1gO9HMXgmmDWnTZoO4XxGbGtgtAw5B/Ybqoo1CT9+aAtDbYjF0tCI1776DBp2H641WC3SBsDORkwfmRtm6XGWt60+CfwswOPcOD5tYWqLKApPJ6vTyWKe2NDmY39wLXuHxmiIxalnxbLl9Pes4EMf+CSf/fztZcsIgSSBpAZjY4aRdoPv3rGVod+5kuuuew8DfYLS5N4Hxvjl91zJ0/tKxbBkcR89PXW279hHu6088uAIH/rgV+nDcMVlp+LTSaCfL33pTj7yh9cylDlMZFm5YjaSCjv3jJJ1PD+6cwc7f/ULfPVfPsDznr8A3D7Aor5GV1RPVUlJQmu8ye/+9j9wzQ0bEGoA9NVimnHM2ITjqSHDl296iNS1+MLn30mjEVXbN73snYAOMes3jvOeX/1LHn5iG7PjhLr1OB/TTpt88WtriYzlbz/7S+AGiZIIF8/iz/74q3zir2/DYxFiIpNjEG677TEeW7sZl4NQQ30ZUZyObjy77Tie84JDAC1KtRFjcRM51/3TN7C9MeoFk5uqqsnhDbzwjS/llJeeRAdHPamx+eGt3Pgv30SHS5OcWQtncfb557Bg8ZFs3vokd373VtyYY++GPdx01Td459HvJOpPII7olGcBDVtndHAEFzuOet5RzF4wmz2DT7P6lOPYvnU7N197cymI6nDW+Wfywpe9iDRP+d43v8vGB54kG5rkxmu+wTs+8na019Nqtbj91lvJihxqcOGbXsPZ574QjXN2797Gtf/yNfZu3EcmKQ/e+wArTjuGuBFz7ltfyvrbH2fdrY+ieHp6eznvlS8lWRRz5NIlFEWoUgn8Z/iqWkTK2+IQUYxEqBcK1+bIZT0sEQ+SUbiUODG4QkrDPRG8y0uDMFO1BvdNIhOV96tFqSHUyV1KbGfjnasmJglOuPsR0QjVGrufHsIBogV1m7NkYQ/GTWJtHbRJlhrGnCEvOnhriDWGQiCLMDiazRq1pGxq5nWCjJxYGmzbOYRgOPXEhZx58jI2PrKDN7zhdBvtKT8AACAASURBVB5ddxff+9bdJJST0/t+5Rxe9foTMbWEa69dxz/+3S0IwraNo6x7YDsvP/dUslY/3/ziNQzt6xAB77jixfz6b1xAbFJ27XB86pPfYM2t60mc8O3r7+SCCxYyb8ERDA5aPn/dbQxlZdXNH3z8cl558Sqy0Ul2bWvx4Y98nm1bRxgfnOTb3/gRzzvljWAsWCHVbplvGRF3OLAxD93/GDfftIEIiKKU3/k/r+ZFL1mBSIOrvrCGq/71HhRYu34PTz45wqknDYC3FKJVFCdmcF+b9tg2PvjO87nk4peza8/T/OmnruLxDaMIlttu28yT64c4aVUP1Ovcc+8Orrr6bhxgcZxx2lw+8IFXs3jxXNb8YB2f/pubaHcUQx03lRN1cAR6EBxAZMq3IcJAIezetJef5vKavnSSxDZoG0fhDfff8gDtHS0s0Jzbwzs/8i7mn7QUiXpYlZ/KnBXzuP5TXyXJlc0/3sgDt9zH815/BoWnLAUTcK6g0IIzLnw+l7//CtomxXvHnJ45fO6LnyMdSaGA488+lje/93XIQJ1MPVesegd/+6G/Zu/GvWx8cAOPPriWleefxHiWsXdsFCzYKEI0o78ZUR9ocuSKU7G9OU/t2sWCxYsYWDIPZwqIlBdd8CJsYVl326N454n7Is5+xVn0H91L22QUYRUZ+Kl0a8ln1PFXnhyqFlWDjYTCj2INFGmHRrOBK5SaaYCvk3eEVjsFcTT7GtTq/TgDnXQUYybIiha1pBd1NSy1MunQeJC0MgwLEbj9hkYIdXbu3FNukInQ2w/9/RESK9rySDKXp/YN876PfYKNTw6RxBHO5xiXYF0Dl07yjitewgd/62LQDBOPYnA4RgF42S+cwFVXfpA59VHyFjT6hxkabPGHv/datmwcQ7G899fPp/9IgciybOmx/OCmx1i/YTedtmPP7gjt9JIks9m6eQdJ97WnngYZy48a4PiTFrNw/lzuWXMvq44/iqUre+ibZcl8g6FU2fjUDqA8e9uTk8xKDEtPXcoZZ9aZPVd58rHdnLr6KJYtm4N3oyA53mc0+qZzImxiyi2oos2y5Za//KtzefSJnLnz5vHu976Y3lkKJqY260K+9f2H2bu7zej4BE8/3UGYX25vIJUYKM243vlLZ/MHH3szzR4HUR9t8yJ+7X3fBJ8wOdbiqe17OOn4FXgX8/01T7Lz6RxBmNVr+LtP/w9OPdGgRnnR6RfQUOUjf3pjKYq0iseYma7AIcLxrKEwZU1uKE28mgM1NDJQgOSmal3voe6Jahbnc6y1ZGMZ6+5+ZCpAderZJ7Nw9UIGoyHEt8Eaznr5C1l74z08fd9Wcu/ZtnEXJ3sDVqjZOigU4pEe4czzzqaoOzquQ71eYzKdYHj30FSTwuVLjoKOsHfXPuJajX76WDR7IYNuL37Cs2/DMKec22BSco5YtpiJLU+gVvnuF7/D2jX3M3fJAMtPXc7RJx3LC84+n7gvocUEhaaoL3DGkfuiLNHOQY1SRI5UUgrNQZ7zp0vgpyFK2WQ+rvaGoTxxu0ZKthyUTYpXodGYTdaJ2bUz46H7t/LQg/sYHBTarQxF6emtsWBhk9XPm8OZZy9j3oJems1J0s4EVkHwqPFgWiAp+Dpo7aC+BT8vlNOPBedpNOsA5BRMtmBywnXrKkFNuT2yvmDDpplJuwURiqfDrkFb+hIVbQrNqvboihW45DVncUT/JJZB6q7A+xZHHDGfN/3SedhGjE972btzlO0PDfPjR9dy45pH2b53FIfQcspox0LNo7qHlacs4eu3PkGPNXzxq3ey5ta1nHj8fE44sZ9XvvpCXvOW85k9u4krhvE6gSscvT2WlauWsmXLBhIDf/3n1/LNq+/ipFWzOPn5Szn/VS/lla87lgXzC/zEEOI8hYfYRM/IZUvzotyLj8ZZvKLBZcefi9RXk43B3t272PH4BA+uv4drb1jL+JgDDEVRWsV3oySilVeTFtTq8LLzjqdZa6GtYaQRs2xpH7PnWHY/XVbCOB2FxJO1lEfXb4VqW+ecFxzLsUfOI+88RawKkeelLzyRRfNuYdveMqJujILOXE0/e5HBMIMAWnVna5PR7G3wlve+mTkrj0CdkBR1jIfCdshNQW2gjrMdTJ5jUqEYyYlsjcylHHXs0WjdI6ZDnHsKEWxtgDlL5rLjvi0YYPuep5jMMvqaTaQo2217U0ZZ5iyYS25zvHF0XEZ7tE2r1QIHiUTc8d17uPvuB3B1cHmBzWP8iBJRJ6NDOtHBTHjq1nLehS/jmod30np6koY02L1jD0/t2M3aux/D9lgWLFvCGS97AadcdAJxT0QUJ+ClzGDOqcYTJcejkUG9HCbdHgMHh9JJ9BlWyVMGYBaISo8OScHM4emhhG99fQM3fftxdu0qHQ26zb+rdFMAbvj+JhYufpjLrjiZl52/lEY9Qv0EyCRCgVDgn+VV2s87SrmFgmYsWbyguldIM2FspABXw9cUwyi1mmPZrBoTDUEbEbkVWpOevF2UeYlalLNMDiJz6SgkcYLLUo5ZPgdTdDDOl7l09JOnCRO24Hvfv5WbvrGVhx/YysPrd5dSxoCN+lGx5DqBMy3UjiAm5c2Xn8n1t6xl3SODiGmwZQ9s3bOD62/N+Mt//jFHL21y2evO5Zff/nLmz46p2Q5zm8r/fPv5rL1nB7tH2qhvsH5TwbpN2/nqjU/we39+I88/Yz6XX3omV7zhVPoaNcRlpdHWjNz5mHI7sDQRSxgahuu+eQN33rGNO26/n207RhGgDWB6QCK8tvB+snxjvMXMGF9rtYiBvmYp0jsRxE3q0RyKIsFRJ9cRiNugHSh62blzD13RsPzoo6nFfURZuywL9oZFixYxZ+4A2/buLvOBjWfq+pzKu4Jno678OS84FPCVW7L3HpcofUtnMevY2eTOYX2EoNhIiaWOKzxqU5pqKLLSKCZzZSjZNuvkRYfIZPQUShFbfNEirtsyXKaQqqOonOxMXjnfOTDNmEZ/L7kWYIQkTmgVk7jMV14DEQWK7zjIFRHFFSmmUaPWaGKsYdyM0zKDRHHMsacv5hd/+62sufZH7HpsB24CSIEIfO7Zs2En33z8y+waPZtL3v5aXOGJk9q0w21lkaAovutYejA+oMDhg3RtnH9y5WSqKAeItYyNRvzpn6/hvjtHKToR1swi945ySO62CRCECGtq7Nw6wV/92X1s2zjM/3j32cSJx+s4EINvIpJUrpGh18/+QYEMiDh+9XKMBXUJBTlr1tzLC06/EDHj5DLOgiWWf/z0m5nM+ymiOpv3jvLr//sf2b55eOqZ8B6iGoXvKc2nMkdcg0YjI4oUOrY0vCIhj+p8/ONf4nNX3kmno9SMsHzxAIuO7uHkU0/lW1+/jz27h2gYaGTDmDzCtSY4ddlsPv/3v8InP/0tfrhmO8NDbdp5AWrIUsvjGzJ+/xPf4f57n+AfP/t25ve3UGN4zfnHEX/6XXzmc9/nnrXbGR1/mizTqnoj4fa7xnjg7m+z/dFRPvY7lxLF4+A8tcg+4+3KUw89C9n7lOV3Pvp5/u3aB5lU6G8KRx4zi2MXDnDs6hP43Jd/xNj4ZNlSxuflpFDVZ5UOqkpkLc1mP3RSJDHgW7SzETQqxYE3trxKnMFKbbp5qAGNU7xJS+0QO5zfAbVa2cUXAatkWcp0kneXZ6cf0XNecIBFXDkYElG2Wc4VlyttW+CjHKsewSGFEJsI73O8QNSIsb0GHW0Dyo7t2znNribNh8ltRiR9xJ2Ykd2j5UcZwZLF8+mNImymJEkZrjS2SkTqZJhCIDFkaU6zp5dao47Hk2rKCy94Ia9447mktMqwdccyK5lH1nG4WkGnOY42DXlRULd1Tjv7FJ536sls27qThx9dx9DuQTY+sZHhJ4dwkw4c3P/teznnxedw9AnLSbOMwlQrkgyMCLbrU+KlcsAr6Z7koXIlUGLBN6rbDkpZjfrSQtlLC0wB+Vyu/Nw67rylzOVQyhyMgYEOc+c3mDtnLoV37BsaYt+elNZ4hgBZDl/56kb6Z0dcfsUJGM3xDkTqeJ8hNqSM7i8Eqi3lnJOOX8qJq2bz8PpRCuDLX1/L5ZddxNJj+sDtJc5HWb5yPmpqSGMRvTuPoKc5vbUlUQI2gqKcCBWwcenLMmfeLNAUTGnNLfV+rv36/fzt392BU1g+dzYf+o03cNHFK1l8zAA7dkfccfM6du0uEIWGLcBbrDTRWsIppy3lys//Bpuf3Mada9ayfu0+1j++j7vu3cK+lkHiBt+85Ul+5bZtvOaSVZj2GNK0XHTJCzn3ghfw+BPrue32e1n/2AgPPrKVHz8ySLvoJ9M6//i5O/nlt72Klas9WEuRlvUgDi2De9IDrsm/XX0jV379QaDJ8sUD/P7vXcR5L1nAkvnLeXRjype+cztj7TKFopYAvgMmQl1axRdipLD0NGJIHKQZmF7iKCodWGmVNuu+HwRynWTpkkVw727wMLhvH5N+lKgxBukItrfOyOYRhiYmAUVcFYSMLWRlBER8nTKs3eYZ3Z0PAM9xwVE6FcYaT/fXyZWma9BwTTrGo6bAekstTzAOsJ7cWnIRkp6I5auXs27Xo9g4Zt09D/ELrz6bWUfPoy1tzGSDpx8ZYte6p8pC7AiOOGoWs6IY31Emfae07XcOCktsIqy1tFyBGKHWU6d/dnliKcro5CCzFvbSsXXAIi3D7d/+Ef1xH0cefRRRM8ETMzY0yb5HHmfHxi20Rke56HUXcvEbX85QZ4Ks49l69ya++GdfwMZCPuHJh3PyIsPHnkw605VSTomKiIZtkuU5XqdFRvcrGIEFANAYxYJ0yq0O0bITscR4hYIJGvUmD9zV5uabdlRWyp7FC2Ne/dqjOff85dTqnt7mHLLc0cknmBhTvnPdBn74w83s3St4J1x9zQZe+OIlrDwmwWUZNvIUZhwxcRWqDOwP1Hm8iVg4t5+3X/Yyfuf3vob3wvqNe/itj/wbH/3wa1l90iJMcwBcPxR1tm0a5Z8+/wN2bB+ceh5f5JAJqjlR0gEEX5SfkzFRucA3iuChXuOW27fgqiHljLOO492/eiEqj6PsZGg4ZnBsHKVGYVN8XG7EjU/CD9Y8xqPbdrNh01redumL+eV3PR+85emdNZ7cVOOSyz7M4HgZAds30gFmsXck5bYb7mHT9qd5es8OPvDeX+T9774Y7Qwx2k742o1P8Svv+wdiO4fUdxiZ2FN1QakRRRHdiEAcG2xUw1vLLXc/WlmCtXjVqy7k7b/4Cny+FolTduzYTpbmiC/7Xamr+v+IwRiDEUBrGA95NlYqAxOD7wXXS9nDNi09QFwTjYRav+XoxfOqzigRd92xkaf2Qd8xcxBNwM7m5lvWsHXbOEJMQ3Jqtol3ijcO6wzGJSCKRq46pAN3HT3HBYeA93hfTBl/YUCdwzolqra0Il9+WWtp+RyNyp3jJDKc8aKzWHfLelwOg1uG+dJnvsoZF57OvKOOYGTbLr7/he8xOdJGIsP8lUdwznkvoJ23qCcNVFzlKOtR0dJzn7K8r3AFajxnnHcm6+56BHXK47c9yZojb+P8111AO0/5wTd/wA+u+R6aKyY2XPq7b2X1UScxvGcn1/zl1eSTOeRg2hGXvucXmdN/BKnkbJpUfF62gDMDlsa8Bi4CRKkl9dKMSSEbTtn5yC4GR4epL24wd8ns0uJcS0OnQGCaKm+jGypUM5Ug6H2HWr1G2hbuvG03o0MeS8zcBRF/+InXc8IphlZnA1Hs8cUwtrA0jTBvYZ0PfuQcjjvxKP7qL+4ia/cyNriP++/awaoVx0E0jrPFdIOvwH5BEYwYDB5vMt52+Xl856YHuPm2zcREfOWG+1n36DYufMWZHLdyNq6d8+S2MX5414M8tH4PDiESQ6GeSOtge5GiSdEeRjBYMRgVKAxCDDg0byHSwRWTU69jw8YtPPzIDk553nyGx57irz51Ndt2DRFLHQxkhYV6wuh4yv/+za+y6ekMyNn2+G0c8/fHsWxpD7OOmE2+ZYIsVSg8EbBkUS9Ejsce3ck7/+e/Vht5kLvv8scffzuN/pzePqHDXjApxg4zqy/niHl1iFOcb+OqaA1ALjmtfIi+eBGdGcZhP167jo1b93H0kiPYuTXjk39xLUNDHYzpB52gyPvBzgOXkhV1Cg8QoVLmzZGU24teC5wmKLasNBHwpJA6jGS8+qKz+PwXb2HvaM6OHS0+8pHreN973sKyxSu485bb+Ku/+S5Uzv9OqXL1EjxVd2dx1Vd3Ajxw59ZzXHBAlcUxlTujWpoVGYFIFVSxVUJP2a/BoOJxoqRFxikvOIVzLnoJd1x/Kz4XHr/rcTY/tpmkmdAZ6VBMls9R6415zWWvoWd2Dx3fKStiakz3lLC+anNfdZ6NhE7R5vjTj+P4Fx7P+h+tRyeVG6/6Hvfe/CAFBSODI+UheDj+BatYfcpxFGnBqhWrOPklp/HAjfeAhbtvfoDNT+xg4KgjmBgdZ++mMnnIqXL6+c9n9rI5tFybWCwLFi2iXquTTaQULcfV/3A1GSmv/19vYOHy+Tjv0GoJ4r0PWyqBihk5FFr5KkqB8x2MsQgRnVbEuoe2EGEpyPnld72cZSuUydZ2BE/WEozUiejBZwlEHTq6kV942XIeevBYrv/mZqDG+kc6FEVUbqOIK6unftL5MfAzoa4cg4r2CHMG5vGJP7mC3/w/X+DWO7YSS41Ht46w7p9uqNpdVvVJ1UdgVLEGzj/rGK548zno5DiCpxnXsTgSn+JQEqLS4t55pF6DbIJXvGw513z9PtI04oknh3nrL/4RJx7Xz8adozy6eYgk6sMXTSazDk/vaUI+wZErY37t1y7gI79/PZmrc8ftO7jk4k+z6ti5jLcL1j62G5ca0IKLz13J6actAB3ijBct5y2XnsHnrrkPD3zu6ju59c6NHL14LoNjLdZu2EJsoZN1eMsvvYhFi+bjsr1EjUUUrmfK/bQohCRpgmtx3rmL+MFtGxAM9927gUte+3FOOLbOxicm2bBliMQm5N4xOukYGknL3Can1JpxmWfhWggJipL7DiKWqFb1zvJVdRYelTZCg6KTccZpi3nzG87mU1f+CAvceONafvSjJ+hvxgwODaFxxEBvjfZERg2wAnipEropu8VWHWMPNM95waGiqJ1OuvGiZBT8f+3debRl113Y+e9v73POvW+qKpVKKg1llShZsiRrsGRZ4EHYyBLG4AkbA05MTEgc0qF70elkkTSr6QZ3hykJIStNk8VKgJA0dFayiAwYmcFxTDzIsiVhIyMZWbJVtoZSzfWGe+85e/9+/cc+974nWQbZvs9+sn6ftUql++rdfYd33zm/s/dv/35I6cgXbDOdprQSrghitJrItTLJLa//gTdw1u69/Nfb/5jRmTXa0y3tyb7qaAw879Ln8boffB2HXnyQdc4Qm4qcMpq1hNahNA/SkMscRwQ1JUlHM6x4y99+M7eF27j3fZ8iT5THH3xs1m9HauGGV1/HW//WW6EpLYpDNN76g9/DUrXAR/7gQ6RR5shnj3Dkc0foLyiIyxXXvfRFvOFvvIkuJDRkMsJFhy7meS+8iAf+5C9oLWFr5b3ZWN1gPBmjWf1q0n0x6btbWtX/AZMxRkeMQtsmxPbxyOGEkdm1AocuW2CweJqNtQ2G1TJqZd2xdCxPaOoI0rGwvM71N57DH773z2lb5czpTDupqIYDzJQsJUgP/rGcn1Bh2agH0I4f56rLz+I3fv1/5hf+xe/wu+/5CA8dnmAIbf/tIqWx3qCCb7n+eXz/W27mrW98OXv3KKl7gmoB0uQkNVDqaQJdW3ZtGKCZ1K7xxu+6kff9yX38h9/6FG1KHD4y4fCR4wwa4Uf+7ps4cQp+4zffgwJ33vlJzpy+kuXdib/2jusYhzV+8Z//PmdOGH/xuaN86nNHZynMgwDf9+1X8pP/21s469yGycajDJd381P/5I3IMvyX2+7h2PHEJz79KPd8+hiQiCi7luHtf+Nl/PiPfz+DapXUKVopppu104NCVLBunXe+47Xcc9cTvPv2++lMuO+ho3zmIdi31PBj/+B7uOv+R3n3ez6MAXfc8WG+780XUe1ZYmN0jJIW15Y29paIcQHMyHlMHbtZsS4FqpAg11R05LjOj/3Ya2i15d/8u4/S5hH5zIgTZ2BlEX76XT/Mbbd9hA/897sp9VE3+mWsaVfafmbShO3u0PmcDziSJs677Dxu+Ts3E6kZLAxZPn8PI5ugUsp651B+ENFqohqKgLVYDRtxg8V9S9z89pu57tbr+fNP3MtnP/sQ2mX2nX0Oz7voQg698BBL5y2wLmtMrKMxodHIocsOccsP3sJwsEBuMgsri2ykDSwodR3JOdOGCSvnr/COH/0BPn/z5/nTT3yCk2urxKZi91m7uPbqq7jo0IWEhcBEWjQn2mBUy4E3//B389JXvYyH7nuIw58/zMTGaMzsP/8cLrvsMi698jJG1YQUcllnl0zVGG//e2/n3qs/wSMPP4pVsO/gOVx03UE0KyEEVEvQYWY+w+F6thlwzLbXCTEKXWppBrs4+UQip/J5OWd/w8qulnaySlM3dGOhDjXGGAsjJKaSha81Ka2z7zyhGgpta6TU0U4C1WCISluWumdLOm4eVChX3NoRSQQ7yf6lAT//ru/mf/g7r+aOu+7n/gc/y+c/fwx0gZXFhitfcBE3Xv8CnnfBMvv3LWL5ONlGxDiBLFz6/EX+zx9/FZHzQdY599waS+v9Nk0hiNHImH/xz97Jd7z2Tj72J/cxPjXmwIX7uPEVV3LDy6/j8BdOcuUVIzSN2LOcSaMGWVjkrMUxf++Hb+QN33U1H/zj+7nvTx+hSxUpjDj3ohVedO3zuPXlV7GyEOnGp6nqJWw8Yf/eIT//f30vP/jXb+GOD9/PA/cdRtNuqkHHhRdV3PSKy3nx1c9nsRqhk9PUA8jdUd70xhdw8NA5QMMlByoCq2CwezDkV/7l3+eNr/tzPnjHn9LmMQcP7uWWm67g+huu4e4/e4Qbrz+bQZxwzq5VUjpBtbHO1S/cxU//5Lcito+QOw5ecDY6GRNMiFXHJQdW+D9+7DWMRg1VtcHzD14ESbGsiG1w3tkDfv6nv5/Xfuf1fPTO+3jkkc9z3vln87rXv4oXvegKzt2zwbe/4jyGUbjhum/C0kZfuWO6swxKAabtnSmUn3z/T1mWgKDTivDPKaJCTUMtDWIRQ+hsTBsm5NhhYmARsUidGoJBii1dNSH3be2rXFFpTU1DRSQSCFYaUSmZVia0Uk7sAsRc0aQBQx1SSQMYKSZGNiKFTIqlLWEgEDUSVagsEIMgEjGp+p+UIapl14xlspQZyhRbVJRBXmSYl2m0Jgjk2JGlI0upXaC5RLVdMFJUDCNqYEErFrQmiJCi0gWltZb8dSqH6+YrqBEJjGLNoh3hisEX2K+PoFbRygJiJTkty7Tz6zM4LkjCpAUbIHkXYoLE01jIZFWIi6weP5cfePNvsz5JLCwZv/jLr+UFL+xI7RqVLYEGlBEaN4jRQCu0qxgs7+fdtz3IL/zcn9GN4cYbLuBnfu5bqRZPkDSRgToI6HxL7+egYEKtNXECV196FUvNMqKh9H9h84LwG61GTWnmqwQSQfvPgEWQGmIDlaARjAVMl4hkRMdgI9BSI8L6pDizqtRVqZQYzoXunFIALj9KoM/ZsFDy2KQi1xmplUp3I3mx1A2QVVrdwGJFrBoCWup3bPSfmzghx0SohBCavo9JQEXIJJA1JJ8idBUhDUEHJdE5GBYNqQ0pFeXIUkFogQ1CVmTcQFeO00iHRoVmgFYNSKJKI2gnkCPkFQhnQbWA1YlUn8ZklaYVcltjcQWJQwJjRFehWy1bY8MK2uwFXSBYi+ZjBCs1P4xQZrOrZWAJTLC0huSNfmaxzMxbrIixKUuM0gfguaNThWqRyBLBBM2nMTuN0CFWl/eCsDnTsY2e8zMcFozWWloyUGEIhIQG7XszKCalAbHKdIklEDRiomhQUjUhW0trJSINGsp0lYCKoiFhfdZ+0EgglC1NJFo6VMqMgYaMhb4V8vT5YajAOEzo6o3y4bOGoBExCCETQr8jwCJGVZ5T7DAZk4AgkdC3+jYSWYwsQpDIsGsIJn01VcghM5KONoyBTA5GFkoYZb4LwH0JFsrJCNmSy1Hq01RVQ5sSVTPh3PMiDz8M6+sdn7jrBFdceQlmHdkmSCjVK0WX6DJgmaqqWF2tue/eEd24LG6eva9maVdm3K2WWh0SUbVtvjZ7LrGyrj+tSmix/7t/h3MHnRKCYmwgdpLNrZRdmemSXCqM2gCzxTLzpU+Q9XHIE0ICiSOQDrOKaYVaIVN1Cp1h2mJaTlEiNbUMsaQwKX1MFAhyAqIRqJFcQTZMRhj9sZKq9IWRCGGlLyPeH8csICkiOUPegHga4ghsub/cS2VHiJZj7vQzHuiwSUdIa5h0mIFYv8ZNAj0N6SRmI9B1CBOsWyLqELWMpQrDEM3MEvk0Qh6DrAEbBDHIDRARacE2oFsHBqDD8nix1NMwGsQqJBmWS0G8cp1QgdZUMZE5itlpslWIaRlfpj2PtD93lI2+2xl0POcDDrDSKMqsfK76ZsgBI5iV37k+9MihlIYVIGrsd47mPumm1KgXK0VmLVi/JFOWZcTKbEUJFKQEIlWLBmPatseYVpsrv7zTcrcGfTAApkKcRb1KxsiSEStBkGgg5EgUxZASMIREtIRME4MEypWHUBaIQtmqFcBEyAG0r/toSOn5or504v4y0xNSZlaGUQzLfR+VCIOFlhe95BIefPh+IgP+4/97N1ddvZ8rrzkHiSfJ3YicQaQqWw3jAuhZ/MHvP8wf3f4QgV0Yq1x59QLZTpUrNEoNB7b83rivXpwW+7PYJwFPLzZ0c+tkFoSuVJClz92RQdkezXQWtka0BqvK1TQZYdL/qFK5tIkp7gAAIABJREFU2BKBXJdjGOPyOeqbAJp0WH98Qqr+hFiqepbjYkYklzpBJuVxwrR7a+6r0XaYDrG8B6RFwxiRMRI60Ko/2QfK7MGQqMv9a5lAGIO0WJUwieVCclqXKddgS+V5ouUcEEutDIxSPbRbwWQ3ouVcEiSXY65NS/7XTGtflOPzuDyuDbFQdoyUgmDSJ3aOy++V1CBaZthUEIslBLPQB3rMxhfNRMuIteUiwKY/n5LDYdLRn9W290OFBxyUECOX4GBa1x4lmhKsrC0q9MsVpex4lStirqhyjeWKHMrUs5gQLSIWyFIy6LX/UASTEqT0U4c5JHIsBcQwIVjog4Z+dqSfq51+1iBSdQsErQk66MdJ5DhGYx/UEAgWqbUhdhWZiEroP6BSZl8sYBYJ9B90afv3oMIsYFL2iJcdjbE/iVT9u+BLKu5L6T8r0u9ZECt/rCInQZoEYYOXvOwC/uC995O7imPH1vknP3k7b/juK/jml+5j9649LC+fjRI5ceIIJ46O+OPbP8rt7/0c442aEBP7zg3c8NIDmK1TyZCcB2RaPNiYJ0E09rVSYn9i25JcCJsns362FkonX5VQTmBhDJIJ2iEyQUyxPJxdTc9qECBleyYVgQiMy0lRA4QOi5MytkREp8cj67dzRjKLiJUQZ1ZW38rMdXmsDGRk9rmU2UWUyLgUo9MIDDFbQnVAtEypKlcBFVq1Jc9NFNG6LG+rlmCFGiWSg2CSCKEl2KRs+7UGSQsIDcgGhAmQIShm0+P89L1IEPrZoX62QcWwoP1xexGs7e/f9T+F6fvBkxM/qfpjvpafA4qkpkQuFimzSZRlo2myNzL70W4nDzjoj419zi5SZjbKn/LhjH12SxZDJWPSR6Qa+hNz+SUoAce0UpthEgmS+wNvCShKQJrRfgakhDTTQKefPtH+ufTLHJghGqhtSNRyxTBNKLZQYTadwi4H3ZBrIlZyMIL0kX7ogxohWAXWlGAowLRGo9BH5cT+uUo/I1NhoUODBxzuLyNb/vQHepMy3UtLrCdc9+ID3HzrxfzubQ9SR+HxRzv+9S99kt/57ZpdK7vYs3I2JoGTZ45x7OhJjh8vtQiqOtPldd7y/ddwwfMCOWWsi8QQiWJ9sSgPOuZFtGFWKkAyFtp+Jjf3x5katL8wQTATVKSfdQj9THAJUkQUpC7HkenJDsosgpUZVmAzh7Dvom2hnz0mg5QTZvkJW3/8035Gul9eCQC5zFjPytwH0AbCCAmnwRYxW+pnEEpOhsSy4ybbAqqREE73sw01SIVZRE3IxHLBpoB1fZ7HOiY1KjVGQCVSUWZixLQEEVgfAACSS/BGmM1glGntFsK45BHaEiZSlthFEQ2YNghl1sXoAwWd1VUoS1PT944SbJikUrgyR0jD/ufW9/Hoz0mlj1gfnKGzc8h28YCDQCkHE4j0Oy8AJaIynWISEKXSiGmZJdAwLZSy+ftTViD7Kb/Z1/tFEdmcISj5HIEqN+XzNltC6X9hg5bPoEynBqe/iEqWtkTlomXtECNqPX2WmHRoLONNryH6b0SnU4JilHwOQyizGqCEPkAW+r3AWB+Q5FlQ4tzTK3v5xSpEm/7qcQQyIcYaRMgyYrBwnL/9zutYPX6KD33oOFkDVRC+8GjC7DhwhnJQbBEaalkh2WlMlO97+wHe8MaLSXoGEEKVUM6Ux2XQt6h3cyFl6XWWFKsVyNYp981j1nQGNNBXvZrOUFASLUttIfoTbZ5thDAiooPS+IzJlsuuajY7Jtpf3Nk0N2hapADEMrE/ppZjX1nSpr+w2nye0udKVH2egvbjR2BxdrkVrC0XiNC/1nLiFoNajXrr5aH00RhCMKgt9ReHIMT+YnH6nPPmc7GmLK/A5myNQWlytQiz4CsTbfpvWpZ1ykmhjGHTxfan5lxM35v+55LLc9ncM56AtOXn2rDZZHH7A3YPOICtW4Gmb7k9zXZPsXL1P6VPSU3fPCk/3cn5yV8rHwj5kj9iky++j/WR8jTQmd5ZtkalYn33zKcjWwLYzbyR2fOTL/7Imfishnsmtn7mpF8mFEJVMR6n2Qksa8vuvco/+omX8l//6Di/9m8/zvpGRzvq79eH++XTPobQceH5i7zpey/lO19/CQuLI1InBMrBWa3kTtms86WbB/uibTfhL9mJM13+3XKssHKfzfFmX3zKRfR0XJ0dfGx2IJLZbqAv9byeurPSZPp85Clfi32AsfUJlpyPJ4+V+vtsHhfLLPaTXtjsHpuv3Z7y/oQv/f1P+z5uScqdPu6T7rr1OLz19X3pY/3W88LTnU9mY30NNwN4wOGcm4OSbL11X78R6DolVg3ERJdrLA2RMGZhd8t3fPfZXPOSV3HnnQ9y/30TThyfMFovTaYWF/ayZ88C119/AS/55kPsO9cgnMJ0gzBbz6/79W7rcwbmuy3WOTdfHnA45+Zous2uXD0GqVCgnXTUwyVW14eI7oFwksHyKc67eMRbLztANxkwWofxRoupsrywzNLiAqESJu1xzDawPAExgtR9lv7m8qUnNDu383nA4Zybk+n6+jSJOc7yKprBkNFGx7/+pfdw/z0QqzH/+F3fxmVXB9JkjLWwMlhm90KFalc2F+iY3I6RPGGwUJGz0XVdaWzV5yGVx5vufPA6Mc7tZB5wOOfmoF9XnjWBmiah9bU5gCANTzyqfO4LLcMBbIwyqkY3ERqW0FSDtGXngExK3TCJVHHIZGSIDKhjRda+wWIoZc5jFTAva+7cjucBh3NuDvotDaLMOhJOE+dEwTrMFggyAFqIUFVDNGfqWtCuz7o3K1sH+0q3JeO/QeIAFHLOKEqIkDUTQlVqQpoh32j1xZ37BuMBh3NuTvptftMenbN9gv1WbgKmddkLkMBsL5pHxPoMqquo1WQLZTu4BAgZ0Q6IiCnSd3BOacTCoEYskbORrSKEgDcxdm5n84DDOTcH0yWVabChzHI6ZEu5875cv0SwtJum2U/KDyKVEWUBy0tAhU4rVVppxCXSgBgiI5aGY9ruBF1aZzhcousSgYqvRR0B59xXzgMO59w2miaRTgvllWq7XQc/+9O/zXAgmLTEoKQ0nQERrCr3Cdb30UBKx2Od8Mqb9/O33nk9MaySJmMiUsoYeB6HczuaBxzOuTnot6Vq05esjpTqo5nNHg5s6QMhfOHzx0pFxmkNbWDzkLS1iF6EvtsxwNVXn4emFdRGVLHBtEN9W6xzO54HHM65OZg2y6rAhn3yZ98VVGO/hrK5Y8Vmu1eMKBXZpiWat5SBfmpOSK9LSlUZbUp90CFoVhAvbe7cTuYBh3NuPqZJotPiX7Jlt8q05bhFQIiifMsrD3HuecvQpf7rXd8xU1Hr25uHDqx0QRYM0zFXv2hAm0+CpH7rbMBMeZpuBM65HcQDDufcHEy3wU47dU7bXjfMOlRaxXTWIjTwfW+/iutvWGT1zDGGdYOpEqQtXYytKYmm1ZlSwjwPKe3QlRCga48yaGq6DjoTJFR4tVHndjYPOJxzc7Kl0qh0JfCwfnusbanLAUQDyxuYrjMcniJog4RB6ViMlQRQi1he7mdGKswCIopqR11XdKklBMHoEIneu825Hc4DDufcHGzp9Cpb8y4CSET76qCllkZZKRlWC5A2CFlKG22tMcqSCyoYgRAXUe07GYuimgh1JOdMkEiMQps6Kgkebzi3w3nA4Zybj77j9+ZUQyi5GSaECmJsyYwwoFWwnKmqQJtL0mcVSn8UpYMoxCr09TxaJIBaphk25CwECRiRnI0QGsyrfjm343nA4ZybAyszG2JbdrRGQmhIKRBCR7LTXHzJIt34LJrBhLqZkNpATgPqaomcMqFOKBtkEqQlgu4hBsVsRAjKpM2IVMwOXZIR89wN554NPOBwzs1J3w8Fme1GMRUkCGojhkvGD73zZnIXUTnJrrM6EmNEBjSDPeSqY5KPEwYDBvUiloZYm0lpHYljsk6oB0NyApnlhTjnni084HDOzUFfwnxWxGu6HbbCLKPWYoxolvZQhQ6VUwSpsXYXjx+uOPzZ4xw9scqJM0cJjbDnrLPYe1bi4osrDhxYIRtUjTCZdESpkSclqE631XoA4txO5gGHc27OBIiYgRrEuoKgJJkQq5aUW6q4wmfun/Bffuse/uzuVY4dG7GRnjzKcAAXHhjy4peczxvffC3nHaipqjOIJtBpnxZDQsLytFCYc26n8oDDOTcngkm/W8VKRXMJEdVEDhnEyBlMl3jPux/i1375AU4cr4hElIBgiAhmggGTSeahB8c8+OBhPvSho/zdH/1mXvGtS0RZLwGHDchaY8ELfzn3bOCXBM65OZC+3ob0aRw6KwCWNIM0CEPEdvGRD2R++Z89yMbpXTRyNiqCidIMjaWlwOKCUFc6HZUmVDz26IRf+Kcf4O67jhJCTcotIoYQUQWPNpzb+XyGwzk3J/1JX3Jf5lwxEjEEklbU1R4efSTxq//PHayPYakRWj3K1deu8NKbDrDvnAX27b0Ay4Fjxx7l0UdX+fAHH+fT969TVYucPDLm137lLi5//k3sWVnql1FKIbAqVF74y7kdzgMO59ycbJll6Gc3RDIhVqTcYHnIhz/4KA9/YZUm1KRwih/5X67l1u/cz+6zRmjKVBiqEMJ+zM7nNa99Ib/17x/i3bfdR1NXPPjplrs+doRbbj5I0jUIEGM/UesBh3M7mi+pOOfmbFppNGHSkVKHSEM7brjrzocA6KzjNa97Pt/zthewuHSU1B2DPCGNJ+ikJY9HYBscuAj+5g9fy7Uv3kuXMqMNuPuOdcRW+oRRBcQLfzn3LOABh3NuTqYn/T5xVMBQQhREIpNR5OHPrgLQDOHVt1wOYYRYQLoVpN1HzPuodA+iy6RW6LoTnH3ecW66ZTdUpXX9E48Lk0nT520YmhXxQ5lzO57/ljrn5mA6q8FmTQwTQgAjo6qkVlgr8QZ7z6k462xB8wZBApEBwSLQorIKcZUQJmAtsTnJRYcqmkGp7bExmrC6NkJioEuZuq59OcW5ZwHP4XDOzYGVnSnAtOAX0mFmqGZC6Gc8Sh82xqOE5oAmRTtjIKF0mA0bENew0CJWYV3DaD2RU8WsOVyVqYe5dI+lKdtoTRHfqeLcjuYzHM65OdgywzGrMFqKf4koISoSWlZWDKg5eRQe/XzHsD6bmt2Qh6UdvRhKIDEk6QKDahcDuZAH7m2ZrJVKpku7YWF5Qtu2xLBEShnxI5lzO57/mjrn5mDLDEff50QsIoS+mJcyXIhc9oLzMQQh8ru/8wGeOHKGZrhMFrCgmIAyxHQvqnuoq138xb0T3vf7jwC7QAIXX5ohrhFjRFMsj+0N3Jzb8TzgcM7NhZghZJAWCx0mQggRU8GSsLwYuPraPdTSEhhy14c2+JV/dT+feaDC4gIMMzKoIOxBOAfjAj505wl+8V/ezcMP10SWGNSBl954KTkrVaNItU4MCfMkDud2PM/hcM7NkZVcDCKqAdSoYoMqaB5z63ecy/vfv8CnP9Whusjttz/Gx+/6Pa5/2ZCDh3az7+xz6SZjHn3kQR544Bif/MQxxmdgsTqHlE9y66sv4LJLLoR0BI0tEhKqwXepOPcs4AGHc25Opg3USolzEUEkoJoxE7quY+/ZS7zzR67hXT91J6eOtgQVjj0ReO9tZ4DTwOHNoQxiiAwq2Oge5/IXLPK2d1zFwuIaSTOqFWiNEomStyStOud2Ir8scM7NQQBi2RJrm51bVTOGlhyOYc2kHXHdjefyrp99JTd8y/kEod9dUgOLwB6QARJBKkBLxdKbXrGb//UnXsLzDiqqp4EJRoIQiLKAXzs5t/P5b6lzbj62BBpTIkYIQrZMlxIxBlI+wpVX7eLHf+IVvO8PHuKOD9/PfX8+ppsYkOhyIgwqBg1cc/kyN73qAC+/6QBn7x3QdRtIqBEZE+IYiJgOfXLDuWcBDzicc3MyPZxsJnCKQEoddV3PWsjnVjFb5+w9y7z5LYd4/RsPcvz4hKNHJqyvBsZdy95zG847f5HlhczevcakXaNtO9ABgYjEMSrrqI3INER5UicX59wO5AGHc24+DKYlzadBh6oSYyTnNCvOVdsucleROqUaTJD6JBdekDj/gpoguzCLqJyBsIHpEmujU2BjgiwRQ4NZBTrEJJV+KlKKhDnndjbP4XDOzYdMa3FsznCEEDAzSm+1gBmodCwtN1QxcvLoaSbrCiZEjDxZhy4TUmSy2nDkkYaczmVhcR+hVpKsYpIwWwDdDbY0zRb5urxk59wz55cFzrk5efpaGGYQQkSk9EIR9vLZzym3/ee7+djHHuYf/qNX8sJrF+jyGUwSMQQIwvpazc/97IdYWq749tfs52UvP0jTTMjdBKwGbRATLEy+ti/TOfcV8YDDOTcnT51lEMxkttQiCGqB++9f5+d+5v089MA6AJ+89ySXX3c2mVNkxqgZy4Pd3P/p49xz5wkAPvzfnuBtb9/gHT90LfXgBOgIpOmrmlZ49zbndj5fUnHOzYGW5ZStDdx6JoaRyQbj0SK//u8+zkMPrBNi+Z677nkQs44QMnW1gNki7XjI3Xd/GoAmLmA65P/7Dw/y6//2HsxWIE4gnAIp3Wb9UObczue/pc65OTBMOkwyUCFWEchAIkZITJA44E/ef5KPfvBxhIipcsXlK7ziZQdp7DRhogzyLpgMCVJz3bXn8drXXMjSwgSoUd3Nu287zGceUCAS4ylCPEMlwVupOPcs4Esqzrk52FqDY7pB1UCElBKhrmgncMeHHii1vGLmm19yHj/6ozdx8SUTUvoC2ARCRawzOQjfdut53Hrz1dz+3sP8q//74xw7Cutrmff94V9w5RVXkbOC1nSpQqIA7dfllTvnnhmf4XDOzcE04AjMWtWL9p1iI2hNzg2HDx8FIAZ481tu4uJL9pEmCdEVAmfRTaBuaiaTEaONM2yMH+fW7zrIG996GVQJDL5wOJHbRdDdtCkiTer7tzjndjIPOJxzcxDKzhHrAw4pJck1G1U1IIQB4w3j2NGy9nHggobzL6xQO8lovA66SJS9xLALTQNq2UsT9xJjhckJrrhyN8tL5XA13hixtrZBrGukymh1giyjr99Ld849I76k4pybAyl9VEQpu1VKYCESwSpMK8wEEYjApE3E5jQpnGJ5byKNW1KKVHVAECxHcg5onhDrjhgqNA2ADs2Zqja6bgwidNbRxAbS1/HlO+f+Sj7D4ZybA+lnN/o2r33AEUJVcjYwBkNh9+4SUDzxmPLwZ88QZYHRJEE0rOrobINMBxJQhWpQUdULfPITh2lHY0BYXhmwvDJAsyC2B233gA2+bq/cOffMeMDhnJuPLSXNp3JSQoyotSyuKNfdcJCEUYea3/yNe3jskYaV5YNkaqj60hoxYSERm4YY93PfvcL73nuElAODkHn+ZYKmMwRRUCEywNQPZc7tdL6k4pybg+mshpUS5yZAJEgNCFk3CGRufNkFvP8PP8vamvGpP1vnf//H/403v/VFXHPdfgaLLcNBpOs6JmMlTSKf/tRxfvVXP8zhh8dUIXLWOYGbXnmQEDdogtF2q2gYg8SypOOc27E84HDOzUG/lCK62cTNIhBQS1SNEpp1rrvhEC971Tfx+7/3AE2o+fR9mX/6Mx/j4oO7GCwGdu9aRpOyunaGUyc3eOyxFtMGYUiyMd/5pku57PJlcneaYDUxtFjcQHSBkh3inNupPOBwzs3B1sZtm43izUACZJ2QuzHVcJUf+h8vZz0f4YN/dAbTGk2BBz5zor/HMehHCLJZLF3qMa99w5V87w9cRtZjVLpMGg+phpBThuDBhnM7nQcczrk5yIhZP9MAyKR0dZUWIYAKVV0D6+zaG/n7//DlXH7oMO/+j/dx7PgXlwk1QK0kme2/UHnTW6/gDW95AU08heWGLkcsJpJlgiyTNSHeT8W5Hc0DDufcHCgBBR0AisUxJhkjE0OkliFpMsK0JdQ1u1Yib3vbZXzbyw/yqXuPcMfHj/HY8UTSRAgQDfbvXeQlLz7ADS/dz979p5DwKJYqTJephqCskXMisPTUiRXn3A7kAYdzbj6EkjA6PftbJEpN13VUTaCulslpAdUJYmtERhw6tMLBg9/Ed7z+Gk6uJbqkIJkqtOw7aw/jyQYaThLqCeNRZlAvk3NHm0ZI3CBWNWhHCIL5BIdzO5oHHM65+TBha9EviJgJIdaoKlARbTdVdYa6grRujDdGhDAhx+Os7MoQBFGIWjEZHyPHMbGOaF5gaXghqRtQN+soR0EmQCSlTIwNkL9er9w59wx4wOGcm4Ppeob2Zc0NLCLUmHVlzkMbPve5VU6eOUUMIy4/dBFLwwpCi4UJEoyu66ilJuZAVsWqDtOGe+85xkc/+Bm6sXDV9Xt55c0HME3kHAk2RMwwDzic29E84HDOzcGWgIPMdEnFTDAyzaBh9WTiV37pA3zkzo6FZfiFf34u11wzZGM0YrQ+4Pb3HObo0TXOP3eZ19xygD3nNHR01HEvDz94kv/0m4dpFTbGkZtvvYKuW8M0EAmYJc/hcG6H84DDOTcHUpZURPvtsf3XMEIwUp5QVXtIbYVqx6SFNhhtdQxZENZO7eI//6fHOPL4KhdesMy3ftslrLCOWIXlmii7CVoBiRAFEyNbV5q7ebDh3LOC1wN2zs3JNIejX1KZFuKSDiGBBYQB08OOSUZjS44JlQaJ5eshRpQhSuxriE1AOlRKVqiFDGEDwhjCOoTTiLend27H84DDOTcHgc0Aoy9vDpScjgShDwg0AooIiAVEh0geIiYQbHZ/E0Gp+693WBiXQAPQoJgoJqEEMZLwhFHndj5fUnHOzYdJH2goTyozLqn8oS87CgSFqIGoEdWaYBVB+3URASERgGyD/gubveeNgNoA8q4tyzheadS5nc4DDufcXJhoP9tgiG2p+zn9nz63IxCIpgTCrNebaJwFHMFK3odpKgGFJYSM9DkhYoJYXXbB6ACRhIUvrlbqnNtZfEnFOTcHioaExkmJL6whaiBYAB2CBTS0ZNEy92GQ1UgWkWqAqVJHIwIxlLqlFmAwaMHOIDYhIECDqCCygcSTEEagNZhfOzm303nA4ZybA2G2U2V2WClFwIRQAgIL/RyFEiqg6pCmpbM1ko1BSiUNCUK2ERoS44khYYCKkNSArqzH9HkbYopNH9s5t6P5ZYFzbg5Cv3QSmO1WkY7N9ZQ4q8uRyr9iuptgS6RJS92cQ+4DlXGrYPtmyyZYJqUNQjwMSXlSjzZRBMXwJRXndjoPOJxzcxKAajORE6UEH/FJeRyNRLpO+Zmfeh+xiYChHRx/Yo0ocPzoBv/gf/o9qlihSZEqs7HeoXkITDZzOAh9Qur0cZxzO5kHHM65OSnVRQsDSQgRs2ozx0ISrSmVLvHYIyPUElUUUjZiiEBF1xmPPbKOWRlPpEUtULELGGMIYgNEq/5xsu9Sce5ZwAMO59wcTLvEhn6GoyuBQJ/TISJAR2YMGEnXZvdMuUx/ZM2bQ23+a98FNpM4CYBaBs0EKjRbSSb19vTO7XgecDjn5kDL/laDsoSSSxJoTkhcwCwR68yrXn0pl14mSCjLLhJy6fNmYTY7IigEw1DMBJEMImV4bbny6gXGk1XqUIMImBFCH4g453YsDzicc3OgbJYzn1YdFUKsMA0k7Qh15rWvv5wqCiZdH2BMd7RMczEMbHp/w0JJMRUr3yckJBiiGcuBIKBmqMhTZkacczuNBxzOuTkoORtY6AOGsrQiVBAqgkDSNWI9BMaIToBBvxMFLLRAS9lGW4ENyiKNtWV3i4BY2YmS20glDYKUwqWW0EyZ7XDO7VgecDjnvnpiQO7/7nemENGcCbHEAjFmVNeRrqGSJUxaRNaBiOkAbLFPEu0gjMuERV5EqCmByATEaOKQlAXVjpTHDAaRlKWvx+Gc26k84HDOffUsIDR9wmjCyBgVFkAZYdkQFqmoEIlMi5yXQ1AouaWlRGk/YMSwvqRHaXlvUgp8dZowEUItoBUpmwcbzj0LeMDhnJuD6VIKJT8DgFg6v9KWXSq6ABgmefbvtnUbbWin/8escil51iV2pu/JogZI8NQN554lvLS5c+5rxEMD557LPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftPOBwzjnn3LbzgMM555xz284DDuecc85tOw84nHPOObftKkFBQMwIBiblH8TK39PbGMz+90t8z5d7e65jQhlsO8acw2ud3p7L8/L3by5jPiffPykjK6AEjAqjAmowQQREMpj2zyD2f2bPiC2vkE1P/dpXenseY8xnzGgGZgRT5EnfZzz5tT/1sZxzT6cSSwQLSH9Qkaf8Hj319jP5ni/39lzGhC86BuzEMefyvPz923ljwrPj/bPyHw0JCwM0V6gNMGuADCgmHSYtJhEs9GPY9BmxvUHCPMaYx5gQzBC18ne5Ktv8g5YA7Unv704IsuYxxnMjoPzajTnP5/Xs/plUQgCEjGDBo3TnvtFFzVSWiNoS6QjSItKiKCqABLCKLJFAh8i43PHZdjz9qsYQlAChD7jEyGJkEQLlDxK23Fl58sH2qU/kmdz+Su6zHWP4mDtvjG+MMavNqcKnRuvOuW9EwYRaKxKRaIGg0h8TBKPGLGA2QLUiMEasffIAz5Zj31c5RpYKIyBWA4LaAmYL5f3RWdhBmRXKT/PgzrmtKhXFRKhVERWsjzqkX/yd3saYrWN+qe/5cm/PdczVAlkAAAAA9klEQVQy2PaMOYfXOr3t75+/f1/P988EgjIdFFAsJMy6/vEiYnU5lZogVj8nsxMMMFGQDCKUPJYMZARBMMSMzR+Q9rf5snOI+ljvGd3nmY751YzxRWPOYYwtv3Jzf63+/n11r/Vr+f5VGspUYDAjWJg+/JNHeNLtp/vaV3p7yyv9ascUm33pq39e2/Fan4vv33TAeY45x+c1zzGfVe+fomIkUZJ0aBiDjQBFyASrqAxUBkDFc5MRZAJ0BKkRCQRZJ0pFkEAg9oFIOWTLlhkOeUqE9lfenv3ny7jPX3F7HmPMntfWuGpeY27H85zjmHN9Xv7+zW7//6OAm3ItdiojAAAAAElFTkSuQmCC)
BiologyGrade-7