Nivel de trai. Saracie - 1991 Standard of living. Poverty - 1991 057 Adrian Dusa Adrian dusa Mariana Dan Mariana dan Arhiva Romana de Date Sociale Romanian social data archive Copyright RODA, 2002 Copyright RODA, 2002 RODA Bd. Schitu Magureanu nr.1 et.5, sala 15 Bucuresti sector 5 RODA, 1 schitu magureanu blvd., 5th floor, room 15, Bucharest, sector 5 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 Temp#1 Temp#1 Nivel de trai. Saracie - 1991 Standard of living. Poverty - 1991 057 ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research

Coordonator: Catalin Zamfir

Coordinator: Catalin zamfir

Colectiv de cercetare: Hildegard Puwak, Viorel Gheorghe, Gheorghe Barbu

Research team: Hildegard puwak, viorel gheorghe, gheorghe barbu

ICCV - Institutul de Cercetare a Calitatii Vieti ICCV - institute for quality of life research Copyright ICCV, 2002 Copyright ICCV, 2002 ICCV Casa Academiei Romane Calea 13 Septembrie nr. 13 Sector 5 Bucuresti ICCV, Romanian academy building, 13 calea 13 septembrie, sector 5, Bucharest Nesstar Publisher ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research Arhiva Romana de Date Sociale Romanian social data archive Adrian Dusa Adrian dusa ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research Saracie Poverty Ipoteze si obiective Cunoasterea dimensiunilor saraciei pe ansamblu si pe regiuni geografice prin: a) Identificarea veniturilor diverselor categorii ale populatiei (care au fost raportate la nivelurile minime de trai stabilite); b) Aprecierea persoanelor intervievate asupra situatiei materiale si asupra conditiilor de viata ale familiei lor. Hypotheses and objectives to understand the extent of poverty overall and by geographic region by: A) identifying the incomes of various population groups (relative to the established minimum living standards); b) assessing the interviewees' perceptions of their family's financial situation and living conditions. Romania national Romania national Romania Romania (a) Regiuni; (b) Judete; (c) Localitati (A) regions; (b) counties; (c) localities Gospodaria Household Adulti; National; Gospodarii (adulti) Adults; national; households (adults) ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research 2105 gospodarii din toate zonele tarii. Esantionul a fost stabilit pe baza de cote, pornindu-se de la: a) mediul de rezidenta; b) statutul socio-profesional al capului de familie; c) marimea familie. 2,105 Households from all regions of the country. The sample was selected using a quota-based approach, based on: A) place of residence; b) the head of household's socioeconomic status; c) household size. Interviu fata-in-fata asistat Assisted face-to-face interview Structurat; chestionar cu intrebari inchise si deschise Structured; questionnaire with closed-ended and open-ended questions Nu s-au folosit ponderari No weighting was used 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 057.xml 2105 343 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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 zO7hCE9WyA7AJ+G8ktCDRvTGHjMygR898BnRgzx7Cq4FvDfejpczyNjOyOWMPFqv8Zuxxz1hxsyxnR0wKegra3V3j07QRU7W87ODjR75cf2R97nCPgPrFXbniiP8veEZ1VV1t8IW69QYZOSGejecrzIwNJ78zZ6R44T9CT7wzDMBO3OHuC54tz/useTsAuwy9k9V7+bZ2rjavw2+ZXDImO9iv+fGDrzxua4NrFZgaL6M1dljg0377/NWgp0JfnfgW4+4WOMrcK9rogA7Y7QHpnt8L6iRBnhaX1fhwzgybE44T0y4CnBOyKdzk8CBAhveRy4U1MQevGnh34ZZlKprV71n5CdhP7FxnRnDUvnhc9Ba8azB9wExOA73nRYcMHcyzhs76PfVIz89cGIvnuGrbWzIWwseFfjl+ilH3hP0NqixgnPSHLZ4xmVv8Gwdqz5imRU4bOBIwvcJuR8rPxP6g/PHWltQQxNy2qDHObcNamXAt4J6WoGN 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 422SXiDpdklvCOkXSXqhpJslnQUov5L0E0mvkfQlSZ+R9KbY+7Ski5K+F/s2SY9IuiDpn5J+KenXkn4Qe14h6bKkX0h6JhL1e0kfDR8ekHRJ0r2Byd2S/ibpCUkvDVu/DX/eIumVkn4m6WNBkjdL+pqkd0r6l6T/hL1F0vdD7z2S/irp5ZLuA4nulPRpSXeFjS9L+pak30n6iKT3SHpVFMxTgdXLJP1Q0kPx/LrA8/1BqudJeljS2yXdJunVkv4i6TRwHSR9UdK/Jf1d0k2SPh5+vjfifSKwbiX9OPa9VdJrJX01bN4auL1e0k/D17slPRn4flvSLaH/3oj10dB7ITD5TuB/W+TxPkl/lHQ1/Hw0YuwlvVjSH8Knl0h6V/j189B/VdJvJD0Y/twf+fpRYHIpcvc+SX+S9HlJf5b0j8jL45I+F340wcNnwu+7JH1T0jeikJ+KPbdE/h8Me18I7K8FLreHvw9IeqOkO9A8b4pvt0r6bqxd 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 IN/zpAb4eWKym1zaRj25SGzywSgP/cXo2E1dWYlNm+nbRsCFPvx5Hd8nYc8x8mIMcfsAHkyiZkRINaYW/EfC6WHYLGrg37DNpseqIhY3iFc/tkQgJxtelrImHcwy4FQaejLxURxK3LmDzCvDvhr8KiKXRmNzOTkmDsc/R2cu7+qoHfOQF0XOHCT/urA/Cf+74Uk7PXkTfg5nH1+LnV/ExwSGA8arsfEgNbuX/mo5/XAd6/OIQyM4xWFfIqOOmp0Od4aDq5ujl4hzEesXgmUs/ZPLxbPMX4D/Y5lThS1V+FuMnAtwbwSfO6k1mdSedmLQyLoC4tpF/RgJtvE8z6cmp5CXrcQgFV+nUndb4G4Z9r/A+9n40A4eo3k/QB84ER2p1KA8sHmEuvFr6u5/2GfmSr1WKnG9BIdiwaYC7kxE3l+YJ3rtSLi3DMwn8C4frK7B3TnUzmZ4kYices5QseBdAV4XqWdfwP9X4NTPGH9iTRF2VNNrziTn 4+jnl7HvvgG+W+FWOvFpoh5lE4tqfM2i5i0lXrnw/DxyHoYHdcS9Hp7Nhy9J+JED51Ool5XES1wcpILNFPgYA68L4EcC78bhaxu1Npq8yiBeRXC7mlpfI9WqHvrfBmSPZ/+cj88ihk/Tu78KBxPh4CC+unacYJ8ooE5tg+OryJ815M8IuFCKT13omka870HuWDDYAX/GID+LfLbheRry6sG0hjxO5F0zNj3A6ECX27tcB7ck9I4HcxeL98mra7xLAdv99FIL2Gdfo9ccxb4+XopzBvwYxfqx1Mxung3C0clgkynVyyX0q2vh6iZi/hXyczGcngx+M8iRQvqNAvhazfxsMCyhTnTSV5aydidc2kGPkU8OtFCXz+NDGn1ICfl/D/bFcvbOYp3geB5n7m9gv6vvDPjkEjsRv9PUR9e+29i0kz60hfXTkPs//KmQZM2ht8y/M+eja64/U9OSwSqD/Xk5NfMp5BTDic9Ss8/Ct2zyQZwbRU8R 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 EUFXLY5xS068lyKdc/2sXYA+JsrPPU7ERfNnXZNSE1pWfIMRa50jRqZcyNfiZs3zuJY7NsYYF325B1h7VMbODJ5T8FkYOfL9k+ioPW8lWhuWVl7Jmax7CJ7fNH3ivH4xJim5mUfSctE58vG0NjSsTLrwc2qAca1PWo1432WIz+QXFYxEfFAnre+ZNMS6WhpGii8xHvhq/U6Ez7U6wA2EhTisTzQ4Z7pmfhqnglfuiaDk1vTOjbEaN+YZKpjaurH0yYaOD87hO5MMODWt2TJxjoSTletkYLKf5h+U+KKHVzgzRlBycYx2/3G9GlerD9irpDxT5Ir2Ceat2rQ6HzOj11aPc6MfibBSJXdU9EiN+XKM5MfjqcEzV+Z8ZZ59U6fvLpbIrJyXzaPF8bw+S/Tu5RUWzvViJ7o/l1rqHKtZTa8eXj35XIfPRdrTXMMXZamx7or1rvfLxtAsdo71mtXTsAPW07AnvSavki6Rng26jX6vvOL2zk6I 8f68zeUWvMDngyLyaRG5JiIvisibInIsIqcick9EvjD/WeGLIvIlEfmyiHxFRL4qIl8Tka+LyDdE5Jsi8i0R+baIfEdEvisi3xOR74vID0TkhyLyYxH5iYj8VER+JiI/F5FfiMgvReRXIvJrEfmNiPxWRH4nIr8XkT+IyB9F5M8i8hcR+auI/E1E/i4i/xCRf4rIv/7L3rXrRlJEUdWtR7fNWySACAa0iAAs1obdhQCJAIkAyWxIOoIRssTalr0OIEHEZHwD/8Gf8AkkiDcS3NXOXY4Op3raxgitdoOjrsete899VHfPTMl2fO/4wfGj4yfHz45fHL86fnP87vhj/TXvncMqg2N0POp4zPG440nHU45nHM86nnMsHC84XnRccbzkeNnxiuNVx2uOq449x3uO9x37jpuOQ8fx3Z8p05eOrx3fOr5zOFe74njd8YbjbccHjq88V585vvHS+sLh3MfkeIKO+9y6d9joxsPWfd5661K0PGw9 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 +KLAEVGU80dHpsYvrzU9HyBf1ucB8uR5cXSTSCflfSgptnq+KQ6fRDGuPxhyMJ/ztH0qgjIaPNs0aH0KIdNrn34WMbd6PHiO/KxH249EFMV+qx0Qrem1PFLa2oPGI++fWrtr/iMlreaDs5FuAfk+KLos3QwlfTwk4/ulIRmfICSDlC+oC2zXnRyXHOHLWouvtgWjAbeMC+ggRWeNTso0wdOT9IMmH3VQ4FGQKSvLNNQjb0Xsrxfx5TzqxmMNWN7bkuVbFU5ZRTlvtQMhH8Oooz7ympTynryihC5gPsFX/dFfDGCgjZY9mv01fqsvkeEHWcfI7YhRKn5EYJhEq88soA0jW/vPjXWS9bDqUyrhGqT8WscozorMaHhB75i9JjTfz6jHaB9tKX8Y/KUQxqxxReIxKwL8hYlzoy2z7D5PlCUh51BtHsV07fUyg5fATyJN5nMoGq+zJJ8E6/zQMO89QV34eBSyENIG/uWiTDpYJoa3ya17vud4 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 