Diagnoza calitatii vietii - 1996 Quality of life assessment - 1996 013 Adrian Dusa Adrian dusa Cristina Bajenaru Cristina bajenaru Institutul de Cercetare a Calitatii Vietii Quality of life research institute Facultatea de Sociologie si Asistenta Sociala Faculty of sociology and social work Copyright ICCV, 2002 Copyright ICCV, 2002 RODA, Bd. Schitu Magureanu nr.1, et.5, cam.15, Bucuresti sector 3 RODA, 1 schitu magureanu blvd., 5th floor, room 15, Bucharest, sector 3 Nesstar Publisher Institutul de Cercetare a Calitatii Vietii Quality of life research institute Facultatea de Sociologie si Asistenta Sociala Faculty of sociology and social work Arhiva Romana de Date Sociale Romanian social data archive Adrian Dusa Adrian dusa Mariana Dan Mariana dan Diagnoza calitatii vietii Assessment of quality of life Cercetarea este un demers sistematic de analiza a variatiei calitatii vietii ce utilizeaza peste 100 de indicatori subiectivi si obiectivi. Domeniile acoperite de acesti indicatori cuprind: venituri, cheltuieli, timp liber, viata politica, conflicte sociale, calitatea mediului, participare la decizii, sanatate personala, locuire, relatii sociale, servicii comunitare etc. The research is a systematic effort to analyze variations in quality of life using over 100 subjective and objective indicators. The areas covered by these indicators include: Income, expenses, leisure time, political life, social conflicts, environmental quality, participation in decision-making, personal health, housing, social relationships, community services, etc. Temp#1 Temp#1 Diagnoza calitatii vietii - 1996 Quality of life assessment - 1996 013 ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research coordonator: Ioan Marginean Coordinator: Ioan marginean colectiv de cercetare: Ana Balasa, Iuliana Precupetu, Carmen Mureanu, Ion Voinea,Laureana Urse Research team: Ana balasa, iuliana precupetu, carmen mureanu, ion voinea, laureana urse Institutul de Cercetare a Calitatii Vietii Quality of life research institute Copyright ICCV,1996 Copyright ICCV, 1996 Calea 13 Septembrie, nr.13, Bucuresti 13 septembrie street, no. 13, Bucharest Nesstar Publisher Institutul de Cercetare a Calitatii Vietii Quality of life research institute Arhiva Romana de Date Sociale Romanian social data archive Iuliana Precupetu Iuliana precupetu Institutul de Cercetare a Calitatii Vietii Quality of life research institute Diagnoza calitatii vietii Assessment of quality of life Diagnoza calitatii vietii este o serie de date constituita din 10 cercetari anuale realizate in perioada 1990-1999. Pentru anii 1996, 1997, 1998 au fost realizate esantioane panel. The quality of life survey is a dataset consisting of 10 annual surveys conducted between 1990 and 1999. For the years 1996, 1997, and 1998, panel surveys were conducted. ajutor Help alimente Food amenintare Threat apa Water apreciere Appreciation asistenta medicala Nursing batran Old man bauturi Drinks biblioteca Library Biserica The church bogatie Wealth bunuri Goods cantitate Quantity categorie sociala Social class cheltuieli Expenses cinematograf Movie theater comert Commerce conditii de munca Working conditions conditii de viata Living conditions conducere Leadership conflict Conflict consum Consumption copii Children criminalitate Crime dependinte Addictions domeniu de activitate Field of activity drepturi Rights excursie Field trip gospodarie Household grup social Social group imbracaminte Clothing impozite Taxes imprumuturi Loans intalniri Meetings intelectuali Intellectuals interetnic Interethnic intreprinzatori Entrepreneurs invatamant Education lectura Reading loc de munca Job localitate Town locuinta Home locul de munca Workplace luare decizii Decision-making mass-media Media mediu Environment muncitori Workers nivel de trai Standard of living numar Number numar camere Number of rooms numar persoane Number of people ocupatie Occupation personala Personal petrecere Party politica Politics posibilitate Possibility pregatire Training Primarie City hall produse Products produse agricole Agricultural products profesie Profession proprietati Properties realizare Achievement relatii Relationships religie Religion reparatii Repairs reviste Magazines salariat Employee sanatate Health sarac Poor schimbare Change scoala School securitate Security servicii Services societate Society somaj Unemployment sot Husband sotie Wife spectacol Show sport Sports starea Status tara Country tarani Peasants tata Dad temeri Fears tigari Cigarettes timp liber Free time tineri Young people traditie Tradition transport Transportation valoare Value vecin Neighbor vederi politice Political views venit Income viata Life viata politica Political life ziare Newspapers Calitatea vietii, indicatori sociali, politici sociale Quality of life, social indicators, social policies Cercetarea este un demers sistematic de analiza a variatiei calitatii vietii ce utilizeaza peste 100 de indicatori subiectivi si obiectivi. Domeniile acoperite de acesti indicatori cuprind: venituri, cheltuieli, timp liber, viata politica, conflicte sociale, calitatea mediului, participare la decizii, sanatate personala, locuire, relatii sociale, servicii comunitare etc. Scopul cercetarii este de a descrie si explica perceptiile subiective ale oamenilor asupra calitatii vietii, de a identifica factorii care contribuie la variatia lor precum si urmarirea modului in care aceste perceptii variaza in timp.Pentru anii 1996-1997-1998 s-a realizat cercetare de tip longitudinal, un esantion panel de 717 persoane fiind extras pentru a permite comparatia in timp. The research is a systematic effort to analyze variations in quality of life using over 100 subjective and objective indicators. The areas covered by these indicators include: Income, expenses, leisure time, political life, social conflicts, environmental quality, participation in decision-making, personal health, housing, social relationships, community services, etc. the purpose of the research is to describe and explain people's subjective perceptions of quality of life, to identify the factors contributing to variations in these perceptions, and to track how these perceptions change over time.for the years 1996-1997-1998, a longitudinal study was conducted, with a panel sample of 717 individuals selected to allow for comparisons over time. Romania Romania Romania Romania Localitate: sat, oras Location: Village, town Persoana, gospodaria Individual, household Populatia Romaniei de peste 18 ani Romania's population aged 18 and older Cercetari anuale 1990-1999. Cercetare panel 1996-1997-1998 Annual surveys, 1990-1999. Panel surveys, 1996-1997-1998 Institutul de Cercetare a Calitatii Vietii Quality of life research institute Esantion probabilist, stratificat, multistadial cu un volum de 1510 persoane. Esantion panel cu un volum de 717 persoane comun pentru 1996-1997-1998 A probabilistic, stratified, multistage sample of 1,510 individuals. A panel sample of 717 individuals covering 1996, 1997, and 1998. Chestionar administrat de operatorii de ancheta. Questionnaire administered by survey staff. Chestionar standardizat cu scale de tip Likert pentru perceptii, evaluare, satisfactie Standardized questionnaire with likert-type scales for perceptions, evaluation, and satisfaction Nu s-a facut ponderare. No weighting was performed. Arhiva Romana de Date Sociale Romanian social data archive Arhiva Romana de Date Sociale Romanian social data archive Utilizatorii trebuie sa semneze un 'Acord individual de acces' pentru a avea acces la aceasta baza de date. Users must sign an "individual access agreement" to gain access to this database. Adrian Dusa Adrian dusa Publicatiile bazate pe analiza seturilor de date distribuite de RODA trebuie sa mentioneze sursele acestuia prin citari bibliografice. Aceste citari trebuie sa apara in notele de subsol ori in sectiunile cu referinte bibliografice. Publications based on the analysis of datasets distributed by RODA must cite their sources through bibliographic references. these citations must appear in footnotes or in the bibliography section. Pentru a aduce la cunostinta finantatorilor informatii esentiale despre modul de folosire a resurselor arhivei si pentru a facilita schimbul de informatii despre activitatea utilizatorilor RODA, acestia sunt rugati sa trimita citari bibliografice din materialele scrise, sau copii ale capitolelor care mentioneaza folosirea setului de date, impreuna cu indicarea titlului materialului in care se pot gasi respectivele citari sau copii de capitole. To provide funders with essential information about how the archive's resources are used and to facilitate the exchange of information about RODA users' activities, they are asked to submit bibliographic citations from their written works, or copies of chapters that mention the use of the dataset, along with the title of the work in which those citations or chapter copies can be found. Colectorul datelor, finantatorii si arhiva care gazduieste setul de date (RODA) nu-si asuma nici o responsabilitate pentru utilizarea eronata a seturilor de date sau pentru orice interpretari ori inferente in urma unor astfel de utilizari. The data collector, the funders, and the archive hosting the dataset (RODA) assume no responsibility for the misuse of the datasets or for any interpretations or inferences resulting from such use. Chestionar Word Word questionnaire Chestionar PDF Pdf questionnaire 013.xml 1510 208 DDI Codebook 2.6 with embedded serialized R data frame Ddi codebook 2.6 with an embedded serialized R data frame 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 mcJUpjGdGcxkFrOZw1zmMZ8FLGQRi1nCUpaxnBVZn6FcK1nFatawlnWsZwMb2cRmtrCVbWxnBzvZxW72sJdDn8l97OdzvuBLvuJrvuFbDvAd3/MDP/ITP/MLv/Ibv/MHf/IXf3Mw62Mf81ssII10cpOHDPKSj/wcxdEcw7EcRwGO5wRO5CRO5hRO5TRO5wzO5CzO5hzOpSDncT4XcCEXcTGXcCmXcTlXcCWFuIqruYbCFOFaruN6buBGbuJmbuFWbuN27qAoxbiTu7ib4txDCe7lPkpyPw/wIKUozUM8zCM8ShkeoyzleJzyPMGTPMXTPMOzPMfzVKAilahMJi9QhapU40Veojo1qEktXuYValOHutTjVV6jPq/zBm/yFm/zDu/yHu/zAR/yER/zCQ1oSCMa04SmNKM5LWhJK1rThra0oz0d6EgnOtOFrnSjOz3oSS9604e+9KM/AxjIIAYzhKEMYzgjGMkoRjOGsYxjPBOYyCQmM4Wp 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 btOucGxION/hMwTprKht0EbrOSCHflrr7Qjqp4ptobSIR8ceHBd5/Gn5keqpcyyPS9yGkfNrOtmD93kJ7xa4zwS0ne2yAvjYmt8qkuP+y8+75hyGeVkf3BslxDU9kZ7KyMt5ApYn8dLI482teZesHOO64xerjnAe6TzQec7z+Hq7vfDeaNyj0PdT1vxtk4w+xe+kcui3bHNh2Bcc+7g+fSFMKIehhHq17mOqZ+0jOMd3cwHGNB5/9DdnaaTreFJxuRn9dgT/8ftaHjMj2wt6Kytd9dK9Wo8DNL827DDq1HpuknR8L9wat+DoPnMY9S0zeq/YFTLn3S/4WNpo6+19dUuWAx6X/vIPe9fzI9l1le895973qrtkBydRUIgSlRBERNjE4zg2WaDEJBiC8MTyBCsKq+d22amou3qoqjYSIJRFYIOEkBAQsWLFBvgL2KBsiFggIcSCBWIR2LEBCcEuTPXU7fn6m3Pue9WunrTHNdLRu+/e8+M7 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 K7tRD60uP3LKt1/79O07lQdNn7h40LTqVt31PVc6YMPp5Vs/86z/zOk545kT9hTvNTjHPYP7i9K+ICSDPKzT0sOkBiYkIUyMOdEanmfCkWk9DsDP8UiO/7weDUoGHgtnquBAnkx2UZeAf55vaAv35aLT2mNRVmke4yk0TqAvA3n+WT4q8aUeefaTedF/IVsWD8piLyTIb3LwYnwyrbGPiJMxCsh6faAGdjViJAZeti8Gjky2Cw/WeTQw8zXZqycrhpHsWvYTja38ZWed8xdJVilvAv6gbowd6ozkS5HNhs+JfOTcWrEU6KlEhHqzMS+A0bLF8U4kxzycAyShsRr9gHkRY10rOi2/heKlBh/rVcCG+eZ44jEb+q36wP2SY2bhS2TDW/N0WblCyo4OT5fSGuPz/Mc5Tyf7r6THi5WFi/3gHDPuSDYsHNHII/KxHvZBDH+S4Y+FVSFXqMu7Rgv5wfpQhm1auKJxngAD47LuayyfrPkyx3Gx 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 JN6HclSpBaqvS+/RrN+deCqE8JEQwudDCF8LIbwRQviTEMK/hBC+H0JsQ4gfDiF+NIT4kyHET4YQPx9C/LUQ4m+FEH87hPinIcTvhhC/F0L8nxAkhyAfDUE+FoJ8KgT56RDkCyHIL4cgXw9B/jIE+ccQ5J9CkP/avK8TQ9AUgh6FoLMQ9Jsh6N0Q9NdD0O+EoP8Wgv57CPqfIeh/h6D/d/+pxfnjiPWzmrVvH14/KwkhvRJCmoaQ3gohrR9Z/EYI6dshpN8NIf1eCOn3Q0h/HEL68827Qd8NIf1DCPmpEPKtEPJzIeTnQ8gv3H9XKH89hPw7IeRvh5D/IoT8VyHkvw4hfy+E/Pch5H8OIf8rPfe5s3k0El+4oYMHLxjtSuOjMP9DRj0IWQ3jLrm2i87OItej6OFX1cR+1ezaXlm7jket96eeuH02mS5X08lR95tnx5vJ/tfQHjyMXUyP1y++HU8nb04nb3Uns+PZdGePZbd9De1545Gt 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 bGw58UO/T98c2Dw0sy/M7EszuzKz52b2u5n9YWZ/mi3vHP636sps+c7M370+ZTHzrw/vx12/G/fULL41ix/N8oFZfnh4j+3zw3tsX5nlc7P8ySx/NstfzPJXs3xhlr+ZjTAbr5uNtw7vrX1vNl7gsOXhPR0P/V+7S+0/daj25stDtcePnlxc/zjlo7c/+fiji2dPnl38Y4drHxSHa+tkL3/Ywk43Aq79l3iJvGu3l8nOmVikvhQLGfXrJnuToHWzUySuITZGgfOkr8DOxH2TmGm/JnTwhejxy8Zfwh9YnNVfgXo0/Os9FzuH3oD8deEeaN/Y0dmi+uBLXWhuNiP098QnXKCqhVljQjFyo1jRq71cRIN2FxhTdTV0McMl9TGTU8j1zn9Co3ND40fb3E7n3FQuMBxj/lzsB/oF92lF7EifboDaWBSazQ/iHer8cZPNdaXBvdvpXB+dftUF/AEZq+/pB/3RlCrOA3ic8ukP6IwCSzZxEFWd 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 wzeV/Cz4gvQpeSFyYHfkOy+6Iw/ws4OcTuMVaV3Eg/MnSEfS0YV93Kdyh+UFtSVhw/mGX5Jj7DzOUuSLwptHnrPsFLQ85p3sVv7HfvVSLevgGKk2KbvAk+RnFSclS8WsAY86Vr4NUbivwhREw/ZmwR8CO8eukQyFLSd+UbY3Oq8K26qwK384xLPRHMD9inYWkwB/cMzZDxy7KmeUfU50WdipYpDUh/wp5IbgS9IxCs/hjegc2pPGFcdM+VnlX6P6qv8h7ws47uwntBfp2U947mS3kz0u8KtS2ZyF3hTYVPwVdifbGlwzA44p1gforyA6pWfQdsLSCzncFhSbGQ7OVye5QbYwPdIOOuXLLDBUsprAmmAX5121e7Wr004X5x7rdpDrAm8UBXNQ5WpS/1aOz+id6CpMOEaC5LJtiJH52fcs+xh7mI79jPYMvEl6eH022pA+i1iO/mpO3s+N6rkG2Vx9BKSJ8xRtyhfKl2gH9qmx5GQzjkXU 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 