다른 분께서 GDP 순위를 잘 찾아 주셔서 저는 그 외의 다른 GDP 지표들을 찾아보았습니다!
우선 <1인당 GDP>란 각 나라의 물가 수준을 고려하지 않은 숫자 그대로의 GDP를 뜻합니다.
밑의 도표는 2016년을 기준점으로 한 1인당 GDP 상위 30개국입니다.
우리나라는 28위에 있고, 26위에는 교수님이 매우매우! 강조하시는 이태리가 있습니다.
24위에는 섬나라 재팬 친구들이 자리잡고 있구요..
대한민국이 조금만 더 저력을 발휘한다면 재팬과 이태리 놈들(?)을 따라잡을 수 있겠지요?ㅎㅎ
![](data:image/png;base64,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)
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)
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)
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)
![](data:image/png;base64,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)
다음으로는 <PPP GDP> 입니다.
*PPP(Purchasing Power Parity) = 일인당 구매력 평가기준
교수님이 말씀해주신 것처럼 각 나라마다 물가 수준은 그 편차가 매우 크기 때문에 이를 고려하지 않을 수 없는데요!
한 예로, 한국에서 7천원에 파는 어떤 물건이 스위스 내에서는 7만원에 팔리고 있다면,
스위스 사람들은 한국 사람들과 똑같은 것을 구매하는 데도 한국 사람들보다 더 많은 비용을 지불해야 하겠지요.
이렇게 국민들의 구매력을 고려한 GDP 지수가 바로 <PPP GDP> 입니다.
그냥 숫자 그대로의 1인당 GDP보다 더 현실을 잘 반영한 지표라고 할 수 있겠습니다.
2016년 기준 PPP GDP 순위입니다.
![](data:image/png;base64,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)
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nSVLW1z6YdHyXQWZ7kXT/Ijk7FIM3+LAom6zWcPr5iUlJfhfX5+EpWpPn4irq6Ma12hF8X70KvClXWH6vQiQCPS1dxsI1huQ45Th37tjiB8OvysuUgUNtMIm0/2/IzHSejy88WnwS+pleDSYxM+Mb3OmX/zJevSGSFb7tl7+dSXhDPG1+hgTD1Ft0QJqZb7XYLiBMAIEggTgCAIIE4AQCCBOIEAAgSiBMAIEggTgCAIIE4AQCCBOIEAAiSSr1e760nuwAApQAfXwGFg3FQDPj4CgAA5ADECQAQJBAnAECQQJwAAEECcQIABEmQd+u6/U2YIF9wt64Yyt7PwYrT8V+6kMQPqkw2p+IlXpU+956/oEtWXjDjlLn1Vmp97GNEI6P8jVyzTqJXXnge4hQgEKdiKHs/h3taxxpzgLWoFfGvHCjE/ig2/hUW1QAA5cVJnOQvKRewT1gZ4e/9lk1Gt60zgfyeUeOECeT3AlMso4sHB2Iaj7JfZ0n4xqrY9k+KV8t18Xlhy0HnZ0w+U3wSieJkapDPBoWlabib8GTn7/2WLUkA1Hg2Ez6xTJp8wH5s41H2s6k+Gz7jXFdm298lXt2nKEx5m/yMLk9bvAuJ4sSVAu7oA1c2qnjofKB30M0T29zxmVc8qX0ndtG4HI+vlqS65uTbyMGAurJhk9H5QDG4jkfxL7nrRA9lnHMeReYSynF3fEFc/MEPduQVk2w6XONA9pjGo+znV1eBEqQd57yfsKT9RV4+++RNpznIx+JLR+IUQucVgbxaUk2Uq6hxuhgfIHLJ6MajmBiqn7ddJ0wn45z3E+bSnhzP1k06OW6BfCyu/S1ILU5ZJF4m5FWQzvImC4E7mDGNRzExBPIEcRm/IY3zIvMI4bhTiVOvCRMjr4BUA90lr/HYjXHObdqsCLidEOZ3x9ecCoM7jP8XtSiKogOsCHSrJWEA6EgjJiwKJus1nD6+oiqprtNdOs/n4ytZYfr4iioq8gqIy9QVkc5nwiZYXIepfpmkfMpM1h+rMI1HV3EwjV3bOFfnBGPyCVzibfjGp+1nOWeBaNf3eGzxSeBrejW4iIeKj3j4ig3EKSx8RSIrfNstfT9DnEDRYBwUQ9n7uTzXnAAAPQXECQAQJBAnAECQQJwAAEECcQIABAnECQAQJBAnAECQQJwAAEFSqdfrxT/qCgAACeAJcVA4GAfFgCfEAQAgByBOAIAggTgBAIIE4gQACBKIEwAgSIK8W1fEN2GC7oG7dcVQ9n4OVpxkUdm2bVv7u8IXL14863ktO3fupB07dtBRRx1F4qtB1XpAGECciqHs/Rz8ad34+DjdfvvtdP3119Ojjz466z2Q9evX0w033EC33XYbTUxMzHoBAGUmUZx4FSJ/SblA+E3lWcCLunvvvZcefvhh2rRpE01OT7f90999iPbefAtNfv0bRM0GNeO4RqNBGzdupDvvvJOazWY7zgR/J7dsn/nMtn3v5XIV4deV23w6k8tV5DiT9RqmcSaPQZO50Mk+KnI9unJGVybvo5ar23mjy4Ex+RmTzxSfhFWcTBUKP4uHOCtM03gSXOeiRYvaS9Pfuvh99PZfW00Tn7qNdl38QZr49O3UuPoamvzt36Hjli+nSy67jKZj8RobG3POhX80gO3aaw+d9dgR8cJc8d1HjletF7H9PcUYlMcio/OZSDOeTeUuden2VfdzzSMPuE05D5GDyc/o8rTFu5B4zUlUaAtziWHSXnN66aWXaGTeKO19fgvNOedsGmxOUbV/Dm3uG6I59V10xC1/TuMfvpq2vPACLV26lGq1Wns/0zUnsfKQJ7vsU8uTViq6fRjfdlxIs09opLkW4jrGXONk1H06actlXxHD2NqU4wRJOcmkvebE7ap58LbJL0ja9qUUjxIcccQRNG9klL6xcZIeGH09VefU6GtLT6N3nfNxuuK0q2n9hpdpKI47+uij9wlTlrAQCDG4446j2q+M7BeweAgByZqDQZjyhCfDXXfdte99iMg5utLJBE9D0e2ZSC1O3MnCmDwPaGpqiprNBh269DC6+pSr6D1n/hH9/smX07rRJXT/4afQY6ed147L82K4EAY+BRTioBMhnWD5IMRNZwJ1G8yMR+b973//vrEofN1AnR9JyDnL+3VbKDiPTnJQj8eH1OLECQtj0jTuwtq1a2NBuJbuufse+s03LaQzzz6JvjN0PE1Mxam/8gqdcfx8uuDC0+jxx35Ia9asofvuu6+jnyjPY9ILMXGpW4ibbAKTv5eRB748iXzGpRyb1TjWzQ3xygKqQ+wjWzfhfDvNQT4W374N+rSOD+iRRx5pX3P61re/TeufXUt3X/Em+vvL30CXvfVw+sSlb6ZvfeRtNPHqZvruQ99vr7AefPDBxLt1NkyTXvhlkUkSCCEiOgPZIA9+hieAmASyPwm1ntAoOrcshKlTghYn7qCLLrqIli9fTtu3baMNz2+kuf1Vuu4dy+mff3cV3fTuN9DYYI22bN3Wfgaqv7+fPvrRj7Zf86AogZFXWkIIGZ0PlA95BaG+T7Ii4HZCEOlUd+tUny5GR9q7dU899VT7YczTTz991vNa1q1bR1u3bqXVq1dnfrdOYPLbSLOPjazr6wa9dLfOVJdrGwLfeCaru3UC1d/pdhKpHyUQfoFLoz7ilBU2cRLwHbjrrtvUfg9xyp+sxEkdgzaSxqdtPCfNAZNfoGvbtK8J33imE3FSEe3KZbrj1vkEPrkzQX62rhvIkz5JnGxksY+NXhWnbpFGFPIgTR5l6mcdECdQOBgHxVD2fg76gjgAoHeBOAEAggTiBAAIEogTACBIIE4AgCCBOAEAggTiBAAIEogTACBIKvV6vbuPvgIAgAY8IQ4KB+OgGPCEOAAA5ADECQAQJBAnAECQQJwAAEECcQIABEmQd+vy/iZM0F1wt64Yyt7PwYrTkhsXUaPaihOsUPzf+H+cbJWiShS/IarF/+HU9ycfO+P/z3gi6o/3e/GTWyFOAQJxKoay93Owp3VTsTA1+yrUrMVSU6lQo9ai6f4GRXHGvD1VrdB0pUUNtji20deM45vUisWLxWwi9gMAyouTOMlfUq5iK+uEdrWsL/HqqC+24eYALWi+jgaqNepvVmisOZcW1sZofnUejdIIzW+9juY2R9urq1YsTK6qq/uOb9P3frNfZyq6GDaB/F5gimV02zoTyO8ZdZuxxTPsk01GFx8CurHIPpvZ8Ik3xXTi15UVhS0HnZ8x+UzxSSSe1olKdWG2Mh0+p3WL//TQeIUUbzSJ3jC6gs5dcV4sUhX63oaHaEFlLq089mSqTvfR3ok6VQaJFo6O0dY9v6R/+t+vUCNqULUV0ZZPbEs8reOJpvtRAhefQC2zxTIu8bIvqT7GFu9bv2+8L3mcbriORY5zHa8qpn1Vv9ju1M/IPl25jbT97JqfmhtjKmfU7SQSFxg+leVCfMyN2iTt2rGDhvuHaMVhJ9LJx5xCfY1BGhkboR0Tv6RdjV20Y+cuGutfQNUqH1IrXj3N7A56g66P0xzhSS0mf6i49L/v38j17Oc1+KpgaiKikeowHblkCUVDLVowLxagoUEaHB2in2/eQPVoNw0Pz6WNu1+kp7Y8QVG8aqqkPyxwECPGbJqJbhvvec8Drr+QuTZLkW3ZcLpbp/vDyH9o14NJdVoXM1wZooVzF9Hu8b3UqjaoGTWpVqnRRLzNPz0+PDxM23e+SnP6+miqNUFRtT/u4WnaenN2p3UM+3W47i9Qy5Ny0MXryDJe3mZkn67ch7zuItnGolrmM24Z13g5ztSmyS/ey5jiXMiin9XcbPnotmV8cmdSLTHUJPKgXX18bHzTbWJ6nF7duZmWLFxIxy9ZQSuWraTjjlpBJx+3ik5adhKdddzb6fw3nx/vUKOoFq+bWo12HUmIScavKuxT/RyrsyJQ80nKIym+U9T6Q4XHqm688rY6eToli3nB+8vWTbI+Ht/+Dv78h68dteZUaaLWoJ9t+zk9vWktPbNxxp568Ula+39r6QfrfkDrN/6M+iheMcUdkMVTBFlN4qzwzSfv/POuPyvExBDIE0T223CZpFlM5CTyrl+miONJoqNrTuIPLV7zgIWmNh0PMGrSBE3R7kZ9n+2ZGqd6cw+9PPUy/WT3cxRvUbXJzzzF+SSkxP/qi8nFr7ZVgFglJBnoTbKcyGJemawIuJ1uCxOTSpw4cWFiO2v4sYFqFCcYG0tTpRmLVHy2Vo2bElaLWrGPLX4f5xC1mu1cqo0oFqnZijJArBJk0/kB6BR5bqnWa6S+IC7wUVmfC+JZobsgzqscnZgIv6lcxhZjW0WZ6lf3kcvVeN/6TfEiRo1n1H3U+tR4H4q6IO660kgav7oxLvt07ejKTLkltS/Q5WEjbT+nOR5Gl1+a4xQE+dm6buMy+TqZoL77lj1epSzjwISvSGSFb7ul72eIEygajINiKHs/42lFAECQQJwAAEECcQIABAnECQAQJBAnAECQQJwAAEECcQIABAnECQAQIET/D/h8sQnibJgbAAAAAElFTkSuQmCC)
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)