v1n8yRholu+MpyIxTFmMyqnnVmw35n9/yHBWuw7H1X2YnWoxZt8QXXbhS2u425H+lsnqYRi2flqBc9eBww0cF+492rpx4d7H2LqYbfDI+xcbPJ516eD81fNXLr/74O27jR5vWdno8exLB/ddfvBoh8eN3OBx152DDR6L4hLC2D7HfjBq8vwas434QJKL9mlyt9ezD8rmI3RQStH0YsgGcPfdbXqBeIFV0QuzicQ4WrS1iHurCSfOs+YD6asWqy9oXW724TyZBHf9yaCKzXjQaD6Vix0Hm+VCM+NZ9HvTH+gYPtTmKFfiH+PcOXOfqxs8yGvyWBs8SOq46/dcKR+ZnV5Dg77mdgZ49Lo4F4pBsXhtuc1Ef1bTm3m/1rE+zzhPfXhft2uYIpEJ42km29smeW48TJjtRGcRp7Ri3OxkN4NzhnGNo+z5toVdx4pPlLOsCY7ieh7bSguO0QbxkMypMJ83Dlumv2JzyLe3tVoayOizzq+OMdcJ 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 w3Uni7mab5KP01V0VK9pv+WlJbWl/PSm8SCcYjW848pqSTd4+D9V6TrZY2/M14HDZjar4HH8Tc5k+Pq9jTfPr9eM59NjzY4dZ5bbru/4Vcafl+SZ+6lme4Y5waqx67XyQoKjWH9vYdeKZWdni0PfsbFxXUx2xrndO64RTo2vJrr9vJsvN0tcSH96b3Wr54x350/9hGDUs9ubzJaO1REHmW3Pqb8bksjt7GXrh/DXWzGbI05C5BUfA//FZFQOw9hbZdkcSzUeaqKnPkj0s+dhOsj9DINhLoZH9bDce5/X5qLfOIzBvfO8LxbNm8o4Tm8ze5v58xGHxc4u5xi1OU+cQLcM+oe5yNpm/P0sq29tinPxfZdBG8hlPAzbZv1+rdZ2seyxMWon4nZPG+V+ZDPW7vfgD7suWd9mfs6+dU6stKSGT9p24+yY+dC2yscp7O1tic19cR+Ll5NgPa3sPr2V/mPndrNiZ2Pnk7TNUn84r2+So8cw990K 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 IEQ8NTnf6++dvq+m0tNBFzXMx73v3nPPOfecc+9796faq/1d8KrgH4J/Cf4teF1iZXEDJxNMBNuCPcG+4JzgguBpwUXBuwSXBO8VSPxsvF/wQcGHBB8RPCP4qOBZwccFnxR8SvBpwWcEnxXcEDwnuCm4JfiC4HnBC4IvCb4s+Irga4KvC74h+KbgW4LvCL4n+L7gB4K7gpcELwt+KLgn+LngF4I/Cv4k+Kvgb4LXBK/rZ2jjjTtB9ViQCXqCgWAkGAumgj3BGcFZwROCtwsuCT4huCy4I7greFnwI8E9wU8EvxL8WiC2bfQF1wXPC74tuCv4qeCXgt8IfiuQWG6mgj3BY4LzggPBBcElwfsEzwiuCu4IXhH8WPB7wV88r3VG8ITgw4IXBXcE9wS/E7wmkDhvB4K+YCp4VHBO8E7BewQfE3xO8ILgRcEXBV8VfFfwkuAVwc8EfxD8WfCq4J+C/8i0kghSwVAwFjwqOC04K3hScCB4SnBB 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 Tfo+aas94Vu2c5v80ibZPn2n4xsxVBkhjQnEhPUv9O4ofUA8A30P1NmuRNdQmZhH8O3V5TKlzfQ7v4k2FJNtkt/Svne0XQp+Wofvb5906WqbFvUpVL5IMS9EqkNI8R2T3wLye0D8W4gRiqVQZTVUL9i2S2C7tcz3aR3xYdZkKfURazSf5umm1kcmHtA/xFZH23co9hNNN7TfvqYJ7OmIf590iyjuMB8FNG91yAZYrySadsm3XU0zio+YYrhNvi7FAs0dPaVHXMTGX74Ca9mOlrNsX9syQrJ1TOtxxGfP6BtRvKTU74z6boFxERO/jj6nJDNVHj2iB4Yqa6B0McV+T9OM9EHK+vrkG4zJiHwdWbvQ+E1oTySjWIJPO+TDgPrCsQx+mBfaZJNY+9Yz9Bmt1XvcX6VBWUDzS0q6AW3yEdsCgKyExh1itYu1rOqSEp/7/qUxmGqZT7aH/TJ6r0LHkHwfGB0zM/ZD8jt81FcazGnYr4HOkT5j 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 Q0eZb2Ry3yIHPfoaY1wYHyI+fIqHjPa0Yga1q7GdNG2STJ9i0XUQVaf4jMh3iBnY2V5AxuE0xkJONLw31oX9jVz4s8t90nyP7JGoDNd+Skz64r3Vr+hnyvMZ253yPR73WsYHixzLNtZjisWSjxy6oG8R7fVgToa9ctsPqkvNoWqb+A7IFvBHgnmO9I55zBo5McvUtPgRlqYpycdlB2yU58Yuudln5PkWPom8w8sE3J4vT4wcNvGJDnu7Q9ZV833KRzrW/8veuew6khRhOKq6T/eZc7O7+8zMEQwgIRCX1Qw91wVCXIXEhkdgzQ4QEhIbC8Tb8g6gman0hP/6Iy+uctnH5198sl2ZGRkZGZWVlRlVRlkfkLzrQa8HX5+T433pzvnruzBfSA/Q+SCDC8hzA5vhadzrh7595Tayb7yPuL5YpbHJ+e0zsOM20Mi1cVXw2RV8snNsGwzhfmNgUSo/etDT/ybX9vXgQ34Ol/o79dEbmGd9y8nx 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 N5Ta3eJHNXkK/drV2NXL8vkju+V8otWGOV9H/TPtoGNjzu9z9TPZpXajzKl+xHQLxsWdcd0yYxr2q+9v/M7yY/vQX5xMej3Dfs3o0hFdUIfwWgPt35HPbALt6Ul6NCZH1+/R9YwwsjvWV0pDHdEuOZuCPXo4Pur/TFmmJ2tf1q5EJsrrmTwiM/JF1uej+rBMUA9rbw+yRu2Geljbusz3nf4hxzqSxugjOdDnkX1K8iL9cnp3wfGa9nQ+DzkfItlRG0YyWXnwjx7qzMlhY7jXHWUxOSOZqGvk/0G5kuxcH9T00ag/G/yqq2hv1Hc96aewbKBTn6mjL9Qf6dcV8ufaHLUt18ZSm/pMvp7VDTbrA0btzOTf1kv8viffuyBPSGa8ZcdQXyYLy0e26iL5JG2kV2YcQF1C2akd+Nmoa20bUMe+5Vjg110gf+c7KYv1bY/nxsMNmad4GbmxGmzMdMH6d+arLG/UjtKYFV1rCjbd+U18Bu3BvneF 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 7N15cFXVHcDxrASklBJiGbaCIwRFhAqkHVw6dFQcUKIUCiiIOCxjRGopMChQoFCCoyyDNBABISiKArJpZEloLRIrIKIgqGVqEFobqhBQrK2K+g356ZycnHPveUsy4Jw/PjNnSN69971778tjJvn+JOiVq0W9Hpaw11wl7pWPx7BYCX0tM8S+nsIqx+jXJhSiCMXYHhACeyWKGNghCYK9ExIFO2oJg5UZ4mDlSiDsTHgkrOL3bhK+lh/viRIMS0YKUlFHAmJ1JSJ2kRYSa6jFxBorQbEmWlSshRIWa6XFxS5VAmOZWmSsvWNoLMsQG7vaEBzrboiO9dDCY70kPtZbAmS3ahGyvgEhsiEOMbIchyDZ77Qo2QQtTDZJiZNNwdTKH0XVImUzJVQ2K4pYWZ4hWLbYEC1bjoI4xssKLQGzYoeIWUlAyOw1S8xsPw7gLRy0xM0Oa4GzUhyR0NkxQ+ysDMcN0bOTEj47hdMRBNC+tETQkpGCVAmi 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 Ol6Pwm6PUHm9D3I61nAu1+MxlerPURHfF6V2/YqjvB1PAY+PXXd930fqfsbteMI9ncufM8rl1yfSQnicDvt7wMttXpF+xpVSSv1/lMzjoPVUiKq3grF5K6oV/F0lKli8toq9VsW0SlSwLGdVpu6XZ2VURw15gon1NIoHURt18BDqoh7qowEa4mE8gkZojCZoilg0s54bgsfQHC3wOJ7Ak2iJVmiNNmiLp9AOHWA9d6MTOqMruqE7eqAXeqOPPNclHn3RD/0xAAkYiEQ8g8EYgqEYhuEYgZFIwrMYjTF4DskYi3EYjwmYiMlIQSrSkI4M+DAFUzENfkzHDFjPn8lCNnKQi5nIwyz8y95dgFtRJnwAFy4CYiAoAgqCICgNUoIiWIgoSIkIKI0iHZcOaemSlu7ulu7uBmnp7nK/3/Hit7s+u5/uLrrufnOf53ef/5k5M/M+Z+Y9MfO+89YhnLrUoz4NaEgjGtOEpjS7t6ub04KWtKI1bWjL V7SjPR3oSCc604WudKM7PehJL3rTh770oz/fMICBDGIwQxjKMEYwklGMZgxjGcd4JjCRSUxmClOZxgxmMovZzGEu8wgdu/NZwEIWsZglLGUZy1nBSlaxmjWsZR3r2cgmNrOFrWxjOzvYyS52s4e97GM/BzjIIQ5zhKMc43uOc4JTnOYMZznHeS5yictc4SrXuM4NbnKL29zhbkR7pQf+dO+nkX+RQm2uwojCg0QlGtF5iBg8wqM8RkweJxaxeYInicNTxCUe8XmaZ0hAQp4lEYl5jiQk5XmSkZwXeJEUpCQVqUlDWtKRngy8REYykZksZOVlspGdV3iVHLyGOh0pF2/wJm/xNrl5hzy8S17eIx/5+YACFKQQhSlCUT6iGB9TnBKU5BM+pRSlKUNZylGeClTkMz6nEl9QmSpUpRrVqUFNalGbOoRTl3rUpwENaURjmtCUZhFv/ZGa04KWtKI1bWjLV7SjPR3oSCc604WudKM7PfianvSi 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 5jKPb5nPAhayiMUsYSnLWM4KVrKK1axhLetYzwY2sonNbGEr29jODnayi93sYS/72M93HOAghzjMEY5yjO85zglOcorTnOEs5zjPRS5xmStc5RrXucFNbnGbu/wQ0Sshyr3f0lHC8CBKVKIRnRg8zCM8ymPE5HFiEZsniUNc4hGfBCTkWRKRmKQ8TzKS8wIpSEVq0pCWdIS6OmQgE5nJQlZeJjSgcnZykJNcvM4bvIk6GCU375CHd8nLe7xPPvLzAQUoSCEKU4QPKcpHFKM4JShJKUpThrKUozwVqMhnfE6oJ8gXVKYKValGdWpQk1BXjzqEU5d61KcBDWlEY5rSjC9pTgta0orWtKEtX9GO9nSgI53pQle604Ov6UkvetOHvvSjPwMYxGCGMJRhDGcEIxnNGMYyjvFMYCKTmMwUpjKN6cxgJrOYzRzmMo9vmc8CFrKIxSxhKctYzgpWsorVrGEt69nARjaxmS1sZRvb2cFOdrGbPexl 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 klGMZgxjGcd4JvAVE/maSUxmClOZxnRmMJNZzGYOc5nHfBawkEUsZglL+YZlLGcFK1nFatawlnWsZwMb2cRmtrCVbWxnBzvZxW72sJd97OdbDnCQQxzmCEc5xnFOcJLv+J5TnOYMP3CWc/zIeS5wkZ+4xGWucJVrXOcGN7nFbe5wl5+5x30e8JBHPOYXnvCUX3nGb+EHTodeLoscgdCB2GFE5CUi4cbIUYhKNKITg5d5hZi8SixiE4e4xCM+CUhIIhKThKQkIzkpSEkqXiM1aUhLOtKTgYxkIjNZyEo2spODnOQiN3nISz5e5w3yU4A3KUgh3qIwRSjK27xDMez/kYvzHiUoSSlK8z5lKMsHlKM8FahIJT6kMlWoykdUozo1qEktalOHutSjPg1oSCMaY/+P3ISmfEIzmtOClrSiNW1oSzva04GOdOJTOtOFrnSjOz34jJ70ojd96Es/+jOAgQxiMEP4nKF8wTC+ZDgjGMkoRjOGsYxj 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 Iz0ZyEgm3iIzWchKNrKTg5zkIjd5yEs+8vMO71KA93ifD/iQj/iYgnzCp3zG53xBIb7kK77mG77lOwpThO8pSjGKU4KS/EApSlOGspSjPBWoSCUqU4WqVKM6NahJLWrzI3WoSz3q04CGNKIxTWhKM5oTTgta0orWtKEt7WhPBzryE53oTBe60o3u9KAnvehNH/rSj/4MYCCDGMwQhjKM4YxgJKMYzRjGMo7xTGAik5jMFKYyjenMYCazmM0c5jKP+SxgIYtYzBKWsozlrGAlq1jNGtayjvVsYCOb2MwWtrKN7exgJ7vYzR72so+f2c8BDnKIwxzhKMc4zgl+5SSnOM0ZznKO81zgIpe4zBWuco3r3OAmt7jNHe5yj9+5zwMe8ojHPOEpz3jOH7zgz4iTOkMv00eNROjkzTAiY2PUaEQnBjGJRWxe43Xi8AZxiUd8EpCQRCQmCUlJRnJSkJJUpCYNaUlHejKQkUy8yVtkJgtZycbbZCcH 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 uxTgPd7nAz7kIz6mIJ/wKZ/xOcZ/tEJ8yVd8zTd8y3cUpgjfU5RiFKcEJfmBUpSmDGUpR3kqUJFKVKYKValGdWpQk1rUxviPVoe61KM+DWhIIxrThKY0oznhtKAlrWhNG9rSjvZ0oCM/0YnOdKEr3ehOD3rSi970oS/96M8ABjKIwQxhKMMYzghGMorRjGEs4xjPBCYyiclMYSrTmM4MZjKL2cxhLvOYzwIWsojFLGEpy1jOClayitWsYS3rWM8GNrKJzWxhK9vYzg52sovd7GEv+/iZ/RzgIIc4zBGOcozjnOAXfuUkpzjNGc5yjvNc4CKX+I3LXOEq17jODW5yi9vc4S73+J37POAhj3jME57yjOf8wQv+jLjQQ+it+eiRCL2fH0ZkohCVaEQnBjGJRWxC7/m/ThzeIC7xiE8CEpKIxCQhKclITgpSkorUpCEt6UhPBjKSiTcj5hZEz0wWspKNt8lODnKSi9zkIS/5yM87GP/RC/z9 