BZ+DVHgT4pLkH4xbvoDCOVzRtcL3SecVXcXbCUOn47F1ZU8WsarsZN1VnJ3qW5hRlk/k+QR/lesucrMXWGY5eewYUnNpQi6iPMSCc0onTFX80ebVtY9+EckYVRvqV/YqfznxsswQxw6Yub9bnXuMid9gyCP4VG6ofi9kuOhvBc0LLfEieWfjA2mi0BUT+/MRFM7fh+E9NjcScixFXjscx/yEaxHsG3Xs43XekMtjlnPGIV+quayax15sQd9FMZ65zPKZx4CTrSFoqnjs+sWcFYQliC9IL5fqmu/U5xM5TtiHXmxzce5CNubYbE3SJ33oD4WVcyzJV0E4FK4QdI3wqTWAQz/rYCxIz34KKkgTgobzzYk3yAbFq/KrF4XtrsYS2hdkn5MejquKbxMy2aesu4EOzguci0PUWbdqY1qWo2xjjFnQoF0ufMO5Vc1jPLcH8VXFyUbOn1FnHzfKExe+T/JPFBiC8g7jWNnbBd/QjX07LPeXt23o 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 myKbOFdHS9pT+KZ01kRvFfhWbNNTNG98Z4riEwzzZX3Qn9hbMT3wITwpRRwl84l4ODZsL7sGbCYpG0+EfG91dZPv+mXId+DjmqgUm/hpjZ+247nET3aerI9PluZi4JhMnTvFbYgZ/4mEh+OgoyT9LmRXsM/8xMG4a+KDnSY6Hbp9Jm7+FYGLOKvcng7MKtee8LXa7IeiKX7GxDGxCX1G/S5smTiq8cNgLxOycSx+ejS6HtX8P5ov1SfUPb1Cx99Y1wZ+D+Me7B70hfsV41ffWlriQzaftOJvwZaTD3xfGPBNrdApfSXo7MjH6LMnPjBPofFow8i+8jeORWxOfS29NbGT5clF/HwGWaJPEcspmWx8dBTPCzEeLuwxlYnxOX5H++r6VfHP2qzLxFjk5zlb5dsS3gyH0lcSfq47zgHHoIj+0uDlZzuF/YDEPXVKjvuq0OsTNqKsTehfwayw0mcDV3mlOb8mMXTyaYQtuX4GuWxOmUsqz57M 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 znsR2wzmbF3WFhfnld5HSWJhH9hCfebnlNyN1ucU3CW2+bXIO69NPf+za9XF/Oj9Vvla8t6JYbJrxikEFotB4TG9Ud62ktxg0X/M9WPpn3P9T2ubv/+Y/WOuzx12Up4+2V1cn188fnR/3zP5bbKPkns14Br7hI2r3sc5JTGob+SrpMx/dJ6DDDCqeLyIXenQc9hHUc9QRvADji6uvdBD3Chq3cMMkmODXJqwY+MVb8al13tVTzA9lnvWk6oPbmMX3yXqCfMTIp8YWxWvp5xH4csh10dxFp/tVGvHCBaL0QocjJ/1scP4CE+0Zdf5GEJX4WGukTPDURyZjyoulXeWExWPwRzi24Qfdc7WNovVhZ7KvcKxwXGb4IE+c5yog33hQtcBp2cXoOsit5VPK+byOFsbPqDvKQYT/g1sjIjDEfF7sYU4Z9dGMHMtWE0cxnGNYQ5DxMviM+HPBSaraZVLFdNIvC78BeHdi4HVNcS5qi3mhM078YM+ kEMU3FaR9HxbxWYwzuqrxqyjN2qzRFTc0bn2jn2Fa536ZT0rbJGLgR3iqz7NsQQ5x6Pihzq9/CAvL/BMxMXyaWRccY1CR+UsBL6TI9aH1Qj9hThXNTNynrmy3GMujMyF4OidccVviWBtML4co9JBrhkX+yXHHoCf/RmMOWCiLYvDBf6IMF8O/H0wpioWjDcI9yiuc24xfqxLxYeNm4jTCz0HmzyGuXNx7aAb4N+IvQ1ITM5nLgbnLBch9FmcmIsQmCofqs9wHucUdyt8OPHJfDixUech5lVvIGcVg4orx4/xstr2RNV6RFTOosiTCZsqD4yjqqkTP1gnPFd6TmKNjn+GzTizazZugpeDTvah6pj1GYY679mCHO2jbFtrv/bBXkr73w/2U176+ffta7lz8kvfvrw+f3S5v9q/cfZkd321u9hd7c8unp09udrvrneX+zfOrp69fW+7KV//9RW/leIr6JyCMWrrhU2+jgG8aqWVAp9Kx4St 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 ctz+eMpkd7yxjknWic354/fEOfJeph1je8Q1YFfeWMsO6avXjjeefRzScqpD0y6ebllcs7KeZZ8jZ2b5xT7yvDLE+Wx3XUddW6Ic4bzlrAR1VpJ2hoEIX5mhblOOiK9GeKLPx6hrQtkWV72r/WKsfUWdR82i0uUl0jV065T6Uq9z2YfKPsAUfUG4TNoZFEoc7QweTf9t6PoX0RY+j7hv6OpAE9fnsWkTp/rT5BPVbnb3fE06trNx7cqiWTbsljXHa8p0ZXlFG2jLpa63qcdwnk5fDTBEXO31GU+eSrrqPS1iJouyXc7e8XnEDD6nYwvHkc8FCvV6Uetf96ymrWNdHejKZlMXds8lEf2uU55O8dQ6VNJ3fFaM47js6sCuT3accSSuT9mn+TyadhX3jYhzM9axxIpnV7549tOcvz6HuFHXhSYNX6w0wvso9fZDfDXAVNJQ+yDt7H9RPp+yr1f8XmkjWUa1LuzWxTrX4uGxeWaKY7/wuau9 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 A3eTti5+Ktqo/U10hNioWLqxqRvudmLAzJuV+sGB2qD6Q3BudRgsYWzvCR8Vejtk0h/ql+11gqGjT4cNyn8YHpTTgOwB2Q32qH1hbK4Gw1KMuDZZfnut90D4sMt1oM5dt6RtT/pUU6/X3djapa/6IxIbtS3LWoJzUwe5c1vlyY0dxVMNBjeuiVfx0Xe00yXF2h1naJvlXQrEeEBmW+i/Y7fwxrq+oL/CJ5ktxNDNNVPDJ/lTTh2OLrp1ftm0SeYN8rDRJ/ecWvbvSerPamwin1Xwdtih41Zt53jR+2CgXuPAcdOkLHCtdqu8Ct71s6N9x1jt0JvhyeLUxTPHTZW25EJl7cSOWUv0RD9/Sr2D1cSM8q82qj1h8DuZgXrmaaNe6xhYkqOy3BhTPU6ee17R9h35Kno6ns2q1GssKz7HL3U1g4E2OjuZlvzFdsTSRI/ytWmLez3HqvKU8a426qfaV6EvFmKesePGg+LJuFW/dZGrnFTYQd7d 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 ZUQpo5cyVrLZ+IWljNdOm45vxGbjnyllvG3adPwbpYxvvLf5OL6vlPGvSxnvwxbU1z2gTbNj7pg75j73c5/rm+Ov4Ob47ZOrJ7fOTu5s9sev3Lj+9N0rp7ce3XGeT2B/vCbrkDm5a66Fuc7gtcrnGijK7rMz+/I5nzg6MLh1FG0II6cKhlr883gkWObk1vUqU7//GUY3y1UOn/9muQOpmv5chw3UafuZTz4PZd9h0Lc768Pk+acmXGZ+0n4V5ayjbMXDWNC+/K5M7elGJvnU5+I5z/3xIfWad5wOg78JHuJogl3bu+8n+B1AM/qdfygnEq7IVzd2VGmrvtPvDQI+Vn7Vzpq0Zdy15JrcNcgLYKxiazW2ddN+QH8kmImzgjP6TOvYb0AmsfSFRN924T1r78YCfaayO2wIXDfUdVMWC/LIuc6RXeTpJ2Nj006/MxK/aVy7eHQ20M99wafN1GVyGvyw5KeZr7EQC8P0CdhHnkP0037V05Bq 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 1yQOaR8568Cx6It4bsCVA182qQ+Mo+wclDB7yMLGAQcd9eRM22i78j+3VcOxjum4Kv5AnfMl/U37EjE1j1PZi1MxEnMN64fqcnawXa/DWDNXt55QbqLvWt2oMD7UZ9pv5Af1me4hMdfh29CA7jB1KZxX+CElrgP40vDFGJzrjusC3rEPfpFY4DqlMbn4hhxjFM/xr1ZnLl4sT5QyI+lsCWPbIm5knenGhrWMpMYxT2Xx863iqcCk+xSvrlT00fWO86Cqz4wv+oCfFBnqM9qiffqMzayvbm5pzHfBW8syI58q28zjjnhwcVCLz0ypD+nXDk6d7tFpOy2jOaZ2k3O9DzMuwH9iLiTkptozYwbHare7V9mLeWPmh9qmsUZMtHGNI8cH7dOYpp3d6OFfaSxOTmub3JOLhvWuic0h/OkcVT804E7YpHxqaaauO7/B/i5r0BGHWVdDeTBz2sVfF1uPvsKamljzlLc125J2wR/qW84jjb8o99cK 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 +iE05lyi3da5Bv3sjHSeslzV9iJVh9Cob5Qx2iLKknUMjHOlQs+Pc1R/R+KaSLbXGh85jla/ijbqvje/9xj9Kvsiq/JMzFc9Nqo+ui/1s8f6LhGqY9mf1n5zPd6BURfvdy+LzNt4r9A1oafP5LlRJjl+cpwSfWu1VY1frM1WPmpME58F1hhl4nM0sNqjytd5yPkUGXWReVVYF4Nsj46vme9rc/7qshVZ56xsr9GGfDpr5BMryzd3PXWw5nXgOT8yjuV7WU9Zug5WG3U7CrWt4NzNGPNX3g9inBLz2DrOxO+70Dg3zCTbrT+bAz2/xbX6WRipa6zPrMRnhCg/Mupefr44jo1NRX0r+022172WfweV+es+8pRlzSvrON83+rto7NmtfhabC6qOsdcBnvFX46rrFHjGp9jzrAjVa8H7IF9n91oeW8bTb4nrM/ZzKTTqEmbsee1rn9Ufge88I988/dyTz9JEfnpuynqrtprPwQrIfItFOvZ7 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 a2byAeP5/HNDGlo9mTpzB9LQm3Op85Vxe9a5MF29u/OAXVv7pq2NvcvX1srd1TP8zrU9Mp8PbSer+0wXdWj7dOr+aL5uc+Sg9cWzRffdkhb/bDgte2naxrc55Db27k/j1VgY5/RM0MM70sPYuG9dyqdP58btN+iBDp7j2j64IsbGM7wnjateGI97tAMN3IMv7MNn7E8+Yczgm19Jm21Rr7m4pdGXc8DaUW3svK6r9xyNPkbzl01+oA/pY36kRR6xb/T3fnq1fpBvbg9aOn/+1rXwmfIM7yhzyCWNDZuM41m+4j+45DzLeWGt4DvbU66oQWPzkqBl34S8XchkdovRov5wDa3D6yud+OJMNQ/pE7RdbqWcbF3rK55yLtYfsl4/Gc9Y8TxNVPKzeT67sbrmuZmOL6tciD3LOoTn1udIHvf3+QT00OdSa+PZxGLtp0SnfXwW2BpooMaYKHkOXJu9Z3u8/+zB6oc/VxuyddB+L9Sygzw5NuUf 7aXiGegajcwfzINywno5n9ZD7idypTw4bsw7jwn7izVOVbqqY8U8ss6prtoYvhaVm/1+edj0nf2N/86bUi+hS2rDajPmF7dPx3uzuV1nTY9pL7Rl+o6W2siB/ebPlD7b46p62hUfg99438sG2bflPq9LX+B0TG8pp7fPGk874tOU/7yPtYl94BntgPqo9LWynelx5j/7hDzQP+sJZWxl62HTH5P9ufHoE3TRb6SSO203dHpqQ1Wz/lghTVkrbTK9b3/YrNHwq73nnKAbPpfWr4+afOkHl3++0gX6NMrPdOSfKxpzx3/EqXIDTfoo0yXGp6ybtEe0A22Myfd2722Wjs0Ff0M/6cedps1d4nEjVktctnXfdLEhZ+P1+slYQ0d8M8fCXMyPyTpIw2QGP+m+n7pJn6/xnbbGdbBP6MqluZiHrg/jq92EPuPfEMhcuCbI1eLDm0Wszr+VT6YLzst2GYsk51Ha5leOnw/bo8+zeTFvcX/GtXXF 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 aU/njGWdastbvyqb4oCUXtYQJa3T3L9ObNToSyWTFTeK35GNLbICqelCzjAFuEQeWL8Fz7a8ufLv2Q/yDHHDMl2OhYfKMqYf7bqH2tTWXJVyf+vv8VwCcECXWTCWMJ0U+OnUv15ICsL1Ae498JMbxfOd+lw/v5HfdRnFpXjFs6KrVrzkuAVKE4wBwOYp7rnsDLgkIcuGH6DPBj95im9E89NJQYeht1vhwz30F6FzmyJAdQt17Hyz0MNJ5rbQy4uqfGY2pHObfWCKSu0bll+8UIWI/ZutdMIo/An47EvDmcsysWSgD/vXNnKRqibtTSfFHNfft776UogoCdf7iNv9ajtfP327KYOVZ2s9lJSWWOJW0UmN01omqi4y0DQ0bArxzcG3nMsksi7m1IFzji1Bko+hNbfal4OybOcA7TvOveJ2rZEmF6jtMgW1RQkstSc0dcYXNkaXlMZCz/6urXesxP8HbXukiLVSzkhM12iv8hfZdtj1VYpR 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 x9vXA8GG+O6lhtZLs4lGl35KyMGcbTcXllnAtYC+D9A3tno9kLHhWmNmbK4sLNLPhN/k+Q9t0lOCAh2WdCpnoh2pdi0cZ1o0RrxXC1YPMqxygeqqoa/+QiIr+yWgn9f+dnvOlct9+tutd4IsmZKtbuWTvZfi771cnHoAdPs8sGPioZb5OPU18kUMzwfdj40DOFYAv0PGTugXeMb8A/6DtrkNPeYiWu/0BZzYmwL2v5fQH6vQuysH6cd++IArhoVxOY8WwPv8XEmn6GVwtHCMn6DVB6GvLlvmxZAXCR6L2g19K4uP9NwHD8QfLd/TxkBwpgxBMs6TAJ90aNu4BJ58W7pimaCPFN9XxxeqM2nn3pLZ9OXFhJE5X4MhI/+CL8B0YE/vdkuMEeiM2zIxG3lCJ+CZRewijqdC97zTjFPKtuRTzd0Bt8Wca+M/pV/dAnFBlldWx88DS/Nz/LggL3QhizMng0cwOtQ5FlHc/Tog62PbOY5rC5xY 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 vqd42Wbr2BLmh46nzRLCk9aPtt/1JNcato1dia8f/ZauRZv1OxbwkvbHRVctNie8Xdoen6u2QJNtR740Fx1Hex1Wry3MNYfte0rrRMfB55G/x374YL6fBb/DKQP/myTdSorfY76HtjHtx5cuib+sMyLXuzHzkvGvobtr6Zh59sxzzjxlL8gM+iReWdnc2FwfjWxUKOvZ6L+zubZ5fbSx2t/ZHCQ+jxvDjdHOeHu0NjR1T14drw/728Obw+0bA5N3juY9MVrf2h6vj3dM4enLiTtl1Ge5uY6Yp0iftgfwr93QnbUB6VF/bbwxAB/Nyninvisix3lPOq8+fXHB7a55lrprgJzzEhzv0M9frsjlcn4Q7MSVWPbb/1MzCdzA6pm4gOuAV0eCY5D2tzl2UgmeB2dd41bHdRL3t/O7xM1dpU+Hlez6RvM9Kb/OBMcz7O/oi6VJjfCC6s9+2feW339r2Vs+c37iK79T6SjRZtkEx97U0+wBcGRM 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 qBxC51jHvPn9a4iZkdcm9le3n3Z0BMt2RZxbyTqo+YH4QdiumTvVbzPeCR0T1DWxTTPw+DqwQ2MZWc3EUBL71vp7n8Kx7de8R6faDHD2lW2/FI81DpI8mPzZRLK8obBz9uwW/87nXJbx6oMtEfbDDyyL+Y55y8gE3Dbh0e9StI5zYWnDHDCBP+8neOuEhWOtYBCtI0Xxn/n4nuxTYn7iSEm9A6+gsqKDF5TqZ0Xdsk67loWZ0r1knhBE44KxXeFRAT3J7v+4vxF5Vv3DA9CDRFdmbbn+kFpHgBs/9Ic6oAWHXRMZzeUstXwox4Hg5vkFeYtgTxPtX0X2RJ+ewOywLtgYKyuovcAxq/mnh8cKHvaK6O8GbDVHxzlxXjknTJyrnUF/dbRhrnUMG3VTPC/doeBbhc67lkVburQgDtPtUoVZ06F0bR6wCCB7Sn4BZn8Fq3X7NbGMoJS4RftEEQ/JU3WCioRUZdGiIDmbR0PumxB8KZjE76fC 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 gAQbNu9kOZ0n4K32rjJCfkSb8LI2S5ObTr+Wsp2KlrlNwxlQ+CQFFOojuxuHhkaGG0Fkoc3xggeNeEGansrzBdU+4d44LC7vmN+zXSSh8q3sq+UgFyfmQpo/KuLgvTJoHn+QTK9GbhRLD+T/pZUjLD3Cpjme59MG5LqgXKOYC6oJ2c/ztyT1Z1L+v8qnm9vU1P9OwKceUWN260WZL+Vqb/J7KJ4JuY8iuuqlozKHEN3PN/FvAVn5gJGTmHLFzMn8yMSTKD+J3zsov63+TXzWI4x//zn/alE7x2LcNcD/kC5y6HQ670qc7OC6uioX2wTOw/G+6H2YnydoH+9llTfrlNrUWj0jkp/me+dNmoDNCt8PD71/9pr14JsZPt5tyE3v9W7hv7lFcFT+I/NzQX5dyLHWCoDvQT4yAmxYjrnhGLyFLTI/8BtueQ7Xu/oU86LeTK+fr/KlEVy8CjdTB/7UOBq2vwO+ys3r/A9onekeOO7pN4z5azKf 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 ZRAla/FbzVJDlcyWv8b1Cdl7wK5zYzFUtyfVB/L/J9YvXUK795fr+Cz7d2nQy1pmZYMybbBmW2u6cdBNHLhT/s3G/pn2+IHZian2TKP52ExrrJ39noONqScPLPKBnTCxGHRUKtkWy7OwsIiBPiYSKpLDb9ddWahg+4UF4viTX3EskqOy86JjYYGA/sD+Hk2HAMLCwsLCFJUH1XvvLPoYyuTBzaMHZmYnGrNungCqFGWcKfhAqpkClpI8ms9SHqMdMG5aD9KgK/4cTqfQDWAZTtSyjtypKUuIvFL7Fha9hO3n/Yf3nFdUJiJL30y2bvRqKUyR0G0ZYS0KvvxQ2eYFv+du0Y87lYuUNcobxkuZy9yfM1oCl7YPEFUZL5ZtyZiCuFuYLlWP+h0ufQ0g5+x2nG2MqDuV/UbeypMBrG+S3tbaXmHbT7PRZRYlt3EqZGT3LCwsEkCdKdg6NTfROIg8yBlnCjYpMwVYVAQ31uDGaVZQhGyihvfy 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 AAAAQB+xER96AQAAAAAAAACwgWjtBR+bXfQW6sFi1feWC/tU0fReWAwAAAAAAAAAYMAp2uWIZOxQfp8QBgAAAADYUmgtBnd9LvR9vFj1FoKa58+vBGeCFX8l8OZ9r7n236guNYLaWV++hnCLt+SvNOq1IowKt8KoAHqmCD+0g0hfl0sPnzWI9D+ZMN6s/DT1dVkDAADY/OBzFf1Fr59Z1HzCRPVTCPIlT3+HmwWUEdiSbKXxNudPEcp5vZV/hhzAJ3EAMKA1Kuwko4JXn/fPBvWa37QuFGAzmB5Ym4Hz0wkBNgk6f0gbANxMALBJgYuOzIi0GW5CnEd7+EwlAAWSpaxutXYOklF6vDi3Cs4HZrl2P59snav0arp1MfdXcnYj1se4P4L+BMBmBWN9Bvxtpwu+Nd/7ebKV7GUGnL05l3HG6Gz7sfZ+rc2gckw6Rw52e750edBc9/eW6/NBQYaDfQNrOAAAAAAAAAAAAAAAYKsz9U/wmQXA wKM1HHiH6w/4tbNNy8FCcCZYqDYX+3d786eCRhAUYTrYD9MBAClwrn9fbAg5v6sIAAAAgOzAd0RAv1J5It27vhMPiVSUvwUdFrTB884AAACABq3p4MbDQc070zQeNJf8fW+pUV9YXa4u1hue/2AjmK8X8+7BbQNvQHAObOyHbgAAgOPc08PHr57CQhMAAAAAAABGjpo/kN7LQ17OiTeFNZ+9T6TFeJ+jA/Lh91IrnWnWYZyTrwgAAAARaA0IVx9abSxXveWmrUB+sagAa8HtfWMtSPo4Vodrsl0Rn56864IAAAAAQH+Cx7HBRpKVe/4ty6Csbm1W/GcEiAcurQEAAICNw/lIce6RBh69tWB2caXqnSHfyAVYC+7IzFpQ9pLblrd9sr9maGlfts2CKIdfHNJ2s5jdXrHL/N278r1mB1i9aNzbTohMkKtLMh3D17bkjr/gOvSHbxuvo3N8dSoqfBQUx5W3dTpZs3nZVtZf+dHeV8h42t3v 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 063vsXGjo818+TMiklCf47pV6bud7cb5dud45Abte6/lUTO22ejJSYx0pevM5RhlpJfzRrXPLf9Bd7vq6peZvHede+pgx3FZdh1zrWabJznSjvsn7fVtmbfSb7wpBp2sdArnt9v7aduWLaoMq2NmX3Kks/9Syz2LdZs8DZ7rPBUtL1kvlMpycg+l0Bf+SDOG6ObY178u0iLXTSQjH40Ym5TxOWpNzYb1Pm8j3FTkgI2uyeF1KNs9R5atW2qPCTZ9m2wzcuNrjLq5AB9rSwcOiEHG+cds9W91fcF9rXNNNC1q/Rn1Ca3h4BPHpNfkYLfnSzcIzXV/b7k+HxRpPdifvfUAAAAAAAAAAAAAAAAAAAB2aK0HNxyuP+DXzjbNBwvBmWCh2lzs3+3NnwoaQVCY/eA22A/AlmHs0MF1y2tWT6UAAAAAWfDRH26Op65Amyw/JdaXeksGn20CxSH14Ky4YlfnE5J9KZ9biQLaYpb9GQD9TiFvPVjS 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 JvOK38jR3Nftx/1yB/oJQ9DWJK5EsLRpz5yc8nMb5RpIFv6pY8r0/kyP5xPE4XLq4Cf+3Mt36OtCfIExaxRbukQflEeWmEB7oe+PsNEBvGqcHWCnqi/G4gfzM7YbsIZBUBs24NTfaJqExwk5yChycDyT0Obydzo2aMuvRZ9H+SS5r/v0RvKtZ+T3p0bItheZuD08I/c+bnZoQzyjxF4/tqBF+9xBz1F8WgtR/Nin/RcT0E4P2bQZEDuXcoabkmEpNlbgdjYfrv3u0gsvv/LSxz9xs7sPX3uC3YdRzp5J01KGoGwNMDvQb5kVPBoyk9esfjOPgNGMoJPRwGHAc8ISPQaaap7SF7Z9Fbw/pW+NNQ/y/eRQmPFwxPdMIONgHdIReXIK+J9mG9ARvpO6HZ5l0NrLd3UmUaImi4ugHxMb41b7iOslGDC67EC70xbJZ4Q8mGlEWV0NGjseBrF/zuQj/Jo9dWgziK1klNtc9/XIsibpf4sR2iFD 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 vOG9h/efYO+hBGNQVvSTh08WeW4z4p3pyE5qv2bucTuiRes4lPyyhmMpdu8K7fexe+7RHwI74TWiR+cCw6yXLea2E3RC+TLemvTFsWVL/I/K5j683eX8vs7gz3FkuVa78XeCnp3b5qCN8piJD3W9793cx0743kEX/mwSHM8jf+iFHtLsZS6nTmTrsr8U+5zE9h63efj565K/PYvzs6DddcvvHqJ5IfVDHQ54J+Sx7aDc5bYV+VKWXucC1wPooz5c1zuhn7bF/6G+SbjmSw8L1wuwJv9TcL462JzTciG6u0bjDJSvyXmEPEc5MuzWpA3lH5374H4M7Nh9pRc6Rzw30LwTXkz4YT+P/e3h9TpGO4HeIrmdAmqx/5T5EH2NfhDN0zPOA2SvuqjBLnjf66YgI04ZrvMKnx+gf9ex2qb7wIMK39s9bIRjo1+rrEq4SuP3JWJfZL8lII8luIT9EHLw/V0EY+CTBPfFDvGE7wtz/NgHrvxnQQ5q IxP2tH1s0bi0C84Gn8k4OHZNkKfeK38aw0YZ39yXmZs8B1u4BE6eqTfaYi80e17Rg0fqMjpIq+d4A/D0wOFjfZ7zj2k+X8KOd/hvyZ0c7ufMRZW+AXw6Ha6rC9Bcsq3Bn+0xhjtQf9G8JfInguYCk+A00Kdt9V13B32fdoQ8FEhfpiyYf0oeNomcSjxyj8JxMYZrPDw2d9Nv92rxzhaeT7YMWeYLg+Szjn8rdmrzfQ5shvk/9XYtFsB/GC8M+uN70YwlW7yr63FgJ7Q6fczrI1lxrndhT4LKsOR/uVLmZ+1/zTocQe1c4UNSNxd8carwYaL3tXk+8bnMRjmr7UTXx0JEb4h/j5zjMcjY7nb8LHyFQF8ZROYqf86RNT9jPBvgayOOjdix20YvZ9rMNR2Lf0ziu8qz19lJnW0hP/T2He5VHhGojY+FM8HbMJZcQZBDDzLWaGyfAjt5w3wu2e0geHroUXWQIbs85+59IMcBvNBe+kIs8Niy 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 72bNf5g1/2nW/JdZ899mzf+Ypfv/r4dH2z6pN0tPmaWnzdLWLL3NLL3dLL3DLL3TLL3LLL3HLH2pWXqvWfoys/TlZmlnlr7CLH2lWfoqs/TVZmkyS+8zS+83Sx8wSx80S99glr7RLH2LWfoOs/QRs/SsWfpOs/QTZumzZumnzdLPmKWfNUs/b5Z+0Sz9sln6NbP062bpN8zSb5ql3zJLv22Wfscs/Z5Z+gOz9Idm6Y/M0h+bpf9j79xj4ijiOL7XAy0+Upqmaa3arE+MUaSmRDCp4KvRBC9Y/7B/VGWBAw/x7jju0Da11YhNE1/VakWDDzRVgpZi1WhiVQw+iKkVFV/xha/E+Jd/GGPiP35/szvL3OzM7t1xGo37Sz65YXd2Hr/fzG9+wyzHQfA6gB6j60ATuAy0gCvBBrARXAOuBSkwAkbBGHgOjIMJcAC8DF4FB8FrgMqdAm+Bt8E74F0wDd4Dh8BhABtWLAMrwfHgBHASOBmcAk4D