A.El intervencionismo político y económico de los EE.UU.Terminada la guerra ,los EE.UU iniciaron una política intervencionista en Europa en una doble dirección: político-militar y económica.
Por la primera los EE.UU. se convertían en los garantes del mundo capitalista. El programa de ayuda económica a Europa se denominó Plan Marshall. Mediante este plan se distribuyeron en Europa occidental 16.500 millones de dólares en entregas de alimentos, materias primas y productos industriales y 6.500 millones de dólares en préstamos a bajo interés.
También se abrió la puerta a la implantación en Europa de numerosas Compañías multinacionales de EE.UU. y se fomentó el comercio entre ambos continentes.Se permitió el comercio americano con las colonias que mantenían los países europeos en África y Asia.
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sV9HOl/9XaPtcfDWPfXODxm/NyHJyoCgyoc3o0YmBbltSxkEDTas2J5gYG4ylujIvi0ejbV1Sz0Y7M9o3N9/ZXRyUuDF0al9zpFrnhvnWfu3J/iVfxqQw/OWHbtZ7f2109pTMo99Um2TlE7wJ9ca16pvDxexRnZ0zD4pLgzIyuPFSCPeKy1y+0xVsyEo30lMH2xv6jIqxcJ5wZYXEaj9YBqPtqO7zX3Des86Eo6rUmpplupXlHBAIMg6gjvHlXqqCYpSlAHLqwDW75Ko97kifch+8az1gGl0/WQR+yzT/GtdYykL/xDGjJ6MGbZcjo3HXh4tyCQpBC7xOavOE4jiwYa27ZnGUm0ywDcUNIk9GoSSJO9THFcU1qyzooZhEAzrJAO3kf/AFUS3MdzLpa62XNBW4BHR2mB272dlj6vrNVvTubI3mtIo+4biWLLWgbcBj6Qmy65exKjrGIl4cwDHvY3F4v8oIRSEBgejYqQxsjOxzQxAN0xpGXzrYucYuC3YYIB0vazLchdBAhQWBOsTpp31pnmPEQxFgSpbQi581XYp2RLdUCRI64pNrkcU27qKPN3iWMVruW2zAOuWbTmVGdTkAMDso2/zjqJ0yHGYtRorNqwJNpmgdLciEDDN1Qmo7m74rzc5jvKzL0SsVDyALmpXpoYaQF9Eu+pziK9YvmC8junRKxVA05XAJ6mg8dGPhqu+8K65HlltlR6biWMLuotwAyhWNpoiWzHtQdAvf3+wfBxHGyoNsd5Y9G/0UOXQnLqzCToctbOJ4xcUYfLbnpQCxIYZZyabSD1idfo+0ebPGbxsXLjWhmVLbqq5tekUGDImV748Kl/JFJ2vlXvQ12xuNBJK5iLZIAtsFLEWTrqTK5ro31yEbmrLyzjbiXLDvoxYI8BlEXDkiG1GpRoPetRPBcbcuZzcEfo8oAMarrBIk6+O1TXDrBe/aUd9xD7EPSE+5PjSkvlbK5vVRsrnSqUpXOJClKUAKUpQB8JrknOnMt5ity3qCzi2uXNFtbbvIGZdWyAkzMGNYArrGItZkZdswI94iuX2khQCIKjKR4Feqw9hBFaKEU2yLllabVyB/OyNMisQtqW6RVUtc6LUSDCelnNrsa8XOcASqqgDMLbdZ9Bma2CD1fB5BBO0x3VP3cMjAAqDBUj1qQy+4gGtLivEVslZUEFbjMYEhLSZjHiSSoj11raa7ji6bdlDX1NO7zMVligChSQM2rRe6IGQpjUHSD66zX+YwosHLpfAIOcDLmywNAS3a8hpvrWPE8z2k0e205