hSns83/mkhlBBRVUUEEFFVRQQQUVVFBBBRVUUEEFFVRQQQUVVFBBBRVUUEEFFVRQQQUVVFBBBRVUUEEFFVRQQQUVVFBBBRVUUEEFFVRQQQUVVFBBBRVUUEEFFVRQQQUVVFBBBRVUUEEFFVRQ/3fqb2vKha7RGLom5d/WhoxUsEzBVyL+hbaHrlP9amh72Md3I7b+de/fP+6vazy+EvZy79ELV21WPbx+nYYvb0crVLNBnYb/djNmkfA0NdNUr9omvP6/H0Skv3YS6eWj0pWo2Sq8fprqjRrXqR9eP7xOmur501QP97SmNdPUb1Q9vE7zOhHPfPVfXi5zGenfDynsr729+tch1ahZvb6n1vjrkOo0bF6zds2mEQ+P8R8/eORCubLnfLnqxn+8L6xUnpdfvNACO9EL/NcX8gwW/w/8/xaMgUAgEAgEAoFAIPCPLvi7JfC/6ZWIVcD/2/sJ/L1/xnH9n31O/4yfayDwjyIYX4FAIBAIBP4Z 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 x3gmMJFJTGYKU5nGdGYwk1nMZg5zmcd8FrCQRSxmCUtZxnJWsJJVrGYNa1nHejawkU1sZgtb2cZ2drCTXexmD3vZx34OcJBDHOYIRznGcU5wklOc5gxnOcd5LnCRS1zmCle5xnVucJNb3OYOd7nHfR7wkEc85glPecZzXvCSV7zmDW95x/uweZqhf/Y/CEfo7MvwRCAikYhMFKISjejECHvdEDqZ9IOYxCI2cYhLPOKTgIQkIjFJSEoykpOClKQiNWlISzrSk4GPyUgmMpOFrHxCNrLzKTnISS5yk4fPyIvx/0E+vuBLvuJrvuFb8vMd3/MDP/ITBfiZX/iV3/idghSiMEUoSjGKU4KS/EEpSlOGspSjPBWoSCUqU4WqVKM6NahJLWrzJ3WoSz3q04CGNKIxTWhKM5oTQgta0orWtKEt7WhPBzqG3T7+oBOd6UJXutGdHvSkF73pQ1/60Z8BDGQQgxnCUIYxnBGMZBSjGcNYxjGeCUxk 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 m9jMFrayje3sYCe72M0e9rKP/RzgIIc4zBGOcozjnOAkpzjNGc5yjvNc4CKXuMwVrnKN69zgJre4zR3uco/7POAhj3jME57yjOe84CWveM0b3vKO92ELvEPf1oscjtAF4+GJQEQi4WLkKEQlGtGJwYd8RExiEZs4xCUe8UlAQhKRmCQkJRnJSUFKUpGaNKQlHenJwMdkJBOZyUJWPiEb2fmUHOQkF7nJw2fk5XPy8QVf8hVf8w3fkp/v+J4f+BHjP3IBfuYXfuU3fqcghShMEYpSjOKUoCR/UIrSlKEs5ShPBSpSicpUoSrVqE4NalKL2hj/ketQl3rUpwENaURjmtCUZjQnhBa0pBWtaUNb2tGeDnTkLzrRmS50pRvd6UFPetGbPvSlH/0ZwEAGMZghDGUYwxnBSEYxmjGMZRzjmcBEJjGZKUxlGtOZwUxmMZs5zGUe81nAQhaxmCUsZRnLWcFKVrGaNaxlHevZwEY2sZktbGUb29nB 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 /uYghzLe5J3+X3tpSaS/aTyFCNlJxcq0HOQkFydwIidxMqdwKqdxOmdwJmdxNudwLudxPhdwIRdxMZeQm0u5jDxczhVcyVVczTVcy3Vczw3k5UbykZ+buJkC3MKt3Mbt3MGd3MXd3MO93EdB7ucBHuQhXP9phXiER3mMx3mCJ3mKp3mGZ3mO53mBF3mJl3mFV3mN13mDN3mLt3mHdynMexShKMV4nw9w/acV5yM+pgSfUJJSfMpnfM4XlKYMX/IVX/MNZfmW7/ieH/iRcvzEz/zCr/zG7/zBn/xFeSpQkUpUpgpVqUZ1alCTWtSmDnWpR30a0JBGNKYJTWlGc1rQkla0pg1taUd7OtCRTnSmC13pRnd60JNe9KYPfelHfwYwkEEMZghDGcZwRjCSUYxmDGMZx3gmMJFJTGYKU5nGdGYwk1nMZg5zmcd8FrCQRSxmCUtZxnJWsJJVrGYNa1nHejawkU1sZgtb2cZ2drCTXexmD3vZx34O 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 HstUx659XT514xNz4LbbrxubbFsS7aj1io1RF4vMtyvwsb+6tac9V+nWmyle075gccpYbGK07StITv2Pj/Ao29yGckAspnzoYtaMz61rW45fzLcpZ+q2Ytt1OZK5UHOkGZdliLVEc69p2xJ5N8arxpNe/PVi6bbJ9kKob5xr0xhdxR/PI4/TzpOpTU1cMqZix4q2TXMSEayOLn+6fkzs5kD56bGpq30fUMoe2Zf4XOy/5N19TFVlHMBx4h64lDnypSyC1Ik4s/XmWKtZ84/URWAxHb2RRVYTWRopkTCFVLSZ2cqhRCqwmVqYhJMshdZMLCprYaDLFQRrQalE4tbKyu/l/u728NznnHMV8B//+Gzs3vPynOcc2OFy9iVcyVkE9hepjsVpvDbHHti2Pu+mzw5t50x531LHZFpPf800Pv1ru+PVxxxYxjAm9XPGPtevtly4du+s7sc4J4blPOp76mtOx66M39KWjQzT7ov0ferblbEa7xuV 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 erXqw19fF75cthxhDz20gEvkXH//opDBQteBf2/BNvDv6bWwlRH/4fsJBAKBwL+H4OdG4L8reK4E/qe8Frby0D98P//XBdvYP8/f87388+vm4Pv/z/WP7o/4V9yf8bce07/iYw0E/pa/9/n6v/1/Y7B9BQKBQCAQ+P8gbBQicmjI462wxS3/NG3hstfCh658LWx1/dCK3KGVeUOrc0Z5NZURjTdfDY1EfzVKEYOYxCI2cYhLPOKTgIS8SyISk4SkJCM575GClKFxEVLzPqHHloYPSUs60pOBjGQiM1nISjayE5rpCA26fEQucvMxecjLJ3xKaLolP5/xOQX4goJ8SSEKU4SifEUxilOCkpSiNGUoy9eUozwV+IaKVKIyVahKNapTg5rUojZ1qEs96tOAhjQiNGbThKY0ozktaEkrWtOGtrSjPR3oSCc604WudHv1dOhOD3rSi970oS/96M8ABjKIwQxhKMMYzghGMorRjGEs4xjPBCby 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 GMggBjOEoQxjOCMYye+M4g9GM4axjGM8E5jIJCYzhalMYzozmMksZjOHucxjPgtYyCIWs4SlLGM5K1jJKlazhrWsYz0b2MgmNrOFrWxjOzvYyS52s4e97GM/BzjIIQ5zhGMc5wQnOcVpznCWc5znApe4zBWuco3r3OAmt7jNHe5yj/s84CGPeMwTnvKM57zgJa/CJmqGfkwfMYTQCZrhCI+NESMRmShEJRrReYu3iUFMYhGbOMQlHvFJQEISkZgkJCUZyUlBSlKRmjSkJR3peYd3yUBGMpGZ98hCVrKRnRzkJBe5yUNe3icfH/AhH/Exn/Ap+fmMz/mCL/mKAnzNN3zLd3zPD/xIQQrxE4UpQlGK8TPFKUFJSlGaMpSlHOWpQEUqUZkqVKUa1anBL9SkFrWpQ13qUZ8GNKQRjWlCU5rRnBa0pBWtaUNb2tE+bPhqxA50pBOd6UJXutGdHvSkF73pQ1/60Z/fGMBABjGYIQxlGMMZwUh+ 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 5kPKUJZylKcCFalEZapQlWpUpwY1qYXzP3xt6lCXetTnYz7hUz7jc76gAV/SkEY05iua8DVN+YZvacZ3NKcFLfmeVvxAa9rwIz/xM7/Qlna0pwMd6cRf6EwXutKN7vSgJ73oTR/60o/+DGAggxjMEIYyjOGMYCSjGM0YxvIr4xjPBCYyiclMYSrTmM4MZjKL2cxhLvOYzwIWsojFLGEpy1jOClayitWsYS3rWM8GNrKJzWxhK9vYzg52sovd7GEv+/iN/RzgIIc4zBGOcozjnOAkpzjNGc5yjvNc4CKXuMwVrnKN69zgJre4zR3uco/7POAhv/OIxzzhKc94zgte8orX/Bm2miL0K36EcG+WRITHgQgRiURkohCVaEQnBu/wLjF5j1jEJg5xiUd8EpCQRCQmCUlJRnJSkJJUpCYNaUlHejKQkUxkJgtZyUZ2chBazpGL3OQhL/nITwHepyCFKEwRilKMDyhOCUpSitI49yOUoSzlKE8F 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 QsOhb8fkPWIRmzjEJR7xSUBCEpGYJCQlGclJQUpSkZo0pCUd6XmfDGQkE5nJwgdkJRvZyUFOcpGbPHzIR7j+387LJ3zKZ3zOF3xJPr7ia77hW74jP9/zAz/yEz/zC79SgIIUojBFKEoxfqM4JShJKUpThrKUozwVqEglKlOFqlSjOjWoSS1qU4e61KM+DWhIIxrThKY0ozktaEkrWtOGtrSjPR3CXtp6uyOd6EwXutKN7vSgJ73oTR/60o/+DGAggxjMEIYyjOGMYCSjGM0YxjKO8UxgIpOYzBSmMo3pzGAms5jNHOYyj/ksYCGLWMwSlrKM5axgJatYzRrWso71bGAjm9jMFrayje3sYCe72M0e9vIH+9jPAQ5yiMMc4SjHOM4JTnKK05zhLOc4zwUuconLXOEq17jODW5yi9vc4S73uM8DHvKIxzzhKc94zgte8oo/ec1fYZPWoR/3w4cjNGXtg/ARiEgkIhOFqEQjOjHC5qTDv0tM 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 kJFMZCYLH5CVbGQnBznJRW7y8CEf8TF5+YRP+YzP+YIvycdXfM03fMt35Od7fuBHfuJnfuFXClCQQhSmCEUpxm8UpwQlKUVpylCWcpSnAhWpRGWqUJVqVKcGNalFbepQl3rUpwENaURjmtCUZjSnBS1pRWva0JZ2tKdD2LhrpI50ojNd6Eo3utODnvSiN33oSz/6M4CBDGIwQxjKMIYzgpGMYjRjGMs4xjOBiUxiMlOYyjSmM4OZzGI2c5jLPOazgIUsYjFLWMoylrOClaxiNWtYyzrWs4GNbGIzW9jKNrazg53sYjd72Msf7GM/BzjIIQ5zhKMc4zgnOMkpTnOGs5zjPBe4yCUuc4WrXOM6N7jJLW5zh7vc4z4PeMgjHvOEpzzjOS94ySv+5DV/hS3eDr2dFzkcocXf4YlARCLhk5GjEJVoRCcG7/AuMXmPWMQmDnGJR3wSkJBEJCYJSUlGclKQklSkJg1pSUd63icDGclEZrLwAVnJ 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 Xe5xnwc85BGPecJTnvGcF7zkFa95w1ve8T5sKVToZb4IIYQu+gpHeByMEJFIRCYKUYlGdD7kI2IQk1jEJg5xiUd8EpCQRCQmCUlJRnJSkJJUpCYNaUlHejKQkUxkJgtZycanZCcHOclFbj4jD5+Tly/4kq/4mm/4lnx8x/f8wI/8xM/8wq/8xu/kpwAFKURhilCUYhSnBH9QklKUpgxlKUd5KlCRSlSmClWpRnVqUJNa/Elt6lCXetSnAQ1pRGOa0JRmNKcFLWlFa9rQlna0pwMd+YtOdKYLXelGd3rQk170pg996Ud/BjCQQQxmCEMZxnBGMJJRjGYMYxnHeCYwkUlMZgpTmcZ0ZjCTWcxmDnOZx3wWsJBFLGYJS1nGclawklWsZg1rWcd6NrCRTWxmC1vZxnZ2sJNd7GYPe9nHfg5wkEMc5ghHOcZxTnCSU5zmDGc5x3kucJFLXOYKV7nGdW5wk1vc5g53ucd9HvCQRzzmCU95xnNe 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 MI/wKI/xOE/wJE/xNM/wLM9RgeepSCUq8wIv4vhPWYWXeYWqvMprVKM6r/MGb1KDmrzF27zDu7zH+3zAh3zEx3zCp3zG53zBl3zF13zDt3zH9/zAj/zEz/zCr/zG79SiNnWoSz3q04CGNKIxTWhKM5rTgpa0ojVtaEs72tOBjnSiM13oSje604Oe9KI3fehLP/ozgIEMYjBDGMowhjOCkYxiNGMYyzjGM4GJTGIyU5jKNKYzg5nMYjZzmMs85rOAhSxiMUtYyjKWs4KVrGI1a1jLOtazgY1sYjNb2Mo2trODnexiN3vYyz72c4CD/MEhDif88EPkv/VTxRE5FyApyUhOClKSitSkIS3piJwvcC7pOY8MnE9GMpGZC8hCVi4kGxeRnRxcTE5ykZs85CUf+SnAJRSkEIUpQlGKUZxLKUFJSlGayyhD2YRzGlI5/lOVO/qHK1KdrZ/QCFOYwhSmMIUpTGEKU5jCFKYwhSlMYQpTmMIUpjCF 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 