p4MacAY4E5wFasE5oA6cC9aCenAeaACNoAVcAWLgKrAJXAfaAP21TzvoAHTs1gW6QQL0gF6QBCnQB+hc7SawGWwBW223UDEIfgO/O99TWgHofG0pWAFOBBeCNtAJ4qALdIPrQQL0gBtAL7gRpEAa9IEsyIEBcDPYDLaCW8A2sB3cBm4Hg+AOsAPsBHeCu8Dd4B5wL9gF7gP3g93gAfAg2AMeAkPgYfAIGAaPgsfA4+AJMAKeBE+BveBp8AwYBWPgWbAPjIP9YAI8Dw6AF8CL4CXwCjgE3geHwQdgBnwIPgIfg1nwCfgUfAY+B1+AL8FX4GvwDfgWzIHvwPfgB/Aj+Mn+UyvxiBb+1D4PXdTYGKbCVJgKU2EqTIWpMBWmwlSYClP/85T71mrga7CVTb/aV5udu82Lnc9q51P9mmylU9vqi+03YNPxZDaTM3NJ00qa/QlzwEpusTJxJ5epytVlZSwp33H5+TqsbHzAMntzyYSTYXksZ3Ym 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 v57gA/sfS4y7pMPCXdC4IY5R/RzF+7roaUWvfNb8EzQn5kbEPwZwJ5sNh/uTwob7BW6c36DjLteOK+eODWtpXSvOhrHY+rjhvqPXM9CLZzTnMcTaEMbQXYdf+dHl9eUqv3H4rrPbwODMYj77Xzi8b3USBK41Pi+mxiPjZfk9aLlE+D3NLbq0OJpmVCPuEJ+de8vG0taioRxnxy/Tz1ptFi8H/HvoOCS0fst1qvl5vlYMNEfGXFQX0uDloenQ4mlaPT3sxOiNSC5kjGVj1PCgelhxIlq0sdpaR/tLjUA8Wm00W9RrzS+Tl6WNErbsaGCFT9NJSd5WcKNvpK4yVrR2kdgoD00PO7ZWDK03qAY10OrHnfh68XrxqEMtJCfii9ScHd+MBu0+a4fmUY+0MwE/qoTF7emN2NXMR+OzMp6JF7G36o5gxWLlWosbzSdScxm7tg+Z2DUxNJ0Z3VpNpY1XSza4vDkrJ2oAB+e13DjJk4lNSo5ezExP 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 vZZFiSv9ZsExOzZoHOWBaonqwqKGiIOBHwVisDJvcaB8LH5SMDvcGQ2qX+A9XPIweC5YOSMNqB6s+M7AZlbuyeG3aqFxoHeO1Gc9Tyi+poMLvvJdkMkDjWlg5Tm17KUfibVQfi6UmmUttLqhWjHgQhokpI3ELN4X0oeVHJC2Glg1quW0tJY2Ua6yFvJaW6OzyKW8lp8rJV+59rmwZ0WDtJnBZ49ck6z0OYLSj4x5Mp6DuagZg3xlf1AtSyzCnkQM6aflLvsutZQ25a/ZNS4UZwZcBLSj+ehYFBy0kfnIPBnYo7p6Y6/UsPjui/QiDchGXs/AX6sHg/EZ2GkxZhADxZ0Bh5WHl7eHSK7s+YptpPLPG/I9NIP33X68RGm7iJjoPUCFr+SW+ZQxFnCexb3UTwqv1CRzmQGPlhc5cVANpFbkK3XKGi5F7qjn5TyyQfWQWytfebFv8Wia6M1pot+aJvr2NNFvTxP92zTx96Zp/rVpWv55mpb/ 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 1dXay0VpTiX4lIYUC2X4y+GVK5uKmxU2qCBK+Stlx0Gr9DIyb97YN24+qd+oaRUoRte8TLLuvqFyvHe0d7Cx8/hof/fws+FqJQ/cWon/XzW8/7BxOzF/p275WUxOCwBrdbvy/PIc3XPk1j29acDeBMDYlwHwUd2O1uy8r2faTWk+F74NAFMAVd1v5y4UiyezZtpV01bO3Kor04w3+fNs2VjHBpXJ28TwnHoyFYCZzS2Ah2YLV+bzh27MRv/Cthn7tpbnJ0avMnIPATqtbdO2ja3WpXuNTToD6LTpYybFCGDdxuDnFqDXHM5VW45+rz/TmRPDxOEzMXxmNV9+0/Iz/G28s3YM1te5TFXr2Dgu8nCR60BMY6f/qreGlT0bbq6ENR876zM2ORzXcWBDkK8A3G2P2RytfAOsbAD8i9kXY2ftpgBt1/HSGbDyHKAfvFxfyFq+zr4z9rBV26lzavbeDMCfpt1y8mfX0rR1foeEk+tqflvNfrG2 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 1BHIQ7+OlDGOljZWf9gVx8ryLYZ58O/BNE+dp32w8fEdeNbY4T0zprlAuSd8Nb+Wf3jDpvsigOMTJoYWrSu89WOaisFT6+VJfx32gfixeGOfkb9AmcP6cbzhzaYn2i6Zmisp7s7Qg2nI+od5ut9Y7khfsc9i5GG5xnTEpwAfD5jOwEHzCWysJwaeJDBxXngDyypj4+OAgwcthPhmbbyR7spDHIZplXmC4zNMa439cgk8hm/pZNW15if2U2Nj2itfffouGWVsHWgTyBdoY831lJaS4OagHDGXuKq9TIDPUp/xCVrHR4mna8bNGXm6nUtYSjetLdPHG+0wn2kipJ7Wgs0xAW5s/JA3G0Pkxnh6A9ex9vocI/GPGGnMS+ntExhaD2fUSY2zg/oO8gW44RgwfLzHcUb+nvhK9ZvxtdJi4CB3T/hbcwf7hPyZbyEcmeasbpeWYmDWadibrDZCMHP6nupLqr4rlrmKcUVsSeBY2mF7qw7jo7Fx 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 i4UHiwsbb8w1bGMcS7aFnEcc+wJ8Xns/LBX21/q+H3Zb/Y4Y7q8t9ta+Xu+t3TUa5ZfW74nd1N43O3k/7CKVLpv9rHG9n7U9O39hMr4w3drfm80n89ns0u9rXVv4q1bHnZstwP5BSRbXEQnaj8JvE2vO5QwfOyVtG4kN3EsfFXKE9qH8daBMJN+HC+5rDUWU90PPU0/5Pv2KczXYM4zQZyzQvm5QXx97m9Bzudo/wXq+b0JPn/qj6ozu3/9UcilaNzfNTzpirj3sltqXcYb9jFZbQedqncRjqQ8p95E/LvpeGzy0I/apQ+eQdXxTvvqx7mUf9ymPwGko901f3/4ccJR7iNL5EP1dtoeMr/Ss0746gjVlU/PlOPpKa8PQ8RlqSwbKXxQctN9H6JJnY75pnpvWF9l4IOxsGheLc5SbF8ve5QY5Ytsm5IdiE+tW32tAOobcUC468BqrwbkQ3Ufh0xvH/OylgfaYl5uIfUnHceI/xLYQPVqQ 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 ybG+iHIEbWlH/DQ4Z/2V2NQgjumI0MAH1KnknlkKOoesgVG9FOS75kAfyIA6GRhnH0tf37VOR7rkCHzRZh9brJ1dNzeZg0t98FWSaJ5sAiyvWIz75Cgimv84r7WnrjQQcgxZzPOjxl0H1G9yXNVxHnLdUPBdyRgpyDJd7Ngly3xgudFrvsG9fSkXhuRJxGWTudvEmP10qI893rcufQW/FTj04S4d8U6kTQvyXfN7aPxRb2IxHrjlc9y5BzFrbfmccVs+/hWmH5JXmIa8vlRvC+UXjEb5RfXP/pX+vNWZDW3h/GWULpuNqtP1RtXs3Pndu2fzS/g+0hNgc0qCRchfnATALji+LZG+KdCDZa9bSDk5fg1y3Z4DfQnktAOMRxfPKFZCuOWCnAQ8UsAzwZH19/YSxANj6M99nbg6FhfvG4slHkvtmXBo2hOxj1w0iAfGLPINyxrA+xz5520y/om0s7gL4enlvT02BhnA/MA4Mvi5jba8/lI8 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 zGH6qMxNZO9CMxi/G7u0cd2ryeZ+pO2GnGS6e+xsasMn2LpuA43kaPosiStd+139WuXQ+BLcs/F6NwzcJtkarbYrpksk9BVbn7dQGRUb9+lqWFaTJUxG5dsMW/cRpZX9yzTHZcBQcko1eur/+o1RRZ4wXFTPLE+G0QnDym3sPrfxnaRtsM3x6z3z9S5y9kRv9VsfU2vfarLO7OjtIuNj15tvUKPf7fpQPOr1rI+P6Yr5t9oqHGOzSZhOXg/g7fSs2JQT9HMaKl8xG8/6rjGW+I/nc72uZs8qfTI+VfitepqOYfp63Oi1v5+OOzb9DvSv5jsh183oqLxq78jaHcjNfqjdBjl287G3Y5c9G/QROnsePZGvJbRaIoPnXo3HMmkXQFgtymngCuA5wHOBa4CXWH2K1qL8A/g38D8ob5GakbNQzkH5RlIf8hcoD0P5u9WIPPoU6kSugbhW6kRugng9xBshboV4O8Q7IT4C8VGIMxB3Q3wG4hzE 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 6Rp+BLfg26bNfYZ6ojO3LYmsPRs39Jy1K54ZbkqL389wlGddW6qjrfup9K0z3jTG0lCZnMxK+6w9zEORe9Dd3NiLfMNHipHX2YqfO2K0mK5/GQ3dLzr7acJ/s8ecPauvdUMjK2rf6vYAJ5NgFf4OlLFNMB28da7Zv/TktkPiZ64o39lY3nOH3qPw8xF+bh1diMZiMHDRQ5xKdPUZ8tGu44lXQcS0kV9mPhb8QdpY9s3vDaeHvHf7wbqHOTtxX4ONtaPTQ0rwa7aHsWNJ6K+60PsuY5asv6kviVx2H2TchWflNpk/di00sjahNfV7Z8+J/G5P4ajslvEiPmHNYf0VK9WR5l3wCx4zexZa7GMb/M+K+76efQ/evY4NXlTvxqZ1Ly1Dr8zaSG/diyrib67g++pL9Jz5aaVSZnRMaUfWQOvbrBvELzNcjczBxxR3JH6u9b/Zu7oQraooOvf8QKa9hUEQQkaIEFEvhg6kPSgp81QmOA/Rn6D9 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 IjmMnTpWumXCh+1DLFprAfsGZat100VbS+fjQmubik/UGe2M+CJ/h7VLna/YnxEvlK/sUOc0pV/esZ/t2JVmTmZfXMQexl03Mz611mV6uQd1i9b3lk34640xmTCYW2exjeOZ43Bk40keoIJ85JEEHtHYfu6xjoXWQrTDgQbnLvLB6yPEyIEvXzs5zB8VQ1noOGAJD46Zp5PuTvO01zd6eF3IxgI8eNMHaTJhrXg62MJfDCukM/PgNjxG+TyXGCNsL4GuyJtletDOfPqC5+ci+CfyfeRPpnHgl0Xh9aEAbQ4wYbvwtxPzhvVCGYWw4Tpfi6Ce7E/kz3Q8njFyoVcROGeyheMD/ab8mMXYyHbUMTf4IO2gjzgnqK8SMtasVyGMssBR4YvxwL5H+bgmdkCLv8d0tJZ1gf6JfO+kD8YPxxLHAercCQzYb0XQI02roP+O8caXGenFRhzHeVERCzzOYgzLzyLWUB7HAvJIAb/caEeZyJvjCTFH 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 +IxoOUYF5k78FWZu07mY4rGjjaobddz2n09v2f6/xsy2X4K7s6Ys2u4+PF5TEW3TED1hZtfN7Cs1FdE3auqhH9W0Q3+AVEF/o3RBz0JaoH/f3AgbUgD972a6n2M132mWzkKKnrtrWp5313Q876vpd+4zS/dD6p2P1DQ72xQ6l2ranKs1bc41SJvz+Zom58s1Rc7XzNLXa5qcb9b0ONvUON+v6XF+AOlxfmyWfmKWfmqWfg6pcn4JKXJ+a5b+WlPgPG+WXqAUOKmR+uasmd9Z09583MzPm/mna8qbVU17s0138wUz/6KZX68pb35h5r8289/XVDb/MPN/mflzZv7fmsoGU9io9DVvNsu3m+WzNWVNn66mT1XzYE1P8wmz/DCknzmoKWger2lo+hQ0T0D6mS+Z5etm+Umz/C2z/G2z/B2z/F2z/D2z/MOafuYZs/wns/x3kXZm1zQzb6ppZLbpYxZm5a6aMmabJuaemiJm+3+uD9WUMI/U 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 XczImNMab1D6y/JJVhBteF8LBf1V36V2/NfZEoUeOS1vEwM8nsInHV82NvTEmiz3Cr/Ux5pXmWyK2955KGKT5cm28oxhbm/uh8TrhGwtzfo3/NYaKNcfy65MhjGPXKFsSJ0ryG0oCD7XMz6rspXxKe4JcjxYT0VWpx1sH5X6dwP5NMrWSGV+Oc4P4WNb+XdJv07+J/6UdgfZxuAPio5ZuTJfOK5lvMn9JYo1kH0j++C/bLM+UcithD1Z3wWfsN5Znn3KMqRckZd7RBZzii787EQ+L7XiPfbIdD15Wa6twdnxDo2Pia8SZF1naW1KulgyfE+7QDpUpXYcLwW5zKvNr97rHapjPQL0MSu1H1Jf8lEQSK+VhO66FMAVCd11F4D7ASwAeA3AEQDvAjgK4BiADwAcB/ChguxqUF2f0NEGXwH4mtBdPxHC6+eE8voNwO9raC/8maZeBbgzALcJcGcCbjPgzgbcOYA7H3AXJERYgwQbocCuTkiw 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 DJbeRMggtQBjBmnYl0vUYD8yXHGDw/hUkYMj+OwGYwef5xI8+AqXcLkQ4wdlbyKAUCWHCIKvK4RQK5cYwiM/MojQUlGE1rmEEdrfRBwhyBVIeMYVSehlhBL6ot8NBhOiFE34ncIJsYgzAgqDbyCiMDKPkMJYV0xhfA5BhYl4pYDCCrMLOK6wWoGFtbdZZOFEIYQWvsFVfPsziy60wGP5iC+0NQIMHRRh6IhORozBX0GGJxVleOoGwgwh6IXeOUQaQhVqCFOsISKHYEO0K9oQZ4QbBucj3pBcQAGHl3KJOExSyGGKK+YwNY+gw+w8og6LFHZYks+4w+ocAg+prsjDJiP0sNUVe9ih4MOuIog+HDPCDyd/gvGH+wshANHwR0QgWuO/7F3Nix1FEH8778NZnVVQkcWLSEAvgmuCykg+WKImQXBllXxsYmIcQ9RdiAoSQYlLQFFEoxGiBz8OiuJBPYniQQ8e1ZuIBz2IkJPgv+A8/TWWw3uz 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 uD4AHwfhr1hfBwqxHcJ4sy5r0AfimRFjKxH6QNSprF053sgKfD0o8r4ovl3TI1jGdlTcG+mjD3CGNTM45vGuI77/BL2B7wWmZYwfvrsE9Xpa7AszAs826H3MLX5P8nvL4P9ZPHsKNmLh7xnRkziGz+fwfg29iWdFvrojcpiUrIXBOi+e3YTrE8Km2d/OiLiG8jz8m9pYFz4iMa6DeV1Rk2bdT3X++7tarGuEXsty3zN73KXQz+L+DVxnMCcpfA9zYm8xviORG4NzTuiJWNcd6OXcxx7fE/U4EPvp8P5l2HxVrPUa7Jj9qi/i6aE/dCz2qG0irxH+Z3ZxvUz8D+0KfQ56BnvF9WRIV9Sb6X8+Cx8xMHRFLF2Rp+GzF/H8JVEHu/Bui6gVWS/Xi/odXs+jPjoCV0fcdzDP1O0q6sXkv1cYH+Eb7Ij3mRi3JvzImpD7XIQ430JP706hBk1drYr9KxYYL+Bq1v8Cxs9COsLP3+xdW2hcRRj+ 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 sqSQnYUcjhJQ20uVoBoSHvKkEGHoNgtqSSGeErYUcljde1Ltecbh3ZVuS7V3pWP0gJZA2gs5t3mQtXHI3jjE0ws53YmGRHx1WWfx1gnGPRo6p/GM05WaELkWin+ZR1RpXdYYxZA4PzIWPtqP4rXQkUIw3qzMGr1q+/rcOJmTHJ7pO8KzqFgi+mpzziJUdXiqsuLS4VWdvLgUQ7yVVhIStP+ZMYgcInL12rz2nl6IWNAsA6Ehw6zsB1SiyjlUSLzKIdd7AupIIeTeBJkoNFeFYhPy9BJrj3QHLIvqrzoIeyFn7SFCdtaquwV5BjKQgXRDWLrLQHsLQelUIoEhySfpfUAoIckbtgU0Ds9eyGrbY0GwoqbMpkwMIQkjJAQzITKdGMhAOwS1dgRCTncDxRD0m2Tif2srTnPSqoNSwmENyBYOWz4g3tezxNVQU6oEr3tkSeZIByQuajwphByQWHtiDyP+d6jEGF3OFaGQA+xLHOTIfYcHhJDb 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 0hfZi/xF8Sf05z/CuhAuxAvpQr5QLtQL7UK/8K6G60K4EC+kC/lCuVAvtAv9wrsarQvhQryQLuQL5UK90C70C+9qvC6EC/FCupAvlAv1QrvQL7yryboQLsQL6UK+UC7UC+1Cv/CuputCuBAvpAv5QrlQL7QL/cK7mq0L4UK88JfV/uJH45/gJ/hK8Sv91WD+SuUr1a/UvlL/SuOT4lcx8KsY+FUM/CoGfhUDv4qBX8XAr2LgTx+a+2Wa3/1o8tN/+CR//Un+453AvurPvirMvirMvirMvirMvirMvirMPhT2L/+07voV/yII/vQrSl8pf6XylepXal+pf6Vf5MJfyYW/kot++hXFr5S+Uv5K5SvVr9S+Uv9Kv4hJvxKTfiUm//Qril8pfaX8lcpXql+pfaX+lX4Rk38lJl8x//xH++V//u5Hi1fe7wQ/CX0S/iTySfST2Cf5ss4v8v3++6I32Pgv8Hc/OnxI4/AhjcOHNI6fw/BzGH4d 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 loZQFCazF+ygJXsGFmbRuw+Gx+u5OKf3FC9P2FbCplF1/ZIN0Z6kC5A0MY4iOciQr5LAm49v7FiOCDmH9hijwWKDVS19661tua0jaJ+pTd0NMJE1T3FQ+95va1fOqoHuLtkKkmrKgHDk7Ncvp5/7MyJQup/7YaB24wbWXdkf969XP6UFlFXviEVITGouR+beq2m7NylJUZ+EcuGaKoDCpX79koBI67GWPodCn4BJWiM+m2u/+x0vNduVRz1XHy47C2CWGdLhm+dgRA6Thh9ZIbPm6HGzJXHYXj8vTp6mfOpyfcqxpU9ibqvX1MHXP6hQaoCfsg7K9soVPIVIwTU3nvo5TOnhBb77uZYyDXjozJa8duqJIYi8YqjqoMlZvTWxFGCG7rn5OQcjhmNNzeynHtsrI6qA331gnRaWLYdsEM3divOpPyrto67YvRhtidPq4t4obURnS5Al53tuZz/KImMg8VnrKd4Or9mBbup33fWUdLxy7PRk 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 0tXPOwgAOrPdeJ+PrU0KrjkS9RSXshHM9/Mcoq+en34tNDqV23J87qXRSDmVeGK9+/CB6VaX07QRoC2A0KELce/6iC/QMRLNiMljc0DqKXJ4MPn6+dn9xNv09QT0U/BYY2ysSHDi9555XhsyN/XpJ6yhztRwgBxHzvdB89tOq5RcrapRgbGhGRXJtGThK58z+zKhGF2GxYZajAB11En0vgeQCwodUIvG+Tmfq9gwB+Lk6x+h1qU7J3lk2OgwnmZZhxuhPu7BszmykWXIMfdg5WEh36p43vNYmOktqYiR2KIMjrupc42T6TsfARouyGSYM7nSmE6yTdI6697npSdnhSINswtYzdLvLf+TcW5+T4UCh4/VOWyxdqWd2bthJebNc2wdyhM23UtSG/ae2bFOOWd/5OOH7YRG2pbdw6B4sM8paqL7DguigRKKmlA74mDGtu9JHqjZO19DZ+81yYNB0cjVNBwR7Wdfe25GQECH9JgyYyKoImTw LXDjuCmW+Y7KtrEAEVltixFojd13ujybEks4TbclL5dNx7Ose0qu/6KfXLZwL4OgozWggWMmQYr3fCdjyenQLPcSbWwq3dhn7XP9l3B0wNpM67AtTVBmrCRngTsOHDpavY1PgVmfI9LFsisO5H1fJeKlpSICmw1b0xn1pCrPunaP2XuzsmRwOVnQTGEOGxyydfvP6MjFbYiduejsbSCyciqy/bUXoJw0lTNl3kl21I9FcZG6ntePWs70UYcNUNSxey08RcPaY+v13308Nzmom7VtwLTo3IK8LPEjri2YBocAiSrhQWxuRqVexLfftPX4IdrCcnibReA+u4rafQpf/cEw1k6HpILMMcyyqjjLGlbybx/K4oW/fSj7M/ztQ9mf4cdHdXjhbx/KftLfPpT97UPZ3z6U/e1D2d8+lL3wSvTbh7I/3j/H+vNf/7nWv975x/zL84f8+/nhhx/+z/8F4bAOng== Numar chestionar Questionnaire number Numar chestionar Questionnaire number 1 1512 756.508609271523 756.5 436.313609912508 1510 0 F4.0 Sexul Sex Sex Sex 1510 0 1 Masculin Male 732 2 Feminin Female 778 F1.0 Ocupatia actuala Current occupation Ocupatia dvs. actuala Your current occupation 1510 0 1 Agricultor Farmer 276 2 Muncitor Worker 365 3 Tehnician, maistru, functionar Technician, foreman, clerk 200 4 Studii superioare Higher education completed 84 5 Alta ocupatie Other occupation 7 6 Elev, student Pupil, student 28 7 Pensionar Retiree 299 8 Casnica Homemaker 112 9 Somer Unemployed 114 10 Patron Owner 25 F2.0 Specificul activitatii Nature of the work Specificul activitatii Nature of the work 948 562 1 Salariat Employee 621 2 Pe cont propriu On my own 294 3 Patron Owner 33 97 Nu e cazul Not applicable 553 99 NR/NS No response / Don't know 9 F1.0 Domeniul de activitate Field of activity Domeniul de activitate Field of activity 946 564 1 Agricultura Agriculture 309 2 Industrie, constructii Industry, construction 319 3 Transporturi, telecomunicatii Transportation, telecommunications 43 4 Comert, turism Commerce, tourism 98 5 Invatamant, cultura Education, culture 76 6 Sanatate Health 28 7 Altul Another one 73 97 Nu e cazul Not applicable 555 99 NR No response 9 F1.0 Pregatirea scolara School preparation Pregatirea scolara School preparation 1510 0 1 Fara scoala No schooling 43 2 Scoala generala neterminata Unfinished elementary school 227 3 Scoala generala Elementary school 434 4 Scoala profesionala Vocational school 248 5 Liceu High school 348 6 Scoala postliceala Post-secondary school 93 7 Studii superioare Higher education completed 116 8 Alta Other 1 F1.0 Nationalitatea Nationality Nationalitatea Nationality 1510 0 1 Romana Romanian 1347 2 Maghiara Hungarian 90 3 Romanes Romanian 35 4 Germana German 7 5 Alta Other 31 F1.0 Domiciliul actual Current address Domiciliul actual Current address 1510 0 1 Rural Rural 680 2 Urban Urban 830 F1.0 Varsta in ani impliniti Age in full years Care este varsta dumneavoastra ? How old are you? 1510 0 1 Pana in 20 de ani By the time you're 20 60 2 21-3O ani 21-30 years old 279 3 31-40 ani 31-40 years old 291 4 41-50 ani 41-50 years old 334 5 51-60 ani 51-60 years old 222 6 61-70 ani 61-70 years old 203 7 71 ani si peste 71 years old and older 121 F1.0 Starea civila Marital status Starea civila Marital status 1510 0 1 Necasatorit Never married 192 2 Casatorit Married 1104 3 Divortat