Weitere ähnliche Inhalte Ähnlich wie Factory history & the firm hs (20) Mehr von Donna Miller (15) Kürzlich hochgeladen (20) Factory history & the firm hs2. Factory Timeline
Late 1700s
Factories
England
Late 1800s
Steam Power
Power Looms
1946
Computers
1950-60
Deming
Six Sigma
Quality
1970s
Robots in
production
Japan
Cottage
Industry
Early 1900s
Ford & mass
production
1910s
Scientific
Management
Taylorism
Future:
On-demand
3-D printing
4. Starting a business
What: Consider needs, trends, innovation
Where: Market:
o large & general or small & specialized
o Location: materials & labor availability, transportation,
infrastructure
How:
Balance of inputs:
Capital or Labor
Infrastructure
6. Production basics
Short Run Long Run
Factory size fixed
No entry or exit of firms
Firms can somewhat vary
their production including
producing at 0 or hiring
more workers or adding
overtime
Factory size can change
Firms can enter or exit in
response to profits or
losses
7. Firms in the short-run
Fixed inputs: Factory size and technology
Variable Inputs: Labor and Materials
What happens as try to increase output?
8. Law of Diminishing Marginal
Returns
As more & more of a variable input is added to a fixed
input the productivity of the variable input diminishes.
9. What about in the long run?
In the long runANYTHINGAND EVERYTHING can change
Can get a bigger or smaller factory
Can try new technology
What does this mean for the Law of Diminishing Marginal Returns?
Hinweis der Redaktion Start with Modern Times from video on demand
http://www.ted.com/talks/lisa_harouni_a_primer_on_3d_printing.html 14 minutes, http://www.makingthemodernworld.org.uk/learning_modules/history/01.TU.01/?section=10 picture
http://blog.iqsdirectory.com/process-equipment/automation-equipment-lost-jobs-or-efficient-production/ robot
