{"id":140227,"date":"2024-03-14T08:11:47","date_gmt":"2024-03-14T08:11:47","guid":{"rendered":"https:\/\/isomannederland.nl\/?p=140227"},"modified":"2025-02-23T18:07:51","modified_gmt":"2025-02-23T18:07:51","slug":"diminishing-marginal-utility-reference-library-2","status":"publish","type":"post","link":"https:\/\/isomannederland.nl\/index.php\/2024\/03\/14\/diminishing-marginal-utility-reference-library-2\/","title":{"rendered":"Diminishing Marginal Utility Reference Library Economics"},"content":{"rendered":"<p><img decoding=\"async\" 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width=\"702px\" alt=\"law of diminishing marginal utility given by\"\/><\/p>\n<p><p>If this consumer has the opportunity to work and to make more money, let&#8217;s say $10, how will the consumer spend this money? If the consumer existed in isolation, would he be indifferent between having only $10 to spend and more time to relax, kick back and reflect on the world without possessing material goods or adjacent expenditures? Alternatively, should the consumer&#8217;s choice concerning the distribution of time and money be evaluated in accordance with satisfaction, given his state of economic wellbeing? The choices a consumer makes demonstrate a ranking, or scale, that values a variety of market basket combinations. Unfortunately, unless we ask a consumer to assess certain market basket combinations, we are unable to determine his satisfaction level.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"704px\" alt=\"law of diminishing marginal utility given by\"\/><\/p>\n<p><h2>Marginalist theory<\/h2>\n<\/p>\n<ol>\n<li>Consequently, Ray will have greater satisfaction (utility) from the first plate of food than from the second dish of food, which in turn will experience greater satisfaction (utility) from the third plate of food.<\/li>\n<li>Hence, as we consume more and more units of a good, the intensity of our want for the good decreases.<\/li>\n<li>Increasing the number of employees by two percent (from 100 to 102 employees) would increase output by less than two percent and this is called &#8220;diminishing returns.&#8221;<\/li>\n<li>First, he took special pains to explain why individuals should be expected to rank possible uses and then to use marginal utility to decide amongst trade-offs.<\/li>\n<\/ol>\n<p><p>Even with such curiosity, a person&#8217;s supposedly constant scale of measurement can change as situations alter incentives. The law does not imply that the additional unit decreases total production, which is known as negative returns; however, this is commonly the result. Classical economists such as Malthus and Ricardo attributed the successive diminishment of output to the decreasing quality of the inputs whereas Neoclassical economists assume that each &#8220;unit&#8221; of labor is identical.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is Gossen&#8217;s first law of marginal utility?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Gossen&apos;s First Law is the &#8216;law&#8217; of diminishing marginal utility: that marginal utilities are diminishing across the ranges relevant to decision-making.<\/p>\n<\/div><\/div>\n<\/div>\n<p><h2>What is the difference between marginal utility and total utility?<\/h2>\n<\/p>\n<div style='text-align:center'><iframe width='560' height='311' src='https:\/\/www.youtube.com\/embed\/bXVOzWtJaEU' frameborder='0' alt='law of diminishing marginal utility given by' allowfullscreen><\/iframe><\/div>\n<p><p>For example, a factory employs workers to manufacture its products, and, at some point, the company operates at an optimal level. With all other production factors constant, adding additional workers beyond this optimal level will result in less efficient operations. To demonstrate diminishing returns, two conditions are satisfied; marginal product is positive, and marginal product is decreasing. The table below presents the total and marginal utility derived by Peter from consuming cups of tea per day. IntroductionBasic <a href=\"https:\/\/www.1investing.in\/law-of-diminishing-marginal-utility\/\">law of diminishing marginal utility given by<\/a> income, a guaranteed payment to every citizen without conditions or bureaucratic hurdles, is becoming an increasingly feasible economic reform policy.