KWdprvP2ki9dpJzr55h/czab0NOxfAmb5gOukxfKuQ1clmX20Lzygs7SGOwUnfg8m2uPFgvaluduJ9gq+dsqCzHe//P8uP1zHcbp23F72H05nvqH/aH//fjt6/Fhe9rv+vvtadcfPz/tD/0fu8P+6Xxqujbj/S/CH9vwZB4LMd+Qc0fqeGGzRobKXbEy3p7mmbnsN5f9nRBzT84l/T0p5/E2zKZg68+XvSXXaJsAlWfYsWP9S/1JujtmV2gfMiD4T9LHsz1HK98YndDHD6zcJ9pJfdH8iLXNwbFjx/p0l+ftElL2bISYOSOzifg7QPXjukuk5BlmA5cz1ucSVtDLZxwHNpllHCqLjjkjHAd8pg81pBhptmtzYYD6bYxOFGuMeamUB31+Nn/FDtQhZWOKIe1pG22cmII4aJT4Y8y4WjP/j/HpGDlDc3BlyinRrcWcFYP7Qbs/c71CvRU55s8qRjimbC7bCxPHkW2lyIuNDY4jv71rBHtf 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 +0uRfPt0smMpN75mpvtZgn67Jlmfat/Z9vPAvyxLNr5MxX8/dsZ1sZ0h23PKuNeQol2yrJ3vZ9Zt5zU5CdrslqZubtw4tl2fSfs+uD3nnpleB8miXok0x3o211N2eDx/tWTn8VFmff8tx02y301kf5znv6Gk8NB8N6TkxFZSKPrnz8ex96biW+8f2G3rLSUltt5GsSd7UZJSlKYMZSlHefalAhWpTBWqUo3q1GB/asbmfIndNEItanMwsT/4EbtHow51OZwjqc/xnMBJnMwpnEoDTucMzuQszuYczuU8GnI+FxC7ieUiLqERl9KYK7iSJlzNNTTlWq6jGddzAy1oSStupjW3cCu30Ya2tKM9d9CRTtzJXdzNPXTe+q3qyr10ozs96EkvHuRhHqE3j/IYj/MkfehLP57iaZ7hWfrzHAMYyCCeZwgv8BKx/WIYLzOcEbzCSEYxmlcZw+uM5Q3G8SbjmcBEJjGZt4jdYzSFd3iXqbzHB0zj 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 2CBnpW0dsFl21ACvwDraMK8S4JYFcdEu0UD/EuCqdeSXBL6KXYI5xkf/GtgojqwR9iraVoGlelnVgd8LWYxCcTkm+3EtOMdKeRbam6q/E/Fh7AR+KibXlLFUvph3CbAwH+7DtCSHGtjyO6VQfoXiqp8NvMY9gH2C80qXBBiZ9M7B4FisWQWcCKOCFopb5FsozlAMrBnv0UxrbM/8E2nN+zOB3phju4/2IeaFvbSobohbSBeuXyIsXuMYaKu+xExC924ADwfidII3csTfwSo847sm6nHknQNOHflxTSv5MOcstEbbMnBfF8Ruc/i+QOwkuGEcfAdk0AJxywDPvGAe+WTgiLicYxfwrTTH+6ZSjDLgjzgdXavIoRBuFhxzwFNpk8UeUFqoZ/WOUHPcF8wBteE90wluWWgRaa7mCnFFnLxgnzEnHjXYY4liRP6Mhdw5L47BOSs8tFGa5OCdqPZPJm3UehF2JajREGYRXBFHcUfbTnDKVOtK 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 nin5s/6ZkrubT2++f7aDJN+aDpJIYF7jZx9rSEWJsQbCw5pxNTxRYlgckNhM7hqGpsfTKcG6kMbUycvRW5vjMzoR3Gu8Vt2sNc1HiD1Lq5WzpUUUPeL4RT6RPgl0WFjsHhxfONeMhigPBleCtTkWxprFG+nX/JlYGDERvqcFpG9UcyvWq7mn36stAt9IMxwNMOKg3Gs4Fh4c/Ig7o00S1+LEzn4en5Uj4+txMj4SaLDy93AYXXA4LLxIm5aHODEanqYv8hfH1/KXYD+6r6x5mFb+YlwzNbPwLZ2MMRxePTXN2rW3Lw4WHI4oLwniWY1R7lottHwifTAsyk+CeAvfwpRgX9OuaZAAz7IoN407qpMYmFo+Vp2i+lk5RJzi8EXYUayn2VubYxgOTVtWt+dv7bM+3rpVi3mfXWP1sRbpE4PXwsruWT1D4DvHWGuez3ztaUawr/lHPFq+MHi1PCxjcDV/GPxWLjD4GB5GB5Obl2eUj+ePgFcU 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 IDRF2qDgRRwevlfrTL4gtWk6Wf5M7bxaIGkWHxsnxp6n31ur7Hs+87WFj+kaxB6La9XPimNy9vKCExetWziWHgQ4kW+kLbrXODwfkNhaDgwuG5ddr+jXctFwI0xtHwlcVqeFk+V+oOHkIAmSerQ8mNoiuPfWZs5MjZgYFNe9fmb0WpzRNchc2VpLwg+Ovg78yB9Grgw+w7nSQ48Li3iRVmnGXjVMn+ewpnpf7UGS77gHSb578+nL529effLq5S8+u/nsi6vXt89+65fevj7f+ZKvO3/0xutl9t1nPZ/zfsQZ+TE6olh2hkGuZf0xmbUvyb2KoTEGDRieX1SzndyennkPxr6GtZqLpUvDiWYNjnYrVymszZhRnSTAYHgYPd2GxX3GF2Qsy7U6e52+qxhI3rM8SF7LwjqLy2JW9bL6qprYXlTnZ2XuUFzzagrl2sJbrW92H4GuKNbjWpknEPGWT7YuO2ofaWJyysRGdYh6nNlj6oeJM1Ov 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 U1k/kPGaX6ZvSMSwNRUCK8KZudj8WavGiVOHFS1M3TWOlRpXdHbgdOOjGWtHnij6VuJA+q3iYiGWjcv4d/fNm6vqHssFwm91Trp8O3xW58Oq+cpMaP1czTWaDVYvjPwQ6Gb2LH3VHrKznTVW1wp2xaeqC81+TJzVG29esrrYOWSwGHwYnCy25o8gPlMfEBiVmmma4fBlDMU9zS+rv4qxonWHMX1AYh2F2otT24h/tfYdFmpWTpFUa1TRIsm+MHyndfc07ujLjucPBX8v95VerVo0j5lnTPPJ1koKcRX8aA9EDpHGau4r61UtK3gd87Ko62pPkfwF9RTJd28+u3158/nVZ69vXty8eXr39pPnZztQ8tWvLP5akmxDqy8YNGDufOCqLxQU1iIuz5CoV7SWrQOKtYs4s/5QtGDa6+CCs8dief1ifCKNEuSOBI4oOMwew+H1S0hj6ujpZPEY/FVDs18nf2VmKn67rav/TMwOrkf7oYFce79e 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 xbJr0Hgpdom1wibf3XZJWlYN5H7lO4F5D2bi571Z28q7l+FGMW7eZ3GsfOZ1JHBZbRk8ODgSXFt1zuaCgq+VK4q4UUy2Tyv9RPLe2kNQH2Yt6jGDz+5F2jVuMXwkMC22kpOXB4h4T3tUey+uUhsPl6kHAvxIc+QbaZn7x2hhahzVkM0ZyZxZvRlOSer1/JHAY/pR2a/UUItlZyuDKYuaUdjDwlpWS7VfGe7VWlV7yMRlsFd7sMs3ikfSP+PDzvBqPgxOtn8VTSBikbyfcau1YvOv9Hql7l4cFjCQWLfyydRiBSPSl/FFMe6SrEvfJdQiM29H6NHs/d+46XrOUMhp53NyaYbGuK6e7YjZaZemp9POmds5uXfZppyu9hjJT6vHSG7evnn15u3d7WffPd8pkq9Op0g2dc60o/lOOZH0l9H/Js98wxxVK5xYVsdRGo8wNPt1x16qIbkfPV/nrK+lp/s9sNt2ce/CvUY7Zy2ubR4zhivSumpY 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 OO9hOL0w9c1Y03N5+jyLMy/acw5jDh/8vKw8e/Ns3vNR5kvmGXqnvEO0Hip1e5CfNidR3S2u4fRJmZN79TZmRYbexwd6FPwnyrP3xOG6d6/hndbknTPfRr7mszJ/fykxMu0/6PnJvcyzqfTsicGjrmv5aHOgzdqJ34NeODWS0/gTvx/9t7QvPufv2Xua53glVvu+glLf+Z1t1W+OvfdvWqWW8/P44PrEH0OpsVLLOc6aISuHJwF+1rQ+zrXR3qU/6u2pBi0XRqOxp75/tPmI+j/FPbifeo+haJp7O3Fp74jo3xnavhg53XuXGPmq71MlRsvvR78IQ9H0oP+WBqsP7+fiZD5kqploOpTZejLV58GMvTPmcLoWbX5O+n/6DIgxJ3Mt7vXu3TRPs++pz1Sfe7NhYZxqmGJ+VMuJ8169DW4x8nrwrE/c93imfQtT5tmacaf7+R0LTdOUx71n7DRW0zXVBNN9iPlO7838rnDrp8Rj6P8mgqN9 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 Dbt5kI1R5btqv2Vh147TWOzyDMl4rXmm4Lq1PlOjTbvQrUelLsNSzm681pCNUaW8IanDkPTPULhuSPqi2g9ZhFtetYzTOqjUKwuVdS4ZKuOUzbtOf8MdW2lGeetbeeuPKHT3mtsww7imG6q/S6IQzYcpYHfdmieqVzXf6VPlflGeIajHlFwX3W9I+mD3qRp2YxSVs+uj03e7Mk7zLAqVtgyH9qxl7Pqr2pY1ZGsjWkPDoW6nscjqkY1NtAaisoZCWZ25FZUTXXdqx5SUE5UXXZPNj2p5WZ6b9lXyRGVMxbGJQnSfSvtuQrRmuvsk3Pt180Ohsv9kayC7R2Vt7EJl/WR9D3fNS94vGqOofrv+yOZPNVTGo5Jn2vTTcNFP0+U1WXs686PbR7dzHwqdfkeiXdPlvLiNSLTh1F9T8Knbrsq9TnWqrJvhsAa6+88uT9SG6thkZdz021q37phl82cXpsM1nTpMh2vWCGeOraEzr6phCsYvmy/Z mEvmqdRhV9ZUHIPOOEuGat26e8RwmAPd/oY7PjftydZNFip7SBROfXXqj6wdnXkwJeO3i0jtP6d9prKP3K5byRC1E8m2wp3bcO53u1ahCPf+SIXuc+UmymKsOuvjNq88hJu+l9WYdH4fIxlmKbfpVLdpkxaUeeAgSYVQZuhAieXgSOjYRYm/NtLXLzn70WpwYsJb8YExgeAfGUkMpCbEj/cntys+95EY8PtSxgaCB0OSAhE78yE819FF8KdFLPOgFE57vax/gyO5vyNRh11E6rdapR7ZfrfOl92n9T6ncLtuumVk15zKW/NLY6/p9NlUuGa47LdsD6iE7p4zXJRzKm9qlC2LUOnvwwq3bbt93sOJcOsv7f55Uf4iEmseiWdE9Jsk+q2MRH/DCbt/X2TfDYcxlVbo/FslK2sqjlEn323Y9ccQzK2sD+Gsg+5cGAp90emD6ty76ac1dPZKyfxIr79qfZFu1y5Key7D3ZMqofsMqD5PKvmq 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 woXYisqvZ0rbaF87u4vys/difc2z7+nrzZbd0/GtPtaX6Wj1Fmd/17DOnnuPj9736tJ1f+Sj46seeprYXKzGheh9EseZd1ZT1Bemx9Eaqc/GZXl2QS4h+/Z5szZC6rBrYjhrTi431TPLx9PJamv5s3ej1Ypds7Vojmzd4sRjuW2sKP5JPWT2ds69fRbExGSaLqRuu7+Qa6/HVqeofqvfYubjoxrIdxBdH+N8op3z+WkP9qzo80nfzDt9Z9at/UJsmJ5P9ZPPKffPyuZ9KCYm64XNx+5tjB2JpXvg9cxyYHy8Z2tHfAS8v0L8WF+f9szn/GLiLAGPp7iP5M8l5KwPq1P2vZPxP+Kk85u5iWqL8h35HnQyM7+YQ6w94cC0PanB2O/IvT4f9d3UvzN8FuPjzbsX94ibmT1xeLqz4uh6kvuQn+Uzumk/rfHRrNv+MM2Mvz6YtjuTd0cOb5/+edrc2+/0T7qavni57BztcPoetrp59e+cPTHX 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 tr23GJJtW8pi/ux677Ktr5Rz/nWNZVvs7kPMlrYYWIoR6206YihY8mkovx21sYEyJvTcJxaTmCxuE6uzgdfcL4f60DrT9pr7MJfyrEvpT985riiKoih7JfX/GIqiKNfG0HV06+vu1vVLSarYhZ47zEXomVvfZ0OXQMgO13EutD3v4TIPz3+6nsGhTHyO5zrG4udLfZ43usDRRsaaAxfJJdTBBnzHzxp9iyy2if1r6Udj2B8sS+D22KYrrxy0i9mJ7Vkvfp6JbbkP1re93x3LgzabuL2J2GBb5EhbjkEoJqFxUNeQP3zEDow9+zMWX9dSLv0d6Wag3ATKbUf7GOhXF9At5BPTUhbKF5aFuuaBdqwLExojREiHkF2GbHQDfYgx4zJgwT0ev/7YPB+fXk/H5vn8RfNwejydD999kcc3h5fX88y/0vIX/ZWWTdA1O5R+OPXl5tB4pAOvfH12Mkr7IbseU8err7w+dz97J3Z3tgem7qhuy0OU 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 dHsyqs8Yde+vFO1fjw9yP93uZRpKFb5cv1Lb3ji2l+3WLtuo9GxEGmybknm9Efm9UuVuxD6leC3XyzFaHjdkXvR+G7HtWryX7XKjwrhV+dBx2vDXqsyvVJnINifL79ZRDnJZ6UiXzI8RadqoP9kON6r8SpE+mTcj8nYr0rxS8RlR9/b9RowHG7HMhnGr9rFtcy3CkMc3205sX5bHdtlmZH2VIuwrkZZSlZENx4hysuejr1TfkOx+H4lwrlVa7DLd/mWYNs0rUW427ivRj2T6ZT6NOubIbTfqva3PG9VHSlVGRu1XOv7b9a6HxcuwdfleOcpSllEpykC2URmGthHn3nLcku1Wu3Z8QVzmX18zbxzlI8c5mcaVWG5t1H9Ljh9rtVyewxlPOchzU+MI34i6kPvaeG3ZyLivHG1JnjvfiPh1Pn39RCsd28p1xlPXsm249tfx6fQNcWvcNibM9SAC2a40m4cblUdfeUny4WHrQDn52G1Xnrpr 