Divorced 41 4 Vaduv Widowed 146 5 Alta situatie Other situation 27 F1.0 Ocupatia actuala a sotiei/sotului dumneavoastra Your spouse's current occupation Ocupatia actuala a sotului (sotiei) Husband's (wife's) current occupation 1510 0 1 Agricultor Farmer 208 2 Muncitor (meserias) Worker (craftsman) 334 3 Tehnician, maistru, functionar Technician, foreman, clerk 127 4 Ocupatii cu studii superioare Occupations requiring a college degree 77 5 Alta ocupatie Other occupation 6 6 Elev, student Pupil, student 5 7 Pensionar Retiree 194 8 Casnica Homemaker 94 9 Somer Unemployed 54 10 Patron Owner 23 11 Nu am sotie/sot I don't have a wife/Husband 388 F2.0 Ocupatia tatalui dumneavoastra Your father's occupation Ocupatia tatalui dvs Your father's occupation 1494 16 1 Agricultor Farmer 644 2 Muncitor (meserias) Worker (craftsman) 631 3 Tehnician, maistru, functionar Technician, foreman, clerk 144 4 Ocupatii cu studii superioare Occupations requiring a college degree 46 5 Alta ocupatie Other occupation 24 6 Patron Owner 5 99 NR/NS No response / Don't know 16 F1.0 Apreciere sanatate R Health assessment R In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1510 0 Sanatatea dvs Your health 1 Foarte proasta Very poor 136 2 Proasta Poor 265 3 Satisfacatoare Satisfactory 525 4 Buna Good 508 5 Foarte buna Very good 76 F1.0 Apreciere relatiile de familie Assessment of family relationships In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1427 83 Relatiile din familie Family relationships 1 Foarte proasta Very poor 13 2 Proasta Poor 39 3 Satisfacatoare Satisfactory 160 4 Buna Good 912 5 Foarte buna Very good 303 6 Nu este cazul Not applicable 71 99 NR/NS No response / Don't know 12 F1.0 Apreciere locuinta R Property appraisal R In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1502 8 . Locuinta dvs. . Your home. 1 Foarte proasta Very poor 74 2 Proasta Poor 136 3 Satisfacatoare Satisfactory 431 4 Buna Good 752 5 Foarte buna Very good 109 99 NR/NS No response / Don't know 8 F1.0 Apreciere calitatea mediului Environmental quality assessment In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1472 38 . Calitatea mediului natural . Quality of the natural environment 1 Foarte proasta Very poor 68 2 Proasta Poor 214 3 Satisfacatoare Satisfactory 447 4 Buna Good 640 5 Foarte buna Very good 103 99 NR/NS No response / Don't know 38 F1.0 Apreciere conditiile de munca Assessment of working conditions In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 813 697 Conditiile de munca Working conditions 1 Foarte proasta Very poor 53 2 Proasta Poor 144 3 Satisfacatoare Satisfactory 263 4 Buna Good 316 5 Foarte buna Very good 37 6 Nu este cazul Not applicable 686 99 NR/NS No response / Don't know 11 F1.0 Apreciere relatiile cu vecinii R Assessment of relations with neighbors R In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1490 20 . Relatii cu vecinii dvs. . Your relationships with your neighbors. 1 Foarte proasta Very poor 9 2 Proasta Poor 49 3 Satisfacatoare Satisfactory 204 4 Buna Good 979 5 Foarte buna Very good 249 99 NR/NS No response / Don't know 20 F1.0 Apreciere veniturile R Revenue estimate R In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1472 38 Veniturile dvs. Your income 1 Foarte proasta Very poor 330 2 Proasta Poor 530 3 Satisfacatoare Satisfactory 458 4 Buna Good 142 5 Foarte buna Very good 12 99 NR/NS No response / Don't know 38 F1.0 Apreciere dotarea localitatii R cu unitati comerciale Assessment of the availability of commercial establishments in the town of R In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1482 28 Dotarea localitatii dvs. cu unitati comerciale Providing your community with retail establishments 1 Foarte proasta Very poor 42 2 Proasta Poor 181 3 Satisfacatoare Satisfactory 402 4 Buna Good 709 5 Foarte buna Very good 148 99 NR/NS No response / Don't know 28 F1.0 Apreciere dotarea localitatii R cu unitati de prestari servicii Assessment of the availability of service providers in the town of R In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1488 22 Dotarea localitatii dvs. cu unitati de prestari servicii Providing your community with service facilities 1 Foarte proasta Very poor 211 2 Proasta Poor 396 3 Satisfacatoare Satisfactory 413 4 Buna Good 410 5 Foarte buna Very good 58 99 NR/NS No response / Don't know 22 F1.0 Apreciere asigurarea apei potabile in localitate Assessment of drinking water supply in the community In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1486 24 Asigurarea apei potabile In localitate Drinking water supply in the community 1 Foarte proasta Very poor 123 2 Proasta Poor 260 3 Satisfacatoare Satisfactory 303 4 Buna Good 707 5 Foarte buna Very good 93 99 NR/NS No response / Don't know 24 F1.0 Apreciere asistenta medicala Assessment of the nurse In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1494 16 Asistenta medicala primita Medical care received 1 Foarte proasta Very poor 105 2 Proasta Poor 234 3 Satisfacatoare Satisfactory 431 4 Buna Good 658 5 Foarte buna Very good 66 99 NR/NS No response / Don't know 16 F1.0 Apreciere activitatea politiei Assessment of the Police's work In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1471 39 Activitatea politiei In localitatea dvs. Police activities in your community 1 Foarte proasta Very poor 80 2 Proasta Poor 175 3 Satisfacatoare Satisfactory 474 4 Buna Good 685 5 Foarte buna Very good 57 99 NR/NS No response / Don't know 39 F1.0 Apreciere calitatea invatamantului Assessment of the quality of education In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1437 73 Calitatea invatamantului in localitatea dvs The quality of education in your community 1 Foarte proasta Very poor 33 2 Proasta Poor 109 3 Satisfacatoare Satisfactory 378 4 Buna Good 847 5 Foarte buna Very good 70 99 NR/NS No response / Don't know 73 F1.0 Apreciere mijloacele de comunicare Assessment of communication channels In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1468 42 Calitatea informatiei pe care o primiti prin mijloacele de comunicare (mass-media) The quality of the information you receive through the media 1 Foarte proasta Very poor 23 2 Proasta Poor 91 3 Satisfacatoare Satisfactory 368 4 Buna Good 801 5 Foarte buna Very good 185 99 NR/NS No response / Don't know 42 F1.0 Apreciere calitatea transportului in comun Assessment of public transportation quality In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1464 46 Calitatea transportului In comun in localitatea dvs. The quality of public transportation in your community 1 Foarte proasta Very poor 210 2 Proasta Poor 307 3 Satisfacatoare Satisfactory 417 4 Buna Good 488 5 Foarte buna Very good 42 99 NR/NS No response / Don't know 46 F1.0 Apreciere timp liber (recreere) Leisure (recreation) In viata fiecaruia intervin o multime de conditii sI Imprejurari. Ele pot fi mai bune sau mai putin bune. Mai jos sunt mentionate o serie de asemenea aspecte. Va rugam sa le caracterizati, In ceea ce va priveste, Incercuind cifra corespunzatoare. Alegeti un singur raspuns la fiecare Intrebare. A multitude of conditions and circumstances arise in everyone's life. They May be favorable or less favorable. Below are a number of such aspects. Please describe them as they apply to you by circling the appropriate number. Choose only one answer for each question. 1435 75 Posibilitatile de petrecerea a timpului liber. Leisure activities. 1 Foarte proasta Very poor 240 2 Proasta Poor 471 3 Satisfacatoare Satisfactory 365 4 Buna Good 326 5 Foarte buna Very good 33 99 NR/NS No response / Don't know 75 F1.0 Preocupari societate pentru cei aflati in nevoie Society's concern for those in need Cum apreciati preocuparile societatii pentru a-i ajuta pe ce-i aflati In nevoie: orfani, batrani singuri,persoane handicapate? How do you view society's efforts to help those in need-orphans, elderly people living alone, and people with disabilities? 1448 62 1 Foarte proaste Very bad 324 2 Proaste Stupid 545 3 Satisfacatoare Satisfactory 407 4 Bune Good 162 5 Foarte bune Very good 10 99 NR/NS No response / Don't know 62 F1.0 Cum administreaza primaria localitatea? How does the city Government manage the town? Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1494 16 Modul In care primaria administreaza localitatea How the city hall manages the municipality 1 Foarte rau Very bad 101 2 Rau River 313 3 Satisfacator Satisfactory 510 4 Bun Good 515 5 Foarte bun Very good 55 99 NR/NS No response / Don't know 16 F1.0 Cum este condusa tara? How is the country governed? Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1479 31 Modul In care e condusa tara The way the country is run 1 Foarte rau Very bad 201 2 Rau River 482 3 Satisfacator Satisfactory 471 4 Bun Good 307 5 Foarte bun Very good 18 99 NR/NS No response / Don't know 31 F1.0 Posibilitatea de a va afirma in viata The opportunity to make a name for yourself in life Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1377 133 Posibilitatea de a va afirma In viata The opportunity to make your mark in life 1 Foarte scazuta Very low 250 2 Scazuta Low 573 3 Satisfacatoare Satisfactory 417 4 Ridicata High 126 5 Foarte ridicata Very high 11 99 NR/NS No response / Don't know 133 F1.0 Accesibilitatea formelor de invatamant Accessibility of educational programs Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1413 97 Accesibilitatea formelor de Invatamant . Accessibility of educational programs. 1 Foarte scazuta Very low 127 2 Scazuta Low 367 3 Satisfacatoare Satisfactory 534 4 Ridicata High 352 5 Foarte ridicata Very high 33 99 NR/NS No response / Don't know 97 F1.0 Posibilitatea de a obtine un loc de munca The possibility of finding a job Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1435 75 Posibilitatea de a obtine un loc de munca pe masura intereselor sI capacitatilor dvs. The possibility of getting a job according to your interests and abilities. 1 Foarte scazuta Very low 457 2 Scazuta Low 617 3 Satisfacatoare Satisfactory 247 4 Ridicata High 105 5 Foarte ridicata Very high 9 99 NR/NS No response / Don't know 75 F1.0 Securitatea dumneavoastra Your safety Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1492 18 Securitatea dvs. de acasa de pe strada Your safety at home and on the street 1 Foarte scazuta Very low 118 2 Scazuta Low 348 3 Satisfacatoare Satisfactory 508 4 Ridicata High 466 5 Foarte ridicata Very high 52 99 NR/NS No response / Don't know 18 F1.0 Masura in care sunt respectate drepturile dumneavoastra The extent to which your rights are respected Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1473 37 1 Foarte scazuta Very low 112 2 Scazuta Low 336 3 Satisfacatoare Satisfactory 621 4 Ridicata High 372 5 Foarte ridicata Very high 32 99 NR/NS No response / Don't know 37 F1.0 Influenta lui R asupra luarii deciziilor in unitatea in care lucreaza R.'s influence on decision-making in the unit where he works Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 714 796 Masura In care puteti influenta luarea deciziilor In unitate In care lucrati . The extent to which you can influence decision-making at the workplace where you work. 1 Foarte scazuta Very low 146 2 Scazuta Low 231 3 Satisfacatoare Satisfactory 172 4 Ridicata High 135 5 Foarte ridicata Very high 30 6 Nu este cazul Not applicable 784 99 NR/NS No response / Don't know 12 F1.0 Luarea deciziilor in localitatea in care traiti Decision-making in the community where you live Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1469 41 1 Foarte scazuta Very low 548 2 Scazuta Low 629 3 Satisfacatoare Satisfactory 204 4 Ridicata High 78 5 Foarte ridicata Very high 10 99 NR/NS No response / Don't know 41 F1.0 Influenta lui R asupra modului in care este condusa tara R.'s influence on the way the country is governed Caracterizati in continuare alte conditii de viata: Please describe other living conditions below: 1453 57 Posibilitatea de a avea un cuvant de spus In ceea ce priveste modul In care este condusa tara The opportunity to have a say in how the country is run 1 Foarte scazuta Very low 769 2 Scazuta Low 462 3 Satisfacatoare Satisfactory 148 4 Ridicata High 64 5 Foarte ridicata Very high 10 99 NR/NS No response / Don't know 57 F1.0 R conteaza pe ajutorul altora daca ar fi agresat R would count on others for help if he were attacked In situatia in care ati fi agresat pe strada sau In locuri publice, In ce masura ati conta pe ajutorul celor din jur? If you were attacked on the street or in a public place, to what extent would you rely on help from those around you? 1496 14 1 Deloc Not at all 611 2 Putin Putin 609 3 Mult A lot 276 99 NR/NS No response / Don't know 14 F1.0 R este multumit de viata sa R is happy with his life Luand In considerare Intrega situatie, cat de multumit sunteti de viata dvs. de zi cu zi? Taking the whole situation into account, how satisfied are you with your day-to-day life? 1508 2 1 Foarte nemultumit Very dissatisfied 136 2 Nemultumit Dissatisfied 422 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 504 4 Multumit Satisfied 429 5 Foarte multumit Very satisfied 17 99 NR/NS No response / Don't know 2 F1.0 Apreciere conditii de viata peste 10 ani Assessment of living conditions 10 years from now 1155 355 1 Mult mai proaste Much worse 16 2 Mai proaste Worse 110 3 La fel ca in prezent Just as it is now 86 4 Mai bune Better 792 5 Mult mai bune Much better 151 6 Nu pot aprecia Cannot assess 344 99 NR No response 11 F1.0 Apreciere conditii de viata din Romania in prezent Assessment of current living conditions in Romania Cum considerati ca sunt conditiile de viata In Romania In prezent, comparativ cu anul trecut? How do you consider the living conditions in Romania today, compared to last year? 1428 82 1 Mult mai proaste Much worse 72 2 Mai proaste Worse 563 3 La fel ca anul trecut Just like last year 544 4 Mai bune Better 242 5 Mult mai bune Much better 7 6 Nu pot aprecia Cannot assess 78 99 NR No response 4 F1.0 Activitati suplimentare Additional activities Pentru a va spori veniturile, faceti ceva suplimentar? To increase your income, do you do anything extra? 