<\/p>\n<\/p>\n<div style='text-align:center'><iframe width='565' height='312' src='https:\/\/www.youtube.com\/embed\/wFrGhooQheU' frameborder='0' alt='law of diminishing marginal utility given by' allowfullscreen><\/iframe><\/div>\n<p><h2>Browse more Topics under Theory Of Consumer Behavior<\/h2>\n<\/p>\n<p><p>Diminishing returns are due to the disruption of the entire production process as additional units of labor are added to a fixed amount of capital. The law of diminishing returns remains an important consideration in areas of production such as farming and agriculture. The law of diminishing marginal utility states that all else equal, as consumption increases, the marginal utility derived from each additional unit declines. Marginal utility is the incremental increase in utility that results from the consumption of one additional unit. &#8220;Utility&#8221; is an economic term used to represent satisfaction or happiness.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the law of diminishing marginal utility Mcq?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>According to the Law of Diminishing Marginal Utility, the additional utility derived from increasing consumption declines with each additional increase in consumption level. It enables us to comprehend why consumers are becoming less and less satisfied with each new good unit.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Malthus\u2019 ideas about limited food production stem from diminishing  returns. At that point, it&#8217;s entirely unfavorable to consume another unit of any product. Therefore, the first unit of consumption for any product is typically highest. After that, every unit of consumption to follow holds less and less utility. This idea can be understood outside of economics theory, for example, population. The population size on Earth is growing rapidly, but this will not continue forever (exponentially).<\/p>\n<\/p>\n<ol>\n<li>The modern economists seek to establish the law on the basis of the feeling of human beings and to utilize it into the business policies and practices.<\/li>\n<li>For if there were perfect contentment (and thus full satisfaction), no human action would result \u2014 which is, as noted earlier, unthinkable.<\/li>\n<li>This facilitates the measurement of the utility of commodities in terms of money.<\/li>\n<li>If the resources are scarce and the wants are abundant, human beings have to make choices.<\/li>\n<li>To demonstrate diminishing returns, two conditions are satisfied; marginal product is positive, and marginal product is decreasing.<\/li>\n<\/ol>\n<p><p>Further, examine something such as the Human Development Index, which would presumably continue to rise so long as GDP per capita (in purchasing power parity terms) was increasing. This would be a rational assumption because GDP per capita is a function of HDI. Even GDP per capita will reach a point where it has a diminishing rate of return on HDI.20 Just think, in a low income family, an average increase of income will likely make a huge impact on the wellbeing of the family. Parents could provide abundantly more food and healthcare essentials for their family.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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xaBj0hkjYkZ12JxV3KWSOPjROoJOI01Az8hUM1rwbOOY8lmYuPQ4qe5jW3iSORDIk2\/cUqOlG8sWl4Rc9ncF35dHLbf8YozlrrjsM+83x86eW2jkvZ0uN+MrhUwcjfz+FXMqSR2YU80i1b45P1WD5fSwRQubgR8MTuE\/TscfxZ2c7MxJ8z9MDP0MHy+pAz9TawLMZS7EJGm7Y6\/CgkbL7JWF2AaV+ZAyOlLbW\/CSWaR+\/MyYUDw8alsYEF2qSsZIOZ5cjzxT2qPJKZZmxHbxvkAeOOVRWyC4s2hkYLKjEZAyMZFdlTsizd9ic5K9EPk1PBb3DWMTOwke3XXA5A+tRWvHX2ejSkK\/E8OmKe2gaFZIXb+aI239fGriyghhnb3u0cgTvcg3qKtoIpIriWV2Aj15L45rsNqZI41mfaWPePl05ZwasrFbrVdJsscbgd0ULeBbQTyO2xdkCj08aaxgSObYybJEr7fhO2OQ\/euyrK0fEmOotBJnHTHhT20P8AlXjMhSXYa4y2VqKzFvdezZArqHlxq\/Ua1DEJ7xIicB5MZ+NJbqYbiQk+7kRcejZ\/6p4YP8Rhjg2TuKc8v0ZqFC6ey1Dak8bnTpaCxtX1bdncE8vDFS2QiN4Sx0j10P6tun+1W0EUkVxLK7AR68l8c12G1MkcazPtLHvHy6cs4NLb26RwNO75lzjXHIZxk12GGIXZnkb3MgTu\/izUXswMsG3E96Mhh9lc9M1b25nuEhzjLYzVkLbtsHBL9WztjyqD2cHigdxJ73OCvRRnGTUFmryPGySsVfUmMch612KGMXhmkb3MundH2utfD6NvcGBn7gZXXVlPiDXbyDa6QqogYsoHjnzprlmjjj1HdkZ\/3prx2e7bUe\/6+nPNNeu3F7g78Sx\/Jcf9VHevGbUhR7kMB67f\/aiuhCjhIRuyFC2T0PpQvXE1tLqMwqFHrio714+zYQe62x67Vb3AURxNyTjI5bxGKvJYJo5y5j2z7rRmPj45pJikM0WOUmuT\/bS3rrNby6DMUegHnUPtDhC2zArNDnQknxOaacvCkWOSuzZ\/uq5ntpRLsyGPT3ZBbbbHLl0rtr\/oH8jg\/LzqG+eEQAICI9\/nuMGhf69m0hCiFy4Gc5z51HM0cyzL9pW2FS3geKWJLdUDsGOCSciu3++hm4I4iLqTn7WBrUd68fZsIPc7Y9dq7QDbCBowdWLK2emetXdyHtLKEEEquXI\/YA\/AUkxSGaIDlJrk\/wBtLeus1vLoMxR6AedJeARxJJAsnDzoSSOvPBp7uSRJ1bnxZA5PqK7WrRxLLAHMY1U5I5euKgmaCVJU6qcihdpHMkkVsqFSfEnOaF0pijjlhD6Z1OSOvhUd4EiEZhVgsm68yOdSXjSi4BQe9lEh\/wDfnUjB3ZlQKD+EeH9BcVj+JrH9F8\/Un7\/8vzLw\/wBDeH1nX6WPoYrFY+\/49ax618\/oY\/hz+6n7jn7ufyg\/mnX8p5fleM1jHjWPWsDz\/Js+dYBrHPH9U\/\/EADQRAAICAQMCBAQEBAcAAAAAAAECABESAyExE0EiMlBREGFxkSBAgaEwUmBwIzNCYnKxwf\/aAAgBAgEBPwH8TnUUrRWia4hcoyBj2PAnUXEG4rBuIdVVPf7TqLlj3g1FJreDVQ1vOqA2oGPBhIAs8TNcgt71czBIo9jEdidK+62YzqpAPMGqhreHUUGjczptSzsKqHUUGj+sdsFLVxDq\/wCWeATOotE3xzFcNdTL\/EcdgoM6i787c2JmuQW96uBgRYg1