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 P77/l09Pn6+79+LfNvy7kbhw78WsYZT77PQ3HMI+YEywLIpfk9RdC8mJk9GxW3DylOlgbTlv0P6T3HvjM4g/ljBHs4YUfMQNvPuFtlqncpaFuLT84unjzQP6cBk8XWq21LWEUJHJwJxFcB5MqK0Uc3YfRS7PLrQ7ddT3jzATKwG0jQb5LumwFZ4eXdgOk7WIvIq5ePL6rRl32ble6ld7d+P9ObnRs53HY4/cGyvXhtq7UA1LsVUbi3zfWWqjZfbsq9kizZSljTndk4HruWEmLgzGrxfZuI6xRqa5vFZm3skU4wKttajRmMtT15w7XBNvVe6GyzGGhreCudyzFq891uMNyNDwK7bMFd4S4so5gPd+pVAbnfMu0OBjaW55i2AOZmxcui6wB9bEppd7t8ieL/BXrpwNc3J485RJ+ii9VLmutQlCg+9/W2zk2djeBc+Nkyhnw1wO5zob11S5JmYy2feBWgwdFvy+Zc12zXNH/e1937Z20wzN 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 oZ1SzlPqOWv52ZsD/x9Cj2O2Zi/+/Xv24nX2U17lv2Yv8mxRfNwkI2oI49XLEzbAELYhhND7I11yXPY5d+g9D29naQjdn31cqu8vWWcgTefMC31/967H7xz7uXO/30WIY8wCzvmhytPXpc4bUir3HqHGQsqmMF6ehL4HhrGY0nV8CamsOZdmDgVOEWvusLYRwp9mtNEunGKsz4+EKLc1Ka6RtW9rCOO/jRDGNl/mVbn79a1J8nldPrx4DGO8zz/kcbMYr7wZCRBAjKDbWIxsPQIAAAAAAICpaM1ivGtkMT6FMYpsmWe7VbZczx+/uN+t5o9bZWyW5X2xqvMqbjbjtWwGkCiviQrjsxkAAAAAAABMUms241UzmzHPt3X5864qP26V8VM+L6oy2xTZfL2qs0213lTlLm4u441cBr/xN/CPhmiHFPdYSLFMXez311jrAbBviPXomBTm1BTKEFJbfVLo65CadQxZt2NjQQ6xn1P75lA/hOjr 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 3eHyZNEV25tz79renC8+ffhI2LfzecY7bny0kXoT0DV8oLS3nr57Hm0atI0BSX/Yts3Ux4D1pzRtcLRAihcAdg195sPP033F916vxd9w7LlVPfzZ9S6uw5oPLX9t5Dwn5zD0aT+mpshHajy59B6NFxc3l8L21pCL1jAGOR0fro47Bl4rYn8zw9GaIC/wxmgT8SV2LvFwsfh2pRz7fdQIfGTwFV6+/fZG8bM/OkGmCdosaIRjrG+4vDbK0UejyCIi1wi6EJHdidA1GSu03BBsaII5O12dW/zy6cTQ/foOsz6k5rwRfOKgrYn9Gtev59uKTMusna3BVo8YL3e90gr1/6g77xdLiiCOf/o1vt3nouIPhhPFNYH4i9kzi3pgAkUx5/Nc9eQ8I2J2xYSYEwimf9VfprG2prq7eqaf3hUMO69D1bdCV9fM9XuX9thN0SbnpppM7lF6z9Fzc7XS0tmGgX9Z6MuNk7Rh9C0NrFonq69EyU5LR824 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 X+yX5y883w1W3xMO+n7YdxcNPBa1fsS5LNEWh79h1ymr9Srx13qq+7Vh0rI84xr9EUrtKU818IvKb6Ew1o03Z2/N3+IFxBp/OS433pAlzxC6ZJRwWrJafGnwiJJXToYXW03HlGMTb4u/9Hka4+AbvPbKtav4afJVSZZcJ6JN/zZDUHNkf1S8F/qz0ZaNfzUvpPXo8XVlXLCwVfhJX+fW1Og7VPJzSX7tEr4Z/bV8k7OrMT/FuKm/lasUP+3zWLKltmkpT8nYsnSpXQl/srehc2jgo/0XMOLDmButMZZdJW+DT9jNyLLmTIyxal5Se2Io2VCvA83Hi8mYL21q2qVg9yD4BiUnZHLf6K+Fy8JUarPwF2LEm9tixt5mvrN08KwLbYvaWCNPmHFh8azhYe8aN/XMzHPpWeIpckGs8Ah6rjEu1sZMuVD5T/d5eXTAoWuqhWOOtU71erT0itZ8NSabU3PjNH8hY1I+k7Fbk6ll5dagto+F14NV 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 E51TfhxHu9KN7vSgJ8/yHL3oTR/6M4DkOmUDGcRg3uJt3mEIQxnGcN5jJKN4n9GMYSzjmMiHTGYK0/iI6XzKZ3zODGYzh7nMZwELWcQSvmIpy1jOClayim9YzRrWso71bGAjm9jMFraynR3s5Gd2sZu9HOAghzjMrxzhKMdSbvuMZSAjmchMFrKSjewp927GcnAaOclFbvKQl9M5k/wU4GzO4XwuoBCFKcKFXMQlFKcEJSlFaS6lLOUoTwUqcjmVuIIrcR3HrqYy11CFa6nKdVTjem7mFm6lOjW4nTuoyZ3UojZ1qMvd3MO91KM+99GAhjSiMU1oyv08wIMk0YwWtKQVrWlDW9rRng50pBNd6MpTdKM7PXiW53ieXrxAb/rQl370ZwAv8woDeY1BvM6bDOYdhvAuQxnGcN5jBCMZzRjGM4GJTGIyU5jKND7hU2Ywk9nMZR7zWcCXLGIxS/iKpSzja5azglUptQFjq1nDOr5nPRvZxGa2 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 OpzlqeKlGTt53Sd6o/Cn8Z7lbNxgYxaPtvcTnZK74mcKeT9bf5xdp1PFMsSHHozJrSOjGDtb17rENuVmEvswY884/7UOanqcHP1WmzfaU1vN3Dex6WKsuKkw3cIhffdfvQtx/DKi/yAifiui/WlE+88R7b9GtP8R0X8c0f9pRP9nEf2fR/R/EdH/ZUT/VxH9pxH9X0f0fxPR/21E/18R/f9GjN+PWJaI5R9GrF9GbP8+Yv+jiP2/ROz/51c+t3z/4reu71/0H/3o/7urb982WXrE/svrX9Nqf/zv/nv8SpYesf4yon/7zxd//L9/1frH194/Pq7nD/R/zepy9fI3fvr+5f3XL//D/av3jy+/ev2z929fv3u49v3Nn77/7Ye/ff/1y3evH9/d//zlV69fvnr/7v7tV4nwn9zn1U//5DdYP3qF54f/6BevHx9evn71zdtvvn54+PFne0fn8tE7Oj/5vd/53fr9nT/8Xb6/U/1MKveapu06 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 5umgxGjpdnUqfTZH+Z81eBflZCvftsl8r49SS9XW0RC8WKFNrUeV52HJddkbJzFfgsKjjCniyNYnGjvQ8L/I/DJ6inlOGSdriMGw3pzaVNy9MzvkM1Z5VJ8bmoLyY/lMjWTtVJ+6Kj0Od/Wsa9WOJXwv0R8Ut9VlMXE4PD/5GFBzo/jVKfz31nGzvohYhbVEbSqsFl52BLK4vDY9Lgcf6hrQwjB63MPxW+lQn3N9hjOQHSrW3Od5hd+833J0vBf4LR+q9nYMWyeCL8819XB9tbBb8QBmHhbjqHwu0oa4N/rt2LfWCUqj4AwejqN1nqPyyPJ7vDbP+AwWE6HDaGrVomibObGLtAuNUkdeJ9HmYueYHX5XtxlfEHNJ4Ym6B3OVWNRYRZ6pkzd/pGfDhdAn57mJsX1yblt9hsPizXOU95npF9rs/ClwEdhWbx6H4PROq/H6UT2HrC6jd94m8C2Gq6NzreqqsDfbMBosz8xpw4mjo1PEebXo 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 K1jJKlazlq/4mo1sYjNb2EZqXdyv+J1aJpu9KE0ZDuNIjuZYKnEcx3Mi1cjhXOpQj/o0oCGNuIQmNOUyrqIZ19Kcm2hBS1rRgS50pwc9yecRHqUvj9GfAQzmSYYwlGGMYCRjGMd4JvAsk5nCi7zEdGYxnwV8whKWsozl/J2VrGI1a/mCdaxnA5vYzA/8XrBGY+9synEwh3AY5TmcChxBRY7lOCpThVOoxplUJ4canE0tahddt+Hv5a5VIrWSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKImSKIn+T6Pi+yxnFd0veff+yqV2rarbvc9y9L7KpXZlv7zrrqhhbmG0Z9snV72yTae8e7pWyq3UNrd1G//k5Vbq2umueyp1aZ/XNTevfftKt7W5q0ubVu3z2vzvtlPO2YPtlCOXeqYthyxyLuZ8Vtw1UcseMyyHzIorj8ofvZyy+BLUuDYE 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 E3psA7uBz3Lb6nq5fJeegQ+lV90jTSFjMS2IzeJV83N6w+/RB+oz//jMQmL1zmBTfhSpOi2JgcT6o/LCGBbr0N9+kW+VC9BgMVh9U6/le7zyE/VvEh/H9Sa/QPeCZ+Bb2RH70jnNdAO9i5ysaIOyit0M9Fk+SsfXWHlPZXk7+wti+oG9rBnXKqdsbwV74FUGpMrhwEZiI2Z6xuNEfPaeIn/vIlVzPVI6fFfd0zzGHoveMv1Qz6+VzIi/zHfAGyyuiqkoqRHfY/zxps9oC3LAGGhvIDeSnyIiP+fneSb8V9eej2tVA+NV4joqvU96mSX5BMeDypitslO2wZq+J5DYwxKaeR2D+a3U4/X9IuptoBe+fz2FspisrqDfeN2o31W7/w7G5JPIs+OAusf15rpXPo34RKoci6x+xFFPIp1K7yIbJiN+B9OB4zyUX0Lh73HUtYAwvqpbPZO8H2J78Ztc+D3bOErvSY5G0WeJpqhlktxJjey4msJM 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 pBdQ/zd9reMf6tc6Xn/7+tXjh4fH+9f9f+Dy5u39+8d3D2/ePjw+PN74/9fyt8XLHrOH/hEJfOk3mCN1VbTVztY/jDyZV3RUTkY6jrBxLR2NodI3ykGVDzsIK9tz0Ve0pX5sEquL8RE1eTTfiGbq/JocPpdMRXv1bZG7FvPRPtuNdD43HZ2DI2KyB9PWM+g5qTq3ZtavoT3n3a3z/Fxnlg/Gs2tH0TU+VL5s2QMjDHtq8lPuwb36t8bFkpjfimbzi7THp05bde+dZ3qOPbknb7MyM2us60jdIxrtVxc8Wb0dkY+t8TLCeG29fSryyXiO/Khqxw+KwxE6FCnsM7ZGfm2tU8ZxK38V7cn5DFV+XLOPr8V2hG8zdIs8ztbo1lqu1rbouFVuturdst9sg/5b5TMb83y1zmdIxnNtTVQ0Uwd7dD93frbo2VtLFV2zD67BPktb99fe+b20dx8xjfZURUf7VNE1tp4T56cg35j3I/bPryGmR9OW 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 ST6d4gvS4bNG5ckFrtoVT0GyEdZqOxo785wJjHWe457nTODkeKuvykfdv9xH/LOvGoOKuebNGizMo5qrPJmIzTWedODxdwB/AsDTAL4L+JcB/yrgXwP864B/A/BvAv4twF8B/Brg3wb8O0D+EMi3gfw3MD0JTP8ErvyIPgl5ev4Q5OrVd9Ho3icrj70D4EkA9tIPfl8+ebn3ScyV+VOYl85nX3r8/PrU+fUj59cL6+/xc+Xc61Pff+Ps9LWTWzdev/3a2e3Xb56dyz94jSUfunbz+s2TV0+fvXXz+s2TW/OXNo+/Qmovv3H65tmNE1rt1743+CDnmdnIyas3Tt46O33zxund0emt07PTs/3+DZ0P3PcJzsuf/cxz7ec5zz/3XP08p7wm8laq28Rpq6itrLZTqu1PPxl0x0/tE/lJ8jc1cxwDb+F6TNyVi59f+HUuhX6VMZcurk5xBmFKwmmkd+8on/HOOCr+ZuwC0z2s9c+WZVxx3n3F 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 CcIyqme2OS3gyobftXElxVWvfMZPDZ+dzlKMvMdqLNHojuwyB3Pv8lj7RHhioLt05gf5z4a3pNxxvRrpMV4vvth/NjKj2Jx0au5zwEnFHKSXgx4Us8Kh/Nfuzf1E9uerkT8nDPwbRDT3o/i45i/o8Tua4ETZVBxHg2vU+dzhuOe5ymNdr54JI07U/u/qv/buuR1kc84z41JnpTXxMw93x/Tem2Ltmvc9J98u5vj9MahujfQZC+/bOq62qn6VeZMTI/tBvl3gSuIzxZnLcTjJu/pQNTRa44KPXLBd68Abe8xJiLHqk7BR104LdX9I7CHWhZB3/rir2G1gV9UX11HnxwfyGOy7iivorHfCmRRPhy3I9qzPz5EY+FBj9a7uC347vCGwJOlW305jtp20pvPpJZbKGT9Lqi8TGBmHN35zgDEJj4t3gBQ4XfhW758h/Cfh4/Ux6EnrgjCyHmP0Mmb5RDpJmJn7pHhT4GCfLvCPcqZ8W5MjF7ou 