WYj0bRlzkg5XI16M/+TBeYVNxVFvQFg05QUKi9mghsp/Q92kd9K/mS6ffJ9zwvOCkpCyHa2pPSCFLpbaNASSC+X1jWJrNi+YTbuumQtl1JzBYXLZnuObW8NNNq115rt7i2xHzQFBYvLbaxGVZmtj/AI+pfKLZBFy3bfNAMXCVDKJkjMF37vVRm8xumk/B9zD+deoHREE3Da1dR1kjPuNYLD167V5vc1kBZt5c9t7inpAeyrkCMu5yd8DzOtbd7j6C41sW3YqyrICwXYoAAWYCfSDfzr6/HLYWy2Rm6YdUBQSF6oM67DONvOjXkWVafJ9/5NYc1S7ItvMQxUekUbdIDm0OQ+iJAMyCDXm5zcBmi3IVEfW4oPWFsxEToLm4mcpEaipbhuI6WylwgAuqsQPEj+te8TetoJchQYWSPWQNB5H3U3e17kLwzWyfcsfInHM2W2excTpLes5TAZlG2hBkadzeMC61zzlWLmKtFCGVc7kgyICFO7zdfjXQ6w1klLQIilKVUSOXVjv25AI7QMr69oPkQSPbPdWSvhMV1jKYbuNRAC5yT3Nodp9uhBkaQZ2rPNVbGYq5im2ZmK5LaqCSEA6qgDXvk+ZJq7cQ4Lfsk5kLLr10BYe0DrJ7dPM1z8LjliJSVrJOyfJuxWDeHjG71au1waQqu2+bpynowM1wWhN0SJjrOApygd87SN5qwqwIkEEeI1/Cvtb3d7MywlFeJXKzb5qIAJtKXNoXHKuFmOkhRIkxlIO+WTWxc5mZLnRsgnOymH8Co6nV68ZpO0DWp6KVGz5JupTf+P3Nfh+Ja5aR2UKXUNAbNAYAjWB3HwrYpWXB4S5eMWkL+Y0Uetj1fYCT5VJtJalW70MLN3mrfypwQoDeuCHYQqndUkHXwLQDHcABvNe+DcqLbIe6RccagCci+oHtH6x9gFWCsdWtm0WxZGNtWKUpWYsFKUoAUpSgBVX5l5cJY3rQknV0G5+sviY3HfAjXRrRSpRk4u6E1c5aD/l7RuD4HyrFfwaOVLCSkx+0pVgfEEHY+VdD4py7ZvnMQVf6aaH9rub9oGq5i+UL6dgrdHryN7jKn7wrZGvGW5Vla2KjxXCYZLRNy2oWMgyoMwzGIWACupOxG5rXHFMOWVUsyc1oR0SrkF3VDqPB2MDxbbWpziHC2y5b1lwuh6yNEjUHMsgRvM1Hrw/DZpC282hmderGWdZ0yiJ2irN/DYnGStaVyPbimCVRNoKrqXANlYZVDNMd+imNPxpe4phQcxtlSrBiBbhzcUuBmAGsQx1PsmpK5wbDtE21OVcg30WCI07oZvea83eDWC7OwBzRodACCxzDY5jmMmadpeRPPT8zWbi2GD5jbOYsRn6H6DquYtE5Q5USe+Kk2wdshQUQhOyCqnKR9HTT2VrvgMO5UFEYqxZQAGIYnMSAJOp1qYw/Cb9zs2X9bDIP/sg+4GjMl4miqTTtluaaIFAAAAGgAEADyjatDjdlnQBFZyGDEKpYhQrgsQoJAkjXzq6YLkpzreuBR3rb1P3mH4L7asmA4basrltqFHf4sfFidWPmay4ipGpTlTXdWLKLdOanw7nGOBccuYS90ieIFxNs6jdW8G3gnUHyJB7Xg8Ut22txDKuoZT5ESKg+beU0xVssoC31HUfbNHzH8QdvLfyPn5Pbpbh9qfmm4mvdkuusHwiIjuiuPhaU6EnTbvHdflHSxdaniIqqlaWz/DLJSlK3nOOXVq8VaLF07Rbf+E1tVqcWScPdHjbce9SK6k/CzPDxIvHIfBUs4RHj0l5Q7nv11VPUoMR4ye+rJUNyzxJGw2HGYZ2QjL3lrcC4B6mqZrkwUYxSht2NdSUpTbnv3NDGcBw90y9pSfpDqt95YPxqNuck2Seq91fIMrfxqx+NbGO5rw9skBjcYaEWxMHzbRR6pmoXE853m7CJbH1iXPuGUD3mtEI1H4SpuPc2vzGH69/uW/8AKsqckWvnXbp9XRqPgk/Gq/d47iW3vMPJQi/gs/Gtd8XdO926f+rc/k0Vd06r7kM0eC7YflbCpr0Yc+Lkv/GSBUooA0Glcy6Rvp3P+7c/1VkXG3Rteuj/AKrn8WNReHk+486Ol0rn1nmLFL/elvJ0Q/whT8aksLztcH6S0GHijQfuvp+9VboTQ1NFvpUbw/mKxeICvDH5jDK3sB7XsmpKqmrbkxSlKQClKUAKUrHfvqilnIVRqSTAA85oAyUqrcQ513FhM313kD2L2j7cvtqg2PlDxF91F26IuBSFsvl6PO6IFuxB+eD2jsatVKT30Gk5Xt2Ox3r6qJZgo8SQB7zUbiON4L592yxH1lY/Ca5La5ltOy+jZmcjKcoYgFbbZmJYkwbg1Hn6z7wfNIZFJtsGyZ3AZMqgW0uEyXiIcefjVioruwcJrsdHfH8Mns2T5ixm+Koa+2eK8NU9Vba+f5Oy+89GIrnmD5mS46KEcZ80FsoEoXBG+p6hMDXUecYn5qVOkzoZRnAgr1gtwppLTOg092lS6MORZal7WOr2eYsGNFvWl/aC/jFb+Hxtt+w6v9lg34GuOfnUn0LmphdUGY5raQJfTW4upgb14PMNo3MnRFn6kfozq5QATmgEZx30nQj2YZZ8HbaVxrB88OmiNekIzwpDDq/NCuzAGO7+lWLD/KLdbC58qsbgK22BAIYyAWALKYgkwRttNUThki5N6LVk1CTajbVuyLlxDjlq1Ya9mDKpZRB7TqSuQeeZSPYfCtDkQk4JSd2uX3MbS1+4xI8pJrnFlLj5LSlnM5bakzBYkmO4SSST4TOgrrXBuHixYt2pnIoBPid2PtJJ9tcvCYp4mblFWilb1f8Aw6GMwiwkFGTvJu/ol/s3aUpXROYcurxdthlKnYgg+0RXuvhMV1jKR3COJth7tq42aLTEug+sOjuET35fwFTHGOZL168ttuqjq7ZFJgZDbENpNyc/fA0276icUrXblpisAgZoGgW2FNsN9Y959Y2UR54liMPnVbyhm0Kk2ywXMwQEmCFlgB7q5OBwcsOpRm7q/wAvodXF4mGJlGUVrb5rc66/k8WuYbRt3WAaLMBgAvfoMsNB94r5+ciaxbukghSIWQ7XGthO3vmRvLTesXTYRrF1guS2cvSRbKEzlZNMoJnMI8c1eRxPBFCMgyFRI6E5SAOkVezBMPIXxJrpXfJkyR/a/dj7+dVssmVXKtu0AQSqMqgTJPXWe7Xc1nfmO2M3VchAxYgCBBcAdqSSbZj2TFYrt7BgFntqsDIc1mCAELZSCsgZUOnkPKte5xLBKmYWgcqNAFmOrFwlJKws5bmnr8aLvlDyRe0WbOK5jCAyjyCJUgZgIdnJho0S2x0OulbOG40jlgA4ChmkgQwRirFYJO47wK072Kwarla0AocIQbPVDju2iRmPvPnWzf4hh7VxkIhgstFs9l211Agyxk+Zp3fJFwTVlFnixzLaZZy3FnKRmUCQzqgI11EsPj4V4bmm0ACUugFA+qroCjuoMNuyoxHxitdsVhRcK9AgS0e2UACtNzMFAQ7dC2sjavuNxuDy+kTL6PICbTK4VhcXKAVlRlRtv/azPkn0438LNg8x2iQhS5PWzAqvUyzq/WgbbyR4xVk5W52YoG61y1JWGjOuUwcpk5h5EnyI2qrnF4QOqLZBIc2xFqAJYq5BIggNMx41u8GxNh0PQABQ2sLlEkAztrIjWk4qejISSirpNHWsJi0uIHQ5lOx/z8DOkd1ZqofLfFDZvBSepdIVh4OdFb2mFPrHhV8rDUhkdgi7oUpSoDFUTmfiDXMQyHsWiAB4tlVix8+tA8IPjV7qqcz8vuXN60M0wbijeQAMyjv0Akb6aTtVtFpS1IyvbQrNQmLxWEW6ytaDOAM0WQ0lykA6akllP9amlYHb/wA8q134baLlyiljEnxykET6io9wroPXYrg0nrci8XjrSpaZLCNnZsoZIKlAZ0S25BGSNB3DWKyrj8OkKLUEl0ypbGrZ1tuBoJBYqO6QNdq3r3C7LqFZAVUkga6FpkiPGT76hsLxDBiLpti0xAcEqxaOs4YhQY7GafbUHdF0cslon72MqcXwi9ZbRBWYK2IOWLhLLoDli3c1HgazDGYVjeHRqcg6S76NTmAzGfrHQnXX31q4leH5iGVQVcs6i2/WbJcHWAWSIFw6aaH27KYnCq7lIVmzK7gMBs7kgkZTGViY75mhP0G4rspHv8twxtZlQOmc2gFtBszaEhQBqOrPh1fKsFzimGRs3RRlzdbogDNs216unzSy7kRHlp5w2IwXQLZHpLaLMFLhiGIzNC6HNPh391SNnBYe5bUqisjAldCNHKkxsRJVfdT1e1hO0fEmaKcQwrOqm0sucino12KI0MSNNLmwnSfOpW5g1NvIAFEaQAMp3BAHgdaxLwewMsW1GUgrpsQFAI9QVfcK3Joy3TUiqU1dOFzX4FiHw5F4iHXNmB1BQMZUeAKqCDvME+FdZFULgXAWxBDMIsiCSf7z6q+KnvbaNBPdfawShTppQpqyRa6k6knObu2KUpVYHLqwY79E/wBlv4TVy/MGx+sv/wDd/pT8wbH6y/8A93+lb+vAp6bKpWC9gbbmWUE9Uaz81s6+5takeJ8HOFcW9SkejY6kqO4/WXQeYg+MatWpqSuiOsWReIwuFsWSrqqW3IkdYyQJG0nQJI8MvdWu1/AkAEoQ2Y6lzMJkJM6zlWNfDTWpTGYFLoAcEgTsSO0jIdvqu1R+K4ZhVaXYKzB97mWVYHNoTtqT5Umn5F0JJ7t3MPR4AnZSQuo9Keqwy6jvJD9+sMDXy5isDohysGXMTLkBQhjMSZkrdIA1PW9VZr2HwlxmU3QTciVF7RsmUTlzQSOjAmPmx41qPhcAiBulGXKQsXieyEWVAbtDKgka6Co/QsjZ75jaxa4I21Z8pRmZlaX1aOsZBnZNZ+jrtX3GPg3uHpIZ/wBHr0k9aeyBprlbrD6O9eMXhcKUVDeVUtFs3pdT0gdSHbNOpZp8dRX2xhMGl03A4VyWaDdGuTpFYgTsAX9XlGj+gtLXvLv7+m56RMELTMAvRqQGnP2jmgENqSemb1568PbwISTlAHfNwEQM285pi7+/HlX3DYLBraNtLi5LrR+lBzMMoIBnU9kEd86716wvBsM4m2xZYydW6WHYRDsSJyKo9Xros/IV0r3cjct4Cy+VwoOpdT1hqzZydwdW1rNhMElpcqLlG8SSB6pJgeQ0r1hMKttFRdFUBRJJ0Hmay1NIolJvS+h8YEwB2iyhY3zZhljzmK6kKpHK/CDdui4w9HbMj6zjYDyU6nzAHcauty4FBJIAG5JgD11ixEk5WRZBWR6pUFi+cLC9jNdP1B1fvMQp9hNRN/nS8exbtoPrFnPuGUfE1WqU3shuSRc6Vz+5zHim/vcv2UQe7MGPxrXbiuIO9+794D+ECrP08xZ0XXiXL9i8czLD/TU5W9pHa/aBqCxXJVwfo7isPBxlP3lkfu1Df8Sv/r7v3zWRON4kbX39oQ/ihmpxpVI7Mi5RZku8vYpd7RbzRkb8SD8KhX5VUCDh7o6nR9i6eoVZIkT81iPHWrBZ5rxS7sj/AGkg+9GA+FSOG53/AFlkjztsG94bKfdNSbqrdXHFpbOxRjy/YRmY22UvmnN0qzmDq2jeVx9vGtfFYbC2+0rEOW0BciSrBjBaBIdpjea65gON2L2iOC30TKt91oPtiq38pfDbt21Z6K29zK7FsgLEAoQDA13rNWxM4QbjHVGmhHqVFGcnZ+ZTsFwexeRltW7l1YVGgXmIysXVSd11M/0qbwHLV9UVLdh1VRC52UQP2mzfCqvwTjFzB4gXACMpy3EMgsvzlYHYjcTsY867dYvB1DKZVgGB8QRIPuqjC/EHXjeyTWjLsZhHQklmbi9UU7DcmX27bpbHlLn/AAgfGpnA8pWLcFgbrDWXgj2KAF9sT51N0q+VSUt2YlFIUpSqyQpSlAClKUAa+OwCXkKOJB94PcQe4jxql8U5au2ZKg3U8VHWH2lG/rX3Cr5SpwqOGxFxTOWq4OoM1o4vg6XLouEsGC5RGU6daD1lMEZjqK6hj+AWLxl0Gb6Syre9YJ9tQmJ5IP8Ad3vZcUH4oV/A1qVeL8RFRlHVHPbPKltSBmc21UKqSO5rjamJIHSad/jNZbfLNsKwzOSylCSVmD0fgsSBaQbeO9W29ypil2VH+y8fB1H41qtwTEj+4uew2z+D1NSp8jdSpyVu5yyhuNc6S7mY5pldD1tpU6Q7CPPyFL3K9piZZ9c0iVgluk17O46V49kzViHCcR+ou+4fzaD7Ca9pwLFHaw/tNsfi9O9PlC6lTkrp4BZZw4JJVyxAKEAkW9CCpj9Gvgd62eGcMWwhRSxBJbrEaTGihQABpsB3moTieCeziLiuMlwOx0OsMc4gjfRhV65M5dXEYZbt267SzjKMojK7KAWAzHQT3HWufQ+I06lWVPK01f8AuxuxGEqU6UZ5rp2/q5FzqBuTsACSfUBqfZU/wnlN3Ia96NPoT129ZHYHqM/Zq0YHhNmz+jRVnc959ZOp9pr3xDFi1ae4dQis3rygmPhV867ei0MKgluRnF+N28Kgt21BeOqg0CrsC0bDwA1PvIp+Nxly8ZusX1kDZV+yuw9ep86xNcZiWcyzElj4sd/Z3DwAA7q+Vop0lHfchKVysWOG4lE6qRdHadrocXHyXgHyt2esya6HWIgGtmxhcYQM1xxrbH91MG63SEwGEi3ljX2TWzxjEYhXtiyhZT2zAIGoHfrtJ7tu/atNcVjWIhTbHVBzW1Jn0Csd9pa8w8kFOyWmpqTlNX+U2MNbxfR38zdcz0M9HAPWiI8svaA1rBw7DYtbiZiwt5nZgTaYnMzkZyCO4p2BuDoK8piscZlY6ix1AZYlMx33Ev1fKvj3savSGGYyoEW1PVDXgWVSwGYgWiROzE92h9Qs7Pw6nvEWccWuZXIGY5I6KMoW4VgmTqejBkeOtYyMaLgUMxgTJ6PKQWbtdXUwNANtJ0rZ4lcxRFkKpGYIbuQAwwe2WUktKrlz6iZiKcKuYpnDXgVGW5IjKAfRZRoet8+D4TR37gn8t7RMLYfHDQOxHRCDFk+kK9aZK7Nt3R3+PwLj5G4HREEhrTekymCJy/Ojy86xYfiWOa3bYIWzFCTkUdUqhbQE6SWg6T3+B2FxWMVrZcEqVDXItrp2i6k5gQVULEA5iTRp5jakv2khws3DbC3lOdQCSSpBJLdkqAJAA22ka1aOFc0XbULcm7b89XX1E9v1HXz7qhEaQD4gHXz8a9VKUFJWZkcne6LRzXy/axuH6W1Buqua2w+eBrkPjOoE7H21vck3M3DsMZn0Sx6gIHwiqtwXmgWLbkHMrqzWh43QQIHk0yfsMfGrVyWsYDDj6g/E1yJQhCs0t7fbsbc05UVfw309e5NUpSrCkUpSgBSlKAFKUoAUpSgBSlKAFKUoAUpSgCqc68nflQFy1AvKI10FxdwpPcQSYPmQfEQHI3HThLrYXEg2s7Zkz6ZX0BBnTKYEMNJ79RXSq18dw61eTJdtpcU/NdQw+NZpYddTqx0ffzNUcS+l0pq67cozk1z7mrmW9meyl6zctsHVsltpQHQKzF2VmjvWI7wNqmuIfJ/YuABHu2wNAuc3EA8AtwnKPIECo9Pk2MicRp5WoMeUuQPdVWKeJay0UvW/4LsIsKnmrSfpb8lSt8RKH0jSpO5Cgg+UASPLepMGdRVnvcgWQnoiekAIzOcwcfRYAQo81HsO1Vy/gWsEI6dH3KIGU/YI6p9Q18hXS+H9WNPLWnmfvv3MmOlRnUzUYZV77djxVZOLxaXLrQ7r6To1ILDS+FBhVBWLckCTmGs6VZqV0WrmSE8u6uVq7xfF519HoFlgtq7DSiyZPgS0L2pXWaytxrEdYrZMZXZAbV2XhruXXZNFQ5Tqc2kaVn4hx1rdx1CA5EDCSwLSNxCEZV7zM6GsCcx3CJFpYjfMwkkXiCsp2D0UyY0cVXe3c02bV8i+p4xvFMSFlEJ0UyLV0AkG8YyHrLmyW1PhnnwrewWOvszZ7YAy3CgAYGUuZVUkmDmGugHjWphuaCwSUAL5YEtrLXQ0aax0Y1261eF5mu5Zayo0GuZ4E9ASX6khQL2sT2DQpLe4OEnplR5wPF8WXXNb0e4uYtauqEXLZlR3jVrnWbQlTsKmuEu5sWzcnOVGaRBmNZ8DXvh+JNy0jlcpZQxU90jbUCtipxXmUVJp6WsK1eJXsqQN26o8p3PsWT64rZZgBJMDzrdtcqXsQhMdGF6yFwQWYAwADqqmYJPjoDuKcTKSpSyP5rO3qPD5erHP4bq/oVnCYJmZbduWZjltg90kmB4AbnyEnaux8PwYtWktrsiqg9SgD+VV/kbg1tLCXyp6W4pktuok9VR83YT3n3AWiuDgcNKlFyqO8pWv+Edb4jio1pKFNWjG9vyxSlK6BzBSlKAFKUoAUpSgBSlKAFKUoAUpSgBSlKAFKUoAUpSgBWO/YV1KuoZTuCAQfWDvWSlAFfxnJlltbZa0fAHMv3WmP2SKir/JuIHZa2488yH8G/GrrSrI1ZrZkXFM55c4Dil3ssfssh/xz8Kwnh9/9Te+43+VdJr5FWfqJEemjmwwV47Wbx/6Vwfior2nC8QdrN32rl/jIro0V9p/qZB00UGzyxim/u1T7dwf4M1SOF5IY/pbseVtf8Tz/CKttKg6033JZER2A5fsWTKoCw+c0s3sLTHsipGlKqbuSFKUpAKUpQApSlAClKUAKUpQApSlAClKUAKUpQApSlAClKUAKUpQApSlAClKUAKUpQApSlAClKUAKUpQApSlAClKUAKUpQApSlAH/9k=