UJA+0Ry7vzQ7V\/FcElK7NCp6intRh022NcOTQ+c01q9iLPed9Qm8c\/8AqANlqH3qoqvmhIOwN2YgZtNFx2u7\/WYNWvt5uPtK8NH2nT1QLrxjYfSYEFKGwUiIjA6VjhaMKnqKe1GYNhVb53+8ddRshR5232qHTbqM4+VfOYG3tWIY3sYwtGHyqUzdLw1R3+0fTY5\/8gftEXcnFh9TGV8tQr\/KKioS7Eg0Vrczp6oF14xsPpMaTH5VArkaalKxIs\/SICDqfNtvyOCXeIv4gAcfnXYrVck0JZHXyA2UQu+RCgbLcXUY9MkCmgcgLio3ciFzhqZAeEzM9THYfXvAzL1TQoPGfHqkDioHYNTAeW9omozMvFEXHZgyAAbzqvRJUeE0ZqahTuv07zNjqYgDgG4NViV4otXzmZANLvnUDt4wasfaNqZJrCxsvIjNjplvYQsclHuCYGbosWo7\/wDsY0dfb+WAv1XG1UINS+ntuef0jswZAAN51XokqPCaMLuSwUDw+86jNhiB4hcbWotx4e3vGbFC01M+m2Vdo2rRYCvD+8bUIANqNr3nUY9PEDxLf4nXKt6o2DOl57a8hvMACT8qg0xWmL8sGmBjvwxP3h0wc9\/NCmRFtsDc6YxcX5jDpg57+av2jLyRziRU01ZStX\/usCFbZT7TpjFhfJuNpXn4vNzAtMW+VRFdcaBu9+KnTHv\/AKso2mGy35r9p0rztvMKhUFSvaqg06YEsTQqdLwsuWxh0wc9\/NX7TDx5X9RNNKfUb3O0K2yn2nTGLC+TcOnuSGq+YEAK12FTAgnFqvmMoZSpnTJUguTMPESGq+YdOzeXajBpgYb+VagFDm\/7DXLl\/C\/RK\/ovYn0gCu\/pAr0jb8FzIGXL9Br1q\/jdQflv0m\/tN\/b+Hf4r9IoegX6dXwr+gqlekb\/H7Teb+\/4N5cv5Sz7Sz7Sz7Sz7Sz7QfT0PcTar9GuoN\/7Wf\/\/EAEgQAAEDAgMDBwgHBwIFBQAAAAEAAhEDEgQhMRMgURAiMjRBYXEjQlByc4GRkgUUMDNAsdEkUmKCoaLBU2AVQ2OT4TWAg5Dx\/9oACAEBAAY\/AvtA2q+Ce5fff2lVHUnXWa5QhVttz0+1w9Gydp28N5zjoBKNWnMCf6LbWRrl4IVbbc9N+jzJvfbuyeSvQsjZxnx3TVtu7k13EfY02hhe9\/RaES+iaZBiD+JzaCsSLRGz\/RVIEZFClh8PtHAkkzACqMfTsqM1ajQw1HaPHSMwAvq+Io7OoRLc5B5KdGlS2lV+g0TKTsGL3dHnaqg4s6ToPcrjhC2jBIPar2YDm97s1tAI7COBT6dLDXVA4iJygdpX1fEUdnU7O9YKodBOia+tgraROs5oEdq2op3ZiU6vqLZCFSIMkELFHZ8ymYBnVOeKYZ0sgj\/Mm+sU48AhsMJc\/wA7PIKwYdxxExs19XxFDZvIlucymso4Y1HHt0AVOlisPZtOi4GVg\/ahU6NKntKrvN4eKptFO+q\/osCb9aw1rHGLgZjke1tKWEc506Kgx2GinYIfcsbZSNR7oDWhNoYnD7NzuiZlMa1hfUf0WhM+tYa2m4xcDMcj\/EKm5tJ1QwAGhbStgop9sOzCbiKbL2mO7Ip1fUWyEKkQZIIWI5kNY60HiiSnfVMJewHpExKfSqUzTqs1aqB+rc5s2Nu6SaatOx\/a2Z\/FYr2f6J\/qlD1isZ7Mf4WO2NZrDtOdIlUKtbENOzPY2OSm6gy97afObpkqFWrR2VOlmM5JKwgP+qE+odGtlbVppU2HQalYmf8AVKxvHar6Pt6Xb4L6P96rfy\/msP7Nv5KrT\/easJhfONWx3g1fSVLuvZ70OLmlx96P8yP8yb6xT\/AoesVj\/cvo\/wB6ZhsOxpqESS7QLBbeox3lRFoWD9qFXo1x5ZxkP\/eCpim8Nds+aTmjTqYplp\/hTGzMABYjwWG9m38lj\/cvoz1\/0VIMeGu2fNJEo06mKZaf4UxszAAT\/EKiQ25zoDQqrqtSlbGbQEyn+9SCwmF841bHeDV9JUu69nvVLi7nH3rEx+4VQjgmW\/6fOWB9U\/i6uK2nTbFsIjiEKV92ZziFWxN\/TbFsI18PXNKodcpBTalbGl8eaBaOQ03O2djNRkXKm+jjKhdd0HGZVDn22ODtJTqbtHCCtkMcRR4W5\/FVWh8hzpHcsVUpVzTqNqkTqjXrVjVq8eCw9e+NnOUap9G626M\/BU2TNrQPhyHEbTKSQ2NCUyptLYEOy1CLe6Fsb7tc44rYX3a5xxQpX3ZnOIThxCFK+7M5xCxFe+dpGUaLD1742c5RqmV6VbZ1WiJiVSqVcWXPa4HTKB2Kjz7bH3aJnOsqMPNeqRNWKzNKgUVPpE2\/wtg8j6btHCEA7F3U2jJsLEV752kZRosLUvjZOmI1THXllRnReFFT6RNv8LYPIaV9skZ6ptIugti1yLK+NLhGQDY+Kp0pm1sSjiNplJIbGhKZU2lsCHZahQiDonfVsYabD5pEp7y8vqu6TyqGIvjZg5Rr6CmrSk8dFcylzuJz3X7NsXGT6c5zgPH7Sy4XcPw8ucAO\/fFzgJ0n8GLnATpP4KalQNHeqJp1A4bYaeCh9fZCRzk0vqc0Ac4q19doPigalVoB0VzHhw4hYlwxJc46s\/dVSareZ0s9ERTqtcqF+I2UPyz1Vz3ho4lRTqtceCkmBsVYys0u4KhfiNlD8u9NveBcYE9qsNdt3jyWurtB8UdnVa6OHI5xrNgGDn2ovZVaWjUyradZrirnuDRxKtZXaTwVz3BreJQpbVt\/BAVKrWlBrK7SToJW0+sm+37pFhqC4CY7lays0u4SrnvDRxKtZXaTwT\/EKn6oV1R4aOJUp1RtVpYNSsUKtZgYD5M8Vhy7E7MXZQeksH7UKhfiDSh2XeopvbtJGR4JxFZptEuz0Qcx0tPajSvF4E29vI5xrNgGDn2ovZVaWjUyradZripJgK0Yhk+KlNea7bXaGVe54DeKtZWaTw5bfrDJ8Vg\/bBSTAVra7SfFSo+sM+Kmck15rth2maBH2dUVRcyk3Jqo1KbLSXgEDRO8WofyIyyXFkl51lbWq289EXZwAsfRb0AQQF9Ie5YzaZtaQbewrAPpNDb3QYWD9qFhauzNSnTPPYr6LWioBpEFBj+js5I4rD1qLAxwqAZZLBe1CwgmPKaqrbSEtYSHduSBaefs3Ae5eUsug3zqg4sAJJzjMjkxT6jbrahgHROoDKk5txaNFgqlFgYdoBlkmPxUQ3SUx2Hp2va4Q4MtR8Wqm6wOqdK86ysd9at2l\/Nv4LFupMaaTYtMaHuX\/wASsfNuzzHFYetRYGOFQDLJMfiohukpjsPTte1whwZaj4tVP1QnesE31U9rhILzkvpBrqLSGuFojRYID\/VCwXtQsF7UIVLBfcBd2pwbRaLmwYCxOGec6Lj8FisW7\/mOhvgOTFPqNutqGAdE6gMqTm3Fo0WCqUWBh2gGWSweGmG1Hc5OYKLRlkQM0649G5q2tVt50APYqFGo0mjTbNoGqGwwz21WkFpDITCRBIEqnTaY2jw0oU9g3TXt+KwIHZVCwtEzY4y+O2E5jMI8OjmnZxmmfWdLOfOWiqMp0pyMFrO1Nng4La1W3zkAexADQfZuxTKRqU6ghwb2JhbhXtpteNRziU4MaXGRkEGtYS7m5AKIzsTQ9paZORyWOcWENMQY1WOcWENMQY1WOcWENMQY1X0cWsJAfnA00WEtYTFUTATf2Z9RhGZbnCp4hmHdSY0Zlwi5X2G3ZdKMlSDGFx2g0ErCWsJiqJhYS1hMVRMBVwBJNN2XuRa87M2O17FSd\/wpj8ulIEp7dmab6eTm8mLuYRNUxIV9ht2XSjJYSxhMVRMBYSu2kajaZ5zQopYSoGggkkZ+4K1rCTzcgmeqFirMIzEt2h55Mfmm4V+E2Dj0YzBV9ht2XSjJX2G3ZdKMlSDGFx2g0ErCVm0jUbTPOaFFLCVA0EEkjP3BWtYXHm5BM8AqjGdLUe5NoswbxViLnCGjvTmvaWm86rFk4d721cwWiVgy2m77wEiNFhLGExVEwFhLWExVEwEQwS4EGFBw72QMy4La0\/8AnMLCqVP90cmLuYRNUxIV9ht2XSjJYSxhMVRMBUK9ES+kZjijTpYKqKpEZjILZedBJ8Smh7S0ycjkqOMo077RDm9yingKxd3iByDZ9NhuCDBgKm18OasFzCXCoLrc4VCvREvpGY4qPqFe\/haiAyHkA2f4Qw9PA1A+23MQ0INcwh3OyKAcwh0uyOSc6tR2ZuiNPxtSiTF3ahTa6gQBAJlVXvfdVqGXH7FzcO+m6mTPPmU3E4qo0uaIa1ug\/A0KjiNjTzjtn\/2PvpwWvb2FGmxshurv9niswltQGAQg1un+z7qnRQO81zwTPBXdkJxYDlx\/2O7xCb4b2FYdJKOC8+Yn+HisU3g\/\/YZjVF9TFuu49iwzejUqZO7slS8o5zHOtIPenzxCb5cK2nVBKIdXaCradYEog1mghQyqHFDyjS5pW3qAAxE9q8hTADnc4lffj4FdYaoGIZ8V1in8wXWKfzBdYp\/MFDajT4FPcNQFRfU88N+JTaZY5pOhI1VUSSWgZRxT3vBbDj2d6Zk5xdoAnMhzXDscIVWeyoQE27tMBUw7zjAWwNN1sawqz2