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 +blxrXV8asaH7MTEuSqxHSZvJXZmOSefisYM+5aTcb34JG2JL3NP/ySrPdikFmnscd5UPsSvMnK9es3lRNAe49gUrYnaq4nJocC10lOZvThSYg6RCadb3hfVJSkn2gvR0R/y7bD6F/TtrupqkucwfqTo0/q5XLhe4vyk6GW76/WSNavrQG0NedITqNmZo7l1dU3Zh9ZjoGucizJ2NK/TIR6KLUiWfR/llWxqvjVOdxJ8Ftfwm3qJgftB4y75jPtB96AQn7S2jfWbWml/aD34r0xGtjVOoXcqh2VTbI3iNPNG+eT5cv/hfLDful5d72gfcY6bXAvRX+JzLuh39ZPjHF7dX/iMfDNrhfPbJgd+ilrzP1ybUpz8FxchsYbEMFc/2Ws5lwON5pT4o/rS9HCaXGQHrUeR/ZqM+y1EZ4mOMnL8M0fTzyi3YfwM0R+bXOM9Tvc7zm1IbIv058SvdZd3zhvXoNFrGTutZ1v6v0lemrxuVmO2zT3Y 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 e1WwH65e3d4wrmo5lXFPpwZuDdzcPtKX05fnlRdjB3JyfMLEiA4//eJkgJPGqPBZV+xNGG6OM/NvxpeubQYVGpUVPpymLrbaaU7FaEt7xy1g2+PodAnkVoVHA48p4jOerlN/bLR061xebYc1gfpyugd4sd54fZG7xnN1Sp1pwwblqcnVfQmvYg9WaVYny7kH/DBeM+eYSzMx3TVHHy62jjV+wL7htcJ/YD+pWcNchZ8wcRiDelTY6nEzeXEtNSSofSCPQO0W+GtyfbWOP8e/YA256pjr1F9grdaI+l3lR7nyfjRi1T1f4zmOFTGKgWrOJs59ePztueGxtt8Mj6rdGBo2Tw7NmmfkEa1nzWNaxybNLy8/RnXrUaYPX+N/wh7+A/aeJ9Hmsu86Nebsjv7d6GZtbLp/6fF0i83j883FfHZ4vrl+dDHfmM/m/4OH0h1AP1PD/UuP9T7SOnN6v6yT7fcZ+lQb+tX7tbvflQ4HXcv3DaUT3+XI 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 sJvgyD7vbQSbLY6RT6zL4yk+zfHay/w3LGPt5Kd3MJQMjzWxJlQzeuV+XJOjWLMxlQfBe8QnNR/57fvXxBkWc3BNn3EzvoW+i3lT8iMtwfNRHaU/ij9qV8UtylJ/cYZjeZY5+5DxzeayXPCcsqP8VvHs9RXOiA+7mGR8VMvwblWL5zqdH+o6EWUayezexzO6ibbYc3GMzgtLuHFTZ3QT48wt2mQ+jfr82Squi0bYjBHjw7FlLJZvgpc6cxvpM4+RMU/yMvNjmrcga8JHpeuoc8n54rhKO2Etx9ya4My2rOBghOkq/4GXC657vCKmizMq8WuxHim2hiVHS/A8yifxa8S9dXz3wNMSORPxlLEo9BcckrxU9rJ8pNcrJSvsOeZ54Lmo3wQW5433Dvu7+K4QbQ6eG6kPyOOwiG2iJ/lHGVp/Uob8iRwbrx2Kx2zvixhle13ttf34tfm104K+yqmTjUa4jeTVnuM48ndVF7yd9YT/yqdFIV22 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 i9I9i8L/QR/0jA3Fw8+C+I6enD7ytaGqHjP5lwJ29lfs91bXnzAr6E/n1fFv59Xt3+dV47fmld63iRXezeruZlX3Zld0z/VXVvdWQO/Lq4SblcDz/RW+vVWy63l164X+KtbeStN78srRpbzq85X+SsjeqsbuKsbdNEtm5hLN46lSlYalq2Bm1516ZtfRhbnFftmXlaOd+c5yx8zsWlg7/MRcV+vyTenaR1O67LY1M0nnozm/DWzPKJ1Gb9Lod5nKoZa2WCD1bu2/cD+KbcSUYfsm/LEffRMOW4mSH55PUya312TYnwlxf+pWt7rVrW51q9v/u4VNEiv/GanyDztXtmvJclQjIyIz61ywZRBCFmJoDA/wBuYFJCRszCAeAMtYiNej6wYOmG7TA4OZzDzP8zzP8A98En9gJN+TzbrLK7J2971t2b5nS6GqyoxhxYrIrNp1dvedFJJ3cid38oal38md3MlbXsad3MmdvFSZd3InL1GOO/ms 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 HaTHfYJxnHy70MNYLuaUcJ9MOke8SZy54DDhiOsjxI+aME6neNgXvqmP4ssJg5OPdY15uMgzicugHuf4ncaXHyP8VU1W3pN0EeOunthTZz05If+AXDHmwsL/SG5uahCki7zjfXFhwWvFURP4Fx/4jw5XvgP6CW0m+We/XeSh1pGqwe566SO3E7CuuFPECZEHx2liDH1gnEH61Y8vkD/G4EU8Bz8dJOAc/QXgWb2IsabIhevk4rzTmneBxUmGiMX5LX5ygyUpf6d47NvgH+Lhu52lU+0zTny6EKO5qmY4x+u8i3xRn/fP9fFCGHvf+O7FWuZ7JufDP+Ywiu2v5SR/fPGV8scXn8r/B+PdX0M/xRiUXpUuzq2t5gCdVcYrUZbVfrglBvlvwu5FZMVa2BCj05gSbqGzWGzH13Njr34fhXNJ15fY8taEyyXEvH9y65a+nLjdCfLeNvO7WDy/u1069KSaD+pfzhO54UeVyg5xHxTLxXWVo+Iz 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 a5vbuYz9XAwsY6TPwwrrFHieCxyfc471pZzje3ls/mbn/H3jKKI4vr/XJEQCkZAgDHIDJmAjUUVKgWQcQJEAIRzxo0pO51N0wj7D+S6AoLBEQckfQAUdJYiCigaa1AjJIBAoCOgoQCAaJN6R99bfefdm9+5yIgSm+Ore7s7OvHnzZne93vngtb40zrds3/yu6odyVfsQb1/Mmp4dpF0ZXytnJK4yNrqt0ohJ4WmvUOOUwy/mTQ65ir4VKgZ55L6fTaHfmBeJarP0jEUM/cmgfZ0jpWpHXxMSmCspHMO8QB+kDyXGp+Z+GuNcs8oY9wJLeXSQR+Jb9awjdah7d939EvsudmwoM3Jz0hzCsrFqT59jzenYqCtVOahzOlN2ATEpYOxEuYqp7P87tka+6utnErnP6jq3UzXGcaRywpKVM3X7mspDzHEuSQ5X92GIj9xvcOzlnl0YdeTK90TlaQLlZL6Was7m0K4TW9WnXPUPx6mAPMGxqu77 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 hBBCCCGEEEIIIYQQQgghhBBym+ItGFeH3YLxgNyC8YY7umv1wI5anAsei7y3P1sdV1KMc5ZerT/0atlZGfrrQPqQvphuWddzZWgfJMq/m0boi/khqOcs/xNB1r0uln3rbjNlfGFMUCjbLWONAWOVs0lCn1Bi4r+LbJOwT1AolJRwnKD0KYwnCqWbbON6dUyhf+9JyhdD+qrLXMF5Ji3aRzk+o1/Py5B9gEKhDCd39kLsnO2FeMpZP37wpX8A7p6f/A+oz8675/33ztkHV58+Pt3U76Vwq70U9UNz/+6Fp3ffvejO7gpz08fsofn1+exouX/z9naP+aOnJ4fLsy0gx4c3548O/fiTa/fpjR9lTjw/kYQGxdQEMvYEY9nZ94Au69Rm0o3po1AoFAqFQqFQKBQKhUKhUCgUCoVCeaILfxuhUCgUSkw2ZuPHsA9duXZ/l40f553KyXdI6XtjCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAo 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 7Ozzc6cBwBmdyTk5s3N2Fmd3WjE4R2dwRmdyTs7s7POL7vyAMzqTc3Jm5+wszsUag3N0Bmd0JufkzM7Z2Z1ndPczuv3EWc/dxfOvDPUouWCLczgCz6Z65xA9Xr9rqpvoAtJIGqxhQotGmSmrd83DEcrexPlTnGmpx9UFoIEapJEmUAdAHQB1ANQB0AbgCdLRSEcjHY10NNLRSEfTG6YeLBegBmkkDRMta8z3SeTZzLOpBsxtoDCbMznS20B6G0hvA81tOBxp+/nLI9lXV7KvcJRsb7K9bHvZ9mbbm22v2F79reJwJPUBRv+BnvSfiWk+Lw/HpAbByQA0cAL1MNTDUA8jPYz0MNLzp+tHsP3j2OvHj/+8+VAflqebm5sfb67/Nfrm69f//nUD797Wp7fnUbf629l9jaX0GmRIibA2htKLtNpJsHUobRsnwDmMUmun0hsvK2BvEChlICmj7PFCbbKssQ7Jva3QuZJ0XmrvUHqr2zhqo+MS 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 t0ysNqlrEzAES2XzzdiHT4+EIe8SdNwYRcQmCTGENT+9MmhVGuEmxD69m2toBSX2+9nl2YvwilVB0BdLF9JVUy+W3meXcvKQo9UmgbM5YDSrOFWH8NvX+Koa5B1FYRDyca1Mq+jHr83CXON7V7xsL/JVEnm9Ja6P37B8SD34anxEHrHzwJtoz4efH7Ia9IS6Ulhx3REAsqakiie/e3E2mdLSWD4Yek9puZU6tN6XD+odHx90EvcTroWGtLsMj9TfvTSAMmiWPHEbc7Hpy8JCDKPfeVESKesrzpwudFyiTbv70OqnBzTT7LFifmToi8TN1NALlXrfvaSb/km1/nj6QTTwLkzQlC+PZ669kNoHnShwsdGrj+xqGn/vkcSbgRuEysZyCkyJgj13r35yvNBHvotoS0dPm+mP5bOYkf3uZbmfD9fjxxd6ljSDJoGZHu/3vu3vHnWZ9da5/SHzTBDHAN+XL+RyUmZd+g1YzEKGcihsmX15Ck8D uRGx7wuPmYTeo+eUU/HpAQWwXo8fPZq6N2L8XI5YiH9y3JQQbtm821hSOyQ15lx6Qr/znl1JIUBig3J4r7m8pYwrl997QIL5bqmfkkD6wFtU62bNot8+YurcHs8oDeGN+ONsnoWczsczPErTV15VQ3h9dpsFrSWlXzwvANuDZNhXL6sKMkme1kvRX83nXxFvyskMikJFlC/fzl3+Oyb93kMdiRDcaWpYB+QPyike3v7iGwa4vJS1pVF30Xm2m+1Ir/OvvNvfWCkPXibiXmGqmr+czs//Ge3AHMEh2uMnibbIE2En9Onz7ZtLQaCjCMWNrcZIL86qL48yMS1MWgxlXboTBnFWijq8D+cwGRyoC9TVG7cHJk9edFv+zcPtxHT0kGGGVFzC83L0N/3hA58by8ptraLnTex2bVqbmh/PKjSUe+YbcTDorHnP93UU6l88A9ij5CW9jn6lKOl/ONvnoB/eZQAj2QY40D8VgGSLgj/Y2z9+sheh 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 XPPnWK3vnltRlEn61ABIGcqVABlERD8/KUe3b/x5kxZF/WG3qR/pgdBvH72gBklIjDc8qwMKT9e3+X1xIaougL3fdlM/hrnjyIcQRV//EN0T7m1J004hJ7IGjXweqPHl07QelrSd1wa1cxdcqWpv7n3yPgxsvhSrd7QNjQ0dwyvE8+GhZd9s3vA/jhCvLhT6xNPu4+uo8SmmptY+3auadiliZQD68lWr1q5kjHwLPjIHCKGs5o8+vqmIX6Wt8dOniRlIN86OlTH4+T9uwtjXUO2O7+7hsiZsYyz9HY+CIpcYxgnXb2uAnpgf+ocTWfSFLgHXBCBbdEJbFBbofPnWtE9LRwH2bPCkW1WkMD64/tnbPYdtwJUyMiyhETQEGFqK+943eyQfkaAzi7m4cg1liUZ9fISF5xZb5t22RjIx1w0WjG1+OHvTsG9F5h2sIgH5Q5aayZuvP6f8RlIFWMFRBevlscsD0/6Lb0qOQcaIU5fR3slkau/2 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 rJL0Izi7tlLx8QAL/f2uZU/HBRwHnS/HvnpXXfvo6yOjlk4i/PPHBcbuCPDmciU87n3nAdumtstTHySJx6/i7J3kX/Htmb/Xs0+VtRTEUsyXpsOHv34QFvNQ22Aj4L6FXI53/Keb8etvz/MLKoSUN9LIf6pfSMNbsPvhUzgbT6PMvEW3evQMYA5R6Ku/cfEinfrcwpClsXGVWFhg/9WvsuLiZ7Tbiaflz3ilTZwiPxy2cfg2jxibGLWrRMxfcmbyVy97lKz37yhMRG/zPR9NdjbVr6/KrJsPiaFewAq/51kF67ic9dVhkR6K215eKZQB+826oJAxffhPoHH9j08u8+TwP9aMrLnvy5NFqiAg2x21p6VYVVl1YN2+PukXYanQzjqauSzv9U0XlQ5+eVSoOLONzvRsN4qFh8ifxvXE+373WaXkUb81vOqzqJmUuPmr32LwHjOy1ltI7Kb1JheOVIuvj6IbR9+I0anSMPj9aZieUpP6+h3T Q3uqMSP2D10T5n+C3D7gv+wybirewjMafTCp0kbEjc0Mn9/9035F9vqFuxGcOB2iSwI++quPJyWvbgZxH8j6vJNk3yGUv/7+A2MDi5eOlF1kqfVU+GRn4Pd9Mi1WXd3vrXg3L+FyNyIJyX37XI3I2S/xKSVRCDekKI7c/TPj6N//+mfG0V9/xfjPjKPvYf6ZcfTPjKN/Zhz9M+Pofy3/mXH0z4yjv6/hP5b/zDj6X//7z4yj/239z4yj/1z/M+PoP9f/zDj6z/U/M45+i39mHH2L9/dC/l78x1Qi/HtBfy/478X7eyF/L/7jtH9mHP2fP+Pov4d9/1//+zDw/3vy/8//5/6//H/3v/7rv/7H/wRjc1u/ Centrul de cercetare Research center Centrul de cercetare Research center 1 16 9.05890736342042 10 4.7325171301673 2105 0 F2.0 Numar chestionar Questionnaire number Numar chestionar Questionnaire number 1 256 78.5092636579574 62 60.6186031839777 2105 0 F3.0 Mediul The environment Mediul The environment 2105 0 1 Urban Urban 1164 2 Rural Rural 808 3 Comuna suburbana Suburban community 133 F1.0 Sexul Sex Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Sexul: Gender: 2105 0 1 Masculin Male 1156 2 Feminin Female 949 F1.0 Varsta Age Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Varsta dumneavoastra: Your age: 1 12 6.55866983372921 6 2.91637277606623 2105 0 99 NR No response 0 F2.0 Starea civila Marital status Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Starea dvs. civila: Your marital status: 2101 4 1 Casatorit Married 1589 2 Vaduv Widowed 263 3 Divortat Divorced 113 4 Casatorit-separat Married-separated 16 5 Concubinaj Cohabitation 17 6 Necasatorit Never married 103 99 NR No response 4 F1.0 Durata stare civila Duration of marital status Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. De cat timp aveti aceasta stare civila? How long have you had this marital status? 1996 109 1 1an 1 year 88 2 2-5ani 2-5 years 272 3 6-10ani 6-10 years 295 4 11-15ani 11-15 years old 304 5 16-20ani 16-20 years old 294 6 Peste 20ani In 20 years 743 97 Nu e cazul Not applicable 103 99 NR No response 6 F1.0 Numar persoane in gospodarie Number of people in the household Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Din cate persoane se compune gospodaria dumneavoastra si care sunt acestea? How many people are in your household, and who are they? 1 10 3.15059382422803 3 1.51281939054929 2105 0 F2.0 Grad de rudenie pentru membrii gospodariei p1 Degree of kinship for household members p1 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 10 1.15344418052256 1 0.657451269605945 2105 0 p1 P1 F2.0 Grad de rudenie pentru membrii gospodariei p2 Degree of kinship for household members p2 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 15 2.01852731591449 2 1.59286035292961 2105 0 p2 P2 F2.0 Grad de rudenie pentru membrii gospodariei p3 Degree of kinship for household members p3 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 15 2.3501187648456 3 2.17431454938159 2105 0 p3 P3 F2.0 Grad de rudenie pentru membrii gospodariei p4 Degree of kinship for household members p4 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 15 1.79952494061758 0 2.59747240448903 2105 0 p4 P4 F2.0 Grad de rudenie pentru membrii gospodariei p5 Degree of kinship for household members p5 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 15 1.11116389548694 0 2.66597235135016 2105 0 p5 P5 F2.0 Grad de rudenie pentru membrii gospodariei p6 Degree of kinship for household members p6 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 15 0.561520190023753 0 2.01093530621814 2105 0 p6 P6 F2.0 Grad de rudenie pentru membrii gospodariei p7 Degree of kinship for household members p7 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 13 0.221377672209026 0 1.31942888698452 2105 0 p7 P7 F2.0 Grad de rudenie pentru membrii gospodariei p8 Degree of kinship among household members p8 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 15 0.103562945368171 0 0.953636046945136 2105 0 p8 P8 F2.0 Grad de rudenie pentru membrii gospodariei p9 Degree of kinship for household members p9 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 2105 0 p9 P9 F2.0 Grad de rudenie pentru membrii gospodariei p10 Degree of kinship among household members p10 Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 2105 0 p10 P10 F1.0 Aveti sau nu copii? Do you have children or not? Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Aveti copii? Do you have children? 2105 0 1 Da Yes 1807 2 Nu No 298 F1.0 Numar copii Number of children Pentru inceput, cateva intrebari despre dumneavoastra si gospodaria dumneavoastra. To start with, a few questions about you and your household. Cati?............. How many?............. 1 5 2.04889141557704 2 1.07558364140541 1759 346 97 Nu e cazul Not applicable 0 99 NR No response 0 F1.0 Numar copii in intretinere Number of dependent children Dintre acestia, cati sunt in intretinerea dvs.? Of these, how many are your dependents? 0 5 1.21676778819636 1 1.23099464872395 1813 292 97 Nu e cazul Not applicable 292 F1.0 Varsta copilului c1 cu care locuiti The age of child c1 with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 1 55 15.6504424778761 15 8.60396843711083 1356 749 Varsta c1 Age c1 97 Nu e cazul Not applicable 0 99 NR No response 0 F2.0 Varsta copilului c2 cu care locuiti The age of child c2 with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 750 1355 Varsta c2 Age c2 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c3 cu care locuiti The age of the child (c3) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 286 1819 Varsta c3 Age c3 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c4 cu care locuiti The age of the child (c4) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 125 1980 Varsta c4 Age c4 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c5 cu care locuiti The age of the child (c5) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 45 2060 Varsta c5 Age c5 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c6 cu care locuiti The age of the child (c6) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 17 2088 Varsta c6 Age c6 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c7 cu care locuiti The age of the child (c7) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 8 2097 Varsta c7 Age c7 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c8 cu care locuiti The age of the child (c8) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 5 2100 Varsta c8 Age c8 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c9 cu care locuiti The age of the child (c9) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 3 2102 Varsta c9 Age c9 97 Nu e cazul Not applicable 0 F2.0 Varsta copilului c10 cu care locuiti The age of the child (c10) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 2 2103 Varsta c10 Age c10 97 Nu e cazul Not applicable 0 F1.0 Sexul copilului c1 cu care locuiti The gender of the child (c1) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 1357 748 Sexul c1 Gender c1 1 Masculin Male 798 2 Feminin Female 559 97 Nu e cazul Not applicable 748 F1.0 Sexul copilului c2 cu care locuiti The gender of the child (c2) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 749 1356 Sexul c2 Sex c2 1 Masculin Male 381 2 Feminin Female 368 97 Nu e cazul Not applicable 1356 F1.0 Sexul copilului c3 cu care locuiti The gender of