B. El milagro alemán y japonés.
La República Federal Alemana, gracias a la ayuda masiva del Plan Marshall y al capital propio que retornó después de la guerra, inició su reconstrucción siguiendo un nuevo modelo económico.La extraordinaria tenacidad y laboriosidad del pueblo alemán, la moderación salarial, y la competitividad de sus productos en calidad y precio, explican el llamado milagro alemán. La economía de la RFA experimentó, entre los años 1945 a 1945, un crecimiento del 80%.
En Japón, los EE.UU. tras ocuparlo militarmente, iniciaron en el país una política tendente a la desmilitarización y al desarme, por un lado, y al establecimiento de un Estado democrático, por otro.
Pronto Japón se colocará en el tercer lugar del mundo en cuanto a potencialidad, detrás de los EE.UU. y de la URSS. Las claves del éxito fueron la inquebrantable disciplina nacional japonesa, la extraordinaria laboriosidad de su pueblo, su espíritu de ahorro, su nacionalismo industrial y si fidelidad y respeto a la empresa en la que se trabajaba, generalmente de por vida. La moderación en los salarios y la extraordinaria productividad abarataron los precios de sus productos en el mercado internacional, donde fueron muy valorados por su gran calidad y fiabilidad.
http://t0.gstatic.com/images?q=tbn:ANd9GcRgTEc5iSUdVLu881h78JJSxtQrtS1m_SmeeiVfHvTfey04EMCa
C. La CEE,
En 1957 nació la CEE (comunidad Económica Europea), por el Tratado de Roma. Sus objetivos fundacionales fueron: la supresión de aduanas y la creación de una zona libre de cambio entren los países miembros; la unión económica plena, la unión política supranacional y la cooperación con el Tercer Mundo. Sus ciudadanos disfrutarán, después de años, de ciertos derechos tales como: la libre circulación de mercancías, de personas, de capitales y de empresas.
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