science
Grade6
Easy
Question
What's the name of the characteristic where living things get rid of waste?
- Respiration
- Reproduction
- Nutrition
- Excretion
Hint:
Waste materials are excreted out from the body.
The correct answer is: Excretion
Excretion
- The process by which an organism get rid off from waste or excrete out the waste material from the body.
Excretion can be of different types in different organisms on the basis of amount of water present in their bodies.
Related Questions to study
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What gas is used to break apart sugar during respiration?
- Oxygen is used to breakdown glucose into carbon dioxide and water.
- The breakdown of glucose occurs in the cells of an organism.
What gas is used to break apart sugar during respiration?
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- Oxygen is used to breakdown glucose into carbon dioxide and water.
- The breakdown of glucose occurs in the cells of an organism.
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Which cells are responsible for opening and closing stomata to regulate water loss & gas exchange?
- Guard cells are highly specialised
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Which cells are responsible for opening and closing stomata to regulate water loss & gas exchange?
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- Guard cells are highly specialised
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What type of sugar molecule is produced by plants during photosynthesis?
- Plants use the energy of the sun to change water and carbon dioxide into a sugar called glucose.
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What type of sugar molecule is produced by plants during photosynthesis?
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- Plants use the energy of the sun to change water and carbon dioxide into a sugar called glucose.
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What are the reactants for photosynthesis?
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What are the reactants for photosynthesis?
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- After completion of photosynthesis, it releases oxygen and produces carbohydrates.
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What is the energy source for photosynthesis?
- Sunlight is required for excitation of electron from electron center .
What is the energy source for photosynthesis?
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- Sunlight is required for excitation of electron from electron center .
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All organisms need food, what are the two main ways of how organisms get their food?
- All the heterotrophs are dependent for their food on autotrophs.
- Autotrophs are the producers in food chain.
- Plants and algae are the main source of food on Earth for all the living things directly or indirectly.
All organisms need food, what are the two main ways of how organisms get their food?
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- All the heterotrophs are dependent for their food on autotrophs.
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQYAAAB0CAYAAABnqJxCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAHhYSURBVHhe7X0FgB3Hla3y92+yyd/dJGYS40gaMbNkZjtxYk6c2E6cmBkkWwZZzMwsWWQxowUWy5IsZqbRMLx5g+efU/VqXs9TzwhiGCku6UxzddWte0/dW13dr9iuI3Fw2H003mDPsYR82Hs80WDfiUTsP56A/SfiDQ6cTMDBU4n5cOh0ksHhM8l5OBKTlIejZ5MNjsWm5OF4XGoeTsSn4WRcSh5OxafidEJaPpxJDCAmKT0PZ7kdl5CKuMQ0g/ikQB4SU4K+SEnNMEhNyzRIC2QVikC6kOGL9GCmL4IZWReFzKyci0Q2MrN53UUgK8sfOTk5vsjO9UdWTiH39i3rxSMjM9tXToXBrx0Ev3YT0gJBX6SkZSCZelEQkqg7Dk6nvOsJyel58G57dTMuMT0PsQkBg7PUf7futoUY2sYZLk/HB2gTAdpGGk7E0l5CiNw+fpZ2Rci+nM157fDwmcQ8HDqdYHDwVDxhbTqPGBwpFEQM+04k5SMGkUIkMThS8BLDkZhwgfxIwUsMIgUvMYgUIolBpODgiCGWcKTgJQbXKH4wpCCwkb8vYpBiXwz8jKNwXPnEcLHwawfBr90EP1IQzkcMgpcIhMhtLzF4t8PkcC4x+CEfMcSFicFLBpHbXmIQCiMHRwyWHDzEEEkIzkNwsKSQhP0nk3CA5OAlBS8Z5CeEFA/OJYVILyGPFCgIRwiOFLxk4CWEs8lBA0cMXkJwcKweCT9CCKRnF4j0YMFK59dzCX6KWxj8jKNw/EQMkfBrB8Gv3QQ/shBSA5lIoU4UhEiCELzrXoLwbucnBy2DBl6CcOtewjDkwOWZ+HRDDA6OELzr+QiC9lUYOZxLENami104KSTnEYOfl+AIwUsKR8+mhlAwKXiJQaRgiaFwDyEfKaRkII7LSFLwNoofDCkIbGQ/IsgPKZaUzl/x/BRU8FP2wpCVnXuRsAZ6McjO9ocfKQh+pODgl7+Bb1kvHn4yOh/82kHwazfBjxSE8xGD4EcMfuQQue10NIF6m5CccQ45eNfzkYOIISGddmERSQz5yMFDDEIkOThEksPhM9aWDTHsOWaJYS/DBAs7nuAgQhAxHDiVfA4peAnBnxQsMfiRQqSnYEiBgnCk4IjBSwiRpGBBwSZHkEKqhWusSPh5CenBnALhp1QOfooo+CluYfAzjsLxEzFEwq8dBL92E/y8CCEtmIVU6kRBSGFn4SUHIR9ZMBRxhGDWQ9tGL0UOKdRV6q6IIR85UL8F73YsbUCIoW2cSQzmEYMjB8G7nkcOhNfeLowcQsSw51gcSSGOZBBvsO+EkJAP+08yfDhFb4HwegleYnCEEEkMx8hakaTgJYRIUvASQ2GegpcY4ijs+BR6DCEkpJIc0tgARFKADeKDNPYIAcGMHViPoDD4KZUgpfNTUMFP2QsD7fwiwWt8DLYw+Bl/YfDL47zwLevFw09G54NfOwh+bSf4kUKASOWxFJJDYUhOJwHQu3A6FbkdqYNuW/ppQUJIzaTOUodJFvJ8/aBQWXDE4CUHLzF4t0+FiMHZWCQ5eAnCEYMlhwKIwZKDJYN8hHCa3oLgIQdHCo4YvF7CsVgVJhBCfkJwRHAOIZAhhTNcL4wIwoRAoaZlEWRdCTotPa8RTANFNJoBG11LQwZ5IYIUp3BkZPornOCnoIKfsl8KaP8F4PIiBv86+J97qfBrn8IgryuYYcca7HYu0kkKqYYc6B34wI8g/JCniyH4EUMCddgh3hCF3SeycMgjCCImKSMPkd6DlxjyvIaQjUUShIOXICysHUcQg9dLCA02ekkhRAwFeQxeUogkBlewgojBkYJwPg/BkYIjhgS6bl5mjmwc77YaMpVk4PUSwsafWyAiFcqLSEJwiFTaS4WfMVn8RAyR8GufwqB2SmWHImhd+4wn4UMIDpHEIH0SvHpmdI06JhRMDGFS8MO5xCBCyDSk4IihoNCiIGIQIokhPznkEUPkI0mLA6dS8nDwdKrBoTMEycGPFBwxnEsK+YkhkhDO8RZM5fMTg5cQIknBEYNiOG+s5wcXH6blGzvIzQM7jgKRmVUwOXjJwAs/xb0U+BmTxU/EEAm/9ikMCsdcCKE2ywspSAAB6oQfpD9+8I5BeOH00ow90CMID0RqyU6tEHjHH0QMZ5PDxOAlBy9BOHIwBOGxNz9iOJccQsTg//RB3oElA0sIaRYxaSSCFF9CcKTgyOBEfLoHYULwIwNHCIYUKAw/L8GRQT5CCGQbJNLovYTgbZRIQhDUuH5kkJlVMLKyLz7m9VPcS0GkIeUDci8KuSSTi4FfHueFXzkLgV+dLxV+7VAYRA4sgrlW67Y81A2Gjuz0fRFJFA5evfPC6eW5BKElPYpC4MjBEATX41KyDDk4+JFEPoLw2FskQUQShSUIa8fFvF6CIwWvl+CI4XBMgAgTQ2Gk4CWGkyxgJCl4CSGSFLzEUBAhRBJDkkf4rjEiWdxLCkIkMfiRgRdFlRj4/6Jwsckvj0uFX/kFvzpfKvzaoTAobNAAsvdaJe5CwEMGF0IMTsci4XQwkhySqcPJafIo8sOPHARHDLEecvASgx85OBuLJAcvQeT3HqzHn0cMXlJwxOA8BUsKIZAYjggX4C2cTAgStjCuYJHEEEkKQp6XQMSLEEKkkOCF8RSI9Jw8YogkAdco3m3XiH6kYI3fH5EK6IVX0bzwO/dS4GdMDvx/UbjY5JfHpcKv/IJfnX8o6P6pgYBZKsXExiEhKRmMHBFkuxtQN/IgcgjpUCAzP7x65oWXGPKTgz8xOCSlWpLICyu4HpeSbYjBwHkOF0QM5yMHRxDWjovt1zwF4sApzWjUQKOeOmgMQZ4BweWRM6kkBYJLQwKaaklSOK4JFNw+wcxOkBi0PMlMT8qFYaEsNFsrYGZtCWc1bsDCCRpljWWhhTiSg4FGZSUE86yXcZjiMbldFKSDEaiELGEbkBQCGUgjnadxPcDWtOA6Y0XFixZ0D7nUQKMdM3BGLGIIr4eX4XWjRNSe7wL00L87UJkvBheb/PK4ZPDPdwU/uRYEtZ0M3cyxQCayc7MsMbBduZtGHcCeI9ux7eB6fP3tEqzcvILGEY8MHktjjxHMzkB6VtB4Eenp7EyCJAhDDNSv7HQEsjIJdkD0PvL0zqOD0kkLzZ+RjmZSX6WzIgoRhohAJJEfNtQQKWgswkI2EU87EeJkN8Z2QkvaVqzsinameQ9mQhS3TxvokabFSRKBJhE6nCQhnIiTPadwae25WEHTm904gjdsEEQKbh62ZlbljX6G4AY9HGNpplYsbx6bYF8O8c7ucnAxlCBmTGLlk0MwLzuRDNwUZgMKNP/kJG2HZ63lDSAR3kkuXliDv3Bk+wzMOfjF5oXhp/SvJz+5Cn7towFRdug0dNFCgNsZecSgZSAnFRv3LsKouZ0wbfUgzFo/EUs2fE3dP4u07BTQJyUxxCGTRJCexk5E5CDPIYukkJOCtJwAz2PO3OnVPQenl/lhO7GCvQnBO1DpkE47sYgXPDN+3bp7Zyg2Kc28YGjnA4UnDXpfORDsu0nJtOdkLq1NF3OzGL3E4CUFRwx5IcMFkIKXGDQpw03p9CMFLzE4l8lLCl5CcLMVI2ct6pGjBO2ErsZwE1j8SEHwM/7C8BMxFK3kJ1fBr33yE0N6Po8h0xBDAhKyt2Pyqo6YsbEHlu2bjIWbZmHZpkXYtG8RjsaupWdxhvlnIotuRB4xZAeRTlJJy6G3yszS5V2E9M6LSKJwSKPeRhLDueQgryGSHGQzYSJwxBBJDiIGMzGKEDk4YogkB/fSoiWHCGK4EFIQFD7oYi8xeAnBkYKLdWIILykU5C04UkhkHJVC9+l8r0Xnn8JsicEJ3NsofqQg+Bl/YfiJGIpW8pOr4Nc+YWLgEkFu28FGEUMwJ4t0EYu4jDWYsuYDjFv1Nubu6IlFO4Zj5te9MWbeB5i+vB3i0zeRHNLAaCSPGIJkiUBOGsMJLi+BGBRqeMchvOTgJQj3iDOSILxk4NbzyMGHGBz8CCJMDiFiiCQEb9jgSMGNVAp2HCG/l+C8AwdDCJ4BERXOjwy8hOAdhfWGDl4i8CL/HARtW2GrIbwE4H1m7YWf8ReGn4ihaCU/uQp+7XMOMYTGHQwxZKfS4I/i69090HXS3Ri27ElM2/Iupqx/GxNWvozh859C30l/wNrdg5Gee8Lcw3gNJIaMbBp+Tjq9BuoeM/TqnReRROGQTnfF+0TDeQ+RXkSk9xBJEiKDcwhDXkNyIO8Jn5sX5CUIL0mECcLatSEGP1LwegmOFMwThwsgBT9icLO33Gwu7wyvxLSsPCQHKBRDCvIWQu80aEDRg8gZi/atR//wwc/ILwU/EUPRSn5yFfzaJz8xZFpiMOMLPB9J9AZWYeCMh/HJ6KoY8tXdmLzlrxiz7gkMWnI3+s1tjp6TW2Ly0teRkLGDJMJOhaSQpSdZzDuD4UWQoUmQefl1QIKXDLwIUD/TSA5CQbMqNYPSzZyMnEHpnUXpXQ+/N5R/5vCFkEMeMThS8BKDlxQKIgZv2BBJCl5iOEuvoDBS8BJDEkkhSSwZIgYzghtBDI4UvMSg9xi8AnekoEbxM/LCYHsTP5yrcA5+CloYfkr/evKTa0HQDFFDDIYgskgUamsSRo6o4jiWbWmPz0ZEo/3EMug2uxpGrr4Pg766A70W1EO/RfUxZNHtGDb7aZxIWiNaMKRgiSGXeVLnmG8G1yMJwcHbUTko7EjnMUcMXkQSQ0Hk4IggkhgERw567B9JDJHk4EsMBXkMjgzyCMHNTdDjSA85eInBSw55xEA4YtAbZIYc6AadSwjZFACFEqBwTPhgCcFLBJHk4PUYMihoJ3QvQfgZv2BcSR+wff3BPwWRwk+paCe1EB0Ehg3UD7r/bDlkZKXTa4jH2ZTVGDT1YXT8ohzaTboO7aaWwKAVrTBg2a0YuLwZesyriUELW2HI7CdxOH4586HH4YiBepSRwzypG1RB6pVwrq55ycHpZjo93ABJIJDFUCICXs8hkhS8RJEYCHsO+TyGVOcxhEOJC/UY7CPMQNhjiPQW/EjBEEPIU4j0GPy9BTsBw3gLPgONZkzBTeggIYgUDDEwvrIkIAJw7zTYQUbvtp2kJPizsuDXUIIfKQj5yMAL/vmJGC7PpBYSMWSwvTJzaNgMKmh63H8Syzd3Q+fRddFp0o3oNP1qdJpZCt3nNkafhXehx/yW9CAaoefMWzFszrM4lryO3kHAhCGWBJQfqYL6dD5i8CUH6i1t/BykUbfzxhloB2acgR2lkDfuoG2NOYQeaZoxh9C3Htw4g0IJN1nQz2twJOGIwcLadD5i8IYPIgSHPFJICJIM0vORgpcQ/EhBs7MSCiAFN8PLEYKQmp4bIgYvCdhBxshtjQxbFEwOfg0lRBKCwzmEEILXNY3ET6loJ7WQiCGTbZVlQolUbiUgLWsrRkx/Cu1HlUXXaVeh84zfosvsCug0rRl6zvsjesx9lKHEI+g27UGMXfwW4jP2mDEKqhV1yBKDJk1dKDFEkoMm3LnBRy/ckwq/pxWR234Dk3nkYL5TYonhfOQQJogQMUR6CoLzFCJJwRGD8xK8xOAIIR8ppGgKZ5a/pxBBDCIEh0CIALwkEAlHCowgQvCP8fwaSogkBAc/UhD8CMHhp1S0k1pIxEA14ZLEgESuxeDw6ZnoObYVuk2klzDrf9Fx2v/SW6iG7jPvw6Blb2L0mk8xZvV76Dntr5i+riuSco/yahp3HgkwN82mlE4pvCiAGBycTjpyKIgYhEhycITg1t22lxi85KBJgiIGhex6zyiSHLwE4YjBkoO162KRhOAbPogQEjMMTnP9fITgSEGIJwH4EYJCCK+XYDyFIN0oIj14LgEIkduOFM7XIH7wIwXBjxQE/v8pXaZJbUcbNAOQZowAsdxzDOu390Wn4bXRZcJ16Drjv9CBxNB7QT0MWPAnjF/bA9O2jMXolZ3RbfLL+Hr/JAR4XTo9jjxi0BwIEYN0sBA9dLqldW+nFWSB/EIJP4JwZOBHFgV5D4kMMzSGp/eMvOTgRxBnHBKtbZMY5C241y0t9CLFCYYKwklDDHr5wr6IYUmBTMOlZjWeZZgg6F1xhziSQBzJIV7eggYZfYjBG0JYUnDEoC/oyFOwCH8sxZKBW89PCv4NUhi8ZOCFHykI/P9TuoyTdIXNbp4qWGI4hIXrPsLHg8rhs7H/jY5T/xPtp16FvouaY8iSFzB+TSeiF/rMfJ8exVs4ELtJzyMQyHEeA/UoJ9MQQzb1UbgQYhDyiIFebrrAaw3y1kkKgiEHEgFv6MjAEYPb9hJDPnJwYUWIGOJphxr014uJDuZdJZEDCSEPIc+h2PGzyRBO6AWKEOzspzDsV5vlZuiDlJpNpZmMhGZYJaeblze0tC940H2RG8MbJ7IwKpwKeb5ZjOExBS0Vg1nYsQML+6JTZAPYbT2C0vPqC4VfSCBc8UlVjMS/Q6JhstmRQ0MGUoiDmLf+HbQdVhztp/wvPvvyF/h0yg3oNf829Jz1JPrMfRydJt2NNoPuwxdLeiCQm4J0XpVKg+V/6hCDitwM5kldIukIytrbyUQSQkGQXnv13E7Y09O3SITH3ZzNRNqSszHZWx45ENYmrZ1qUNINTprJUG6dkE3HJaWJGJJIDEkkhGScNC9R2KmRp9wyNCPKjVqeJTG4lzQEzbAyCN0gUWAhFOOYWIfIRwoFEIOrsGC9hfxzEgQ/oRqwS/cz/sLgRwrCFZ+8hODFlZ5ooHQVkEt9obNOHMfcde/i4xGl0Xna1fho/H/g8+m3oMfcZmg9ojk+HFkfrYdUw2udG2HFtsm8nL039YydrxnE1ItYOblBEgMzZS//rxGDCCGs52Zg0jN1Om9WL8kh6LGTwohBP6Yku3M26AYkZZ/OVv3g3rUoJkKwb1VZIvCSgZcU3OCEI4bI+dlC3s09pCC3Jo8UQoV3bOcQJgQ3tmCJQUJybpfgJ1SDn4jh4pKXEByu9EQDFTHIeHNyGLMynFi6sQM+GlwBHSddj9aj/g86zbwZnWZUxwvdS+Gl7uXwUufy+Kjf/TiZvNmEEYyCQfX9TonB6XYkMfhDx6yNeMnBwY8g3HhDPnIgIm3XoUBiiCQELykICiPcxS4z7w29hOBQECm4ynlJIfLR43lJQfiJGH5K50s0UH2UwRivJiIgGVv2jsJHA6rjoxHXo82oX6DzzBvx6aSS+Gun/8XfOt6Cv35YBl8u+5R2f4qhRDqosqCqhoghM0QMWf9SKOFHDAVDdmIH4b3kIHjtythayO6cDTq7jCSISDibLubnKThC8BKDe7QRm6xxhRApMCYxGWpiBZF387QQMYQmZESSgrdCQpgU3ACjFcR5CcHhJ2L4KZ0v5dBC9Z/Ga5s5HaeTV6HrmHvwdp8b8eGIX6PLtJvwyYTr8Vyn/8Qzba/B6x0a4UDcQvoKZxHkP1KAnA6jbzmGGDIYmmQTNt9LIQbhYojB2UgkMQjWvqydOZszA5IFTYbygf0hHA8x+JGC8xIcKcSQDOJ4kZtuqamXmoLpnZapaZreqZsphPd9h/AgihtgFDGowtZbsPMRwkzqhFeogH8ihotIFKSB6vrvQ4Tq2VVdY8CsPrWGnsBRjJr5Il7vUhatB9+ArlNLof3Em/Bch2J4/M3foN/4f5I+9iCDxKCzs6gftE3qj2bBavCR5CCPgTqoPCMJwcFXZz2IJAan++fCdZ7WVpztCM6mZF/G1mhzqSH7806rjpxGHQk3rbpYJCE4MvASQviZp4ghRAohnEMMRGHEYMnBVeJcYhD8hCf4Cd1ADc6mvhj8OyaNyOtjI1RVs8w2sTYFaOBJjjOuKDGxjqE6if+tDiRh26FJaNO7CV7qcCPajS6PDuPK4bF3i+GfH1fmsZk85wwpIZ7hA+XFC2mf5tpcugm5jB+4J7ROvVK+PvDVWcJPxwV/UpCNhInAkYGzqcj9Igj9zN45xOCxUe+2IwRfYvAjhfzEoOefmmZJQpDLIVKQC+JuJlcldMP8xBBJCtb1CVcmTAp2boK/wPyEa6AGYBNdDK70ZBRV3ZgnZWdnUr5pXNPXDC1BcK9R8HwsoFWHKyJJDqE66j+hPXTGkZ6zH6NnvYEXPiyPD/pUQ9vB0fjdiz/H+Llv8pwz1C2RQgoNXCRgRSJjtx4mZUc5GnDd6JbyjoCvzhJ+Oi74kYJDfgIIk0P+/bSxkL05YlA44SUDt+62TRjhJQbnKXiJwUsKjhjcjCkRQyK33WCFi1mSU3nz0EBHSpqNbVL1bQXCxj6KgRwh2DEFBxc3hSct+QvMT7gGagA1ykXgSk/eF73CP14r91dP4+UpBHksSIUWpNgUpEsSj8MVkVQ3ESErpP92wb0iiyQkBrdg7Kx38Gnfe9Bu4J2YvPhVBDK38Vg69SuN52YgIyM9j2jN9Y4YJDseFzkY3eKx75MY7PjCuQOQXnsy+0LjefrQrGzQTICiXRobpa0aG/VsGzumfTsU8/MSwh6CRR4pMAMzcclLCCEycDAFECmwUGamFuEK762AIwMvIVhScDhXYH7CNVADqFEuAldyskpr6xjpOWRm6a1CPcfXT7KlUv6pRrklwbykSx2uiKS6qY4igvzVy8rRZKc4ZGQfwI5Ds7F4/QAkZ2+mTM4iKzMUapEAMkkMIk9LCoIlBpELNZvQtx0sEXx/xKBjYbsRvITg4CUGZ4feWZJeO3XbgrNpIY8YCiMF94Mvhhg8FwuRhCDkkQILKBRGCkJ+QnA4V2B+wjVQA7CZLwZXevISQ1YW2yQlDbFxMTh6bA/Oxh7mviQeDXKZRuVVaEFBOrlo4XBFJNVNRq560qDNXwuFCBlGFskMquKw5/BanIzdRbnRC6Ah5p2oRFmKZMPEIF1yxEAPTP947PsmBi85eAnBQbZmvfSwDUaSg3fb2bAXxRwheEnBeQheT8GQAl0PN835QknBEYMrdCQhODhCsAL7iRguPalutn5yFKTI6ekB7Nq9HXPmTsWqtQuwZsMiHD62i3JQWGFdYUqRCMnFZRHaLJrJW8jzFZaCMHWk0nnO05o+8JNG+WRmpyMtkIBDR/fi2MlD9iD10ohFOkZyDaYzrKClW2IQpEsihoCR5Q9JDEJB5HAOMWSQGILWLh0ZmPXQPj9yKBabaN99MO8/kBzi9OSB0DsP8Rpo5FLhg/UULCm4dx/MJ9h0kxDMdxRUKJGBChiCff5qYSsnAUQSgFt3gmNsHAF9ossXbEXH4OcgpACRuCIS62dAeYUrJk3WIy/7xEdbOuFM4jZMW9wdC9aPxML1X2L5N0tw6Ow+qnQSVZthBc+RHRhZck0oukkVVvki4YSQJ4xQYqdCzyAxJQ4nY45Tn+O4bSWjR90603gCzPdUzCHs2rPJXG7GZHUaZZytH5zR56GVdPsQdDU1OgRdZP6H/tiFaSKeK5LQUI5buk8GRsK8zu0Lazt+CA8+2qd9drA/0/zgTfhHcCzyfvwmtNSPNelTiimaf2TsnKGE972HyBmNDt6BxsJeiBJDRYYNKqwlhfAz2jAZ+MNv3oHgens/+JICcWUnai0VKcQFIWWUUTNEyKEi8ZD6SPVmRxLnY9TC5zFnSycs3TMBc7+ZgrkbJ2HtgfmIzziaz29QD2jHIYpqUilVMy8cObDSebBJYtEn2II07vjkWOw5tBPb93yLI8cO0yi89czEyTPfYuuO+WZd3EG1Y1K+IoUQ+WifFVQoab/KIIu3i3xwxfGC+wt68c+2nQ9IDud6ERayLTd12r1b4X5jxQ/hH77Rt1WDBqlp6bRva+d5xHAhpOCIwZHCT8TwYydpLpVSipanqFoJ8i9jZ9ZfUgvmHsWiLZ+i/8x7MXXzm5i7sxumbeiGccs/wuDZb2Dz0ekkhWQPMTiaKKrJWZtK6yrutcD87Z7/CGuXE0RM/Els27kZi5ctwrLlixla7ebRJLreO7Fp+wSelxjKWleJFPTVJy25rV3e2xpS0BhG/vu65KeXQo6Pjgu+pCBcIDF4yaEwRBKDIK8hHzEkMIzwJQSGEZYQbBjh/c0HE8OECMHhQohB8CMEBz9hCX6E4OAneOHKTiGFlG8qJRUoC+0PZCUhPTuB63HYdmwC+ky5AwPnNcH4DU9iwoZ/YOTyZzFh/bPoP+dBTFz+OuKCuz1mRtkps8tOfCqwt9BuW/VxIqKO5eqbjwG67QEcOLILcxd+iW6922DA8NZYvmEAlq7tTpf7UOgCEm+uvAo9vdCSEnKyFswf+/g3/73DyU8vhe+aGBw5aCnDL4wgvMccOWhpwgnadjGvp+DIwOshGFLgiQ7udyO9hODIoGBisIUWVAk/MvDCT1iClwgi4Sd44cpO6tXTqHlUzjxF1YIuZE4MDeA4jictxvC5T6Hn1BroO68SRqy+C2PWPYKBS+/AmPW3YsiyRhi28CGcTF5t5Ejxm2yM5Iqy+FS2SJyTnFA0zmV1yxpjkEv9wrUme8kLSMHBI+swaWZnfNb9j/jH2/Ww/pvp3M+kT0Jr7ofIQUsRhZeIJXvTDqFQwif56aXwXRKDg9fWzkcMDtp23kNqwD5MKBY5vdnMZgzNZHRwM6Q0g0oX5n/3QWRg4d22AyEW3sKq8JFEEAk/YQmRZOCFn+CFKzupl5KL6+nFWGVKn4HESVLGRsxY8zo6jIlG//ll0XXWdRi6qiXJ4QEM+qopBq+MxoAllTB4YSscT1xqJEnxu2yKdlIBI3FOCguFdkUblk5kITM7jfUM0Nis15BLGeZC3tUJ7D02Gx90uA/TZg9QBrR3Xq/PM+U4cNtla7Lmjc1ApvO1zgWl6gs/HRd8SUEohBhkN279UohBMMSgWZJEmBhCL0SdQwx0MRwpOGLwI4VIhEkhXFBvJQqDn7AEf7Fb+JGCcGUnEYNcXPVqXFBRtWDrcHkUe86MRteJDdFjehn0X3wdei+4HkNX3oFByx7k8nYM/Koa+i+JwoC5LXE0bimvpHozA6PvLkOzLIJJxXIoMLk6CNwKEYN6eI2hZOakI5iVTs+KsXVmLII5p3ksBjOX9sCkaSFiMAIJQdk5aL+WTDnS2WxLADRfs4yEXsLS3zA0nVrZ0D5IPO4Jmy8hOFwgMQhecogkgAKJgUgh8hGDI4VIYvB6C4IecUQavx/C7z6EC5xn+GynQhFBCA5+hCBYJf53TI4YNFhIPeUfio8ql4pA7jbMXP8SPh1THP0X3Yy+i39NEiiJAYvvwYCFj2Pwst9h0NImGLCoAUYveRQxaZtNHtJ35cFWMvkqtx8rFUTyWqU6hMEddsq3Su6XdIGWOq46SW6SGfVKa7xePzOXkStZJmPx2nEYP2Vw6Bqb5ChkUK+zJSCTHzWP12Vl0WDNfuq3+ZdpwL3mPHsPuy7omH7vMiNHbnsa7YIkobLzBjpDei4SiNR9A57jbCgSXlKIRCRJeAkiEmk8rh+6KXbOYKPP2IJiDgfvbz6ExxHORf5JTLaArhL5SMAPfkIhvGTghf79e6bQGINRciov/1gzTseR+LnoN7MlOky6Gn0W/gadZv4cvReWQ/+FD2PMqtcxbvVLmLj+GYYRD2PBt58ypzNGfdk8IZkq9hZ+XGKwMw0tMTjYfeyJc9XTurcbLRytnZO0yxx3xKDHutRTdVy8hP2cMWkdW755Jr6YPow9ebo5J4v3k1yky8qG2qwrDfSl6MjEs40nkhJIpk0l4GxCDE7HnqJNJZKE7I/x68lIMJMhH0khIyvTwOs1+On/D0IMJAVNeirmN+DoHWz0EoMuuDRisAV3lfAlAy/8hEI4IoiE/v17JqvIlCrlQLmFIC9i/f6B6DAuCt1m/QbdZv8cHaf/NwYsqYXBSx7D9C2fYt6OLpjw9VsYPPdv2HFqOvOga63rKUq2FLfd4zmbY1FJIoXsbA0eplCXkqhXydx2b4xKHipvhD5o00DHwsSgnfp1Kv24rA7TPPk3Deu2z8OEuQO4Fc/tcP0lYzrcOHxmN47G7uQ18jBykJqZiv2HD2D77m3YsGU9Fiybj8kzJmHMxNEY9cVIjBw/AgOHDUC/wX0xb8lcnIw9YfNjeYIZJAp5DNTvzGz7OfpIvc/DD0EMjAjyEUNhpGCmT4bwEzEUpSSFlhErjtWWRRZisXDLJ+gyuTx6L/g1Pp9eDD3m3YKhy1ti+PInMHljG3y5vjO6TXgBoxe2RVLWPio841ddT1FSlZinlF4GFDaMHys5TyGcVFK936AfjlE5RQypNDQtZfCShifpUu2iYdnpjO4pguJ2GkpWBvYf24c5yydhz6lV2Lp/DkbP6Yhtx77C19sWYt6KGVi6djFWf7scKzbPw8AJHTBgAsl19RhMmT8cvUd2wUedWqP1Zx/g867tMGBEf0yfPw3rtqzFrv07cfjEIRw6dRDrt67DlBmTMe7LsZi/dD5izsawDDaJFJye/6gegyMGP0JwHoKXFNx7DyKFn4ihqKSwFCg2Y8JapuMUZqx7B52n6HcY/wvtpv0MfRdWwqDFt6PP/PsxaNHf0HfGm2g3/AWs2TuN1ySSAqhEeXnIhU7mmo+R/YDJ/l5o/rY1MX1mCkP8MzSmE3TZT1Fn4kLllYfjowtOOIIhGNVLpKdQIICk9FiMmToY73f6G0bN+gTzN/TA54OfwZsdHsOrnzyJdzr8A5/3+xCDJ/XA4Cnt0XHYy/igx5N44aN78cxb96BN95fpYYzE5l2bcOjkQSSkxptxBLWLyqOlHWdQUbJx7ORRLF+7HLPnz8au3bsYUqgcsq30vJDCT/9/VGLII4QQ5CEYQnAwxKDMdSMvOWg9vJ2fGGwBXSV8ycALP6EQXjLwIq838eqEWzfHmOk5uNyS6uG0W0omM1bd7RFbS8mD7YODmL72NbQbfwM6zPwPtJv6H+i7KBrdZjRG6+GV8OnopmjT7yH0GPcOzgb30TzSDDE4GmALEiEjC+XvlmY9tMy/7t3zrySXjyDjtb8zmU4SiEnZht3HlmLtjolYuL4f5qzpgdlf98CSjQOxdtd47D66kEa5m+eqJ7ZtTLULqwBFJ4ch10xYSuIymdCvq+1DhwEvonWvP+Lz4U+i38wX0XvaG3ix/SN4+t178WbnZ9FrwmcYu6A3eo1vjY96P4fWPZ5BrzHvYemmSTievAOBbIUdYb2SF5eRE0QgK82MK2g9K1efh7PtJiSlJOGbzZvxzdbNSElJRWYmjzOskCz99P+7IobCyMG8S6HBR/MyFBE5xdl5BZGegd1W5rqRbqgbqwAiA7vutv0q4IUvKRDOdYxEocnKWhfzjzJxkCY4Q3JwJvB9J93DoYCUV+7zwPwRKaj8oYFB9aahqugopU7oh1H2YNaG1/HxqGvx+bT/ZCjxSwxYVhPvDyuFN3r/P7QeUBKvfFYLy78Zw+sCzFVqHLqNWRPsQuJkU1mEjoSh69w/+xhO1HTRSTcOISeHnVNaLE7HHsCeI2uwiR7NV9sHkOhaY8yS5zB4/h8wcOEfMHTFUxi15k8Yu/5pjFnzBIZ99QcMXvgYxi9/GQu39sG3RxcjNnAKVFmkm7JLhyguRhHZ2QpBTnMZx2U2TsRvRpu+d+CVHnXQdtwD+HjCnzBg0ecYuWIQPh/3HrpMfB9frOyJXpPeJyH8HSOm9cCqrQuQnKnHmyIvEanCE1uJgv55j9t1loc9Z2xsLOLi4hAM6qM5lCAJwB8F24yffQl+RCE4soiEIw1DDJGk4IjBL2SwnkKYeVyGkTfTtl9BvfCroBBJCA6FprDclUFohZmx4S0cIQja1vHvO+n+DheR8urhB/5xpOey1n7WiU1OyNBPYN7GD/H+4BvRdsLP0XX+b9FjXjm81ve3eK3bL/Fu95LoM+4JJAV3mGsyqXQ2e2UmOekeJksjd/kSYbhn825bHygR5HPIfXYGchGJ93dtJmKITzyDA0e3Y8POxYzxv8SSrUMwbsk76DH5UXSb8gB6zX6Q9bkffRffh0HL78GQVXcSt2HIijsw+uvfYezKZzB47vOYsrIddp9ZRH/oKEvMnpu30URGjUnk5jL8yJVRA8djN6N1/+Z4qVdVvD60GT4Y/yg+m/SGIYapm0di5Fed0Wvau/ho0PP4qM8/8M3e5bxKjzcDdP3l0djfmLjoejMZ+Ur+pv4SBaVLryE/IfwIxFAYKfyrxCD4FdbBr4KCI4JIFJqsXoVh/jAzLc0+LR10/IdIur/DRSZT5vNBf6TplvSoOjQA7UvFhoOj0GZgZXww/H/QdfZ16Dj9Jrza59d44bOr8M+PymPbgfE8Lw7pjLH1HN9mKcKUYasR7EL52vhdX37SZ85kAHpcp/2WaO26ymCP2YsvNPFcfR4tO2hebc6h5aoWei06mKsQJ4mIQWJwD3adWoAZq7uj79QX8PnYh9Dhi3vRadId6DatJfrMbYH+C5uzp2+G4cvvxLjVD6LvnFsxaNF9WH24IyWyk7nSXWbx9JgzN4fGrOoyHYnZgrd7NcGLfaripUH18M7oh/DJxBfRZ0479Jv7Cb2GF/Hx0L/gExLD+92fxYrNs3kV88pKZaiiLzu5wcyLqXfBSbr+QxCD144dXEiRjxi8hHB5EYPTYkGKFtpVGIpgyl9E/bPxpvpsux4JGyu7SU6qvdX1HJxJ3YiOI2/H6z2vQpepJdBlRmm80PH/4dFXr0bvUc8iLWsPz0o1I/IZUjh5IMbQFaZwqUJol1F43cP2jGanK6SOC1pXcsuLStSFTHo5WaqL6c5NUrYZ/KM3RIO8L/0aliwFaTlncSptO7Ycn44V24Zg6oqPMZTeQe9pD9KbaI7Ok2uh/6L6GLG6EYZ/XQf9l1ZCr3k18dXe9kjOOUASpN6KGFhWU2Wmw7Hb8G7flnipbxW8NrwBXh95F94b9Se0m/AqOk56BW2GPo33+j2Kz4f9HW16PI/F66dRziwVSUElzcxMo9FevMfgdFpL5yW47XNJ4QcmBr33kP/z7pYMvNOewwOLGnPIn5GXCNy62/YrqBd+FRQcEUSi4KRjvNBpqTbPhx8lRRbClVk4d0/YZZerri8EUQHzQQabwOs011/nUn7mOlHGUUxa9h5e6VgObYdVRLvRFfHYW7/C2x3vYA+5mmfo7Uu612yHIGHJRyQQIgYlFcjk6F424h1c4bTbQdveal1U4p3pLdiP0moWIGvN2+uDPfo1aJFDgHwU4DKVB9Jk2JRHRugxZS7ikZC5A7uPzcSK7T0waslf0PXLZug1px76LaqBnvNLod/iKugxvTlW7u3NfA6bEIDqad+fYC4x6YfRZcLjeLF3FbwytB5e6NcMbw59hN7Wn/DJqGfw0Ygn0HrQY/h40F/wfpdnsXrbQl4l/bZhUw6X2Rq8uMjKiwycXsvw3bZwLil898TgB0cO+YhBJOBwWRODN2nTDz9K0o1dOWV8DjJI0UB4j7U57dOgnr6vkE5o/MBBRGE/qCKDVs72Gl5vesUziElbjT4T/owP+zZD6750kbs2xY7D83luKq8IMuZm7lS2DApdP7lmwwRBSs5k5KQcRQohb8EV393Mbat9zCCvNi4mOZkwHGEXrvcOZLC0ETu2ykNy/0UQyp19lg0HeFzkoXEDXsUjIs8YnEpdjVX7+qLX1IfwwdCq6DilGnrOro5O0yuj+7Tm2Jc4kefFUka8nhma/EkuY5a+ixe6ReNvvWrhmS6N8FKfe/F634fQdsTj+GT0k/ho8KNo0/dJdBryJg6d1tgMCdvUmRCTOffjIpKM3SXpt4jBrZ9LCsIPSAxeMoiEIwP33oN9BPndEYAa3g8Xn3QRM/RJRpjSAv3nKWpHq/A/RrLltJ9rl6GJEAQ7vVZTcDPN5921T0qi0W4ZvvZZmtBfcxWzUo2zaSH6RJjkliFj0ZJ5pOec4dHTiEvfhHmre2H0rPdw5OwS7ksxuQRy7ARg3SU5kI6k1ATmI89A03T1bUOGJlTU7Cwbj2tbP+CqF5F0Y/vrS6yL9rEuOTmpRLIp778kYF1K5NkcN009CZVX9ZPumEmMhNpURTLH5XGY+p3CsdSvMGjmC3itSz20H9sI3edUQrtJJTBtw7NIzdnGW1CPmaGIRfJdunUI/vJpdfy5fU083/1WvD7gd3h38B/wwZBH8G7/B0kMj6F17yfxxdw+LJceQZKsXTlUAKNcXP8Okrcz9MLMb+BtLgZ+9ihEEoXDFUYMBSWbmYyHojVLbyz3wyeVxw7UiQjCBKDyaIzgKBKz1uNwzAJsO/QlNh+chK2Hp+Pbw3Ow/+QqJGYc4Xnq0XU2jZsubCYFqZ5TbcOm4F62WS7DBHoM2WZKbwoSg4ex6/ByJAcZY3NbcXZ6tnIA4pKSsP/wYaSkaYBR5ZFLT4LKSqW8QnGzis28HbHqF63Mr1pxp1zoHBEHyU5PFLIJe8ElJl0aumUYupMgOYWggoROcDYpgjRjJrn64vNZJGXtxLRlXfBGx0b4cFRJhhQV0XliNZxImsPzVUflqRZJwuGkNXin18P488cN8XLPB/HBsCfxyZin0f6Lv+DzMX9G+1HPom2fZ7Fx7yJeq0/n0WOQAB0xSKdUiO8g+ZGC8AMTg52r4Ac34OgmK1loOz8xCH43d/ArsOAlAy8uJemy/JAgNc00k8ajx2haprHMGl3/F5X3kpLux0pTk9TD6jsAiclncPjobmzbvh7rNy3A4o0dMGP98/jiq6cxYv4fMWLuYxi94M9c/gWj576I6SvbYfmWEdh9YimScg/QKzhrPAzTk0qmvEV6NuNnEkM2lZ30LikgNZiM3Qc2ID7lAPelkpLs/mOnjmPztm+RkqqBRZVQWi7ZaAZeAttOYxiSZH5p6Ty2LHMQDdnjurcISt4w9ffiU+RN8nZIZqqhiNSFOvJK3LiHjoUv1MdPNCiYbZ6kJDDsOIq5q3rijZ4VSQ43osO4Cth8aKA5lslOTgSXmZPCHGMwY+VA/KX1rXi339NoM+RP+Hjk0ySFZ9Bp/N/QYeTfMGDiR4gjyWqUQyQkQjIi01KVzlf+S09+pCD8EMQgmxY5XNHEkE0DzKKLG8xMZDmSuYxFUuA4j8gQ1KI/ZFKpWGneN1uv3WYkIT7xJI4c32W+Srxlx1KMn/caek+5Az0mtULPyS0wcPbtjH3vx9ivHiJ+j7FLH8PI+U/gi2V/w/zNbbDv9DTmF0NyoGLrTT1u6dsCetqgHtE+aWCbZQSxZ/86JKXou4aUR04C1m5ZjlXrlyI1XUTJUvGPZGaNXoZnDUsGqDGOdK6nZB9HUsZ+JKfvQXLGXprqCZ6bROh145D/w3zUhlLkC00608EmKydr9MpVEDE4L0uDjhp0TSREENpHI6dSZWToHBm8QjAdk4d0HFOWfYR/diyB1v1LY8m69twfT2+HeptJkqbnpRmJZ9MOoNvot/Bax8fQZtBf0WH8CySFF+gtPI+P+/8Va3bNZM7Mj/+MvFwxTYW5Ea7Av5QiCcHhhyIG4TshBr8be+FXYMFLBl5cStJlzDIE9Yfq0eSy69P4R2h4K7Fp21Ls2L8SaeknQ1d8zynfLVwJrbLbablS8BTutT92Esg5iEMJS7Dwm14YPPPv6DHhIfT+8i50mdiAqIVB85tgxNJWGL6kFQYvaIHxS5/CruOTee1pKqrGJ+ycAnkKes8/i22l26anp2LLtrls061IoVEPHd8Zk2YPJUmeMjLKpFKzKVkmQeWUoal8cTiTvBqbDo3A/E2fYuS859BvykPoNeFuDJn1R8xe/zbW7h+AU2lfM58Y3so+L9Bbg06ZLyTxzNA/yUeW5kjBIbTPGJ8tn4zePpmRB6HjGrth7TN4b6NchAYFFdrQ6NOyTmHk3FfxavsyWLGxJ88X8THx3KyAyEEbGdjDkK3ziDfxQb+/4MPBz6DbpFfRaezL6DzqDZxI3sE7iSh5D1dULU0YoXJeWH3Pl5zsIvEjE4MbYyiIGMIXf1/EQDFIPCGcP+ksZhduJ7OP5aLxZebGI5B1Eis2TMfiNROxcvOX2HHwK54hN9TvDhd+3/OmfNm4UkqBZHhel9g+etNe6zDnID7rNPaf/RqbDo7F4u2fYeyyp6mkDdFlUk0MnN8AQxbVR9/pTTBsxhPYcmgscz3J+mtk3v7LYLuZwXIKJTMrgK27p5EUx6Bd97+i/+i2SEo7zBIlIzUjUWpuQhEpnsqYmROL/UdWYf7yvug1/gG61bfg/SG/xTsDf8Hl/0Wbkb9A21H/jTZDr0GbgRXQa9KDmLumA7Ydmo0z9EoUqikrp9DnS2orltbgXDJQRuYkb+OGrlBNrbbojwZGM9PZIWRwP3U414zG8lwupW/Hk9dj0uJXcSxGjxtJyFTorDR6WmkkUTYHpUDZn0SfsW3wVten0W/6h3in59NcfxLjF3ZHUvYR3jNgPTFveTTYQPKxZTalKSS5Cws+z0sGeWDdfghicChmH0tqUoMePyq+KAznZuC9mV/BBD0Z8IOfAGxvLwXX4zgNyGk7JH/KMm/dgNewMTRSzeLzONf1i84sqwg8OzeNTX0AicG1WLSpD3vigVi+dxhW7B2CbcemIS51j8nFxMUO+mMUk5na/wbfXVLJdQ93H+siy5goQhKZPaKzbNLxs0jI3II9pydi/roP0Hv8neg+piGGLWhJL6I+Bs5pgp1nBvG8eMqVC3Mx89YTDtZH8hw1tS2ee7Maxk75lHH3KR7X0wfByk+PRTWR6WxgHaaueBefDm6Mt3qUxNsDrsF7I/8b7436JT4c/yu0HvN/8f6In+OjEVeh3egK6D7+Ngyc/BwmzOuClZtm48DRXUhMTEBycgo9FYYztis+T5KEXcHzKuCfQo2hRWg1LxnjkZLwfw51My9bLoPqyHISSY7zEJe8lTuTkJpyGvGxp9jmoXMpg+TAEfz1xXvQd1h7JKSdwdxV4/DGx3/E6GntkJq9Dxm5sWynLGQEqXuqmrmd2kjhqUieYUkm9VZC5X85LOZD06ZcukAEog5BMyaZB2/txsL1roR+TlD785JWBRVR+clG/BCqeyT87FHw2q0fSAzhH6XQoIPg9QgiEUkGXvgVQAg/h80PLyGEIXPXc3s9q9dSrrHM3w/6l8UeTgwowbFB5E6zLOZHg3KT2AwrsXxXGwyb/zRmbvkUc/a0x5zdbTDx65ex/sAYqYIxSEMKRodlIOrNWXDtJ0Lt/z0n3UH3NoWwmyxC2EZ0LI7KvRM7D4zH0AnP4KMB0eg2syw6T78OU9c+xmP7EaB+Gu/ZfKZMLwkFzISePqPfQNte9yA9S2TIHjIjiGDA3ktfFJKhnEpcjoEzH8c7/W7Bu0N+ibeGFsMbw3+GN0b9Am/SS3h18M9JDNeix8yaGDz/Lkz++h/45tAwnEndhLTsGIYjmUZH0tMZUlDJ9bagm7Sj9v6xErWKHpSemmQgKfkEdu1bRT05gyPHt+LYCSsP+8O+QZyN24M/PtECX0wcYa7VIO6shQPRsdfziE3exJwSDDGwakY3TKtRvnayWWi8Q0bJhXlhi52pJQMdU/giqG0Y7mVSv2kgWYTEIxll0b7Cn6hzSqB2EgqyGStfPzgbjISf/XrBUCI/KRQNYhDcYz09y9coupvMI6iH1XHRA/NSr8jr9DhScmRHyAbRsX3Ye6YDBs9piH6zm2Pm9jcw8ZtXMGnL3zFs0SOYvvoDxGXI9WUuvDRbw+qGFNQD2FZnkUyTqIm+36Q7yPgFe28D1seuS75SqFjiFI6cXIz+k57AP7tdg+7TK9Kdb4FvD84y9TC9VA4JL0fEwPiZeY6a9jEWbtCg21nmpR7Nhhv6DoDGOU4lrcGg6X/GGz1L4t3Bv8a7I/4Db5MU3hpVDK8NL4a3RvwSXWZGYeiyOzB62ROYvu49bD46HonZ23l9AospD0/toMLmT2pXtfePmWRs9rFqCvYf2oCz8buxeesy7N2/WUepv/YJh4794fEWWPrVPHOd9C0xZQ96DnwNm3fO4h4Ntkp3TZOYptH4jgZ81SlJ/vo2pGRre5pYpGVuxtnEhWyzqTh8fB5i4r5BWvA4r7FTzfWEynRo0l02v5Y2aUXehR4761VyvSpuiTYSkbblEGmLDn7260UxPzLwhgqR8MvEwa8Agl+BBb8KGqE4SOpmhxhXDSfWDbEyzzXHdZh/RBbGfaJNp8t+KPDDZ0diwsoGGLyoBIYtr43JWxgrbvwzxm16HONWP4BJK/+G4wl6U44hB61JimPvo9bhQrcgfhhiUNKdBKbQ/U0ZTB255Irm5etzZipnTOo69JzyO7zeozi6jrkNi9cpnLAKpjrl5OrphC35uJnt8dXWHlwLDbpxt3lPJpjCK45j+Kx/4sPBVdF62G/x3oj/y/DhZ3hz6H/gg3H/hc++vAoDltbG6FUPou/0P2DCsjbYfWYJXetTbAkaBP8KegqkeQxqx6KW9BFXzbPQoGVSyhHs3LMaw0b2wI5dG3lUei29ysbGzYvw2FO34eix/fY681WoJKzeOAWzFw3jmaFHuKwiVdgQoe2oMmhH/EvV1MdW9HWphPQNWLerK75cRr1bdBdGzmmF4TPuxZhZf8LEOa9hyZrOOHpmDvPcy/NJ2CQB2YXIQe1joQ2FKSIHfT/iRyIGPzLwwi8TB78CCH4FFvwqyP/GLg0XaMnrjYCMwWgH4YTm7IjCys5NNl/3kW1LlilZ2zDt60cwdOm1GLP+OgxbVQmj1tyNL755HCPW3IcJa+/D1HXP4Xj8ImaQyNvIU9BNBWYauoe9jYhHBfmBk6snodmbZixEMmU7UHxMARxNXopOo+7DS59Ux8yvuprBVnlatqehEul8CnXcjA5Yv2uI2c+mMtmmZ/LMnDTsPDkHrfvVw+u9/gdvD/4ZXhtYDC/1/Rk+GHU1es6thEFL66H/vFbo/eXvMGNNJxxL3sI72MejdMzMDEJysr2f2Ws28tpUbX1hYw3fXzK6we48M5NkSWM/dnIXXnrlz1i+MuQZGAJIxdQZw/DKG0/wXE30Uk0kyxSkph/Fl7OG03vQ+Izyo6bwkPWQGI5n6Gce9SEW6cppHDg7BV+u+AsGzWyA4QtqYsTCaAyZWxUDpkfTu6uGbmNrosPg2ug+jIS+ti2SA2uZj/XwDLF7YZLkqpDH324ibcvBzx4FP/v1whBDJCn4nXgh8CuA4Fdgwa+CRijSIclBS21bPbNJ6w46pnvQDczKTeS9WHa1IxvzmwP9MWgeXd+Vv8Kwr6/iMhpDl9+JUWt/j5FrHsDIZfdg9qbXEZe5jlnJRXMeg6wvlDeXLBH3KJwxGX+/yVs3k8I7MjPZTopXQ3XWgFa6RtWpTLtPTkPbHvdi2XpN3DlrSFIusN470OVZFMqkGV2xbf8E1iXVDHAK6Woc1m3G153wYvuSeLXXz/Fav2J4vd+v0G16dfSfezt6TrsNI5c8ji+WvYRFm3ojJn0n78neUfnyao2xUWWoN5ST3GGzlztDSW3q2vvHTLp/NrviID2kHE2Ayk7FjFnjMHrsIBq3XEyNEySgV9+P0bVHa3ONev/MbNY1U09uErFj9zqcOK3Zp6wz1cSIjymQnoijpw4hPk1PlmKx+fBwEsKd6DW1CnUwGgNn18HAmc2JOzB0Dj2HxXdg3Fd30Eu7CwPG3Y+Ofe/G4LEvYv9R/eiPPiLj0UEHbRPn2EsITsaR8NqhF37260WxgjwFv5PPB78CCH4FFtSLeOH2G3ZQfCZ21D5mks0yZhHaNhKS8Iyx6hm0vIVkXmsrnJy1B9PW/BkDF92Eoav/B4NXlsTI1bdi3LqnMWnLs/hiw1MYu+xPWL6jJx3ywwhk6kvDLIO6gVADuMZgzXgnxZUKMb7n5LmvTdqQoameWnKbSqDj2UZpdUTzEI5i7Y5R2HdUvV8sz0wwBKCBLKX0QACTpvXAtn1TTD20N14/GxAI8toEDJ32Jv7S5ia81uNqtB15CwbObYbBcxkyLH8Hq3cPxf4zC5Ccq+8ZxBAazGQMrRFv5qO81MaaRaiPmP4ontUFJhmQhOc6AH1cZelXc7BileRm39T8+LNXMHX6MJ3OevFcXqPxh6wchlz0rtICKdxvbUbHNL6VFozD9v3rqYmxOJ68Cv2+fAwdRtfA4HlN0XdqK4xb+CLmrO6FNTunYsfRBfQmZuNEygwci52Dg8fn4pttUzBrQT+MndjNhDj6qK08WPN5fMnU2IRt90hCcPDalRdeO/Qi0nYjUSySEBz8Thb8bnI++FVEcIXPv1+umAYY7cgtc7DkwDKZmWr0XTOCZHzzLrxe3InnehKXjB91LzbP4YRZGLWsGePiqzFg+dUkhloYTzL4cvMbmLfvfXy55VVMWfkhDsWuMQ2QTkLQoJHRaUH6E1rKU9A7B3YW3fecPPe1SYVy4x72EZclCe2X/Kx8Mxg+nA1sxZ5ji0hyetaeQIMXWVoPKiU5Ef36t8a2HTN4nZ2leODYMSSmJRllnrKwA/7+UTQ+HtQA/abei5Fzn8WCDT1wIG4176YeTG0iOYgk9c8W05YiXFzvetFPtrRZWSkYNbYPFiyeQG9gG955/1kzKBk+Q9A/Sc3W2HxERk8UzJOMTOzYsx7HzurFrBM4HDsfw2b+jfgT5qxrg23Hp+BU8l4kpqeaq11iy4TWXAri2Ild9EpWM1w5yOOxPJ+6bcaJpAP5FOOclN+Gwoi0xQvFj0oMfsnGUJrHIGFQeDxNZ8oIZLzWGCyT61+OXmYRq9oWZErBlsP90G9eZZLCtegy91oMXt4SY9c+hwkb3sTULe+TNF7Hkk1jaFDsAegCK0ZOD/Bi5m3yMDe0yx+XGLThiEEDUIIjCO5npenoIDNHypNAV3Q1jsZsZXn1rQWSJWUpeZ08fgCfffwP7NuniV2ZDAOC2LV/B84mHaOEY7Bxx1T0GPZ3TJrfGqu+HYD9pxYimHOc+Wi0nFJmHpKvAXOwkrdhg4WIwx0rqilUsnwFlXyDOHB4C/r0/xgduryJNm1fRGz8Ae5XvfKfLti3WemlZQdoJ8lIDZzB2k0LkZp+CGeSN2EXPYJtBxbgbOoukrR+xEe9P68jRAWKBvXAwoRzbEJmZfQ6y3zPQXMb4pn3KZ4v78w+7ZFN5BWggORnX4KfPV4IigQxRO7PpLEreqaPQFlY91S9lfaqv5KAFdsaYTN/RQAmmSyTsOLbz9Bxamn0WXoTei6piOFr7kH32fdg4OKn0XvWM+g1+VUcjt9BlQAS0khBvN7moT/cq7IxX+Wn+9tQQgb5PSeV38EkraggKpd6J0cSgkqfg9QUurlGqQJIDZ7G7sMbkZRxmldQcc1r1MC2ravRt8eHSIzbx60gFTYR3+5ai6TAUZLDbmzevQDpGYcp05PsoTQ6bn+jQfG18aRCkFhs0UQEMhw7Gm/X9c9T9CKXQiVzhTSb1PMc+4Rn1+7lePovd+GTz19FelCvrOevkzmdSZ5CIJhkevJshmFrNy3A6o1zsO/IGsp+BZJSj/Ms6TFFRpnJltIzU5CRHUf50tg1QcoMdtPgKdxgOr2wLIUmesFP738ksUyaK5FiQgkTRkgF1AZaFpAibcjBzx4vBEWGGPJiomyZv0a89TGRs/y7D3GZm3A6sApngquQjO2UkVX8AAWXqpF1CY3Z2SyT8dXW9mg/pQK6LyqNQavroM+yBmg9riLajK6FdwfchrmbhsuMkMp6isFFMvYbCXKb9eKQqJwLlZ3/ND9e8ym+36TCh25q1kOLfNAfd44slbLKSEdSYgKOHj+CvQd2YcL0MRg9eRiN/iwvEZnlYNXKWRjQ8zMqoOqXgZNnDmDj1iU4m7iTnsNyxCaIMKigehWbDKn20LqtM+/jiuTg7p8P3pOKYgqVy4lP4D55gtk5MdSDI3j7gz/hvdZ/ox6KLFR/dUr6F66ZeWScoxfPUpBAl3/o6A6Ys2gETp3dzixTKD/NvKU0LW/TE9UjXMldvz51mDhGnOH1+v6Ffk1LBCD9kndmIaLXuJpxFFROr4gLSF678iLSFi8UP/oYgwb9NENO02fTUtOQkkaX+PR6rN41GtNWtcGgWX9EjylN0H1KDfSZWRd9prfA8NlPYdXuQTibvpNumRpJYwR6vKSmS8O6Pf3Q+cva6L6wEgavqYuOc0vhnTG/wWuDbkCvmU/hDK9Lp4GkkrHVL1ifRPnoUZR6C00f5CJUdpbQ3OP7TSq7en5pVOhe2hUqRz5ov1bZo+fSKwgGAuZ3Cc7Gx2Pv4X1YtHI+Vm/6yvQ8ym/yxH7o3ekjexHThk3LsGT5ROw5uBQJ9BjkbTgFZJSBTFY/17hQemYvI5HnERrf8Lq1oXLYpAx0jZDvQBFJTmiEx8hknLnsydXur7zxKD757FWuq77yhNTu4TBJyczToLyCGWcwb/EYTJnZD2fityCYdZJ2Yz00M24eukeOHl+YZ+gkaQN1OtxHwzDT77ltZ0AqJLaylYh1ilFnU1jphPLW0pUkf/LalReRtnihuERi0NIP595A8Cuw4CokctDrssH0IN24FBw+vQlrd4zGhEVvoP2wxni//w14b9Av0HrEf6Lt2P9B62HX4oOhlUgUj2DFvt5IyPiGOcUzL2tYu47NIYHchS4zy2DI6ih0nVMSbw2+CR+ObIGNxyexyeMMMSjO049r6GfK7BRiTSKRMdEIVDyVnQsph9n4XpPu5MIFKQOTvbm9tRfap1UzvmKV0ZsCGWmYvXAqVq2dy1PjMXx4B0wY15tHZLQ5WL5qLkaO7YbkVMXS6s1C9dVtZfs6TX4w3WU7fTc0tmEG21gAVy4Hk7RymRCDg0mSt8gvGa0//gfad3qbvbZCRxqrnglzTY/BzaxakwfDt7QYI9tNWxZx/1l2Tvo1LIYBEpyrOpeamm/0XPvspVbGgk7VkgeMKRASuZ42GWIgrI2ofGoDtZPaWvvOTc6mIuFnjxbOZv1RzM/4Bf/MVOCw2x8Jv4IJF5+sQDJyDmL74TEYu/BpdPmiOtqOuhbvj/oV3h75C7w1+pd4ecgv8crQqzBk0R9w+Ox8yv0METBfOho49Ul0+KIExq6NQtuRN+Klz+tgztcTeVQ/yJLIGI49gmkM1pUtosdO3CJYyQKE//0n3fdi7x15vt2Oiz+FUWP7YtLUgejU7Q0s/3oC96YgNn4/ZswehyPHd3BboYbriVR3XpsvO21IHk4m+Q76pAs5p6gleQQyvlx07voRuvX8iGvqIDLp0sub1fwRuvjmEWcGduzegBGj+mDLt6vMOebxr9wsI6PvI3nbwLXDhSc/exT87NeLIkkMYsxsfYyPipyN/dhyeAjGL3sKQxa0wOeTS+LFAT/D22N/gXcn/QqvjPwPvN7/WnQYcTu+PfYFm87OQV+yqTf6TLkV/WfXwXu9ozB+XlvEBeJJ1GzKXI32qvfLn2x5QxuXbVIF1NNl4+SZPXjr3b/iHy//Ht/utHMc1m9aiEOHv+V6GtssmUqt+DYUJhhy8KTLXhbnT/ZtRskLGDGyLzp1fZ/b8aFYn96kBgyMXLKw4ZsV6D+oi5n3kJGpX9pOY6eieTTSfZNFkUuRtujgZ79eFE1iYDvprbRghlyoswjmbsfyHV0weumTGLvqfvMyz+tD/gsvDf0Z3p3wC3w4/td4o9dv8dmwRtgd8yWb8QxSsw9gxbYBGDHnr1i4qQPScw7Q5ctEit4NMDMDrTJ4y6k6XP6J9VDcmmXd/7kLxuKxp1ph74Hl2H/oa2zdvoLhWixlq15Rg116AqFHYj8Rw+w5E/HRJ69SD2JZdU0wsseyswOYOWsS+g3sgiNHd/FMDSgGTNgrvcnIIIEw/C6KyavfXkTabiSKZigR8ug1Qq4GUOyfENyCmV9/ir7THsGo5Q+g19waeGXwf+HlocXw7pj/gzZj/tNM6e075SGcSF7H/i8FqVmxOBDzFdJy9GptAjLpDqaTbDQvPjUtOe97Af9SWYtcUh0UGtlHmouWTMazf38IG7bMwpqNM1hnPa2w7wvoK1KaHpxFxbfGEUEM/wbJtrnqbsdeXn3jGaQG9MhRepdDeaVi0JDe6Nm7PeIT9FuV2dQZ/QCtZEa9l95QV4WimLy67YWf/XpRJIlBAzDmcQ8v1dWZWVLyNByNW4+Rc95Fty8ewqCF96LzjCp4Y8gv8dKAYnh9WDG8N+I/8WKXazF7dVdlg4T0bBw6tYNewjHmo8EbNXYmAoFExMScRkqKZXyXLrW8P15SWSPLq/aRe6u6pmP12nl49Mk70KXHOzhxWh8o0XcSkukx2EeXwaAIUoNvbNxz8vr3SM5b2vjNV3ju74/g+Mnt3NYvtMXhk0/fQ5uP3kBKql5wkp7Lu1J4IW+DdmKedfMIbaYoJqfTkfCzXy+KZiihMmTwWt5PQrflIWjYR+I3Yv6GXhg+7zkMmHMfes2oj/dH/havDCqG1mN/gb91+iV6TfwTkqn8KSKGEzsRzNIzZLnO8Thy6Fsc3r+HBqHeUjcIJ1eHyyeprPnroH16DGYHxDJx8PC3uPu+Bpg4pT/362Uxvf+fzrraQTO9B2AH1kLC/jdLam/7LYZsbN+5Fk8/84B5XyEtEId3P3gZb779AhKT9I3QbBIBZWfGFGzoke/3SiKboYgkrx164bVbPxTzM36BdugLv5s4fDdJ+dgRYLOuTUL31q8yZ9Jz0ASn0ykrMHfDZxg6+0n0m9UKrUdeh1f7/gIvd/sNPh7Yit7FXgQyM3D0zAZmcJzx4H6sXTsJmzctQTBN8feVkCQcNtY5SfulvLk4cWov3nzneWz5VvP/RRaCCxvcUnk4/PslS4xZOHxkOx578i706f+ZCSlef+u5EClITunsTBSCeWQU0s08XEbJz369KILEwJsbl1/GywZRttrFpT5EG8zSVGkxfCwSM7bj650jMHr+y+g99T60HlgFL3e6Be/1aIhjMduRlpmIg2fm4