OkgmJCw8uzeyYjXJV7qboaeC2s82JQcO30YbRJ7Fe\/CNe\/sJfoqTxk9huj\/Cp7RgY1pnWZR9YJuXJ0QuiF0QsmhYlzPNiU0mODgg9osPdpydELoN+C6tT+ULq1L5QurUvlCllFjTxAhVGjUtKwrQM2lk+5YcgZB2axDuxwbHuVansjdcY781SHlLLROz1lbTZuDCzVxkqrI1qOKYWNm1wMLDRh3gNfJlXFhtcwAFYltpuL3ED3rBGzJtPPuyWIY6mRL5B7F9TH3U7Q+HD0ifWCHhvYykaTcoBPGUaRPMcfw7nCSXak+kf5wh4b2KqXjnRlwW1aOez+oUOPPbkf9j\/ztQ3sf4t\/JQsvu3H+iBGnp8inh3OqaXtNsLPEADsDs15Vlrp5NVmVzXA+C\/nahvYtloFpGca5ckgc9mYRovPOZ+Xp6M8+Cqc7EG49gcg6KpcNL7v88uHeXuLru1UKQYXAy4jj4qlfhxTJ0LHZe\/RT\/G1Dy7Pm3sS4VAS4iRwy5W1m9Bx\/\/U1zTkR6djna+aiG\/WD3yEZFb+fTlY6eiU0za4aEJr6lQvt0yhCdNo1DyFP5QoA3cd6w\/Llc3t7E7DPOYm307nVs71UJ+kNT3f5QqDFGrbpp\/jeHtGob2LuOTTA+G4zE0xkfzTXtOR9OTUMBfeNQqUBzA3nGMjvU\/aN38Ta+XF\/O+G4+me3ROwr8uHj6czK+8b8VzXA71L2rd\/GGI5\/+N1uJYO3NNeNe3x9N5iVVczC0rGGM0WvpU282Rbu5EKj7Vu\/ig45B+Xw3X03aFPw9Q5HL4enK7RTe6cnAaSpirMQL+WgTUc5xa7X\/AAg6rm1vYdEH0aVlMd0XKm626Kjcl1CqnXYZ7IHaj+w1U67DPZHFdRrJ04Z7I\/e7VX2eFrEl\/O8U6aD2R+8upVvgn+Qe2OPaup1vgnnYvbH73ahWbh6jbdSQg0\/eNGff6a1VS3GUmyZtIRG3Y\/uAjlZUnNoI+KZ5UtA7Fzq9w4QAsP7Vu\/irmxNSR8N6q1ozIVOtQJ2gALmrZVebU\/P01UsNOwGBITmHZZNnxTX8d3C+1bv4q5xMVcvhvVnAwQFSn9wfkttRyqDh2rYYjJw870zV2j9lUuzhxEp7WODp6WclBrRAG7hfajfr7Nhb5TOeO9VL23NjMKlAgWiBySMqnFfV8UMuPBAg5fZfff0Kljw7wRg6cscmZ5JJgcgBOZ9BPewsDQ6IIzTqdVzTzZEb2D9qN+vtBE1CR4b1VrNSMlTB1DRyw7pDQrZVpNPsQewyD9gV7yhs+1vPWKipzhUgFUSMSTc4AyOKot2xe186qs2chTkI1TiSDnGXBYep2uIlOze2mNLBPxVXygeYOcQm1vrEwBzYyWEHY4FV\/wBosDXwICcTBffYD74RqDET3EIfjQXtcZ\/dEpwbhHnadKAM06yg9ne7cpsay57tM4RpvZa4CdZWC9qN\/E+2O9X8FR9Rv5bhY9v\/AIWYJplB9N0jkl7w0IPYZad3K8eDyjYMynttycZOaZPmmQmOOrdE6p5zm2lbMdFU6fmsOSL21HscdY7finsz5\/SKNI6RCpvzlmieR5xkqoG0y+TJEoUwMQc9HZAfjpqA+4Jp2dNh4kwf6J37Vtf8blDaEikM570dg4vaRzzrCwYa6DfquuH4J19a5H9rMeCddWLvdoutf2p11a49mSxFmIt8oZyRvrXcMl1sfKn31bj2ZLrTflTtpWBPZAVW6sxzIzFqbc9s2i3LRH9pp\/KnbSq1zuyAus0\/lThUqNLuyArX1qZHqoM2kiM+9TTqRdo4diuFTa+Oqp\/tT2fwxos8c\/4Bdff8AuvO+AUF954otqvuuzafBBtOoRTa5rT3lYds5OmQnubqAqROpaE0QS46AK11JzDE5raNmEx8OhxgJl9NzLjGaYDq7RODWOfGsKW+8egdN\/Ae13690c6oTvVWCJI7VTbwaBvOLqous6Pb4p2Hq9AnI77LB5ZpkKkIl94c5UqtPpMnLijT+r2Tq4u0+Ca0dmSp1mNuAEFqzpWMjt1TqP1cnWHA5LBtt5zXy5OYfcjVxGrRa0f5VS7D1Hy6Q5jiNfen+R2cnS6fRGA9rv4n2zt6t4D81T9UbzuGxUjpt0Wwq9NunprAe0361tIMioRlvVXWh0dh0VMxEtG8+hAsDJ7+QYqjkR0oQM84aj0zgPab9UXh01Cct6o0uDQe0pgBnIbzn7Q7Wzo93IQdEHD7pya9hkH7Ek4Z8Dvb+qD7SAeK13CeCcWTlxTKMEucm085IlF50CB9BS4+CrXMttdELAucYF+aEVm571b2jt6r7vzVP1RvVHWmNnE8pY73J2HrdH8j9gXOOQQdUcBSnJs6+KOzIiQD3BMczYsd2FpMqiKmYsOSFJ48nZzW9i2dHJtvObOQT\/BYev5rm2uVGs7pVKs+5UHuybaRKeLhLtAm+HoLaCuQewahYi90gkR3rBiPOKypt+G8TaBzjvOd4Ib1SmXcyyY3NsweUb\/VbKp026d+\/BEhW2NVoaI4K4Umyroz4qHsB8VzGAclhYLeCAtGWihzQVcKLZ9C4bxO\/kZzO84OMDL8995BO1tz4boxNHSZPcg4a9o79\/C+q70fhPErXk15dU31nfnvP935oHeqVY5pYBO65jhkQomaZ\/qEHN0O9hPUd6PwgPFy+6RaxsAqdn\/UotaMl93\/AFKcxrYB70CWyZPaeKLQMitD8xVvZ4rR3zFFomD3pxbcNPOPFFgug966VT5yi2XZ\/wARXSqfOUWgug8ShzqnzlV6e0fZaPOK+8q\/OUWXPjxzXTqfOUadzo8c197W+cpwDiSyXAnNND6JNIoWv53A7mawz722hju1S1wPh6Ow382+LTIk\/nvO2nRy\/PfqtFOHAZu3qpcJaGmUy1vNIyCupTTf3aLyjdrT46oC613B3IQRkUGidkfO7uCDGDIejsN\/NvuB7HOH9d6pHd+ab4b2I9Vu9iPUcqXq8pIFruIUtdtaaAfzHd6dSbnDZnefSt6I133vibRMKnUiLhO6LjGcIFx1yHf+HknJecfAKWmeSmS97SyYLTGq65ifnXXcR83\/AIXW6\/xH6LrVb4j9F1uv8R+i65X+I\/RGzFVxJnUfout1v7f0XW639v6Lrlb+39F1ur\/b+i63V\/t\/RWvxVWPd+iA+u1f6Lr1T4BdeqfALrtX+n6LrtX+39F12r\/b+iNVuLqXHU5LrzvlC6875AuvO+ULr7vkC6+75AnNdjnQRB5oQa3HGB\/A1dfPyNX\/qB\/7bV18\/9tq6+f8AttVz8VLuNgCNTDVb\/wA0WVqwonvYpZ9INI9QLrjfkXXG\/Iuts+RVvLtkASbVP1pnyLrTPkXWWfIusU\/kXWKfyLrFP5U5r8RTzy6KaxtekQNJajtXsI\/hG47aCRwTPrM\/9KTp3eP4fndGRd4IWxCqFsxb7p+xfzSIMZ7wAbKLHNh0TrO6TC5zYE7xLjA4oPZod0k6BCKT\/FeUpjxTnYWtzeCDMTSLSrmPDh3cld9w5wbl4IMtc5x7GpwDXNI7HZbt1jneqJTGbKqC7SWxugkZjRQ4SPxB5h8JMK1rYH2OJ7n\/AON4MkXlSKoc6N0uOgTKja2fY2cj7t4l1C6mOiLk65kCcs92oHuIb2kJhpYhxdkALpn3IeHJFWmCr8HVPqqzF0z6yxVRpyNsKvdWLchpkU+ntL2gZH\/G7KOId53R8PRGm9m0FZNA3pDRO\/kN3RUgMMOf53BOqcAtpZbEyEx8RcNFUpR0RqoewELF02CGgiEx1SjfJhBzAACJVRoaRbx7dyCgAP8AYVJp7aZVPDGfJnn+7RVQBnc5NZUeGuaIIOSxNVvQgAHkxLr5mMuCww\/6n+FUwecuPNP8JWJbwa3\/AGPMKYWil1MEqGiOTRZhXW58UTGZ\/wDpD\/\/EAC0QAQACAQMCBQMFAQEBAQAAAAEAESExQVFhcRAggZHwUKGxMEDB0fFg4YCQ\/9oACAEBAAE\/If1EFksLOPSdV8ekSOBuflCGzIyvT9VWpX1bPMwNKXYl8zSJTCko8lwZ2ZGV6efKlW1VV7+UFQA3YIBGyWqLe7vKK2JDKtWYoqh9\/wBG7H63VTIn6rvqdP3P3qC4nDBxWJqD4RW0caoWScZd4rc+rr9pgN9pDA5cB6D4MgFdtA5WcaeqnYsczQsunfvHzxc7VaY6xcoHNVM7QMtir2I9k+FBuDF93LzsgZVF1kvQljxxqi+SOVYLGV9EILVDvAOUVrq70h77gXSTEwXnMYTVobWPbwv4nmY1uxrtMFVbp58FtWsdhDqeN12IL0zFED928vVMObdVCvjwZMTbBoHKlBzDRv34j2O+OPMGwSbSHsYvG8r5+JN0Yx1hWl4hobuxAVY4KGXmtWNfV4I9DvDnWCIJPk+Z1mBRTfggsFpgtkYZQ23uYByitdXekOt5gXSQ1Dl3eMBhQFrEjA324M3zSW8ckcrTaGGc3tLYtewZ5P3X2P8AE\/OcQAta\/lmNfwIrwLpecs1DcCxnbws+7nBnsu+Zk0kEIdoAJYkkMHOQdILynYaussEs5K7ExuMvepRLcX1P9hEU3kHxbfCDqmB32m0JB1r+2Jscfx35SVFP5o\/jx+\/ieZ89xAaev5ZpP\/cwSdsIOj0jPpAQrJCpDTgYOu2ftRtLxNN4jDRdV0zHZsvOaJ9s\/J4cAvrM4Lvf8wnN6Sb3E4aLqumY7Nl5zRPk+Z0x3habwBTKl+WdH0d6xNoSDrX9sTY4x\/Z+UlCTF+T+J179usza+q+95mXH\/G\/+T5Hh\/d6sqeJpm\/SZ7qw95sQJ1E1h0cSq39JtNV+wTMK9BSys1r4MdrZ8rOH1jheA+34iW1TcraELbewzX\/mIxdjZLUE4qpVV1hoMRKI7JGGEoZQOhPf6rLrPSKF1a9JziDpdK8CPf1NHNzathlQ3zDBwML15uN7JerNxvZNiBOomcasPebECdRPZqrDrPfarLrtFz7QCdSWxnuNi6BpfM6HW5dbRwKggWkv6Lg1ntKfpZ948LxriqOYcMfXrPbqrDrvN+O1mofTSV5kGoJ9vJ94hN2kYbH0j+7oNkKgg3hAvZprU2+7FV1CPf1NHNzathlQ3zAAGCEhaKSBDjdWva51Eyl6HBNlYdZe\/r9CbAFpZXuQSWmiNO1+Xdo862vf64UJK0WrP6nSreea5r9u3Mt1RBss82uVVZVvH7PXGqsq3j9ls3QVUCdrbaZR+60yr0leoRbr69Yb4nfym8cQ69oLcdy5U2TPCoBjmNWlxlMNQczMnYKX4jsx3KjoYyhz7RyYMl0J0q0fxMydgavxKHQlqrOxK79qrl4Jy3CbO8UDOoV14Al37YNu80xAGjvERDsOY0GdyiB3XS2XtFZxuUZiWRdL5jCY0FzNLZQLZ9wFtpdQYGzTk5dp0r8y9I0EdyiB3XS2XtPk+Z8JxNhQ2UQRAOJZkGlwVDSXyVTPvFA1V0WdvDgcUcGr8Rg6pJtvUBPYAYcsF5pA2MHJni2jwBLv2wbd5piANHeIiHYcx4INVh7YkIJODeFY2cytZhUt3aKnTnZz4KBVolN5NaPBFpgLV0hdtaDd2iApoN5Tq3s95tLC76QrG6+6oiFiWP6eIwhtLa29YFbEoWrdcz5rnwiki9mLi7uELXegbQGBhHADwkmPWoVi+0tNoZoTBod\/BrYSoZu6zW8P0lODH8y5vABrDZ6S2TMOW+a7TTGxiSSmp1heGsmsXliFG873YI9bxBn+e0wKmYgOLjozFKvOCuWuY4BIepVt2lhwiuR1qajNebV6GsSgwYFd4rHP5Iv6AWRLNx5TpDtq+k0OoN1LzZJ1sBBrDZ6TDJucjXNdpqM15tXoaxIDBgV3jsc\/knwHE+J5n278QRIlWRwQuXyFMnSAAUBhNMWmPo8k0ZxcM54kLE6StkkXzjgsrCdGYpV5wVy1zHAJD1Ktu0sOEVyOtSye0ruG0eH3oAPNwSRai8BZ+ZUyi50I7Tfoj1tsG0W22LpektnKHCkyZUOkHRRhh7t00GgnpOPdM0UxCHPCwDrNZxanRuYdXCVxyupda69MLKuUnMhHaGlQUH6ZYYiWo6ekTYQHcFGgTRS3bdek3smxcdIVbtGutTRKzba9ZknTEHYzJOmKuxmSdMVdjEmbWiZauJqOxYaOWp1HEZdohW+YpE0nYWyZcXC4RkZVTxC87NC0damu7Fho5ai3gAMqwuKgUo2XbrK08NJgN0YDfATt2jpE87Fgs6XMLa2TLi5qYxYaOWpZgalbms1EFWxaeAu4stfAt16QoUpLPaHVoqGbsMFXZUI9hMLa2TLi5hbWyZcXCYRkZVTxLFDUrc1mogq2LXQNYstXAt16QI0pPxQ8rwDm11BIUvAGNX4mjZmEsozmNV4+KbxPJDFvVULzMWGjlqa7sWGjlqJfqlq1xC2t+AF4IQ2Zm7pAB2R77x0iediwWdLmFtbJlxc1IYsNHLU9nv1r\/ABNiRJI73GCy6n7E0Qsy2vWNgxPq9HvCrwL9+zDSbRKPNbRuGtZpbm+IxDToRy9J7fPr4QQHsC+8t3dWvJltMzI23KW5R02NTldoNGJVb7x6QoIbHOf3uJjHYjZNS44lHabEdOjsfoJYkv8AugAF9o0Agrk7+WvJX6FDy0tl59eSjxo8aOP\/AINWIzWHFyT2fRDx3l\/8bWYRCLUqdoc9anlesr\/jmJWE2uEBo58xwR0UvSDC2VofwOsK\/wCEvwuMRnadHmbnK\/riBvkuUAnB\/wAH26xc6YDNW4CDdkmDVk\/iJtVZWnQkZvV+SYRpmtzo0IuBgDSZmMD3RGbhSXok6D0GVbRAXIuI+QdDaOI3Lkap6w3LvhtBv\/SL5LwUCaeEBIWngFmqqU9IoLOgIruc4opKV0I9xpzpHX5F4aA68wmwCw2pzDYTFuKYauNuCZHcdXLGwdu5mXGFDdz2mK02wR0gwNsN7ZRVQrp4hp3mW+c6TRMFn0xispwWrYTJDA4cBtCFNdbFqm3rFnyri9I1JHSDQlOJdr7EGWA8hMi5neoOUDyFR41F1OpqVDKSHAslCqbo5ekA0rEX19iIqWOonyb+J8S\/iL4fldJ0LS19poIgesvuar6bl+K0+IZOh91pcNR7FFrWMsEYa7T2d6jrDDVxzrDwhQdmLIbo1YwlRDUoURIWCXdw75kVMak4T5Rs4zMhDeOudUyQMGn02pRKmOGOfZebCzQNaN5RS9NTow\/UolEolSjiUSjiV4JY9Zuyk7cfUdXzrMqm11obzrpFNeCOVimzV6\/8BZz59WH2p5nZfCkAKBHEd\/HRbX29I6NoseR+vOkIJuwF1RhB69X3xE2ARjcHXwTQQLpnWIFADdljh9bX4R9oeZ0GqDKwyvhYffSbkYxt38afXWVta1XrIXNlri+5rN4uRAdqEI6RFKWVtwBDeEG0UxSdpVDaXjxoKh8r+6XLHpo1gARsdPLWMSeh4C4crlPGdELI2j64zM7mpUnWMSo2UQIEVqj8PA6TI0yUbwqCydUS8UtWgF3xDBrWX4EADQDp5cE\/IQ8KgYlvrNcdy8Gp9cZlf0q\/mDXbJRp5aOYiisC6F70TzAjNWH2nmILQjQUUdYaeDK1yi8U1ll4NofWmVy9XSLjftxpgToldAh5RZfK5oPMgoQjhp5Nqpl1gO6tX2esNPrTDbMOs\/wA1H6WrZh5bYPizQeZhzCaecfLQOWlOTR9Yixs+txFGOpcGNFpxWt9IxfbG7PMPBBCy+8EKtBziaruzHY8\/nmzzIRaZdinlHixr1mXpN3Behh9aYmfqlXsdY8x1zOjpDwvc67oKTRtNTcP5aMq\/dLKW4wcdYQklA1WFRx9IKA2DXPQgwMC5KzHhRsY57RGlnWj+5p8mMPZM1uNDgVRmA+jTPapV\/Q\/uApp9teiJPJWiUNJ9FeiI9Ir2pj+1QHRufWqAQLghV01VRezLZcF2192HgklSDbR\/Uzbm6Ai9RjpcGn8ISlFdfzQJUqVK8FRTmdymZUqVKlR6jihB7d8F71K\/AtZKP\/Uv6whKzbbq2oXyXYiUNukIUrccJh8taPlc482eAC2xTB5l5YFNTMS9KqrF5ab4dYIHTC\/mDdZ+sVOgocA32ifjWLndu4BbCDy8Pz9lyQ5qGTzM7HBaXMbVznLorwSGGY59GPUAwLX+xBJKLE\/RWsxFpH9HpKkjq0lOFtT08QuTO54EWBneEWGDVYAEbHeAhNAfoLoxkzshTlnGkPWOsPLpL89lVTA8orWSnrDPwb3DxrBXcyVBW5n5IHk2E\/Q+0hUveRiYtSadMcyzVY600xBn4mFdRFcUkhMVuVNKyqdZqAmA7t5gQH4Xr0mCIZF7TGSkE\/YJzMkLbGU4lOBYOOKjMLJSrR3hQIYjHIyxjxYaL4qO06fvQGeEASL+1MxXi7qvusPHKUNMFG9zR8IKE5GiKzd\/PJfbrzLRhpp+TykGoRMO65It3n4TpLiB7nfwddUGbIgPkc3AkZLdBPTM6mRVVfVgG12trMC6fcIHTvu80+5BeKldtCe80K0EXxNckB4p0CSs6Mk1XmMC3zmsSzRT1S3G3u5ZsTWpbc12mIUsNDvRf3gUHb94w+yODJFMqNMD2yoNI02\/lDxq4RRxrrU6TUyONOFLLLhYjU0nEQxpzChW6WVUAfI0KwHLdLB9k2GPZcK7kb4VLUGHe+eYu5mylTS0O2CQrrwqAsp0m2xuVARCKbAudIIHJq0BWBh9k\/LD1oZ0V3gNZfVGMbXQEZuvX\/cw7CI0A9IXeq5EZS7svwZqoVsejPiGbNuPXhaOI5FR7cFVp0feYzajqbQN43WVEEqwMcO0F6zvZvma34FMNdSVM7ktWYyWrKOmtQ12lvdtAlqa0jge7MlsYQpHhmI6fvkHUnTe0ANDyIOpADQgvAaP484m1S03h82P8qtjWI1qtXQ8oxB4FWv9k5OwY7J0YNg+XITpL8Rq\/nUmvkndZu32iwjrrQXaYEA0C5cEDcqNL6QZrNqnPF1Fh1rYv2sJddmCCHfKV2l3VEPSmBTqZcOzA09pj+UWAFMKtiAplsycx9bh9H+Z2h5kOfzCMvwE+f48xvU8nrFZ66+ekv1WK2qG0PrNdT5qHlKjXtGSwg3Jv5jdrDDazvMULCjQxt5WOrAWNUqJjcHqG8I+242X+jf09\/P086asLV1e3mP\/AAW9BmEYAKzRxqeVgQWKtcdXgMdopISSr9tz0hkRWfoWCwvpDvQV4CBD04HMzJSzWU5lksliGBcGAbzCPzhFUd4tZbB2xCldyoRGjn6FjEtobrwRGsq9s1V5lIhanaqiRU6C4AWeRaFmuo1sQ8rp6v8A8J6z+Dys4ENsu\/E\/s7uGI0jaL+x0ZfnryHawTOQ\/u\/0jhkCHCa6Q3GA25ydYNVDZUOSAEBsuG740Zmi25WTauGUYt8Y2D8ODD9ot+DAafaPBqJyyjWqAcuYEF1AfQgZMVQB6MsMtSgtRnETIzNxtKcBXRK8iWMMTBKOjXmQYGtDplqcSseV0iscEdXixMrG64R0hVlw\/s870y6jow3xq1UXFPWmGVnNF1FQhUo3VK0nouaEd2gaygjVP4gJMaIxiJmQ9qpTAdSGBDo19EqXZfieeuHvzq+bJj7Po8xmk7QcPIliS94WBu\/pi3Y0cUHlZfXxoej9PaU\/Op0nvKzpPeUdGdYiSaUGsuwmd3rgGUuXKeDYxzr7IPMEsjrGAdJcu8RCY0tv28L8FywBWYKv5AfzHesrHzfAcP08gMf0QFul82\/3N7QC1\/M6o+G8rwptLYpruv5MQgNEtvHBpndpBFxGpliAGs+GsBZG\/V+Z8Z\/mEUNbJ\/MsoBPcBux0dy3uANkAHU8kYHVTHuNS1feJ0Faf6y0u1slvHhcObm6\/u8LMJF73+6AQiUwhvjaZLLDuX1htIXSZfiAtUcwDsgNMXcoQOVf04Xq\/B5wEuovd5iEktateEpRXlY+sK2aj5rQohyBpMYmYZonahLy7n9TH1D6Hc09ZqM+l99IMu7BSSsNu6baooU6X07WtdP28Lly\/B0ZWheud3mRTX\/VErutL8Ll+JjrnF634X4X4U+FpKY9KeCERloP3ntEx5amqekom75o95Q1ofTPhfhcuHesC90vwuXLlwYoG2g04vynKs5OriVM7UGVPBBsP2zIAMq8SwcBi1fxKnRz14hHgArp+UKtnrW\/JP8nAWp1fJPFKFqABby94\/0\/BNBgn\/AJU+X2p2y73RXTsIaKDBj+s+a\/xMg\/F7RbP2Jf4kKdaO0AmeNB\/aqgc\/NJyXPzjBtVmrX1jXGE8nQXfnxmAN2AtpANK7gd6qaTJSV7KbxFlzjV9cw1zVd+Gf4+f4ea58PrMvzRWu+lxdAHH+4lKL56zX+f3mE\/O\/uOevdf3P9H\/cqGDZHde8KE9WtPRgGABVg36+LpM06VhqugdZaBNIrC8D9tRAume+JKlTFaVCbaOwb2L9YecBbMQy5WuvmYMkXglCKxGQ8uTDWxrGmulCm9efMHcd2CPVek+XRaLZoDtZBVO+sTCGq2J6xoTqvr26zdDtCq7jDahyvwa2CoNTLX3nBoBaRdCqQt\/Pl5BtLHtLclpVseU777KLywFAbftioTDNIIdQXsuoCEegFedm0t6tE9nma20C0HVY9Z8qdDoeWz\/UaieD1qLefMBM3SB3R1mAmdsoeQsBAagzBjTMCNK6Im91pfhhgdF1OzHRTepr\/fWVDHgV9pdr7xvEuS0GQHC7doC\/KVqx5JrDyMRaGbiZ19n\/AN\/SALoF6+ZG3uUGLq48FeVhUHyrzVcFoA6Ss6+QgRsJklxYsjGWIg9LA5l+0tRuqnPYbqua45OWtxp1yID2gPeERHdG\/WbKLEwq3TsPHkIoWO0DMBsf8Cxr8B\/MNdqOGpoRNFe4hmLaEqBaXAmFIwJlOx7tZk+RGHuiQbKbavtDF2Ne\/wDwzOsAoZnabdXeA0AJ1tYkrBHBKms6nXGsTEWmy9mOQCeGagFIFLXH\/wCIf\/\/aAAwDAQACAAMAAAAQ888888bfKIPCHOtrOKcJJGPBAmWjZVOCHr888888888888sQKBIJEi8R5C7iKnCKe0iF8t5trh888888888X880485C88I888808T084\/wDPPPPPPPM\/PPPPPPPElajWL+2Hs2i+hYxMPvQYMSo4S+qkOyMx3eXfPPPFCso4Uxk4gcO0pFVgkSgQEwh6+0l016GRh8gvPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPMEPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPDBPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPKFLFd4LKNMNPODNoBBePPPPPPPPPPPPPPPPPPPPPLPELPrqmL\/HEEHKvEAHPPPPPPPPPPPPPPPPPPPPPvPKHPLNZPPPPPPPPPLHPPPPPPPPPPPPPPPPPPPOKWXOHPLMIPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPivqNnPPCKQPPPPPPPPPPPPPPPPPPPPPPPPPPPPPJtdPKFPLILBWPPPPPPPPPPPPPPPPPPPPPPPPPPPPDHOKImeKKtMG3PPPPPPPPPPPPPPPPPPPPPPPPPPPDF1OIF6hpvLAUuPPPPPPPPPPPPPPPPPPPPPPPPPPKJdPKEPOEPPGGHevPPHKGEM\/AdtvPPPPPPPPPPPPPNHPo8uviNOANAjJcPsJPJwPa7dvPPPPPPPPPPPPPLHPLUTihPPNPLAvBHLPbDz\/fXPPPPPPPPPPPPPPPPPOJSfDCPPHPPKDbPPPPDNNBrPPPPPPPPPPPPPPPPPKOSPLDPPAPPNPP0\/PLCrIEBNPPPPPPPPPPPPPPPPLCOPLGNNutsoPHoNPMdPPPPPPPPPPPPPPPPPPPPPPKHPGUTDXvvnPLLbuVMfPPPPPPPPPPPPPPPPPPPPOMEHJLNPRgElNkqpBHavBOjCKDNBCPPPPPPPPPPPBPPHAIHHBFvsvPKSPKMA6lTzAJPPNPPPPPPPPPPPPPPPPPPPLPPLPPPLPLAHL+l\/PPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPDPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPP\/EACkRAQEAAgEDBAIBBAMAAAAAAAERACExQVFhECBAcTCRgVBwobHh8PH\/2gAIAQMBAT8Q9ztXwaAgFTnH4MiQ5sRyZIyMyZuqkbpwQBEwhwoomBwjg7mAhhOcPRvkgUSnb4MVwgXo0KMswwx\/3gS\/bNrHgAlCisODKHysZV03nIE3YsszTkXDIMJ3T9Y3Id5WM088ZfzxaVKohrC0Ft2Hmyvkaxvw122xS7qYq+klAchXQBknm3qhLN\/hhIQygBWdZvxibcrYIKUYa5vGbAz3bIDITbgRbXTQIKSnbHd2dYEEc6OectEhDj3JB3nIE3YssyfFE1ZAhr7zXGhMB6k0wnyRkKgCdBzOfy09tKWqTXgx1TLjsa\/3imAGeIoEda5mNiqu5KoCd3bFIOMKFZTkOmax247SAuumzHZBLwd0QV3gzVQ2hefHK25on2ceCf3rtjQRXhcUYECcr0kBOhsxUwAw9x+rlbbQ0iU+OcfUw47Gv95UJ9fHx\/3kVOiUQoyGxw5WsIhVb57jGjEK12QS5vDI5d1Ic5ALiTTphVFKEYYXXhppyR5N78YAgPQiCtosxjRLw6IDrkpuY2mImSA2grrAgTlekgJ0NmO7Dbu5TBCM1Jlvcn8Frlo8ZElU\/T+KANR4e\/uYKJSlOmaMKkBHaerdTlSrNe9EAKrAM49UAVR4ZzPwogBV6G\/wtWegqBAF6q4esMqa\/cZ3w9Z2YcOT98ZIZ6oDhB1Ev85yykSYGmu8HHNuTHoOzxzkShuoSMA53zcMTeg1GdzfHGUGEkHPddW5BfIQNihnBrjCVBlAht6k1xh2HUBayb4+8Xc1yQtDurJrA2oIN+lvPniZP1VSUiJem9478F4H1f8ARciyxAqOgEuLFMUEZUJBtJlAkxlEdpRuKloRyVkI6Qm9j+cEZdRCCignL1xqaIIKRvXHMJT5ct8F1i4wxnJj++zh2HUBayb4+8Xc1yQtDurJrD\/KiYPkOanGaNM4l2cXjjOTycEUm3nis4wLlWcwDl8wM2MwQdgcSd+2IkXBIuQ5307Y2rJRkylt+sI7zIFqOvHGMrtLq9vayKbcCB5OETTizX5nkFp2usUgBL1Wdf4xRklD5DT9ZvYWudaSeXCAW9dxW4Gg0KnSvRZhLkZ0Hf8AvN6HXXy36zYjli7Iw66ccYm36O0NAn1vD0XYOSrrBAgOgAJX94iEGAE5Acu+ce5CPVQCf4wHPamYBVxvnUz\/AJi\/9MYTGrSCDXGjTiI3uRKOT9ZDwCTxRsxaX+gp1em+MqMQUIIlOms3odVfLfrOaFKC5icPGK1r1RF8pgel2Dkq6wQIDoACV\/eNLGmAFwOS4J4uo2zg7bzllia3Q6kush5ODsfD4ceYCnAJNug6YZV5qgqqclxl5LwICMdmsOVJC6S6PGHoJRFP2\/sLWVknOGCTK9scnrPlV75Xv6175Xv7b7L80x\/oL7zhP6BX4DpncfP4w\/gHv8+vrLxkfcmmHzZS+y+4cg7Pm8RcPxVwDQ5x0z2c4eoLld8+2FdfzmIPTOPQK4k6\/gPuYxPOBfGRiMQxHv6AvTK7ZHJ2YKX4Z+IY7O2T012y+gpld8uV7\/EPQfhvzTnAfjDEnzH0jk9I+85ep8sU65V59K9\/eMy9mS8ZJjPmOXKe+ZUyjzgFBmJUxHoEO+Q75Dvk+NPeYnrE2YC46RzTBIp\/RDIOSZ1uP9qv\/8QAKhEBAQACAQIFBAIDAQEAAAAAAREAITFBURAgYXGBMEBQkaHRcPDxscH\/2gAIAQIBAT8Q82uowKU1e+XqVk5ESQ3nVIWAFV7TAVXDESI40FUQUSC9NYjsXSgLL3ySwopRKHa4sBRYMZe174NBBCFAQ5mK20KvpncBA9M1DigTmYSLn0dSYqDQoBVnaYvKawYwXo+uaENgsZX1zXShE3XHyOpQKF7vTBrGFgW5MOwURrq4LaBSiI9pkNQkoiJ8OWIe0LtuDjUTQgzvvO4CB6YSSjd+2Ahd6SIKdnDKhIKDU3e\/1Zq4F9o4ifQl9WYHYdkRTswC7KNVf5cVKQ0ghWPnDHDSj1Qxo6gYJXsHTAxMVZIV+8ULlXPmxhZLmEw5GU2cgl\/m5L0rPVmMkL7OFmIn0JfVmfqivTbGEXVYACc+uSlUUF0JH2cSKCGkiSOzHB5WPkwM1rUUZwxNhycGKA\/WELQgWyh8uQlFB3qXChupCuHIymzkEv8ANwIlgScgcIoI+j3xWSFPZD6VO+zzU74pV+6F8QAAB0DzuusPJefT6LDlh9EwgTU471xU0OgOkjnCJKXv0xYFrI1GXBCiUutXeMBSAgwRjm5ZEhyrtg4oxa7TXGUkr3ebiTmBrt0wZ3Xo1J0f3ipje1gTIznSPO5TLroAadjFScIT0cCwtRyAu\/4zVanK6V65oExbZDiOq0E0jiEFax9MEMOYekn95Ce0BXpGAhoOCzFiUEB6W45gbY7dX84qY3tYEyM50jzuUyBpA1ypYZYd52eJMWHVRTtHMw5Ggod1xabjE98dYdKLui6wigYDi+mXjaNniTP\/AHyx7EAOiZsWIhPSdsKK1PwP+4IC4z11M0hfsWv7w0qKF+J\/WOpEAIcnri1KIr2uc6dT0xd3onQ3CkTOA6dJgJu7h74tWjp7ZXCCIC8awRHaI9sUg8RIC73znrP\/ALYo6H9dXGFCimSB2\/eMzlTGTVBdEcjaWUJxW5vS6npjRFlA6DMV8QgH9qe7gJu7h74tWjp7OIu9cAN6fGLug4PRn9ZZrWiDv0ziQSPfGkwBwEmLEymJRTrjKUKdA69O2MoWw+zP6xgFINry\/wCBpyM2yuR5WGDT76O2Q7YztkO2Q7eV3knH3NPw\/GLwsk8L+EdiZ0Q\/34w48J+Ech1\/EcvXPTwWZOCNX9YgwD4n31W+T4zffN++fHkUPwHH0dj6ZfL7PFw28Lg37FF4cj75XFwuAr0nlcWPHis6Z7Mp2wxZnOSdcA9cnXAn2e++R75vvm+\/mS+TnJ4JgTwA6fan0+U+hT8A84N8iXCHwjDX3NMplMp4zHXGD+Ajtkdsh2wDnyzK\/gPcZvqnxn+7zffE7jJ2MBOUfbwhk7so1LleIBvj\/d\/3wyft0O3g5DtkyY4eRFNZebBWzWDQTj8I4rCjJ0yH+Kv\/xAAtEAEAAgICAQMDAwQDAQEAAAABABEhMUFRYSBxgRCRoVCx8DBAwdFg4fFwkP\/aAAgBAQABPxD+pTdPr4auyn0GWaAFpWKGJd1Exi7Yb1dgf1WahUkPKVm\/Vb0Q1dBa0S\/ogquFpASLN3fOjcWmLthvWwPXqGnX3oN+0Gwez0CTa1KA8rDLIWI2J4gGzArlPBWK9LdxXMuLdOoRiBI8Uv8AovMlwLgtXNGYh\/iFQA2AWrq+\/wC5RFA0lT7xLsyM0a0IajNwVsuoHP1RbhgtHEN65VFLVrHJmKpxCLnCu3xL1jABArY04+jXDUYd53GH7Rz+9A0tgKs6WWYh\/cLRQ2PzKaV3iN9t8SVfcg4mb1R8R2xQWgFLxZTYyy91cVBQFuKmDssE4W0ngxS6YqvUFjAB2rUbEsAn0Q0+GoQoQGkSxghS2c2ZA80fMLsdjFWN8WoSv+kdDe6NlMobcEEt2VjAPzHhy92MslG0\/O\/e\/RqubMiq6XLJBWBUQGIC64mouVl7tKDm+ZYfxAEC1ZfA5viNiq6TDWXF+JifDpdRV5Q3M7zvLJPsbDX+swlRijWNqjA7qAv5RnUqcdv2gMLEsYMfoSWs828Qkh6zEbVyfsi9DkooKtgOWAsaS1HClma73F7xxWptM0dwA8KMtqpx2\/aIhYljP5PrHTkxtQZWaOXiVt8MkVF1dy644NCxo5tCvMLsdjFWN8WoTD+R0N7o2UyuA9OxNtUVw\/MPKshoAyrLzgVxR4n7+8EAa6o6WUWZPvCmUXfpdWGaYWdlEY0HA2Z\/u5q\/mcoZgK1DaUzDQwFUO58pNcytOjcbEDZIUuw81A1HOPkYSD+AxLNkqcz4FhuBYUAsRwiRAiBGUN0eXiGfFVy9WsEJISKFClyHUeUzrrY157l2ytBvyeKIBQllJeTJEKmlkUrra\/sobwXZeCWvhltXjogNPB+yCMh0NFkoeAHxDrHhdUUvyUJ+Z+9n53+f0a\/ju0GoBWob0hlDZg1k2fvADbaL4l\/4hu\/syXEF6N8qzWrmXMgtlKbzAKuxamaLrVgeTiaVENDcDtzGnIhYt0pHslgsStWIuvMEups\/80Y4UCNZLC4AAqmpup62UMOIO3MQcyFi3SkcZJZPorViLrzP5PrEqnPtly10VEJEL7VmBNkNarUvBKvhCW1eOiA08H7IIyHwBZKHgB8TCyq8pXBfkoSrM6G8n7I3otLz5ebgH8rD4L+\/0cT+6XFGhsQ7c+NcztcHdUq4zZbJyXuqtiK1lYsRvLPjUNxlVK\/KqL7ggLcxGHiuzz9KjAM1EAmKPC5Vi\/jDuiHtqU4SXAZ2K94vgRGGimnuZP6AQNahX3H2lKaM5gB5bFblhhwTlV0JeozId7rDQuaxHIJdv3CKr2YhwXsc8xd1PH9HQWrNXUSxO5ck8b0aXJtrEthoF0wLpTlzmKQMijQla8RyVZB2+zr3jlK0O32de8Z++p5L3VWzt0HdUq4yd7JyXuqtj0M4OA+Td+xHAJdv3CMPZmDVxGbwidyyt+EbBYEquEFc9cP3Cr7jK7hojaJZZjvDBM8Z\/iWt9KXV47gEycI1DrMPmBQHRG\/CxsXpPJslf3m\/Etlo4IrJGDgPk5exH2OnJ0Ls\/JCGu\/CqYs+SVRvERIHWYYKAvRFHK4HZqq9okigec8rkeriEYGAXaDzVLM9og1dW1fUuSeJ6NLk21iWw0C6YF0py5zCVAABwEFukgsRwjHNVYVvZf4vzGo7gUHRn2Li18I5sIvIr4foRmqoaHq0U8S0abb13ag+T0JYkebu9cxOTXsfrg7YMIVoL5lhTfpsur+qhtPr9iW\/vFefpYbf7Cy6sv0snYEgXgy4gEgiWJkT0qG2aFXU2NC9viWG3+y0EmpsaF7fH9kZYmgWejtg4gEDbSnDBBtRoscK0wxpYm3iAq2wyS1iWXrw+ZuyKP7XPxL13gAY2Y5JmnOilsmL+3RFE+AD31xfEIk9joO63XmJY9NS7rNM4xKiViIeMvLCvnQ8DnlXmPxEqoDlXiIMrUNWtvb4iVeBq3dZpnGJf30I4KzayqT2M46LofEEQRx3FV3bDbqmmGfAS0HS1Gi4xAzRW1\/ql8d6iql7a+YJulrqDaHJ5Jji4ju92OEagJR0d\/EdPAIAVQWxI4kpqUsPdOIfJbHsd1uohH6RJug7mFwPDWPK1z7x5\/DoHF715RBnqhKraOfib4kDzeWOEZAJR0d\/E\/g+s\/i+kZg6IFjgLYPBZYmk7mGgBXcbdFQ+ytC6hbXoQwwDAoIMlrwzXOeQc1W7rNM9TK5x5ivIPG5dDjKOTJghBNsoA1hI+hQQpjlN1mNFxjBmitr\/VL461FVL218wTNKnUG0OTyQHoqqgDlXiI0pphS9C4YSEK1OAOY7OBQS+qVwO4qoJV2tNuMwov3QbVuh38fQQAFq4CB3lQYl6HSxXixtZiMABlV4lZ+hGXSdvtC5iVTQBysbTn1q2\/CfdgcYXftHZ0KSX01XA7hhRgNiORPH9MAjL1YJVYcr8QakyhUBDFK35n851n4f7iV+WGPiryU8Qhrim90WgRL3havevhr4n4f7YlmwTk0R52o8xwSGl5wBaO5kTg4o7YYOgUxflQGiWIVQ7LCOY7oKGohydwZLodCIpS6YSxBGjkpEqnkjlwgFOvtbrPEIdAD0GvOCpt6l2t2qvbwg05sDYgFpd1fE\/CYNYb1oWsKwRcFZm6sO2a+0BrqqDJgU4s9mZ8ng0Ja5tcUxmNEAPYc0kdLaX5EbOwelWC5N4JzuBZTNpr4eairwqIKbBgc64jK\/431S7GO1KQZKpOwOCl0xl2eDQl82uKYyGqAHsOaSKntP3E\/j+n1mGB\/wBKAbhHCQvlIobQJgxA8jAUAYAOD6xMXNOA6V2VHpLv2sRRnctbg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\" width=\"709px\" alt=\"law of diminishing marginal utility given by\"\/><\/p>\n<p><p>A common example of diminishing returns is choosing to hire more people on a factory floor to alter current manufacturing and production capabilities. Given that the capital on the floor (e.g. manufacturing machines, pre-existing technology, warehouses) is held constant, increasing from one employee to two employees is, theoretically, going to more than double production possibilities and this is called increasing returns. The Marginal Utility gained from the xth unit of consumption is equal to the difference between the total utility gained from x units of consumption and the total utility gained from x\u20131 units of consumption. When Cramer and Bernoulli introduced the notion of diminishing marginal utility, it had been to address a paradox of gambling, rather than the paradox of value. The marginalists of the revolution, however, had been formally concerned with problems in which there was neither risk nor uncertainty. So too with the indifference curve analysis of Slutsky, Hicks, and Allen.<\/p>\n<\/p>\n<p><p>Classical economists, such as Ricardo and Malthus, attribute successive diminishment of output to a decrease in the quality of input. Ricardo contributed to the development of the law, referring to it as the &#8220;intensive margin of cultivation.&#8221;  Ricardo was also the first to demonstrate how additional labor and capital added to a fixed piece of land would successively generate smaller output increases. Not all buyers will want three backpacks, even though they are the best deal. However, anyone who is shopping for backpacks needs at least one, so the first backpack has the highest price. After that, because the marginal utility of each additional backpack decreases, the business must decrease the cost per unit in order to entice shoppers to purchase more units.<\/p>\n<\/p>\n<p><p>Alfred Marshall, a British economist, observed that as you accumulate more of something, your desire for it decreases. Under diminishing returns, output remains positive, but productivity and efficiency decrease. The law of diminishing marginal utility posits that the more of a good or service one consumes, the less of an additional unit of that same good or service one would consume, assuming that the consumption of the good or service is subject to diminishing marginal utility. It is a result of observation and has been tested in various studies and experiments. Such an assumption on diminishing marginal utility, in turn, is based on the empirical evidence that consumers consume a great variety of goods and services and that these goods and services are of various degrees of abundance.<\/p>\n<\/p>\n<p><p>But, if you gave the same increase to a wealthy family, the impact it would have on their life would be minor. Therefore, the rate of return provided by that average increase in income is diminishing. Hence, as we consume more and more units of a good, the intensity of our want for the good decreases. John is extremely hungry and goes to a restaurant that offers a buffet. The amount of satisfaction gained by John from a plate of food is directly proportional to John\u2019s hunger level.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Who is the real father of economics?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Adam Smith was an 18th-century Scottish philosopher; he is considered the father of modern economics. Smith is most famous for his 1776 book, &#8216;The Wealth of Nations.&#8217;<\/p>\n<\/div><\/div>\n<\/div>\n<div style='text-align:center'><iframe width='565' height='311' src='https:\/\/www.youtube.com\/embed\/cuwJud8YCzw' frameborder='0' alt='law of diminishing marginal utility given by' allowfullscreen><\/iframe><\/div>\n","protected":false},"excerpt":{"rendered":"<p>If this consumer has the opportunity to work and to make more money, let&#8217;s say $10, how will the consumer spend this money? If the consumer existed in isolation, would he be indifferent between having only $10 to spend and more time to relax, kick back and reflect on the world without possessing material goods&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[72],"tags":[],"class_list":["post-140227","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/posts\/140227","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/comments?post=140227"}],"version-history":[{"count":1,"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/posts\/140227\/revisions"}],"predecessor-version":[{"id":140228,"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/posts\/140227\/revisions\/140228"}],"wp:attachment":[{"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/media?parent=140227"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/categories?post=140227"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/isomannederland.nl\/index.php\/wp-json\/wp\/v2\/tags?post=140227"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}