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9PHeoRfCiNI/tPPWu6CNOnTlQSgNROs8hz8J8amuvpUgJygQd0zroJFCw5vFTLRpbxyoBUo6d0SddtPyoMLmY6cgIrzaDqOv8Aemlv2c3ykym3Un+paATy5mR1rofZdfAA5BP3UrQYjxzRr4TFAvs26wCRBIBIBMDyk8+VJd2pwuK7SQudQetWb+xLxQU0lhSiJJjKdt+ep8N65YHwYq9XkfbWhCQSVlJSvplTO5nkdBBoFTA8BLyc7jrbDMx2jh3PRKd1xzjQV6wwjtHuwSpLiiqELbObN0jwPiJHOirvs1vHnF9mysNN5glTkAECcuXQTIA2FA7ywfsHwFZmXEGUqBIO/UHlQXlwfwmiwblagt4iVr2AHNI6AczzqJimJC5QXXlFGHgwlIkLuyOQ5hqf83hQHA+LBiLSG7hzK2yjO+JhdwQTDYge6dMx3iomOYqq5czrhKEiEIAgISNgANqD2McROXEZobZRohtOiEAbDxMUHtHXbpzsbVOY81bAD7xPIVm0snL13sGYSkarWdkjaT49E86sO2t7fDraEKIT8Wn7x1fTkDI16JFALwjhFi1Gd2XngJByykK5BKTp/jVt4VOTaB1SlukkD4QdT4k7gcq4WfEzD6e6ezX91cFKh4KGk/KouIqcZX2jeio7yDMKTvH5g0EfiVAbbORCURBB1JgHX6Us370WtwMxBcDaSeoKwoj6Cm9y4RcNyB3VyDMSk7EUlPtHsH2T7zY588igR8xNAnumARPOjPDByJUrWCoD1oPekcpM+nLpTNg6Qi1Z3lxxSuewAA/OkBlp30HLavVCU0SdNK9VDTx5wui1WlbWjTsjLyQoakDwI1HkaVEyIjSrC9sGIpbatmp763s8T8IBE+RJ+lIRTJnb9b1B3t7neZ8KyHZ0006fOvLUIg1P4UsU3TpSlC0lAlzMZBOaAU6aAjlrQR12L4ALTRcUDOUiQoDUiPEU2YE+1YWn2i9UGs8nJuo6mEhO5MRpy51C4n4+ZwwFpnK9cjTL8Lf9ZHP+UGepFU7jGNvXbpdfWVrPXYeAGyR4CoHPi72xXFyC3bTbs+B/eKHioe75J+dIGckyTrv41qPCtgmoNiTpUz7Vm73xfEDtPX1rnb2ZPQDqasDgvBLENqddKSpKwElzY6fCmddTzB2NaC1g3Dz74/dNKXyzAd0c9VHT86Ybb2Y3JXlzsBQ5FZE+Qy6xVh2+JQBlSSCB3ioR0ECNI08OlRrzFg5mWpATllWoJGh3EDMOdBywj2RMoSFXKi6sx3QShAkidjmVv1Ap9Zw9m2bSlppDaUaJypG+0zuSep11qvHcXfS2lKF9ppmbCyQJ33jNl8FT5VkcYOqDbau8VOo21OitUjUaA898pTpUFkF+Y8q6ZtJ+lcmkST4af6/hXV15KEFazlSkEqPQAak+QmgQ8RxNSXnVnQJfyBQMQkKSkn8aNYOoqSHV/F7snYcgJ8/rVdcVYmDYIcnV5ztdY07Ral6+igPIU7rebu7W3dbOZsBKoBGihAIMnQxmHgYqgrxM67DKWs+VxWRZbkKRm2XmCu7l10gzoKUfaXwE5c2KHoSq6ZTLhSBLgE5iNpJ96jnCfaN27jNw+lThcUG3C6FLKVaImNQeUamlvE8avgXGFOwhxISVxrAkLLZ5BQOUkyRlkgEmgq7hkkdorYaAHod/150YU85cLQwyO8rc8h1J6AUwYpw82hhKLeMwE5dO9Hjvv13rvw1h4t20oVH2h8guE/CnU5J5BKZUqgO4ZbNWTBSuUIa1WTGdxZ1A13UeQ5Cqy4z4xXdOkAwIy6bJH3E/mrmaL8b3btwhSmJ7BrmVEqWTopfOVEAaTokADnVfISKDtaXq2z3VR4cj5inbAuNcwDbolPIEnu8u4f8A2H0pEy0W4Zw5Tz2RIJmJ+e/hQPriuwWHU95peqwOn3vAisY3bhDzbw1bcGRfMagwfVJNQk3zbb79shWdtsxJ38f6oPdJ56GotziIbaWy5qkyWyCO6ocj1FAm4jYKQ6WtylWXz6HfprRrEXQy82gf8ptIPLU6mpt+0VobfQAXG8pKfvAaj5dOh8KWcQfU68txfvLUT8+nltQGDi3Qx4TXqEZZr1NBnEcSevHy8+rMtRAAEgJHIJHID+/Wjdu40YQlSy/mMoy6ZYlKgrnJ0ipnB/Bdw7LvYrgaJK8rYPiMxk+gjxohxJgdxYtG67BtwoMEhZORJ+IhKRImPi0mgmYZw13e0dhIAklRhKRzJJpe4r9pSG0FjD9FHuruAIJA0yo59e8fTrSvivG9zcJUh0oUlWgGWAgc8iZiSPiIKuhFLqken41BoqSZO59daxW5TUi2tAdVGAOm58P9ag529qpeiRtudgPOpnYJEJb76yfejQeQP410aClkNtJiduQ+f50cwzCwVpZantJ7zmukxtz/AKRGpJJ2gUbIwYMjLAee1KsplDYjYkHvr8OUc5imHAsFLNsrP3FqVIKgFEJEyeo3j0o01wuq2QXksqyo0BKhz1KiRqJ5k9aJcBX6X7x9p0JUW20qbB12VCoHMajeaoX2YaGWZSuMwUoQSRuE8vrTDjGELs20uuEZRKVBMmNDGpGs6/o0L464Cul3iPsTZLapXMhKGyT3klROgkSB4mrFxfDUXNsph/QOJAUUmCDoZSTzChINQJvs7Q1eh5TuV1DZSE7g97MYJEE6Ab0i41cfZMa7Jwfu0PtqTG5Scqkj10E1bGBYDaYahSbYL78FRKirNEwdYSN+VTFXrMhxTbQUoaLX2cqA00MEkDbeqI9hjTyrp5ktoSGwg7qKjmB8uYI0HKmBRBBChuNQdQeopQZx5Cr5sBaCVgpygknmZ1A07p+dMt7cqS2soTmWEkhMxmjlPWlFKe1Z/LfuW4BCDkcSExoSiICdhrO3hVgYpwFZ2+HZnWgFtNhSiFEa6SDBgwCRNErTHWnwlTtsIICkqcQmSORGdIMTzqdiBZvGXGXSvs3BCt06TPvDTlU9CPwMGLh4ptkJT2YJSRqDAy5uoAnnuSOlOTmEJcZFvcRmTqCkjMCdcw05meWtc+D+DrfD+1+zlS+1IkrKSQE7JkAaSSaVONGsR/aTblu0pTJKEJPvInaVRqjxJpBi84VWH+yCkuE6ohQSYH3gdvnWmL2abRhRfQe2dzNgEyAkgEkHbpqKeMbbZtbdVy4El1pP8SIJUSBHLSToKHDiW3uUIQQl7tB/DKc0aEnTcQOdUU7oNM2g1mgN/hBKpaBUFECANidhHiasXiJWGMupzM3EGe6hZDZHUSCrTXQGn7AMGYUyhxNshgJOdJCkkxrlK1KBCjGvvQDvqIpRS3FnDTFja27a1KOIOHtHAD3W2yO6gj7x0I9Z0ij+CWycLwtV04P+Jue6yknUSNFeglXyrD3DrN7iT1yhZTboAccU+QolQ98mDokxprA5chS3xFjZvbgqTPYNDI0DyRO5HVR1+XSpAJs3Migo6mZM7nqPWmF67SQITPoPw8qBtoGaeSdTT5wVwmX20vuyGz7qAYWvXeT7iP5tzy61Qv2eE3D6ylpKioa6cvEnZI8yKNW/sy7SC68hvqlA7Q+ciEjyk0wYxxExZJ7MwtQ91hoQlJ6qOsnxVKjS0/xRf3EpZCWUnklOseKiCfwoNP8A4bNjRVwskdEoA/GvVlPCF+53lLXJ8T+ahXqBs9sXEt1aNshlZbQ9nStQ0XIiAFbpEE7QdN6V1e2xSrBTLjIXcKSWysxkUkiCopBkrjlsTr4UscYcb3GIEC5KYRJSlCcoBO/ieW5pXUmsjJTzFdjbqACiCEnnGh9aI4Hw+p9K1BaG22klS3Fk5UxskxqSowABuTUayZcdIbRJBMxOkxuR5UHC3QT6+pNSG2VkiUqCZCdiBP3fOm7DcIVawr4idSEzlHLU6+tMeGYW48tLTMGBpzJO+aCYTG+ZXhVwD28OC3E20kKEJQBqJPLJz6SDJ8alYhw1+zwHLrKlRBhYJOYxOXwOwjppsZodjlwvD3UKEtutrzEEEqUQZBJMyD12g6Vcrot8Qsgq4ahh1CXClyUFHPUmCkgzqOVAN4Cx5u+w5MiQkFhaTroNBPmgj60CseHsPwVwvLeW4+rMEAkkhB+EITvppmUflXsc4ybZQG7NKWbZHdzpSEzHJsdP5z/rSEu5W8rKwlTq1GSuCpRk6Zlb1cVYl9xfcuWq7phLbNuhzIoqOZ06hJIEZE6kCDJ1NJ54ju31QwlSlTuoZj8yIHpRjCfZIpQSq6uFNonMptJ5jZRJOVJ31gkUcxHj/CsPBQ2QtQ+FgZz01XOXl1NOALa4Dibmq4E7ZiBHjFSTwhibpbbddaDDQITKpIBEEQEgqOgAJO1LWL+3t9RP2a3bbHVwlavkMoH1pbuPaxiS/wDzJRP3EIT+CamosV/2ZvMkXDb+ZxqVBISRmgTlmdzqPWm/h3GftDKVK0Vz/XKvnx/jm+X714/ry7RQ/CKfPZDxgFKNs8f3h7za1H3uqD1PQ0DVjGAXjt0o5kuNJ/hJKggpCoJmB3jIiT4VAaZvbZRJbWEz1Ch9KLe0e9u7e2F3ZLgsn96gpSoKQY72onunodielJ+De3xYgXVslY5qaUUn5KkfUVdBDHONXFdmygpZedUE9or4ASBm6g6/iaIYVxO/ZXyrO4fF2jKFBzRKkkjQaTPkeoM60vcWY9ZYmpr7KjK8onMpxJQoQICSQcpEEmZ5UbtfZcu2bCm1JdWdSk6Rp8J+I+OlA2Y9hTWJ2xY7VSAe8IiQRtKT7w8B8658C8FN4a0qSlbypzuwQAkHRKQdgBqep8hSei+XbK76VCOR0/1BrpiPtQWppxDTRclJBcUJyg90khIOZPKVR60sWF7HVC/vbhxC0hptWYCR3UgAZwnoQJgblUb17Fccv+yRYlpTLZAyIylKltx3QozCgNyYHjtTR7H+DENpcunCHCpUNEjaIKlEHTNmgafd0rl7aMfQpTVsDJTmUuN9Rlyzy0JkeNEVdimKZUKt2lAhUdqtJJCsuoQOqAdSfiIHIaiWnI0G5rq9hy07JUUFUJMGCd4nYmOVEFcL3CGw6Ak6SEJOZYHkAQPKagOez/hAXz57Sfs7UKdUPjVyaH5+HmKbOOOLCwo2tkEpX8a0/BpASI5xz5CiJjCMKSAB2gAn+Z1Y1J8E/gmlbg3CkqDt1cE5Ey4tR+I7gfPX1qiJhPDQZR9pvFFts7c1rJ6Amm3B7S8u0j7Gyi1Y5POiVKHVI1+g5b1ng7h9WIum9vBLKFQy0fdMH/tH1NWWt3p5QOXTyqWqTE+zNatXcQuVK55ISn0kmsU6Fdeqeo+TF5SsFUhBVqRqQOfQExUm7RZwooU/PwjKmPAKJVyHQa1Jx/ASwUoUtKnFQQhHeJSpCVJUY2nNGWJ0PhXbD+HQlLbrwMKlQRrAA2k+PSi1DtEOKY7NXcZzZzBIK1bAnqEjbpJ50Uw67CSEtJSPLmR1MT6eNcw2p1YnMEzEiAPwjlRW5WLVuEz2iuciZ9BtWkHEXCgkFYkwZABMcyf0DUXhTjZNlegqI7BwZF6EqAJkEDfuq1jmJ8KJ+yjilpLymnjDjoAQtRO/NvU93NpB5xHSn1/gWyTcpvVMpS4iSY0QVcllGxWOUc9+VTROxfDbZ3s3bhtC+xOZtShME7R1nfKZ1ikjinittbiA9mLKVhSmQYzgfe1GZXOJgR61jjTiyAVE6iciTy8T1V+FCuAeA3LtX2u9lLEylB07T+Y/dQOvPWrwZwvhYYw+46gLYsAvuJ5q0GYJ1IEmSdTEwPCxLCxatk9hZNJJTorklJ/nXqSr+USfKhd7j6nv3VkEt26O6XYIBjZDYTBA/mETOhG5xb4ncsRGRbadOzDYb8wkjY9JBnmRvTF8SOLW/s9lcXLkPOtNkoCh+6SokJSQ3qkwSDKsx03r5odUVKKlGSTJJ68zX1deWjV9aLbmW32ymeYkaGOqVcuqa+XMVw1du84y6IcbUUKHiOfkdx4GsiGRWoTXadKwBUHo0rpbvKQoLSYUkykjeRtWgHWtiiqY+ifZ7xU3iVqUOwV5Ch5HUEEE+Sh8jNVy77DLwPqQFshkK7rilbpnTugTMbjQTzpO4ex96yeQ8wqFJ3HJSeaVDof7GrgwX20M3CkocZcbWdyAFpHVWkEAc9KIDjhV3BuzWlKHwp1ttTgAypS4sZ8yTOXMMqATPPrVq/srs/8A6c5AP+We82f8My3/AICPI0phQv71KEj+CAbgjUaKzNM+JKx2k/dgc6bcQuSgBLcZ1aCdYA3UddekcyatEK9tWrj90+js3SO749Sheyx4b9RVfO4ZeYSH2UJS5b3I7PtoKoEEJBEjKoAkQe6dDT1cYOXUZVvPEnWcw0PI5Yy6eAEdRWtria2j9mv8q0rEIeIhLg6K6K2/XeooBwXi6bZKWTCQdRKpSeknkdBrtNGsR4Cs755u5WFae+kQA5zAXzBB3I3HzoRxFwqbY50SpgnnqpvwnmnoaK8N4kpGVBIKTpBO/l0p3iJPH91b22GqbKEAEBLSAAAFclADbLqZqjm8SUhUoVBHTznf1q6eNeBP2n2KkO9nlPfkEgp2MDksbRtr4VwxP2aYfb2LsggpRm7dRJUCnURy1OmUDWaQIGP8SnEGrRs++me103VoAr1TJ8zUvHQRa29s2ILy+8Ofdj11UaXMDdSh5BXAGaAOk6SfI0zuu/8AzS2SrZJb9JeTNUWnh9ilhltpGiW0hI9Nz6nWt9NKxnrKUVB0DJO1YrdlUoSRzE1moPkRFwQ4FjcKza9QZqz2XU3bYU2oH4SgQQhQ+HaI6HSRVastwVARKjkgpBnruIH40Swx5TNq66hRS4XkIBk6pyrJBE+IpKpodvksAgttqIO4lOviBv8ASjHs+wNrFFOrulAhtKQhpCspBV/zNJ221nVWu1AMH4Jvr5LTjKAWnAqXFqASmFFKgeYOnugbbVZmG8FN4a0Ps6VuXK4QXtJBJGwOiW5gEbkc6qBdp7EWk3bbnbKctgcym1jvkj3U5k6FM7nQ8udOWMYw0iS8rK0kawCfCdNfAetScSvS22Ez3iO8QI2HeIHKTVbXbDmJ3abZBIb3cV91I381fmas+j3C3Cn7TuDdPgm1So5QdC5B0THwpA1Pyptxe8Vdq7Bk5LVByuKTp2hH/LTyyDmfyiZ2KM9m0i0tv3aAAkkfAiJInmojfnr41ESyGkpQkQBsN/8Afz5mipTdsEJSlIASkd0DQD9R51zuF5geZitXLuBlJ12qGm7hW9ETOF7zI4phWgUStHnutI8/f/z0me3fhKQ3ftp1ENvRz/6az/2E/wBNMV4FSFoMKSQpJ8RqPTr4TTWWm721KXE/u30FK08xIhQ80q59QKzSPk7LW+SiHEeBLsrp23c1U2qJ5KTulQ8FDWoQFRp4JrwFeUPy3rMf700azThw1bfZrG4vD77n/CsDc51x2ivRE+tKKRVj+xrhP7Tddu4JZtiFQdlOfCPT3vRNUWtwJw19hskJX/GWO0eUTJzEbEn7ohPoa72yM6i6Z73uzyR8I9fe8yamYu7mytD4/ePRA3/zGE+prKE6VYy1SK1vrNDqC24JSfnPIg8iOtdAPCsKFMAnC7osq+y3HfbUIaWdiNsivoI5GORTEG4wL7FcoeSA4yTGRRMjMORgjunaRsTzFHb6xS8goXtyI3SeSh+vCueD3JdaUxcarSCnN94JMTP3k6HyUk8zQSLC9hUHSd4OgP608qUva1h96+GWrZKnG1qhSUjYgSM3LKd5OmnlR1i3KFqSr3k89pHJXrzoxYXkjLOqfw6/l8qUUxeeym6Zt1vuZCUiShBKlRzO2XQa6E9aFYtdOAMXJ0KYSqOoOZBPmQKsD2pcdKbbctGQUurGVStjlI1CR/MDE+NIeC4Ld3NspnsXIUNFFJSJGxlUU0XNbXqXUIcR7riQseRE1LbX+udInAmG31u12FyhISky2Q4lRTJ1RAJ0nUeZpwYfI3j0qjc9s2T2QQtCjMLUUlJO8ETIJ1jlrWa6puk8zFeoPlG8RlcWk6Qoj66Gu2HJU6ptgQkLcGvQqhM+go7i/DalkuIBUR7w5kdR1IHLnFBWbYPXIQx3AtUDNpl13PMJG+u1ZV9RYbYN2jCGW4S00mASYEc1E9SZJrpZ4o08guNLStAJTmSZEj3hOxjwpZxD2XW77aEOv3aylIGYvlSZA3CVSImp79u1Y2bVuj3UpygncxKlLMcydfWiFriziFSUrUM3fOVOmw2pi4HwA2trmX/GehSuoHwI/M+JPSlKwuv2nibTakDsbVJUoAe9BEZjPNQAyjaVdas164SJUopSEmCVEAA+Z0FWgffWxCQfGVHqTGv5fKhNw5vOwGn+9MtvcIdTKFJWnqkhQ8tJqI/g6TOXSeXL/wDmmhVuHM22hFYQMyYO9Tr7CCk7R0qItuE6jbnzFUYtnDISdf8AejGAull0tq0bdMo6BYEkf4k6+aD1oXZsgiVb8oMfPTSiz1vmby5oUIIPNJBlKh5GDShR9t/CnasovG0ytnuORuWye6o/0q08leFUqQa+sLV1NwyQ4kELBQ4jkDstP9vAivnDiTg521vnLZLa3IMoypUSpB1SrSTtofEGsNF4orcDTyphRwFfkT9juI/9NQoXiGEPMGH2nGj/ADoUj/uAmgi2zBWtKEDMpRCUgbkkwB89K+pOE+Hk2Fk2wIlIzOK6rOq1eXLyAqqPYjwqHrhV2sShjRE83CN/8KdfMirax699xkbue94IHvf5tE/OqiPaOlZU6fj90Hkge79O95qNTUDnXNpINbrVVRmttq18f141z7RS/wCHr1UfdH/7Hy+YoPOPganQDc1pbWCi2Ve64pwuon4dAEg+aRBH8x6VLYw9KTKu+v7x5eQ1A/GoOJ8aWVsvI/cNoX90mSPOPd9alG9832jaXUaKRqRzj4knxB+oqPakyVI1CTBPQ6Ep8dD6GKm4fftrVmaWlxt0FSVIUCMwgLGnUQqPBVRHMLLS1qbJCVGVIGxOkL8DAA0Osa0Et3A2HXQ+psKcygZtJgajXfnQXj/EE2zA7AoS+VDKjfMOcgHYbyaPWMqbUgHKYIBG4mYPoaqV7A7911ZNu84oEgqUN400KiARUEYY/fLVqpuf6aw3iF2g91SOegBHj1051Dvr1xhZadbyLTukxOuo28Ky1jZnUCtAn/4wu06Fsk/yqgfUGvVAdx0EyUj8a9VHfDxK1ZpSNdTI5+OlR8csC4QpCQVZdko7xHUwNdetROKL25Df7hZBSe9lABKR0MfMDfxqd7LPaKyz2yb55wLcKcripUgJAOhI1SZM7RUq4Keyi9vftPYrU4LdCFKKHEnTkkJKhKe8dgY0NHOOsXEu6xkGUGJ13PrTXaYq2632jTiXG9e8kyNOU9aqzjuxcCCTMrVp45unltViGL2ZNptcPuL53TtCpZJj+G0CAPVWaqZ4i4rfvlS8s5RJSgHugmSTHNRJJJMmrd9qlx9iwVm1RoV9mz6JTmc+ZH1qi8tY1U7BsbetXA5buqaV1SYHkRsobaEVbvCvtyQqEX6Mh/6zYlP+JG6fNMjwqlQK6xTTH1lZ3bT7YW0tDratlJIUP9D561wusIB1Tv0O3lXzTgPEdxZudpbuqQecGUn+pJ0UPOrj4T9tDD+Vu8AYc2ziS2o+PNHrI8aaYLu4XC9ik9P7GsXNzlEg6jTqT4AfnTU4lLiARCknUEGQQeYI/KgS8GR2mYrKgNYP0GnLTpWpUQ8DvVoC3FAJC4hBOpImF+EpgRzyijH7SUBJgEfP+9ICri5euyw22mS4VIWDENgAQegB1J5+tWPhvD6UJBcJcXG6tvQf3k1dgU3eI3xcklBLRAAhQlCp1JnVQIj1prbfS4jKoBaFfCoBQ8iDpU5dmgiMiSP6R/ah73D6R3mT2SugkpPmmdPSmwdrKyat2w2wlDSJJCEiEydSfnSQ1xan7c8m4BQSrIlR2SlOgB6TqZ8anYhe3KHUIKVkSQoogqGndIzQMpO5rfiHhcXgCk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http://abc.go.com/shows/shark-tank/about-the-show
http://commons.wikimedia.org/wiki/File:Penny_Marshall_Cindy_Williams_Laverne_and_Shirley_1976.JPG
http://www.focusconsultgroup.com/images/Lucy%20Chocolate%20Factory.jpg
http://www.amosweb.com/cgi-bin/awb_nav.pl?s=wpd&c=dsp&k=marginal%20cost%20and%20marginal%20product