1510 0 1 Nu No 1004 2 Al doilea loc de munca Second job 220 3 Activitati ocazionale Occasional activities 206 4 Inchiriez For rent 12 5 Alte activitati Other activities 68 F1.0 Vizionez emisiuni TV I watch TV shows Practicati urmatoarele activitati? Do you engage in the following activities? 1508 2 1 Nu No 174 2 Rar Rarely 442 3 Da Yes 892 99 NR/NS No response / Don't know 2 F1.0 Lectura (Literatura) Reading (literature) Practicati urmatoarele activitati? Do you engage in the following activities? 1504 6 Lectura (literatura) Reading (literature) 1 Nu No 745 2 Rar Rarely 460 3 Da Yes 299 99 NR/NS No response / Don't know 6 F1.0 Citesc ziare, reviste I read newspapers and magazines Practicati urmatoarele activitati? Do you engage in the following activities? 1506 4 Citesc ziare, reviste I read newspapers and magazines 1 Nu No 476 2 Rar Rarely 522 3 Da Yes 508 99 NR/NS No response / Don't know 4 F1.0 Merg la cinematograf I'm going to the movies Practicati urmatoarele activitati? Do you engage in the following activities? 1507 3 Merg la cinematograf I'm going to the movies 1 Nu No 1283 2 Rar Rarely 203 3 Da Yes 21 99 NR/NS No response / Don't know 3 F1.0 Merg la spectacole I go to shows Practicati urmatoarele activitati? Do you engage in the following activities? 1504 6 Merg la spectacole I go to shows 1 Nu No 1225 2 Rar Rarely 254 3 Da Yes 25 99 NR/NS No response / Don't know 6 F1.0 Intalniri, petreceri cu prieteni, rude Get-togethers, parties with friends and family Practicati urmatoarele activitati? Do you engage in the following activities? 1505 5 Intalniri, petreceri, cu prieteni, rude Meetings, parties, with friends, relatives 1 Nu No 456 2 Rar Rarely 754 3 Da Yes 295 99 NR/NS No response / Don't know 5 F1.0 Sport Sports Practicati urmatoarele activitati? Do you engage in the following activities? 1504 6 Sport Sports 1 Nu No 1283 2 Rar Rarely 154 3 Da Yes 67 99 NR/NS No response / Don't know 6 F1.0 Merg la biserica I'm going to church Practicati urmatoarele activitati? Do you engage in the following activities? 1506 4 Merg la biserica I'm going to church 1 Nu No 353 2 Rar Rarely 758 3 Da Yes 395 99 NR/NS No response / Don't know 4 F1.0 Excursii la sfarsit de saptamana Weekend trips Practicati urmatoarele activitati? Do you engage in the following activities? 1501 9 Excursii la sfarsit de saptamana Weekend trips 1 Nu No 1209 2 Rar Rarely 238 3 Da Yes 54 99 NR/NS No response / Don't know 9 F1.0 Activitate politica Political activity Practicati urmatoarele activitati? Do you engage in the following activities? 1504 6 Activitate politica Political activity 1 Nu No 1418 2 Rar Rarely 62 3 Da Yes 24 99 NR/NS No response / Don't know 6 F1.0 Multumire R de profesia pe care o exercita Satisfaction with one's profession Cat de multumit sunteti de: How satisfied are you with: 751 759 Profesia pe care o exercitati Your occupation 1 Foarte nemultumit Very dissatisfied 20 2 Nemultumit Dissatisfied 77 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 143 4 Multumit Satisfied 430 5 Foarte multumit Very satisfied 81 6 Nu este cazul Not applicable 742 99 NR/NS No response / Don't know 17 F1.0 Multumire R de locul de munca Thank-you note R from the workplace Cat de multumit sunteti de: How satisfied are you with: 729 781 Locul de munca pe care Il aveti Your current job 1 Foarte nemultumit Very dissatisfied 26 2 Nemultumit Dissatisfied 96 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 138 4 Multumit Satisfied 409 5 Foarte multumit Very satisfied 60 6 Nu este cazul Not applicable 765 99 NR/NS No response / Don't know 16 F1.0 Multumire R de modul in care isi petrece timpul liber R.'s appreciation for the way he spends his free time Cat de multumit sunteti de: How satisfied are you with: 1450 60 Modul In care va petreceti timpul liber How you spend your free time 1 Foarte nemultumit Very dissatisfied 121 2 Nemultumit Dissatisfied 413 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 419 4 Multumit Satisfied 461 5 Foarte multumit Very satisfied 36 99 NR/NS No response / Don't know 60 F1.0 Multumire R de viata de familie R.'s satisfaction with family life Cat de multumit sunteti de: How satisfied are you with: 1417 93 Viata de familie Family life 1 Foarte nemultumit Very dissatisfied 28 2 Nemultumit Dissatisfied 56 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 133 4 Multumit Satisfied 899 5 Foarte multumit Very satisfied 301 6 Nu este cazul Not applicable 86 99 NR/NS No response / Don't know 7 F1.0 Multumire R de veniturile personale R.'s satisfaction with personal income Cat de multumit sunteti de: How satisfied are you with: 1423 87 Veniturile pe care le obtineti The income you earn 1 Foarte nemultumit Very dissatisfied 338 2 Nemultumit Dissatisfied 544 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 290 4 Multumit Satisfied 242 5 Foarte multumit Very satisfied 9 6 Nu este cazul Not applicable 77 99 NR/NS No response / Don't know 10 F1.0 Multumire R de viata politica din tara Satisfaction with the country's political life Cat de multumit sunteti de: How satisfied are you with: 1442 68 Viata politica din tara Political life in the country 1 Foarte nemultumit Very dissatisfied 125 2 Nemultumit Dissatisfied 496 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 522 4 Multumit Satisfied 283 5 Foarte multumit Very satisfied 16 99 NR/NS No response / Don't know 68 F1.0 Multumire R de relatiile dintre oameni in societate Gratefulness R: Interpersonal relationships in society Cat de multumit sunteti de: How satisfied are you with: 1476 34 Relatiile dintre oameni In societate Relationships between people in society 1 Foarte nemultumit Very dissatisfied 73 2 Nemultumit Dissatisfied 403 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 516 4 Multumit Satisfied 476 5 Foarte multumit Very satisfied 8 99 NR/NS No response / Don't know 34 F1.0 Multumire R de realizarile din viata sa Gratitude R for the achievements in his life Cat de multumit sunteti de: How satisfied are you with: 1502 8 Ceea ce ati realizat pana acum In viata What you've accomplished so far in life 1 Foarte nemultumit Very dissatisfied 64 2 Nemultumit Dissatisfied 253 3 Nici nemultumit, nici multumit Neither dissatisfied nor satisfied 333 4 Multumit Satisfied 756 5 Foarte multumit Very satisfied 96 99 NR/NS No response / Don't know 8 F1.0 Starea R din ultimele zile R status over the past few days In viata omului sunt perioade mai bune si mai putin bune. Caracterizati starea dvs. din ultimele zile: In life, there are good times and not-so-good times. Describe how you've been feeling over the past few days: 1503 7 1 Nefericit(a), chiar disperat(a) Unhappy, even desperate 76 2 Suparari destul de mari Quite a lot of trouble 260 3 Ceva nu merge Something isn't working 308 4 In general ma simt bine In general, I feel fine 609 5 Ma simt bine I feel good 223 6 Pe deplin fericit(a) Completely happy 27 99 NR/NS No response / Don't know 7 F1.0 Cum va considerati? How do you feel? In orice societate, unii oameni se considera bogati, altii se considera saraci. Avand In vedere numerotarea de la 1 la 10 dvs. unde va situati? In any society, some people consider themselves rich, while others consider themselves poor. On a scale of 1 to 10, where would you place yourself? 1 10 4.06445182724252 4 1.63219523497592 1505 5 1 Sarac Poor 129 10 Bogat Rich 1 99 NR/NS No response / Don't know 5 F2.0 Conflicte intre tineri si varstnici Conflicts between young people and the elderly In ce masura conflictele de mai jos sunt, dupa parerea dvs., prezente in tara noastra? To what extent do you think the conflicts listed below exist in our country? 1469 41 Intre tineri si varstnici Between young people and the elderly 1 Foarte mult A lot 172 2 Mult A lot 510 3 Putin Putin 538 4 Foarte putin Very little 153 5 Deloc Not at all 96 99 NR/NS No response / Don't know 41 F1.0 Conflicte intre salariati si conducere Conflicts between employees and management In ce masura conflictele de mai jos sunt, dupa parerea dvs., prezente in tara noastra? To what extent do you think the conflicts listed below exist in our country? 1403 107 Intre salariati si conducerile Intreprinderilor, institutiilor Between employees and the management of enterprises and institutions 1 Foarte mult A lot 247 2 Mult A lot 597 3 Putin Putin 409 4 Foarte putin Very little 91 5 Deloc Not at all 59 99 NR/NS No response / Don't know 107 F1.0 Conflicte intre saraci si bogati Conflicts between the poor and the rich In ce masura conflictele de mai jos sunt, dupa parerea dvs., prezente in tara noastra? To what extent do you think the conflicts listed below exist in our country? 1456 54 Intre saraci si bogati Between the poor and the rich 1 Foarte mult A lot 290 2 Mult A lot 562 3 Putin Putin 335 4 Foarte putin Very little 150 5 Deloc Not at all 119 99 NR/NS No response / Don't know 54 F1.0 Conflicte intre oameni cu vederi politice diferite Conflicts between people with different political views In ce masura conflictele de mai jos sunt, dupa parerea dvs., prezente in tara noastra? To what extent do you think the conflicts listed below exist in our country? 1429 81 Intre oameni cu vederi politice diferite Among people with different political views 1 Foarte mult A lot 363 2 Mult A lot 587 3 Putin Putin 287 4 Foarte putin Very little 113 5 Deloc Not at all 79 99 NR/NS No response / Don't know 81 F1.0 Conflicte intre oameni de religii diferite Conflicts between people of different religions In ce masura conflictele de mai jos sunt, dupa parerea dvs., prezente in tara noastra? To what extent do you think the conflicts listed below exist in our country? 1450 60 Intre oameni de religii diferite Among people of different religions 1 Foarte mult A lot 125 2 Mult A lot 306 3 Putin Putin 424 4 Foarte putin Very little 272 5 Deloc Not at all 323 99 NR/NS No response / Don't know 60 F1.0 Conflicte intre romani si alte grupuri etnice Conflicts between Romanians and other ethnic groups In ce masura conflictele de mai jos sunt, dupa parerea dvs., prezente in tara noastra? To what extent do you think the conflicts listed below exist in our country? 1438 72 Intre romani si locuitorii de alte nationalitati. Between Romanians and residents of other nationalities. 1 Foarte mult A lot 70 2 Mult A lot 190 3 Putin Putin 471 4 Foarte putin Very little 324 5 Deloc Not at all 383 99 NR/NS No response / Don't know 72 F1.0 Cum estimati veniturile familiei dumneavoastra? How do you estimate your family's income? Cum estimati veniturile totale ale familiei dumneavoastra, in raport cu necesitatile? (cititi toate variantele si apoi alegeti una dintre ele). How would you estimate your family's total income in relation to your needs? (Read all the options and then choose one of them.) 1498 12 1 Nu ne ajung nici pentru strictul necesar They aren't even enough for the bare necessities 511 2 Ne ajung numai pentru strictul necesar They're just enough for what we absolutely need 554 3 Ne ajung pentru un trai decent It's enough for us to make a decent living 321 4 Reusim sa cumparam unele obiecte mai scumpe We're able to buy some more expensive items 104 5 Reusim sa avem tot ce ne trebuie We manage to have everything we need 8 99 NR/NS No response / Don't know 12 F1.0 Nr. persoane din care se compune gospodaria R Number of people in the household R Din cate persoane cu care va gospodariti Impreuna, este alcatuita gospodaria dvs.? ............ persoane) How many people do you live with together, is your household made up? ............ People) 1 15 3.61059602649007 3 1.70117303768874 1510 0 99 NR/NS No response / Don't know 0 F2.0 Nr. copii, elevi, studenti Number of children, pupils, and students 1 10 1.76110444177671 1 1.04666353140493 833 677 97 Nu e cazul Not applicable 677 F2.0 Nr. persoane care lucreaza Number of employees Cate persoane lucreaza din gospodaria dvs.? .......... persoane ) How many people work in your household? .......... People) 1 11 1.80845323741007 2 0.851852716680884 1112 398 97 Nu e cazul Not applicable 398 F2.0 Cheltuieli alimentare Food expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 1500000 222375.286092715 200000 172533.722860841 1510 0 Alimente Food 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli bauturi alcoolice, tigari Expenses for alcoholic beverages and cigarettes Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 395000 23221.5894039735 0 40626.729753136 1510 0 Bauturi alcoolice, tigari Alcoholic beverages, cigarettes 99 NR/NS No response / Don't know 0 F6.0 Cheltuieli imbracaminte, incaltaminte Expenses for clothing and footwear Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 1000000 79132.8476821192 20000 131218.215024104 1510 0 Imbracaminte, Incaltamint Clothing, footwear 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli pentru locuinta Housing expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 5000000 68350.7099337749 45000 178883.576987189 1510 0 Pentru locuinta: chirie, Intretinere, reparatii, abonamente For the home: Rent, maintenance, repairs, utility bills 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli pentru transport Transportation expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 1000000 26283.1456953643 10000 51830.6898779665 1510 0 Transport Transportation 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli pentru ingrijirea sanatatii Health care expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 1000000 28639.5364238411 10000 64366.6945316243 1510 0 Ingrijirea sanatatii Health care 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli pentru cultura, scoli, carti, spectacole Expenses for culture, schools, books, and performances Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 1500000 22366.8874172185 0 67594.5169172538 1510 0 Cultura, scoala, carti, spectacole Culture, school, books, performances 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli pentru pensia alimentara Child support expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 1350000 3814.56953642384 0 53406.9989895245 1510 0 Pensie alimentara Child support F7.0 Alte cheltuieli Other expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Suma cheltuita lunar in gospodaria dumneavoastra (in lei) The amount spent each month in your household (in lei) 0 8000000 86045.9927152318 0 383534.867410752 1510 0 Alte cheltuieli Other expenses 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - alimentare How much money would he need? - Groceries Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 2000000 177686.094701987 100000 207175.938622135 1510 0 Alimente Food 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - bauturi, tigari How much money would he need-for drinks and cigarettes? Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 1000000 7437.4834437086 0 36109.2789386868 1510 0 Bauturi alcoolice, tigari Alcoholic beverages, cigarettes 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - imbracaminte How much money would she need? - Clothing Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 4000000 188804.63576159 100000 310246.894315541 1510 0 Imbracaminte, Incaltaminte Clothing, footwear 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - pentru locuinta How much money would he need-for a home? Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 9999999 87574.171523179 0 455638.585345712 1510 0 Pentru locuinta: chirie, Intretinere, reparatii, abonamente For the home: Rent, maintenance, repairs, utility bills 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - pentru transport How much money would he need-for transportation? Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 1000000 9674.50331125827 0 43589.3791544215 1510 0 Transport Transportation 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - pentru sanatate How much money would he need-for healthcare? Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 1000000 25523.8410596027 0 80609.6166679373 1510 0 Ingrijirea sanatatii Health care 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - pentru cultura How much money would he need-for culture? Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 1500000 21866.2251655629 0 73901.141484504 1510 0 Cultura, scoala, carti, spectacole Culture, school, books, performances 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - pensie alimentara How much would she need-child support? Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 1500000 1341.05960264901 0 39480.6354988543 1510 0 Pensie alimentara Child support 99 NR/NS No response / Don't know 0 F7.0 Ce suma i-ar trebui - alte cheltuieli How much money would he need? - Other expenses Cheltuielile lunare ale gospodariei dumneavoastra (in lei) Your household's monthly expenses (in lei) Ce suma v-ar mai fi trebuit pentru a cumpara strictul necesar? (in lei) How much more would you have needed to buy the bare necessities? (In lei) 0 9999999 59255.6284768212 0 380729.810363526 1510 0 Alte cheltuieli Other expenses 99 NR/NS No response / Don't know 0 F7.0 Cheltuieli raportate la veniturile luna trecuta Expenses as a percentage of last month's revenue Daca raportam cheltuielile efectuate In gospodaria dvs. In luna trecuta la veniturile din aceeasi perioada, puteti spune ca: If we compare the expenses your household incurred last month to your income during the same period, you could say that: 1507 3 1 Economii Savings 114 2 Cheltuieli folosind toate veniturile Spending all income 610 3 Sume rezerva Reserve amounts 213 4 Sume rezerva+imprumut Reserve + loan amounts 86 5 Numai imprumut Loan only 484 99 NR/NS No response / Don't know 3 F1.0 Suma economisita Amount saved Dupa efectuarea cheltuielilor ati reusit sa economisiti o anumita suma (suma economisita.......lei) After paying your expenses, you managed to save a certain amount (amount saved: ...... Lei) 108 1402 97 Nu e cazul Not applicable 0 99 NR/NS No response / Don't know 0 F7.0 Suma cheltuita din rezerve Amount spent from reserves Pentru a face fata cheltuielilor ati apelat la sume de bani pe care le-ati economisit anterior (suma utilizata din economiile anterioare.......lei) To cover your expenses, you drew on money you had previously saved (the amount used from your previous savings.......lei) 279 1231 97 Nu e cazul Not applicable 0 99 NR/NS No response / Don't know 0 F7.0 Suma imprumutata Amount borrowed Pentru a face fata cheltuielilor din luna trecuta, ati fost nevoit sa luati bani cu Imprumut: (suma Imprumutata ....................lei) To cover last month's expenses, you had to take out a loan: (Amount borrowed .................... Lei) 547 963 97 Nu e cazul Not applicable 0 99 NR/NS No response / Don't know 0 F7.0 Salariu R Salary R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 3000000 130639.390728477 0 206426.441642468 1510 0 Salariu si alte venituri din activitatea de baza a respondentului Salary and other income from the respondent's primary occupation F7.0 Ajutor de somaj R Unemployment benefits R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 200000 2065.69536423841 0 13142.8135266213 1510 0 Ajutor de somaj respondent Unemployment benefits recipient F6.0 Al doilea salariu R Second R salary Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 1700000 3903.31125827815 0 52295.9532082935 1510 0 Salariu al doilea loc de munca Salary from a second job F7.0 Veniturile din activitati ca intreprinzator / patron R Income from activities as an entrepreneur / Business owner R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 9900000 17165.5629139073 0 274949.321927533 1510 0 Venituri din activitati ca Intreprinzator Income from self-employment F7.0 Venituri ocazionale R Occasional income R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 2000000 18145.0331125828 0 106632.362477193 1510 0 Venituri ocazionale Occasional income F7.0 Pensii, ajutoare sociale R Pensions, social assistance R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 350000 41366.7715231788 0 76949.4788600963 1510 0 Pensii, ajutoare sociale Pensions, social assistance F6.0 Dobanzi, dividente, chirii R Interest, dividends, rent R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 1500000 3104.6357615894 0 45943.3156060074 1510 0 Venituri din proprietati Income from real estate F7.0 Din vanzarea produselor agricole R From the sale of agricultural products R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 5000000 33179.4701986755 0 205115.907951776 1510 0 Venituri din vanzarea produselor agricole Revenue from the sale of agricultural products F7.0 Burse scolare R R scholarships Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 9999999 7182.84701986756 0 257417.49325125 1510 0 Burse scolare Scholarships F7.0 Alte venituri R Other revenue R Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 4500000 11745.6953642384 0 155139.848723792 1510 0 Alte venituri Other income F7.0 Salariu sotie Wife's salary Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 2300000 108713.924503311 0 185493.261380946 1510 0 Salariu si alte venituri din activitatea de baza a sotiei/sotului respondentului(ei) Salary and other income from the respondent's spouse's primary employment F7.0 Ajutor de somaj sotie Unemployment benefits for a wife Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 180000 699.999999999999 0 8224.2871991274 1510 0 Ajutor de somaj sotie Unemployment benefits for a wife F6.0 Al doilea salariu sotie Wife's second paycheck Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 600000 1747.6821192053 0 24638.7937404217 1510 0 Salariu al doilea loc de munca Salary from a second job F6.0 Veniturile din activitati ca intreprinzator / patron sotie Income from activities as an entrepreneur / Business owner (spouse) Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 3000000 6443.70860927153 0 93713.6153039028 1510 0 Venituri din activitati ca Intreprinzator Income from self-employment F7.0 Venituri ocazionale sotie Wife's occasional income Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 500000 3787.41721854304 0 30258.6679378411 1510 0 Venituri ocazionale Occasional income F6.0 Pensii, ajutoare sociale sotie Pensions, social assistance for spouses Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 580000 27083.2456953642 0 66929.8330876924 1510 0 Pensii, ajutoare sociale Pensions, social assistance F6.0 Dobanzi, dividente, chirii sotie Interest, dividends, rent (spouse) Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Venituri din proprietati Income from real estate F7.0 Din vanzarea produselor agricole sotie From the sale of agricultural products by my wife Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 2500000 4485.03311258279 0 75796.9162483257 1510 0 Venituri din vanzarea produselor agricole Revenue from the sale of agricultural products F7.0 Burse scolare sotie Scholarships for wives Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Burse scolare Scholarships F6.0 Alte venituri sotie Other income (spouse) Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 1400000 1357.61589403973 0 37391.033532294 1510 0 Alte venituri Other income F7.0 Salariu copii Child allowance Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 980000 29309.4701986755 0 99892.5827137834 1510 0 Salariu si alte venituri din activitatea de baza a copiilor Wages and other income from children's primary employment F6.0 Alocatie pentru copii, pensie alimentara copii Child allowance, child support Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 261000 8510.99337748346 0 16984.7910275378 1510 0 Alocatie+pensii alimentare pentru copii Child allowance + child support F6.0 Ajutor de somaj copii Child unemployment benefits Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 180000 911.39072847682 0 9264.21620224444 1510 0 Ajutor de somaj copii Child unemployment benefits F6.0 Al doilea salariu copii Second child allowance Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Salariu al doilea loc de munca Salary from a second job F6.0 Veniturile din activitati ca intreprinzator / patron copii Income from activities as an entrepreneur / Business owner (children) Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Venituri din activitati ca Intreprinzator Income from self-employment F7.0 Venituri ocazionale copii Children's occasional income Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 500000 1814.56953642384 0 21445.8814536851 1510 0 Venituri ocazionale Occasional income F6.0 Pensii, ajutoare sociale copii Pensions, child welfare benefits Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 250000 1732.45033112583 0 16141.8888763635 1510 0 Pensii, ajutoare sociale Pensions, social assistance F6.0 Dobanzi, dividente, chirii copii Interest, dividends, rent, children Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Venituri din proprietati Income from real