NiZhRg1ri0WLBrAfORC2/wu/6RKyLC1DFdITaGXyiS4hMST+PTzd7Dq69nctpN2rEBDQj0H/15JvaPGCyTHMzEHTCjRqGkU/vHSE4iL1yxFO86lc/T6etB8np7pMhedn/16UUQ9BvVq7hEak3aZe9tN/RSZpqWKPDKyT2PPiWX4YkFbdB3+GJ5/vwJ6jnkEaRknkJp5EgvXtEOfYc9h6aqRPP843b8k5Ghm0xWR2FCGGBw5hJMm54gENJ7QreenmDlLP3uvc9T7/ZRc0qxbPX2QrqUFzuCZZx/CU3++F3v3beR+vb+g8ZdsZGoCXpBhhJ4+SIwOl2nys18viiAxKLEADsrX5K24SE8QNIE5G+ajIGZSks4LmpeBvt48AaOmvYUVG7tzXzpiEvagz8hHsWhVL25ryvNZMn5y6GMuV0JS3f2JQT1hNl1kPXbr278LxozTR1zMkdCysKS8QvKPyPdKS9JbhRKSU1Z2Iv7y3MPo0astj2Rzm8SQEUBamp1dmpLMpVVFj1i04kKyyydF2m4kiiYx8P5hndQfWbLehdBzdzWSttmgbA/NVNULJ5pzrt9JSArswM4DU5CWHo+YuIOY9dUHSEjTBz+zEMxOgf2SserBXZd9kpD8icHO5pSccjBsRH8MHqrvPSpdSMV1Tr5GuGKT9DaYIZ3KNl+QfuX1P2HEKMlK7/FkkBj0FEfv4nAP4QbEw2IRKSi8sDp5uaRI241E0SQGp+ssh5W1hK7Gs+GDfbzEe8rA2S76ulNGUG+1KfxIwaEjy7Bn7w6cOLUPX23syauPmTcog3QVAhnsCZjvd1jaHzGpFk5Y4aS2COpjNnruyzT+ixEYMLCbjphtszivAC7opMs+2bkImtrMUCEjFh+2fZkk2oVHNPagT7zzGOUpUsjUkzKJOk8sWpGM7ROgy0leXrv1QzHX/JH4UdM5BRFD2DjQLrXNFDpHjWY/lqrwIgUZWcfx1cqZ2PDNPKxjeKGBSvP+O691BHfFpJAM9IMmbE/7Nh+XmhxmR9uBqVMnYEB//SwbvQi9qcOk8xUvmw/LUnZSBpdXPlwhSdVTfcyP0rDn07wDDSbKK8jN0Q+9pBCJ6NylDQYN7srzbdiqpPOz6GZmBK08bR5ODyVv6aU990pJxULLyzoZN89whdhfnkUq9h1ag1HjO2Llmi+5rdeH9d67PmpC8gjxypWQpLv2V460LoWlQmt8gd5ClvnVHWDunBno2UO9IAmAx8xvOzojiRxMi8QVkEQK2aEB50x9QJehgZYaPzC/PJ6lTwSm0TtIQJcuH2HsuAGUnyYyiRysLPVz/1mZCmcdYUiJJDs1gNu+ctIVQQxqchGDXo3N0a8c5yaZpxXjJ/XC/MXjeNT+sIcm9KiHvJKIwfT6+lINhWA/7iEZ6KtA4V5sxvTJ6N6tI9dCvSW9CjMuEyIUfUHIbEuQkbhCkvEQGEaqnqkp6jyUZOTyAiQnVTYdgwZ1xfARekVdSUSqF6mCoTDVboskzHwGkYQGuhxJXEHpiiAGJbWTXqFWuKGPw+r99d37VtNj0AdQ9UTCDjCZdAUpvHnnX2RHT4jaavblmE+9hdOCuTMxbEh/u2E8BoYR7DFzSQiCvAbndZyDKySZ+QoB6gZJVER46sQxxJ45hYxAEnbv3IxJE0Zg7epFGExiGDG8NwlERBDhCRjPQEnKRuLVXBENcpnHnT8RQ9FLUuBQu9iXgewg5OmYPdiyVb80pd+FkGsY8hauIIVXXTIC6VR6TdIJV+zksUNU9vHYvnUTFs2fhW6d2+HUyaOho/lTFmNnE14oKYtIXOZJ4yfpaWm0ZekGsGH1avzugXvx4t+fxaD+vfDkYw+jdIlr8eD9rfDAvS3wuwdvwzNP/xGL58/BkUMHsWvHt5gyYRx6dumIbZs3IiMtmZmGCMF8zZVEbLZN9ldEunI8BrU5ddu4eubnxgI4eGgrvl49n+vqQdWI6l3teVdEkiKyLtnmmwEMlpITMWPqZHw5cTz+/tyf8cv/+jn+9OQf8MSjD+O+u1tS4e/GhLFjcOL4cWzbshkTx40lgTiyYGbGPQ6xgZZ521dGSk1KxPLFC0kK96H4TdehXOniqFKpDKIrl0Gl8regRnQ51K5REdWqlkb5Mjdzf0XceWsL1K1VAzdccxUqVyiLBnVqYmBfzYtx3oOSvK6gEduVki47YjDP5+UOU2G1bn4tmD1BVlAuMk9gjJ0RtLPV9u79BuPHDua64u1zk/JRcj897lCUk/l4CKHHaJHpy0njER1VATWqVkK9WtGoUqE0St58LapXKY8m9WugbMnrEV2pPJ74w+/QonFDVKtcCffdcRsmjx8byiGUSK45GrgMEYNXJlp3citqSWVzr9ErOV1ROnn8KD5u/Z4x7AqlS1A2ZWnopVGnRmU0a1QbtapXQIWyN5EoSlKGJQ0xVK9SCbWqVTYyq1y+DLdJGpTvrc0bY2Cfnpj0xTgsnDuLN1ZvI4RlU5TldCHpsiIGGYQa2y2DQfcBWCaSQjDNjsKrgeQ1rF+7DEMH9cCm9SuwdNE8uoWHeE4QRw8dzWs0Sy5hFNXGVNmUzLcxWW9TTtY9JTkJG1d/jXZtP8TtzZug+A3Xok71KiSC2qhZtSLKl7qJil0Gtan40ZVKo36t6ihb4mYDKXyZ4jeRHG7Fuq9X4OjB/Zg3ezpOHNa3IHnPYBoy0+2THN1PUDnyZF7EkjNGLZ2MtJ6akoyuHduhasUyaFC7GurWqIqociKHUgZR5YqTJIqjeuXSJILyqFmtHEmzLLcroDaJoXZ0FGqQFIT6taqhUd2aRsbRlcri4fvuwsqlC0MlCHcy3m99XI7psiIGCdkpqUva3rzpG/Tt2QuD+/fF2q+X49st6/Dpx+/g4QfvwLPPPIp772qBqlFlGVM+jzbvvYe7br8DgwfJk7BJ+QUYo7tGLWpJZXLEoHVXxp3btuPpxx+l8lZBrejKplerUrEsFZ0KX7EUype+mYpfEjXpIteoWpY9Id3mqHKoU60qiaKq6Tnr1ohGs4b10KppIyp7VVQqWwq9unWG3g0wibJxcx8kJ8moqCq8yiTidOV0afTIEbjjtqb0oqIYGjQmOaj+Fek9VEGlcjdTTjdQXiXySKEqvYZSN19nSLMGvYYGdWqgIdGgdnVDFK2aNqTHVR/1akab7YfuvQtDBvbD9u3bjCenMgiSk5sgdbmly44YxMRKzlv46quv0LRxI1QoU4pu8/VoVK8GGtWvjnKlrkdUhVvQrHFNNnQpVGSvUKdGFRpNaRMvRlWsiP79ByAmRp8OtwSjvL2kU1SSyuSM0ZUvNTUVndp/jrrVotGAXkBDxsH12BPWrS6CKIkqIVSjl1CjShlUZY9YrsR1qEzSqFUlivvLo2n9OqhJxa9NUmnWoC6vjzb7WjSqj9Zvv4HFC+aYR3P2V6LDoYvKUFSVXeVyJKo0d+5c/P53D6NVs/rs6SujSb1o1r0kybE8Db0y9eFmehIlWHeGDdHlSYwkipI3EDeiUpniPFdEGmXkqmWNKhVQi55Yk3o10bJxPUTTC6lOsi1x03Vo3foDQwgqg3C5koLSZRdKKMXHx+Pzzz/Hiy++iEceeQTVqNjV6BFUKnsL2f9GNKxLNy+qBHvJUuwt1YuygaNKG5exYplbUI2NW6liBVSsWAlPP/00Dh3SD4EUXYX3U7SVq1aicYN6hhBaNqyPutFViMokikqoV70SqlUsjcZ1orleEZVK3Yhyxa9BhZLXo2ZUedQgKejc+vQQ6tHb0HpDkkJLkkPTurVQq3JFVGCo0bReLWzdvMnczxFDUScFh4SERCxYsAC33nYbKkcpDGBoQD2oEUWyrHgLosrciNpV6UlRL6IrlEB1dh41K5czqFquJMmTMqpWkcdIsAw7qpJkq5anh2XkS2KlfKsT0QxFonWMntoTTzyOffv04z3hsNcRxeWWLiti0FtuW7ZsRtu2bVGlCnv/qCjUr0+joJsn17Bx/WhDBNUql6THcC3d6Ju5XoLxo9zF6xBV/ibuo3JEV0TtWjXRvHlzlC9fHu3atct7g64oJqtY1ltQyHP8+HF88uknqFub9a4ahdrs9WtUqoBqFcqSDKrTUyhhlL1aRdsz1qxSmp4C3eKoUkRZc15DusFV6T3VjKqQRwbRDEVEGlEMMcrTja5SrgwmT/zCFoJJyi5Fd0pfFJMzwjlz5qBZs2aoyXauzDqWLn41e/9b2LsXR4OaFQxB1KJcGjK8qBNdAZXpKVRhx2EJQcZf2ZBEJYZjFTVOQwKoXqmMOS5ikBxr03OoQ12qRq9BYw4lSxZH+/btkRWSjdqrqMrpfKnIEIM+GRcmVq1ToNpBN1burNKSRQtxx+23onxZsj/j5BbNm6J+vbokhSp07aqhIV3DutXLs7HKoXwJ9ZDXUhlK0HDKoH7NimxoNW4pNGJPqhi7ZfMmqF+3NqLpWg8Z1J9xtV6G0W010Gbvb2cQmr0eFJy8Z53/bJfyn2nmW3geHeaYMlAmOVkY2K8PHnrwPsbCVc14QvniN9CYy7Lnj6KRswek8spjaFSLbjK9p6rlbuF6FBpRNrUql2Wvx5CC15QvcQPlQrfYKDo9Lip35bLFTc9YuWwJ1KlaAaVuvA6PPHg/Zkz7Egn00iQThXDuV5P8lF7teCmp0KuMGKQTCqPCZ+rNR9NOecmGWWqznt27ol6dWmzfWuwIaMiVGVKRDKqUvYl1poxImNUZQtSkx1CXxFCzMsMteZQMISS/pvWq0/DLG29BpCDyqE2Z1KQMRQrars4wrVLpmygveiCUXS09DapZ1Twu1pMd+5iM5eY/62nZ0mse3rmSK1rpRyUGo/ehZWamjNHuyMlkg5vnwnqvQfPUuU5B9+zWmWFARZQtVRwVymqArZwx8Ia1q9MgGCrQZY5m49ZlA9aKYghR5ibUqcIYkahJg5ECyDisgZRizyDXuwp7ETY43elhgwfg2JFDLI8Unw1L6OfD5EZbBZTihQw2VHYlrQo6qrMi4dQ5D+b6XDtnP9POyZcSaZBPxqbpt3aqrc4Op93bt+D+O29l2ctQSSsZRa0m74DKW59ub232cLVZtzp0m2tQmetSsaOptJKJjtcxis5Qip6EhcYbKA/CudXqOSuUusGEHVL4m6/9jRmE601DU8pi2TLM9zLzew2ubvo258Umcx0Rkm5eXpKTgTmgdQ0Oq23skyl9t9O8D8IT3HshymH65Alo1rAuPYNqaNmoHm5rVh8NFF5RVjU15sJ6S07VGSY0qlkZzUkCOt6UHUY1kUOJ6039K5FYq1eSZ2FlJJlVLX+LQRR1qyLlpHO0LsKpUup6VGTIdmujWli/akmoPGpPfQHK/oBNejATGayLWlfVKqrpRyYGq0RaSsnEqkrqIXNJBrkyGvOJMmDzxnW4rUVTM8mkKgmhYogYNBpfk2RRk0SgBq9Ukj0ol85Q1OBSAO3XsoZG6akc6hXUO8pNrEyS0KM7jTCPHDrI3M+9OCMVNW9tylDtRAkPbHKKrD06ww95yk7YerIXybtHtqmnftwkJSWJ+2V0mQimp2H71m9w+vgRHD24D6/+829mEKxR7WoMGaqhCRVZZFiVBmzqxnpXKXOzqfNdzRsYhRdEkiWv+zVKXf8bQwB1ouUlMO4mEUi5pfAKPaTgUnRBBKF9NelVlLr5evz+gXuREKvPp7taaJFjem3XjlnZJPfQ+sUkXeHkZCWTdwdjULyBkZXaQB2G1u3bjTyLbZJJuU37chLafdwGA/r0wB0tm6JC6VuMJyXybFQ72nQW1UkMrqMQRJhNaldFs7rVjNykFyKMCsWvM/rUrH51XluFBKNwo7yRiSPWcsWvRZmbrzYy03YUSaEmCaNpTRIQz7mTZNSz8+c4cUSPfjXWoJ9fZCcjciCpBUKzMItqKhKhhBRLxmIMhsomBQgGku0kG6aD+/bggXvuRIUybAD2luXoMVQsq4ko7AFJFFXoBqsh1bAiBBmJjEXbavx69BS0X0s1fEMaTj3GkWbgiKhXowpasGdRnPjsn59EfIwMIJSoePr1YdsjedXXqbD9K2iPOyMS7hx7hZLqyiMGIh3rpeiFHb0OnJiYgC6dO9Iob8QfGDo88YeHUYl1lsuvMjciMdRlfCuvyHoNxQ0xVKZrK2KQsjsPSnXWUgTRvEENo+giCPWCCi3Kl7gOZW+5xixFFFJ+hVw63qBWNN1j5lWuFH7/4L1Y+/UK48ElJyUgPaC3EsOErt88vZRIQpc4OTmpumzcm6L6hqUhUcopm22hfS7169sb1avqiUEl3NqskXHp9TRBYYBQn+2rtpdeSCcEEYPk5faVu/ka4ykYz4rH6lOGTepGoyFDMoUZIgWRgWQkmUk+Ik7tFzHouiYkhVb1otFMhE1yVVjy/J+fwshhgzFm9EhsWL/elDcjMxvJKfolMCu3oph+dGJQB+M6GYUSLs5XyslIw7bNG/Dsn55AxTKakMIGKl/aLMuXopt73VUofcsN5klDebK8Gtk1rIxFvYCMoXGtKsZQ5CrqnCgajwaSqpSToWkAqiqa1q9p3M/yJJ2PPngPmzdtxPq1q0MlYQoZr4VTYafG9u/5EE5yi/X4MUQK8oq4FCHaV3qBvbu2o1Txm1G3VnXc1ryJ8WZUZpW3zM3X0rAroiHdYBm9QgbVW1D9tE/1l5dUMeQp6ZjcZnkKIgYps0hAKHXjb/M8B3kRzqsQatOgmjeqa2b9Sdb33XU7RgwZgInjx2DZ0sWmrK52lzooGSknm5tNIoOMoO0g1FHkZpEUzJuONu3dsxN/ePgB6kQ5tGza0EzgqlpB4wllzeBh5RA5OBKQbkhezmOQjmjdyVEehM6ryFBCxi+vQfKQd+A8BHlUjjwlI+NVkEhqViyBlvXpyWlMR+RbpbwhqPKli6NBvdp58tKP5AbS9Sm5i5fVD5V+IGLwa/oQPANKMgq5z1sYNogQ+vboYiaSyJWVYbgJJZqRJoIQ1ItqMK0S2VmNr0Z2JCDj0D4ZSPlbrjXrUgCdY8YaNELPcKJ+DTsCXYUhheY51KpWhQZwGxrXr4NePboiKUE/NqLkIQZjwPnJQclTs3xwyYRNJnzgdabXs0f1M/6GIEJp+pRJaFi3llH2pvVrm2fnUnYNFlaj4lY2Cs31UB1FfqqbvAR5DaqjI0mRo5RdvaJ6OSmzlFq9n3pBxdNaihycsotA6largKb1avC+5dCQ7nj1yuXtrEEa3p23tcByp+h06+XOK4y4lF7QT0422UHYtNQkHD9yMLTPphlfTsHvSQhPPf4oWjRthHq1q6MJja8y9UHzN8zTAsmp9M00UNtRCDLghjWiDAlITgqv5DEo5JL8pCc3/fZXRr4iAeclaN3JS0vnOUhGmgNRR2RauTTDleJmXEd5RfN+UWVLGFItX7oEZk7Tt0GkA/KOXSfgrf2F4IdJ3zsx2DCBxuQcxQijsrG7estQD8p9n3z4Pt36yqhBAqhAtpUytmxS305npbuvMQV5DbWrRZlprhVK3IDKNAg1qoxAPaNpGPYIUgApg7Z1zJFDNTZgPR4zLjh7YrnnGmyLrsjryPI1o6PMXHlhPd3nsCfDMmfbsQebpLyuge1fL9Q7OI9Ie3Rujq7nMvb0CWzZsBbpVHx7OBsH9uyix/Iubm/ZDM1ZZ824k0cj4opm2aXsCpNq6fm7ys59gohQ9RMJlrnxKqP0boxBvWLZm9jbUUbq6cqGSEBusBRcHoMUX6QhYpDrrKW29ew+isZlnliQEBS7GzJmu/Tv3QMpyXovhUVnO7onBGpzN+6gFLmt5CUQJ6u8c8z5GlC0Ml++ZCEe+/1DWDhvFo4cPow5M6eiQZ1auIkeY50a0WjSoC7uvr2FmYBUM/TEQE8UWjWoaTyAKMpEMnIhhOD0Q3LS0oWbOk8hRTT1w4VXIgB5UpJRiet/bfbLu3IDkhqsLUtvooYehbN9okrdZGQuQhKZawKUxsWasKOZPmWiqZPVI3UE1g7yIF0y+qTt8FLjKlZK4eQn1+8qfe/EIAXIpBdA/481CbnNihfpFmakp5qlBpS0VEqMjcEfH7qPvZgGdcjANFoJ17mGbl2wxswGZE8oY5DBCOoZ1NgaRFLDOzdbx7RPy8aMB+tHlyPD38JzNICnxpcLLdIphbr0TprTW9G8eLmqr/zjb1hh5sTbhkhPSUBiXIypkx6PyeClzFbBbaOZJwyZrGvo8Z4aWbGyeeLCtJiKXr1yRbz35quYP3s6BvXrjVbNGhsyrFerGu5q1Qx3tmhs3Hl5CjL8+lxvVqeKKbcU3pGe1z0WOajeOl8Kr6W2VXeRgIhBxm8e0VHp5SKLMOqr5wuFECINeRK1eE4NtoPkLHnXYBtUiypvxnjKlroZn7VtY+pik+povQaFFc74tRQkE7fUfAjJxj7xsedJXqY3pbyCQeoM16Ujzz/zFMqVvNlMSb73jlbsJBoYMmhcrxbDnHomBGxBaJCxHr0/Gaxk0pj1UTvXYR0kJ8nIEYSOO7lpn3RG8tO29KM05XTzNf9t5OKIUpCsRAySj8hCHoOOa93loTbQPRqTlOqG5jzIGy1+wzX43f1349A+/TCuSzRu2ka2fmpfA+761JxswXim1l40MJ1pfuxG4zmWDJwMhe8j/QChhKyEzCdCYEWz2ODqMTWAlWka33kTJAUa2tuvvYyKVOLqakAqtJ4ta+ZelTLsqbgsR6+gChvOPHIMHSt/iyUANYqYWi6zIENQI0kBZBw65mLKxowB60WTbBgX1mDPqHMaUKk0uaUmXWYTw9epjqZUOJGE4utbmzbApLEjsGDuLLz31mvo36s7S02lZmiQrUFDQp6PHSzToKVledugoXoaOTBkSkvG0489gut/+/9MT9e0fi3zgo7ee5CiN6R3pIE/KbsIUb1PLcmE5a1fjWECSa1OFYUIpYwiyz2W8kvJpdyqj/YLUljJp/QNv0Xx6/7XGLzrAeU5KGZ2+wSFEW7Qra7CCvXAvH9DhitN61Y35dWbmzde8xv22FUxZsRQ8whTbWqWxsDDLzI5w9c+RwZKOm7P4fnGYxRpaEl5md8rBWbPmGrGl+Qx3tq0Pm4nUUo+jUgKCi0bk7glq7osUw22cS3JiUapnls9eE1Nf2Y9ZKgiTHlNan/VSXJxMpJ8BOmH9kuvSt90lZGRyNMNOIoQtBR5ioCMzBhCmAFdytyN8RiiJkQOTRna6gmZZlFWKHEjHnv4XkwZPwpHDu4nSewO2QR1huSgddmEvEhDFtqWzlB3RBDmS1uh5Aji+0g/ADGwIqxorr7dT0JQgxtXXCzI3sAkHlfPMKR/H/PMvGzx641gFTerAdXIakw1bgPNcOR+rcvYjetHAjCuGxtERKCQQpBLKKixdK4aXNB6oxqMoWlYMrTaUTIm25g1NVmILC+XtCp7Sr2leFvzxqZH0iPC+29vjgfuamXKqcdiWzetZ/k1CUuP7UgGZHsRg0jCkINZiv1dCCGCAFavWAq9t9CEhtaqUR20JERE8hRqaEYdCapFw9pG0RXvqm71pIhU9uiyN5llLSqolF0EqLILrq4ORslDBiHZuFhZCm4eR7reji6xjskYtN5UE8ZEDjxWh/eWx6UnOQ1qVkGLBrVokDXMI149rdCYz9OP/9EMmCo5XXWk4N40tN6T7QTU0+mYts0vPNGr1NMfLcNPHHIo69vNQPNtzRqa+8uji2a7KLzUNGQRlMIdzVBUpyHjrk3dqMNyVy1zI70qeogkPtXdGa10SrKSfHS+k490SOdJZhofEGGKOCUXyUgDkZKJ5OaOiSRqagIdSVk6qnEr5ae8dB+Rtbw8zS1x+ln86v8m0ZbF/Xe2MiHjt5s3mtrGnDyGzEAK13INQRhioM5kcZkd+sS9JU8rYMnv8iUG9QA0mmy6QlmEvqib45YkiXmMF0cNHYh/Pv8X0ysrflXja1RXcbMEKxJwPaFzCcXyLlRQg0hx1aBqYJGB9uscrbsGd71DTebVmMRQj0xfs9zNhhyEKlQkXafJUNVJEFH0UhRW1IomUdCVb0JiUGhjjINGq3EOeTjW2OUCk/xIBvxjyMCRg9lnWF9sn4Mzp08xPu9GZStr8lHIJFddYyd621FPS8y9uaxMpazCMlXTlGaSQdXSlNFNv0U1llVkJuWWfJxsJAvVUcSoOjs32dVdPZ8U3fV6IoAWDWsaopDXoBF4ucdyoQWFWRVuudp4YJKt8rNxPNvIeDXV2KOXxP/+6hdo2+Z9pKWExktCSYbvCMLOmrTbLmk9LTWFsrOE6VLMqePYunEtHn34fhK1jLGUkUlFlkEzM0VGFUUGJWiE5ekdhHSkGutYoyLJk/KKYrmrkhjqiPgpF8nIhZUyUhGF9kk+kpf0RNvWQ1LoaklTMtGTBz3qvb0ZQxcShBuAVPglz0EzIDWlWk9AtK7BcA1CavBTedenrJvXrWoQRTmXZziiSXbSLen+xLEjMbBvT+zftQ1H9+82MpDd2C9QK9ygLqljpS45chUpaN1tf5fphwklTKgQKjwrmnj2FObPmoYZUyehZtVKptcpeRONvDzd2FpV6RZXMQquhnMGbUbUue4gJdCAmo7d3qQuWjWsZa7RMSmw9mtbCuAIQ7DKUBZN5DFUovdAYtBoci26nJWpRPJONJNQj/nUU6uhK5SSy80eIDT3QYas2FFxr97HP3n0kKmaHSBiFbm0g3H5lT0YSMXKZYuMst99W3PjgSj/knTxpfBSlKgyGvS6DmVvvtYM+qn88gwql7qO5WfvV+p6RLOcIjUpWROSlAhBXpTzsEQWuk4ykDyk7BqQNb0XFVlKLkKQwgtygxvXqWo8BRGG9mkpAimjgckSeqLDXpTkYbwxEnIlykQEKY9Kg7WN6tYyg2v/eP6v6Ny5Y97LRErePk3veXTr1t28U/DNN9+E9gIB9pTbtm7G2ZhTOHvmND798APo+wfN6amJQM3gK2VfjveOYruUZLxe6kaGjNwWUaneGkwWcWr8RV5gA/bkDSin+lXLoCldeumDZKOwy3mdTkesN2rlqHNECPIOnGwE97RG8tNSnoPIU0ttS0dK33SN6Tykc6Wu+7WRV4Xi19J7ucmMDWmeQw3qnEhek+s0hqUnbbKDvz79ONp+8A7uub2VmVYdIGEmxp5GfIx+WNc/aSzHhWbfZfpuiMG0fLgXyJ9ykZGaSGPJwIa1q/Du6y+jT7dOZtKOJhXpKYM+hFGeRqZXgBsrhmVvJCMuGxpdFwmIzSVkx/JSeu2Xwqsx1QvIw9AovCMVKYBGpV0P4QymLhW/YXW6d1T2WmxUrSu0UGPpOuWr/DVlWJ6CFLHU9VcRvzU9ewW9kquRehJaswZ18Pv778bcmV+acYZTxw4jgwSgpDEUhRoaRf9izEi0++gDPP7Ig+zpilOxrzYhi4xL4YIem5W+8WrcdPX/8NhVLId90qDyRlP59BhM0NhCfSk80YhGLoWW8UupZRym3FRK1UPbko3k4IxCyu3IQCQh5ZeHcFfLhmZCj8hB3oOO1aPc5BbLFa/OexjvQV4a20bkaQaDabzW06lqHi3r2w4VypXBHbffht69ehqSGD1qpPEKtmz+BvfeczeqRVdF5ahKaNP6A0yfPhU7t3+LMSOHmUHFpx79velBmzaojTL0IBVWihg0g1HjP/IANYCquRxqC72vIB2QTsjTq8Hya+ahQommtaLQUuTJpeQomUg2jhB0jfMQDGmyvtpvzhGBUDYiCEeW8iC0r2WjWgaSkfYJIgvJQ3qh91AsIdgxLoU05ejlySttUK0cmkjf9HIby1Qn9BhenkNT6tLtLZqgVlXuozyfoK60aNIIj/3uQcyeOhmTvhiLkSOG4ovx4/DllMnYuZOhG71Tm2iE32FUcdHEoBjHjMLLRWaYoNKYHpKGH09PYA4bepb57uA4zJw2CYP79TKDLc899RjuatGIwo/C3S2bsAEqsEcujka1otkIbKRohgg8VpfxtVxG9ZrqmWWct1z7a6MEIgwzOBhSlOb1a1KhGxsXX0amY5pUUosNZGJRGQf3mwEznq995hiVQWMVtdnoUnI9g5ZSNCCkNM6wFF8bw6LiyTUsfs2v2YNew3LrcSHJhzGu5lDcfM3/Ml5sgfdeexEP3HEr2rdtg/07t2EBCeG1F543nkBDNrQeO2rORPWKZajgjIUrq6xyb6MM8VSliyxvSTJpQjdd+yUnyUREoQEsGXkj4vbGdQwJqpxSbim+IFJzCq51zenQfhGsyFXEIcgjkpG1qF8DLegiKy95XSIjvYBlSMTkoRheT34038E+KZLLrFeN1TPqaYkGajVgqycC99zaDI/cdzfd7rrcz3rdyJCmQlk8fPcduKN5Y+ZFQ66tqca8L72B25s1xv13tOT5esNTedl20iPHaqyzyq24XR2F2kZ10EBoC43JyLskRK6CHjvLKKuStNRuqsttlFPLBjWNTHS9lpZELDloW3UVMUgGxlug3KR3qp8LDaSP0i+Ffs2odxobaqL5MvVqGB0zcjHytY9AJVs31uDawhIO24fk3IBk3IDXqa01g1XyjKae3Nq4Hh6nvdzTqgnrX5r1YcfIsLYBwynJua68aXWmJJQGlOGWb+xsSuORiySMTdqQteDO+vzpEjyG0AQdN8oeIgfF2W+/+iJdKbqZ7BHVOBollkHLiKTot7HS97ZqygbTs3UN8pQiW+txm1hbjM1YPhTbq1fWtYIaW/v0boNzK+WGa8CuZaO6ecqhRlRPItaWAUppdUyNKddfDWiVjqTAxtIEISmCjKNVo9q4lZCHoQaU8Uh51JuoR2ohZWAdatKoq7PBVCcZbOXSCnPozlKJWjWsw0avxEaP4vkysupmqbrV4HVSBC0r0cBUf9Vb9RUZiBSUZ7O6Ncx9tE/b9TS+wXN0je7XjK6njjevV5OowXuw7lRqGY4bT9G2yiw8cHsz3NG0ntknBVWdjOKyJ9Y1qq+Ipg5lKkNyHpaOSQ5V1AaUq2uT8iWst6S2kGuv8ErG7Fx9tcHtTeqTuOrhVspDMmnF3l+K7erahMbgtqPLlTS9q8quthDxaekMS+uuTCqf2kNErZmqrjNQe6r9XY8tHZHh6omOltIBLzmobZW3enO3T/d48I7mRlaGHHVP6pAM3j0y15iK0yvdW3mLGGSwRj4KsUy+1mvTunuMLnlqW+Sue4m49P5GDXYuRi6Uh9pbNiEZSXe0lAzvbNbQ2IaIQjKuTxnVZp0rly2F7p3amc7a2KJs0tjlj0QMZuquCiBSCI2yb96w1riChslq2UE6MaF69FtpvKqYKmqYjwbRqGZVYyQShgxNSq/eUetqXCmhjLwcFVjCUDym+E1EIUW0jF09r6G0T8rqFEMNJsW4o3lD3ElPRcqh85SXQgMpnAxFvYcayTWWjEnH1LB2dqSdC9CQ91EdVG4Ze0squ4xTRl+FRBjF+FLHVT8puwhDxq511U3rulb107r2adsRpgjByUhykLI4JZG8dI2WOsfJSkqmOsiYVA95D1LCcJmjzMtUGoNR/ZyBOc9BBqFztVSP5lxqbRuSIYFonENyVXuqDdRzqg20T+0hIpBRSOYyUvXyKmsVEp/KKWKQrFR2yUT199ZTM0/llUjeKoOrh4xIS7WH2sURgwmL1OOzLZ3BCjJU6YDWtZReGA+S6/qgiuqpvFU/5aG8Zaw2VLOPtOUxOQ9LxqfrVWfVUaSjOmtb99C2dMrplWSgMot0XV0kZ5Ge9muMTGNi2ufkLv2X51j+luuN3kgmTnaSk2QmvZD8JCt9QEb6LY+5Fuul0KMJ8e3mDbRA2iK9djcQHvYcLi1dPDGE3BUTRpjBNhUA+PzjDxkP3mhiTs2Ok/LIsCVcVUzKoIpKGFJ6r5E4Q9F+CcWGEBau4dUQytMIhuve3kLniUDUgDJ8KYN6EO3Xus515KH9clOlHDIEKYgaU4YiBVGDOUPTcRmebWiRmGJSjWrbRmzMnk8Np3pVZE+q8us8QfVznoEMXHUVCepc7dPSbUspnLFrqfN1jqBjIg9B52ufDKwyyUhGpfESlVNQmWX8Um4ppuojJVQdBB1zhi/ldwQgGbi6Oui4lFhGZYyLRijZujaRTLVuvQi67yyLzpNBqswiTEd8gmRT9iaN/DMkDNVT5zWvV8v00k1C7xuo7K4sIgORgtbVLjquY3qU6N6B0H211L2lC04v1N4qs3RGZVQdJR/l5UhSRCNon2QhSA+qaoyF93JeiOqrvFRP5aW8dV8tBd1Xx3W9yqeyKh/pje4pWarsWqpNREi6Zz31+mxLycXpgWQjeYlQpVvO89TxKJ4rApKuV+P9NDZRlsQyZvhgMwfCEEPIi7dh/qUSA/D/AVPMPThSxO3+AAAAAElFTkSuQmCC)
This picture is a good example of
![](data:image/png;base64,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)
scienceGrade6
science
All living things are made of
- Cells are the basic unit of life.
- All the living things are made up of cells.
- The living things may be unicellular ( single celled) or multicellular ( multiple celled).
All living things are made of
scienceGrade6
- Cells are the basic unit of life.
- All the living things are made up of cells.
- The living things may be unicellular ( single celled) or multicellular ( multiple celled).
science
Which organisms normally perform photosynthesis?
- All the photosynthetic organisms are called autotrophs.
- Autotrophs are the producers in food chain.
Which organisms normally perform photosynthesis?
scienceGrade6
- All the photosynthetic organisms are called autotrophs.
- Autotrophs are the producers in food chain.
science
What is one of the 3 products of cellular respiration?
The overall equation of cellular respiration is:-
- 6glucose + 6 oxygen= 6 carbon dioxide+ ATP +6 water
- Cellular respiration is the process in which the food we eat is broken down to release energy in the form of ATP.
What is one of the 3 products of cellular respiration?
scienceGrade6
The overall equation of cellular respiration is:-
- 6glucose + 6 oxygen= 6 carbon dioxide+ ATP +6 water
- Cellular respiration is the process in which the food we eat is broken down to release energy in the form of ATP.
science
Where does CO2 enter the leaves through?
- Stomata are responsible for the exchange of gases in plants.
- Stomata are the tiny pores present on leaves.
- The tiny pores are enclosed by guard cells and subsidiary cells.
Where does CO2 enter the leaves through?
scienceGrade6
- Stomata are responsible for the exchange of gases in plants.
- Stomata are the tiny pores present on leaves.
- The tiny pores are enclosed by guard cells and subsidiary cells.
science
Pigment in green plants that captures the energy in sunlight is called _______.
- Chlorophyll is green coloured pigment.
- It traps sunlight for photosynthesis.
- It present in chloroplast.
Pigment in green plants that captures the energy in sunlight is called _______.
scienceGrade6
- Chlorophyll is green coloured pigment.
- It traps sunlight for photosynthesis.
- It present in chloroplast.
science
What is one of the ‘ingredients’ for photosynthesis?
- Within the plant cell, the water is oxidised, means loses electrons. And carbon dioxide is reduced, means it gains electrons.
- This transforms, the water into oxygen and carbon dioxide into glucose.
What is one of the ‘ingredients’ for photosynthesis?
scienceGrade6
- Within the plant cell, the water is oxidised, means loses electrons. And carbon dioxide is reduced, means it gains electrons.
- This transforms, the water into oxygen and carbon dioxide into glucose.
science
Where does photosynthesis take place in the plant cell?
- Chloroplasts are surrounded by a double membrane.
- And it contains a third inner membrane, called thylakoid membrane.
- The thylakoid membrane forms long folds within the organelle.
Where does photosynthesis take place in the plant cell?
scienceGrade6
- Chloroplasts are surrounded by a double membrane.
- And it contains a third inner membrane, called thylakoid membrane.
- The thylakoid membrane forms long folds within the organelle.
science
How does a heterotroph get energy?
Chemosynthesis is the process of production of food in heterotrophs by using chemical energy stored in inorganic molecules.
How does a heterotroph get energy?
scienceGrade6
Chemosynthesis is the process of production of food in heterotrophs by using chemical energy stored in inorganic molecules.