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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASUAAAA1CAYAAAAHxv1YAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAm2SURBVHhe7Z1/jBxlGce/M7O/7q69613vwGJCOEoTfiTEWAmI1FaiaJAaIU39EdSK+CvBRAgmplVjkEBCCBEwlqb+SEmASIImSsxdUEiQUI22f9hCFEFsKW3p3tHWu+ve7c7u+L53+yav0/d9Z96d7e7M7fNJ3pud933meZ/33Xm++87s5NYJGOgAs7OzWLFiRXOP6FXoPOgMWZ7n1InS1NRU81VyRkdHm6+ItECi1BlIlGJgI0pf2DGBiQNlrOhzkKsPwIGPuuuwVn/JKJIAbzz9ORKlFEKi1BmyPM9uc5sqfvlACXfedBVmF3xUnADzbpHpjMukphBZGiiyUmp6IggiaxhXSo7DVydLyGa6ehM2K6XRkQKTSxcPP30QOx75E+acQQzkc6xjnwlPHBwc+tUtypWS4+xrvjqbIFi/2M63Ap29sIlrz1H57zWy8gkun+MC3blumydx6jnhNl3/KpLMs23cHFV8JnsT2pWS6EQU0YGuvp1UgzzmZ0/hji2jeOr+G3DheVUszNVYS2OxBM2tE6gKGxRbVekQgsC3qtdhRJtcTMg28jbqOCJdyOc4Lzps8yRuvdzWSeLGJ8emitNkH0UqL98Wqv/C9PQevHv0Cdy0IcCLD23FNVeuwpyfR9UpwWeXZwtsW3FVJYeKV296IojuwBOxHfBktknobhBnrDbzEftGt1A+sRWE93XYXL6VT/8BI333wGWXbAuV7Ri78BMol/+OB7c9h+NvHEEp58HliyX+XoW6dgKHrZQ83P/Svdob3fIllOryK2pVYzpeIOpb8b+cyeINWNM5HjcfoupV7XKd7ngd7ZpnXXy2+zbEEiW5g1Y7txElt+84Zk7sRt7LY+UFt8M5vQa17V/F8OO/BubZKsj0wcHaeDTT75S7ck9JIOpV/lT2vUIviRJ/LVAdrzpWRuc3Du2Y5/BYTPGo9mVsYo8UpXBnnFY6tBGloWEPC7OHEPQPwj8yi8q2b2Dkxb2xvlMTkUyX1aJkS5SIqERHh0qkeo3lJkqcOPkQ9hHlM4ytfdJ5joo36b4J4z0lnSNeJ8q5wG/U4Ay9D/4Lh1HfuHlRkPx8Hxrsvec9Ggu3+f9z5Cy4MJhKErjg6AqRPeIkk20+2CSowNY+Ca3E104iv33rBnONP2L2F7uBT9+IobcOo+i6KNSr7J1pGkQQoUlsXGrR4IUgziWmvOJtptIJeD/dFCSO9bdvnZgc9869yN3+Nbj1Chr5HKpMlALXQS3HXkcVLwffLTQ9qVGtjkRpByY/JHzLC10+tJInXAx0pZfQ3lNSTaowldviTpjNPaV2EefbtyiiBEbly8Z/r5G1e0r8XA+f4+E6XT6o6uU6QZwcUsVhotV5NsWnGydHFZ/J3kTsRwKSkqaT0SQ0HBtB0YmSiV4WrKyJUhhbcWgXtv1meZ57UpSI7kHnQWfI8jyn8olugiB6FxIlgiBSBYkSQRCpgkSJIIhUQaJEEESqIFEiCCJVkCgRBJEqSJQIgkgVzszMTOcfTyUIgtBAT3QTHYXOg85AT3QTBEG0CRIlgiBSBYkSQRCpgkSJIIhUQaJEEESqSN23b534z5NE96Bv3zpDluc5laL0nsc2g//y9monh29dcxs+338lit//HnLPTSDPbGrFIrwGC9tpLP5IAP+pbv5LJ4Ic26kfO0qilEJIlDpDluc5lZdvw4UaGo0aphwXP3jpUXzx9Z3452P3Yehne9C/7hIMLSxgVa2O1bUGBv06VtYbGGGveRlm9UO+3/REEETWMK6UdP/4u5V/CG6zUjo0vwE/fL4Pz75ZZDUek85ZFJwCtl79Gdx36Rac/8hO+D95GMX5+UVVVf2C90nNj1FG/VP/OP9zW25P+j+6dbbCJuzf1p5jE49APibcfxL/WfkEl89xge5cV+VD1PG8PewvfEyUvYkk86waD0dXz4kaj03sWlEKdyL2dfVR2IjSl269DHftWIWZoRLufTnAvvIQkK8BTIQuOO9i3L1+C7bOjyF3/F3kWNe8d/EDlPxSjr8MPvqxtoiSLglFXZS/VrD1nySeTttn9bJCd57HzRMZ3sZRHScj15n8qWh1nsP9iH1dvXjN0bVzwvsmtJdvcR2cC34/eRo3bprG8z8tY9fGKn507RGs8apwSiUcPfUf3DX5Y3zwHz/H9fOT2FiZwPVnRJnERyqT+DCrTwJPJF6SIvtoh792EBWHGLuqEGfTSp7YHMOTWSR9WokzHpsxp/KekuM1UG3M4NFdU9h83TF8drCB391WwUg/e4OCIgpeAW+VX8Orh/+GV47sx4G39+Mg2x58ex8OHt2PV1lJAv9kt1kNZBUuNOFxirGrii0q/1nE5lO+3fB+O9l3t8YpYxQlodKdflOCusf+5rDp2pXYuWcMf/ZK+PZvXJw5wz4xvCKqVR9jfWNYO7YO46NrMT52MSvjGF/Ny0VYOzy+5EiD/Okvl25gG4etvQmTYMT1L9uFi9y+nNHliVwfBT9Otuel2wKRNAZ5LDbEfiRABBgONLyvw+ae0tUfWIfvfmcA7795EA/91cWTrxSAeh/gN1AaqODWKz6ObZd/GfVqHoHbYO9oc9CLg2cxBnVcPrK6pUcCeALJyRre58h1csKp6lRE+ZexbQ/HExWLwBSTvB/2ryJ8vEwW7ynFPcc5cfPExifH1j7pPNvGb7tvIpWi9M5/N+CZcoAHXhjBXLUOj/mvB1XccMmluPu6b+LU6+/FPbv+ghMnZ+C5XIhE4bDlrtPAgSe2tOU5JVWChZNUl4BxiDretj1pPByTzzj+TTZZEyWbZOLo7FvNm1ZJMs+q2KLit903kUpR+tBTm/Da6QHkmG/fr+Ci89dg+/qv4LL+q/Dg7n14du8xBIU+5L3cUt9MhLgYcbg0eUEDh565WStKPGlM6BJSYJukJqKON7VHxSbD61WYfAtkG12fJmR7EqUlVHa8zoRNHK3Oc6vx2+6b0N5T4k66xb9PDrMVUA75IIevX3ELfvvJXXhz/yg+dceTmHj5BPr7ixjI11B0FlByqyg5Piv1xVJwfXherelJD08UVckKOvFRIWxVRScovE3empD9hctyR5cnreQPT1pd6SVS+fBkuzCtlHQJo2oLJ67cHrbXJXkYcYzJntvo/Mt1MmF7jqpOoPOvgtuZfKkI2y+HlVK4rpU8Ufk1YWufZKUURvRrOx6TvYnYl29JSdPJaEo8TpKkazdJRUCgG7Nt7EnjyZoohbEVh3Zh22+W57knRYnoHnQedIYsz3MqH54kCKJ3IVEiCCJVkCgRBJEqSJQIgkgVJEoEQaQKEiWCIFIFiRJBECkC+B+P4MubuzDWUwAAAABJRU5ErkJggg==)
1위가 중국이고, 3위가 인도입니다. 성장하기 시작한 나라들이 위쪽에 있지요.
우리가 아는 선진국들은 1인당 GDP 순위와는 달리 조금 하위권으로 밀려나 있고, 신흥국들이 상위권에 위치하고 있습니다.
대체로 소득 수준이 높은 나라에선 물가가 비싼 편이기 때문에,
결국 PPP GDP가 하위권인 나라들은 물가 수준이 비싸다고 볼 수 있습니다~
1인당 GDP에서 1위였던 룩셈부르크는 PPP GDP 순위에서는 30위 안에도 들지 못한 모습을 볼 수 있습니다.
2위였던 스위스도 30위 안에 있진 않네용..
우리나라는 13위네요^^ 아직 살기좋은 대한민국..☆★
위의 나라 외에도 다른 점이 궁금하신 분들은 네이버와 IMF에 많은 데이터가 나와있으니 보시면 될 것 같습니다^^
링크 걸어놓고 가겠습니다! 글로벌 화이팅~!
<자료 출처>
네이버 세계국가순위
https://search.naver.com/search.naver??where=nexearch&query=%BC%BC%B0%E8%B1%B9%B0%A1+PPP+GDP+%B1%E2%C1%D8+%BC%F8%C0%A7&sm=tab_etc
IMF 홈페이지
http://www.imf.org/external/index.htm
첫댓글 오오 역시 인구수가 반영된 1인당 GDP에서는 중국이 밀려나는군...! PPP GDP라는건 오늘 처음 알았어ㅎㅎ고마워 민아야!!
와우 민아~ 넘 이쁘당 짝짝짝~!!!
좋은정보 감사합니다~
좋은 자료 고마워 역시 민아 짱 ㅎㅎ
민아 박수짝짝 ㅎㅎ 에이스