estate F7.0 Din vanzarea produselor agricole copii From the sale of agricultural products, children Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 2000000 2910.59602649006 0 66843.2036217584 1510 0 Venituri din vanzarea produselor agricole Revenue from the sale of agricultural products F7.0 Burse scolare copii Scholarships for children Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 87500 452.384105960265 0 5819.17185218033 1510 0 Burse scolare Scholarships F5.0 Alte venituri copii Other income from children Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 500000 1119.20529801324 0 20053.9124760562 1510 0 Alte venituri Other income F6.0 Salariu alt membru Salary of another member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 4500000 48107.9470198676 0 194222.340880005 1510 0 Salariu si alte venituri din activitatea de baza a altui membru al familiei Salary and other income from the primary occupation of another family member F7.0 Alocatie pentru copii, pensie alimentara alt membru Child support, alimony for another family member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 65000 635.761589403974 0 3873.51107581413 1510 0 Alocatie+pensii alimentare pentru copii (alt membru al gospodariei) Child allowance + child support (for another household member) F5.0 Ajutor de somaj alt membru Unemployment benefits for another family member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 80000 296.026490066225 0 3989.93732284758 1510 0 Ajutor de somaj alt membru gospodarie Unemployment benefits for another household member F5.0 Al doilea salariu alt membru Second salary for another member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Salariu al doilea loc de munca Salary from a second job F6.0 Veniturile din activitati ca intreprinzator / patron alt membru Income from activities as an entrepreneur / Business owner or other member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 500000 1291.39072847682 0 23168.2380682803 1510 0 Venituri din activitati ca Intreprinzator Income from self-employment F6.0 Venituri ocazionale alt membru Occasional income from another member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 500000 2478.80794701987 0 24790.050456311 1510 0 Venituri ocazionale Occasional income F6.0 Pensii, ajutoare sociale alt membru Pensions, social assistance, other member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 530000 20588.4105960265 0 66770.1488798326 1510 0 Pensii, ajutoare sociale Pensions, social assistance F6.0 Dobanzi, dividente, chirii alt membru Interest, dividends, rent, other member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 1510 0 Venituri din proprietati Income from real estate F1.0 Din vanzarea produselor agricole alt membru From the sale of agricultural products by another member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 1500000 3807.94701986755 0 57190.717783167 1510 0 Venituri din vanzarea produselor agricole Revenue from the sale of agricultural products F7.0 Burse scolare alt membru Scholarships for other members Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 140000 261.258278145696 0 5220.2759873919 1510 0 Burse scolare Scholarships F6.0 Alte venituri alt membru Other income-other member Va rugam sa mentionati toate veniturile gospodariei dumneavoastra Please list all of your household's income. 0 400000 1589.40397350993 0 20253.2905713756 1510 0 Alte venituri Other income F6.0 Exista fonduri de siguranta in familia R Are there any emergency funds in the R family? In familia dvs. dispuneti de anumite sume de bani ca fonduri de siguranta (acasa sau In banci), pentru a face fata unor cheltuieli viitoare Does your family have certain amounts of money set aside as a safety net (at home or in the bank) to cover future expenses? 1499 11 1 Da Yes 343 2 Nu No 1156 99 NR/NS No response / Don't know 11 F1.0 Autoconsum cereale Cereal for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 90 11.4364238410596 0 18.3864595042264 1510 0 Cereale Grains 99 NR/NS No response / Don't know 0 F2.0 Autoconsum legume Home-grown vegetables Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 70 8.39072847682119 1 13.1147626034019 1510 0 Legume Vegetables 99 NR/NS No response / Don't know 0 F2.0 Autoconsum fructe Fruit for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 80 5.74503311258279 0 11.1083237272501 1510 0 Fructe Fruit 99 NR/NS No response / Don't know 0 F2.0 Autoconsum cartofi Potatoes for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 90 12.9238410596027 0 17.3306105138626 1510 0 Cartofi Potatoes 99 NR/NS No response / Don't know 0 F2.0 Autoconsum vin Wine for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 60 4.88344370860927 0 10.3062928685499 1510 0 Vin Wine 99 NR/NS No response / Don't know 0 F2.0 Autoconsum tuica Tuica for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 40 1.30264900662252 0 3.67740665205002 1510 0 Tuica Tuica 99 NR/NS No response / Don't know 0 F2.0 Autoconsum lapte Milk for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 90 8.32847682119204 0 16.4923235651719 1510 0 Lapte(inclusiv prelucrat) Milk (including processed milk) 99 NR/NS No response / Don't know 0 F2.0 Autoconsum carne Meat for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 60 4.41854304635762 0 7.27922144240868 1510 0 Carne Meat 99 NR/NS No response / Don't know 0 F2.0 Autoconsum oua Eggs for personal consumption Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 0 90 12.8429248476642 0 18.278031124598 1477 33 Oua Eggs 99 NR/NS No response / Don't know 0 F2.0 Autoconsum alte produse Self-consumption of other products Ce produse si cantitati ati consumat luna trecuta In gospodaria dvs. obtinute de pe terenul agricol al familiei? (inclusiv primite de la rude,prieteni)? What products and in what quantities did your household consume last month that were grown on your family's farmland? (Including those received from relatives and friends)? 1510 0 Alte produse Other products 99 NR/NS No response / Don't know 0 F1.0 Produsele obtinute asigura The resulting products ensure Cantitatea de produse agricole (cereale, produse animaliere) obtinute In gospodarie sau primite, va asigura: The quantity of agricultural products (grains, livestock products) produced on the farm or received will ensure: 1174 336 1 Consum pentru un an si vanzare One-year supply and sale 141 2 Consum pentru un an fara vanzare Consumption for one year without sales 238 3 Consum pentru cateva luni Enough to last a few months 354 4 Nu dispune de stocuri Out of stock 441 99 NR/NS No response / Don't know 336 F1.0 Contravaloarea reparatii si bunuri produse in gospodarie - suma Value of repairs and goods produced on the farm - total amount Va rugam sa ne spuneti care este contravaloarea In lei a reparatiilor si a bunurilor produse luna trecuta In gospodarie evitand astfel plata lor: Please tell us the value in lei of the repairs and goods produced last month on the farm, thereby avoiding payment for them: Contravaloarea In lei a reparatiilor si a bunurilor produse luna trecuta in gospodarie evitand astfel plata lor The value in lei of repairs and goods produced last month in the household, thereby avoiding payment for them 0 9999999 62819.2046357616 0 344377.431924255 1510 0 99 NR/NS No response / Don't know 0 F7.0 Contravaloarea reparatii produse in gospodarie - suma Cost of household repairs - amount Va rugam sa ne spuneti care este contravaloarea In lei a reparatiilor si a bunurilor produse luna trecuta In gospodarie evitand astfel plata lor: Please tell us the value in lei of the repairs and goods produced last month on the farm, thereby avoiding payment for them: Contravaloarea In lei a reparatiilor luna trecuta In gospodarie evitand astfel plata lor: The value in lei of repairs made last month in the household, thereby avoiding payment for them: 0 1500000 3874.17218543047 0 47562.4251842465 1510 0 1 Nu No 0 2 Da Yes 0 F7.0 Contravaloarea bunuri produse in gospodarie - suma Value of goods produced on the farm - amount Va rugam sa ne spuneti care este contravaloarea In lei a reparatiilor si a bunurilor produse luna trecuta In gospodarie evitand astfel plata lor: Please tell us the value in lei of the repairs and goods produced last month on the farm, thereby avoiding payment for them: Contravaloarea In lei a bunurilor produse luna trecuta In gospodarie evitand astfel plata lor: The value in lei of the goods produced last month on the farm, thereby avoiding payment for them: 0 500000 2509.93377483444 0 26057.3277223015 1510 0 1 Nu No 0 2 Da Yes 0 F6.0 Frigider Refrigerator Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Frigider Refrigerator 1 Nu No 332 2 Da Yes 1178 F1.0 Aragaz Stove Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Aragaz Stove 1 Nu No 292 2 Da Yes 1218 F1.0 Congelator Freezer Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Congelator Freezer 1 Nu No 1144 2 Da Yes 366 F1.0 Masina de spalat Washing machine Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Masina de spalat Washing machine 1 Nu No 614 2 Da Yes 896 F1.0 Aspirator Vacuum cleaner Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Aspirator Vacuum cleaner 1 Nu No 868 2 Da Yes 642 F1.0 Masina de scris Typewriter Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Masina de scris Typewriter 1 Nu No 1457 2 Da Yes 53 F1.0 Radio Radio Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Radio Radio 1 Nu No 301 2 Da Yes 1209 F1.0 TV TV Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 TV TV 1 Nu No 181 2 Da Yes 1329 F1.0 Telefon Phone Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Telefon Phone 1 Nu No 885 2 Da Yes 625 F1.0 Videocasetofon VCR Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Videocasetofon VCR 1 Nu No 1291 2 Da Yes 219 F1.0 Magnetofon, casetofon Tape recorder, cassette player Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Magnetofon, casetofon Tape recorder, cassette player 1 Nu No 912 2 Da Yes 598 F1.0 Bicicleta The bicycle Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Bicicleta The bicycle 1 Nu No 1055 2 Da Yes 455 F1.0 Calculator personal Personal computer Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 CAlculator personal Personal computer 1 Nu No 1457 2 Da Yes 53 F1.0 Motocicleta The motorcycle Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Motocicleta The motorcycle 1 Nu No 1478 2 Da Yes 32 F1.0 Autoturism Passenger car Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Autoturism Passenger car 1 Nu No 1107 2 Da Yes 403 F1.0 Obiecte de arta Works of art Pe care din urmatoarele bunuri le posedati? Which of the following items do you own? 1510 0 Obiecte de arta Works of art 1 Nu No 1471 2 Da Yes 39 F1.0 Numar de camere Number of rooms Cate camere are locuinta dvs., cu exceptia dependintelor? How many rooms are there in your home, not counting outbuildings? 1505 5 1 1 Camera 1 room 116 2 2 Camere 2 bedrooms 547 3 3 Camere 3 bedrooms 496 4 4 Camere 4 bedrooms 237 5 5 Camere si peste 5 bedrooms and more 109 99 NR No response 5 F1.0 Dependinte Addictions . Locuinta dvs. are dependintele corespunzatoare (bucatarie, baie, camara) ? . Does your home have the necessary facilities (kitchen, bathroom, pantry)? 1503 7 1 Nu No 70 2 Partial Partial 596 3 In totalitate In its entirety 837 99 NR No response 7 F1.0 Carti in biblioteca Books in the library Aveti carti In biblioteca dvs.? Do you have any books in your library? 1498 12 1 Nu No 654 2 Pana la 100 de volume Up to 100 volumes 582 3 101-500 volume 101-500 volumes 187 4 Peste 500 volume Over 500 volumes 75 99 NR No response 12 F1.0 Proprietari ai locuintei Homeowners Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1508 2 Proprietari ai locuintei familiei (casa, apartament) Owners of a family home (house, apartment) 1 Nu No 205 2 Da Yes 1303 99 Nr No response 2 F1.0 Alte proprietati imobiliare Other real estate properties Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1488 22 Alte proprietati imobiliare (casa de odihna, imobile/locuinte Inchiriate) Other real estate properties (vacation homes, rental properties/Residences) 1 Nu No 1438 2 Da Yes 50 99 Nr No response 22 F1.0 Proprietari unitati productive Owners of production facilities Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1489 21 Unitati productive (ateliere, fabrici, masini agricole, ferme) Production facilities (workshops, factories, agricultural machinery, farms) 1 Nu No 1450 2 Da Yes 39 99 Nr No response 21 F1.0 Proprietari magazine Store owners Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1489 21 Magazine (chioscuri) Stores (kiosks) 1 Nu No 1450 2 Da Yes 39 99 Nr No response 21 F1.0 Detinator de actiuni Shareholder Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1499 11 Detinator de actiuni (de orice fel) Shareholder (of any kind) 1 Nu No 944 2 Da Yes 555 99 Nr No response 11 F1.0 Proprietari teren agricol Owners of agricultural land Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1505 5 Teren agricol Farmland 1 Nu No 771 2 Da Yes 734 99 Nr No response 5 F1.0 Suprafata (ari) Area (ari) Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 717 793 Teren agricol(suprafata.........ha) Agricultural land (area: ...... Ha) 97 Nu e cazul Not applicable 0 F4.0 Gospodarie taraneasca Peasant farmstead Ce proprietati(coproprietati) aveti (dvs. si familia)? What properties (or co-owned properties) do you (and your family) own? 1492 18 Gospodarie taraneasca Peasant farmstead 1 Nu No 882 2 Da Yes 610 99 Nr No response 18 F1.0 Temeri somaj Fears of unemployment In perioada urmatoare, in ceea ce priveste, de ce va temeti cel mai mult: In the next period, in terms of what you fear the most: 1477 33 Somaj Unemployment 1 Mult A lot 529 2 Putin Putin 345 3 Deloc Not at all 603 99 NR/NS No response / Don't know 33 F1.0 Temeri conflicte sociale Fears of social conflict In perioada urmatoare, in ceea ce priveste, de ce va temeti cel mai mult: In the next period, in terms of what you fear the most: 1467 43 Conflicte sociale Social conflicts 1 Mult A lot 285 2 Putin Putin 588 3 Deloc Not at all 594 99 NR/NS No response / Don't know 43 F1.0 Temeri lipsa securitatii sociale Fears about the lack of social security In perioada urmatoare, in ceea ce priveste, de ce va temeti cel mai mult: In the next period, in terms of what you fear the most: 1477 33 Lipsa de securitate personala datorita criminalitatii Lack of personal safety due to crime 1 Mult A lot 444 2 Putin Putin 609 3 Deloc Not at all 424 99 NR/NS No response / Don't know 33 F1.0 Temeri cresterea preturilor Fears of rising prices In perioada urmatoare, in ceea ce priveste, de ce va temeti cel mai mult: In the next period, in terms of what you fear the most: 1493 17 Cresterea preturilor Rising prices 1 Mult A lot 1340 2 Putin Putin 121 3 Deloc Not at all 32 99 NR/NS No response / Don't know 17 F1.0 Temeri impozite Tax concerns In perioada urmatoare, in ceea ce priveste, de ce va temeti cel mai mult: In the next period, in terms of what you fear the most: 1480 30 Impozite Taxes 1 Mult A lot 1072 2 Putin Putin 282 3 Deloc Not at all 126 99 NR/NS No response / Don't know 30 F1.0 Conditii de viata fata de 1995 Living conditions compared to 1995 Avand in vedere intreaga situatie, cum considerati ca sunt conditiile dumneavoastra de viata (nivelul de trai) comparativ cu cele de acum un an? Considering the situation as a whole, how would you rate your living conditions (standard of living) compared to a year ago? 1506 4 1 Mult mai proaste Much worse 115 2 Mai proaste Worse 542 3 La fel ca anul trecut Just like last year 656 4 Mai bine Better 187 5 Mult mai bine Much better 6 99 NR/NS No response / Don't know 0 F1.0 Schimbarile au favorizat sau nu muncitorii? Did the changes benefit the workers or not? In ce masura, dupa 1989, schimbarile din tara noastra, au favorizat sau defavorizat urmatoarele grupuri si categorii sociale: To what extent, after 1989, did the changes in our country benefit or disadvantage the following social groups and categories: 1330 180 Muncitorii The workers 1 Hotarat da Decided, yes 19 2 Mai degraba da More like yes 110 3 Nici da nici nu Neither yes nor no 213 4 Mai degraba nu Probably not 665 5 Hotarat nu Decided no 323 6 Nu stiu Don't know 180 F1.0 Schimbarile au favorizat sau nu taranii? Did the changes benefit the peasants or not? In ce masura, dupa 1989, schimbarile din tara noastra, au favorizat sau defavorizat urmatoarele grupuri si categorii sociale: To what extent, after 1989, did the changes in our country benefit or disadvantage the following social groups and categories: 1388 122 Taranii The peasants 1 Hotarat da Decided, yes 57 2 Mai degraba da More like yes 374 3 Nici da nici nu Neither yes nor no 222 4 Mai degraba nu Probably not 477 5 Hotarat nu Decided no 258 6 Nu stiu Don't know 122 F1.0 Schimbarile au favorizat sau nu intelectualii? Have the changes benefited intellectuals or not? In ce masura, dupa 1989, schimbarile din tara noastra, au favorizat sau defavorizat urmatoarele grupuri si categorii sociale: To what extent, after 1989, did the changes in our country benefit or disadvantage the following social groups and categories: 1101 409 Intelectuali Intellectuals 1 Hotarat da Decided, yes 26 2 Mai degraba da More like yes 182 3 Nici da nici nu Neither yes nor no 278 4 Mai degraba nu Probably not 448 5 Hotarat nu Decided no 167 6 Nu stiu Don't know 409 F1.0 Schimbarile au favorizat sau nu intreprinzatorii? Have the changes benefited entrepreneurs or not? In ce masura, dupa 1989, schimbarile din tara noastra, au favorizat sau defavorizat urmatoarele grupuri si categorii sociale: To what extent, after 1989, did the changes in our country benefit or disadvantage the following social groups and categories: 1295 215 Intreprinzatorii Entrepreneurs 1 Hotarat da Decided, yes 483 2 Mai degraba da More like yes 615 3 Nici da nici nu Neither yes nor no 113 4 Mai degraba nu Probably not 58 5 Hotarat nu Decided no 26 6 Nu stiu Don't know 215 F1.0 Schimbarile au favorizat sau nu directorii? Did the changes benefit the executives, or not? In ce masura, dupa 1989, schimbarile din tara noastra, au favorizat sau defavorizat urmatoarele grupuri si categorii sociale: To what extent, after 1989, did the changes in our country benefit or disadvantage the following social groups and categories: 1216 294 Directorii si alt personal de conducere din intreprinderi si institutii Managers and other senior staff at companies and institutions 1 Hotarat da Decided, yes 622 2 Mai degraba da More like yes 475 3 Nici da nici nu Neither yes nor no 79 4 Mai degraba nu Probably not 29 5 Hotarat nu Decided no 11 6 Nu stiu Don't know 294 F1.0 Schimbarile au favorizat sau nu minoritatile? Have the changes benefited minorities or not? In ce masura, dupa 1989, schimbarile din tara noastra, au favorizat sau defavorizat urmatoarele grupuri si categorii sociale: To what extent, after 1989, did the changes in our country benefit or disadvantage the following social groups and categories: 991 519 Minoritatile nationale National minorities 1 Hotarat da Decided, yes 82 2 Mai degraba da More like yes 240 3 Nici da nici nu Neither yes nor no 551 4 Mai degraba nu Probably not 97 5 Hotarat nu Decided no 21 6 Nu stiu Don't know 519 F1.0 R si familia avantajati sau nu de schimbarile de dupa 1989 Did R and their family benefit from the changes that took place after 1989, or not? Dar dvs. si familia dvs. considerati ca ati fost avantajati sau dezavantajati de schimbarile de dupa 1989? But do you and your family feel that you have been advantaged or disadvantaged by the changes that took place after 1989? 1499 11 1 Hotarat avantajati Decided in their favor 56 2 Mai degraba avantajati Rather, they are at an advantage 283 3 Nici avantajati, nici dazavantajati Neither advantaged nor disadvantaged 539 4 Mai degraba dezavantajati Rather, the disadvantaged 455 5 Hotarat dezavantajati Determined to help the disadvantaged 166 99 NR/NS No response / Don't know 11 F1.0 Apreciere schimbari Feedback on changes Cum apreciati schimbarile din societatea romaneasca ce au avut loc dupa 1989?( How do you view the changes that have taken place in Romanian society since 1989? ( 1487 23 1 Hotarat pozitive Positive decisions 91 2 Mai degraba pozitive Rather positive 357 3 Undeva la mijloc Somewhere in the middle 673 4 Mai degraba negative Rather negative 286 5 Hotarat negative Negative decision 80 99 NR/NS No response / Don't know 23 F1.0 Cum ar trebui realizate schimbarile? How should the changes be implemented? Dupa parerea dvs., cum ar trebui realizate schimbarile In tara noastra? In your opinion, how should changes be implemented in our country? 1256 254 1 Radical si rapid Radical and fast 685 2 Gradual Gradually 571 3 NS Don't know 254 F1.0 Grup etnic poate trai conform traditiei An ethnic group can live according to tradition Referindu-va la grupurile etnice, considerati ca: Fiecare grup etnic sau minoritate etnica poate trai in conformitate cu propriile traditii si obiceiuri With regard to ethnic groups, please consider the following: Every ethnic group or ethnic minority has the right to live in accordance with its own traditions and customs. 1290 220 1 Hotarat de acord Strongly agree 442 2 Mai degraba de acord I'd say I agree 695 3 Nici acord nici dezacord Neither agree nor disagree 103 4 Dezacord Disagree 39 5 Hotarat dezacord Decision to disagree 11 6 NS Don't know 220 F1.0 Perceperea unei amenintari Perception of a threat Dvs., ca cetatean al acestei tari, va simtiti amenintat de ceva? As a citizen of this country, do you feel threatened by anything? 1263 247 1 Hotarat da Decided, yes 21 2 Da Yes 218 3 Nu-mi dau seama I can't figure it out 239 4 Nu No 891 5 Hotarat nu Decided no 133 99 NR/NS No response / Don't know 8 F1.0 Amenintari I Threats I Dvs., ca cetatean al acestei tari, va simtiti amenintat de ceva? As a citizen of this country, do you feel threatened by anything? 234 1276 1 Boala The disease 7 2 Coruptie Corruption 3 3 Criminalitate Crime 16 4 Dictatura Dictatorship 0 5 Impozite Taxes 0 6 Instabilitate Instability 36 7 Preturi Prices 19 8 Razboi War 22 9 Saracie Poverty 59 10 Somaj Unemployment 37 11 Altele Others 35 97 Nu este cazul Not applicable 1271 99 NR/NS No response / Don't know 5 F2.0 Amenintari II Threats II Dvs., ca cetatean al acestei tari, va simtiti amenintat de ceva? As a citizen of this country, do you feel threatened by anything? 1 1509 1 Boala The disease 0 2 Coruptie Corruption 0 3 Criminalitate Crime 0 4 Dictatura Dictatorship 0 5 Impozite Taxes 1 6 Instabilitate Instability 0 7 Preturi Prices 0 8 Razboi War 0 9 Saracie Poverty 0 10 Somaj Unemployment 0 11 Altele Others 0 97 Nu este cazul Not applicable 1271 99 NR/NS No response / Don't know 238 F1.0 Amenintari III Threats III Dvs., ca cetatean al acestei tari, va simtiti amenintat de ceva? As a citizen of this country, do you feel threatened by anything? 0 1510 1 Boala The disease 0 2 Coruptie Corruption 0 3 Criminalitate Crime 0 4 Dictatura Dictatorship 0 5 Impozite Taxes 0 6 Instabilitate Instability 0 7 Preturi Prices 0 8 Razboi War 0 9 Saracie Poverty 0 10 Somaj Unemployment 0 11 Altele Others 0 97 Nu este cazul Not applicable 1271 99 NR/NS No response / Don't know 239 F1.0 Opinie R. legata de modalitati de imbunatatire conditii de viata in Rom 1 R.'s opinion on ways to improve living conditions in rom 1 0 269 49.1158940397351 12 60.7019285873468 1510 0 F3.0 Opinie R. legata de modalitati de imbunatatire conditii de viata in Rom 2 R.'s opinion on ways to improve living conditions in rom 2 0 261 10.2543046357616 0 36.6214524561754 1510 0 F3.0 Opinie R. legata de modalitati de imbunatatire conditii de viata in Rom 3 R.'s opinion on ways to improve living conditions in rom 3 0 259 6.09205298013245 0 28.9976371222176 1510 0 F3.0 Dorinta R. de indeplinit R.'s wish to be fulfilled Daca ati dori sa vi se indeplineasca o singura dorinta, care ar fi aceasta? If you could have one wish granted, what would it be? 0 312 14.5794701986755 5 23.8955364536904 1510 0 F3.0 Localitate Town Localitate Town 1510 0 1 Braila Braila 31 2 Pitesti Pitești 23 3 Calarasi Calarasi 32 4 Rosiorii de Vede Rosiorii de vede 15 5 Plopeni Plopeni 26 6 Joita Joita 30 7 Sinesti Sinesti 14 8 Jilava Jilava 25 9 Dambovicioara Dambovicioara 10 10 Beceni Beceni 21 11 Barbuletu Barbuletu 26 12 Colibasi Colibasi 17 13 Fantanele The fountains 17 14 Ciochina Ciochina 25 15 Ramnicu Valcea Râmnicu Vâlcea 10 16 Craiova Craiova 25 17 Targu Jiu Târgu Jiu 15 18 Corabia The ship 22 19 Almaj Almaj 30 20 Dobretu Dobretu 18 21 Nicolae Balcescu Nicolae balcescu 26 22 Rogova Rogova 16 23 Constanta Constanta 23 24 Mangalia Mangalia 22 25 Caraliu Caraliu 0 26 Targu Mures Târgu Mureș 17 27 Sibiu Sibiu 17 28 Cluj-Napoca Cluj-napoca 32 29 Turda Turda 25 30 Hunedoara Hunedoara 29 31 Sacele Sacele 15 32 Copsa Mica Copsa mica 16 33 Gherla Gherla 30 34 Ocland Ocland 20 35 Camarasu Camarasu 25 36 Densus Densus 23 37 Chirpar Chirpar 23 38 Sinca Sinca 28 39 Arad Arad 30 40 Resita Resita 16 41 Anina Anina 12 42 Carpinis Carpinis 26 43 Felnac Felnac 18 44 Oradea Oradea 36 45 Cavnic Cavnic 16 46 Bulz Bulz 29 47 Lazuri Lazuri 22 48 Bacau Bacau 24 49 Suceava Suceava 16 50 Iasi Iasi 46 51 Piatra Neamt Piatra neamt 17 52 Radauti Radauti 10 53 Vaslui Vaslui 24 54 Targu Frumos Târgu Frumos 22 55 Motoseni Motoseni 29 56 Sulita Spear 30 57 Vama Customs 30 58 Vanatori Hunters 22 59 Musenita Musenita 19 60 Ceahlau Ceahlau 18 61 Faurei Faurei 44 62 Sect.1 Section 1 18 63 Sect.2 Section 2 25 64 Sect.3 Section 3 26 65 Sect.4 Section 4 21 66 Sect.5 Section 5 18 67 Sect.6 Section 6 27 F2.0 Operator teren Field operator Operator teren Field operator 1 69 33.6317880794702 35 19.577601688009 1510 0 F2.0 Data aplicarii chestionarului Date the questionnaire was administered Data interviului Interview date 1510 0 A1 Operator calculator Computer operator Operator calculator Computer operator 1510 0 F1.0