the child c3 you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 285 1820 Sexul c3 Sex c3 1 Masculin Male 138 2 Feminin Female 147 97 Nu e cazul Not applicable 1820 F1.0 Sexul copilului c4 cu care locuiti The gender of the child (c4) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 125 1980 Sexul c4 Sex c4 1 Masculin Male 69 2 Feminin Female 56 97 Nu e cazul Not applicable 1980 F1.0 Sexul copilului c5 cu care locuiti The gender of the child (c5) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 45 2060 Sexul c5 Sex c5 1 Masculin Male 23 2 Feminin Female 22 97 Nu e cazul Not applicable 2060 F1.0 Sexul copilului c6 cu care locuiti The gender of the child (c6) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 17 2088 Sexul c6 Sex c6 1 Masculin Male 10 2 Feminin Female 7 97 Nu e cazul Not applicable 2088 F1.0 Sexul copilului c7 cu care locuiti The gender of the child c7 you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 8 2097 Sexul c7 Sex c7 1 Masculin Male 7 2 Feminin Female 1 97 Nu e cazul Not applicable 2097 F1.0 Sexul copilului c8 cu care locuiti The gender of the child (c8) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 5 2100 Sexul c8 Sex c8 1 Masculin Male 1 2 Feminin Female 4 97 Nu e cazul Not applicable 2100 F1.0 Sexul copilului c9 cu care locuiti The gender of the child (c9) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 3 2102 Sexul c9 Sex c9 1 Masculin Male 1 2 Feminin Female 2 97 Nu e cazul Not applicable 2102 F1.0 Sexul copilului c10 cu care locuiti The gender of the child (c10) you live with Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 2 2103 Sexul c10 Sex c10 1 Masculin Male 0 2 Feminin Female 2 97 Nu e cazul Not applicable 2103 F1.0 Ocupatia copilului c1 cu care locuiti Occupation of child c1 with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 1 7 2.68833087149187 2 1.44381741985764 1354 751 Ocupatia c1 Occupation c1 97 Nu e cazul Not applicable 751 F1.0 Ocupatia copilului c2 cu care locuiti Occupation of the child (c2) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 751 1354 Ocupatia c2 Occupation c2 97 Nu e cazul Not applicable 1354 F1.0 Ocupatia copilului c3 cu care locuiti The occupation of the child (c3) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 286 1819 Ocupatia c3 Occupation c3 97 Nu e cazul Not applicable 1819 F1.0 Ocupatia copilului c4 cu care locuiti The occupation of the child (c4) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 125 1980 Ocupatia c4 Occupation c4 97 Nu e cazul Not applicable 1980 F1.0 Ocupatia copilului c5 cu care locuiti Occupation of child c5 with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 45 2060 Ocupatia c5 Occupation c5 97 Nu e cazul Not applicable 2060 F1.0 Ocupatia copilului c6 cu care locuiti Occupation of the child (c6) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 17 2088 Ocupatia c6 The c6 square 97 Nu e cazul Not applicable 2088 F1.0 Ocupatia copilului c7 cu care locuiti The occupation of the child (c7) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 8 2097 Ocupatia c7 The c7 square 97 Nu e cazul Not applicable 2097 F1.0 Ocupatia copilului c8 cu care locuiti Occupation of the child (c8) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 5 2100 Ocupatia c8 Occupation c8 97 Nu e cazul Not applicable 2100 F1.0 Ocupatia copilului c9 cu care locuiti The occupation of the child (c9) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 3 2102 Ocupatia c9 Occupation c9 97 Nu e cazul Not applicable 2102 F1.0 Ocupatia copilului c10 cu care locuiti Occupation of the child (c10) with whom you live Pentru copii care locuiesc impreuna cu dvs., va rugam sa ne spuneti care este varsta, sexul si ocupatia fiecaruia. For children who live with you, please tell us each child's age, gender, and occupation. 2 2103 Ocupatia c10 Occupation c10 97 Nu e cazul Not applicable 2103 F1.0 Sprijiniti copiii cu care nu locuiti Support the children you don't live with In situatia in care aveti copii care nu locuiesc impreuna cu dvs., ii sprijiniti din punct de vedere material (banesc)? If you have children who do not live with you, do you provide them with financial support? 627 1478 1 Nu No 307 2 Da Yes 320 97 Nu e cazul Not applicable 1478 F1.0 Ajutorul pentru copii-cumpararea unor bunuri cu valoare ridicata Child support-purchasing high-value items In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 cumpararea unor bunuri cu valoare ridicata (casa, masina, mobila, etc.) Purchasing high-value items (a house, a car, furniture, etc.) 0 Nu No 2085 1 Da Yes 20 F1.0 Ajutorul pentru copii-sprijinirea cu o parte din bani Child support-providing financial assistance In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 sprijinirea cu o parte din bani pentru cumpararea unor bunuri cu valoare ridicata (casa, masina, mobila) Providing financial assistance toward the purchase of high-value items (a house, a car, furniture) 0 Nu No 2066 1 Da Yes 39 F1.0 Ajutorul pentru copii-cumpararea unor articole de imbracaminte Child support-purchase of clothing items In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 cumpararea unor articole de imbracaminte si incaltaminte. Purchasing clothing and footwear. 0 Nu No 2057 1 Da Yes 48 F1.0 Ajutorul pentru copii-sume de bani in cazuri deosebite Child support-monetary assistance in special circumstances In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 sume de bani in cazuri deosebite Sums of money in special cases 0 Nu No 2013 1 Da Yes 92 F1.0 Ajutorul pentru copii-sume de bani in mod periodic Child support-periodic payments In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 sume de bani in mod periodic (lunar sau trimestrial) Periodic payments (monthly or quarterly) 0 Nu No 2036 1 Da Yes 69 F1.0 Ajutorul pentru copii-produse agro-alimentare Child assistance-agri-food products In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 produse agro-alimentare (in mod curent) Agrifood products (on a regular basis) 0 Nu No 1892 1 Da Yes 213 F1.0 Ajutorul pentru copii-alte situatii Child support-other situations In ce consta ajutorul dvs.? What does your assistance consist of? (Se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 2105 0 Alte situatii, care? Other situations-which ones? 0 Nu No 2069 1 Da Yes 36 F1.0 Numarul persoanelor din gospodarie care obtin venituri Number of people in the household who earn income Cate persoane, din cele care alcatuiesc gospodaria dvs., obtin veniturile? How many people in your household earn an income? 0 9 1.98859857482185 2 0.918164385748283 2105 0 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P1 Degree of kinship for individuals with no income - p1 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 0 15 0.974821852731592 0 1.95379925761731 2105 0 Membrul gospodariei (gradul de rudenie) p1 Household member (degree of kinship) p1 F2.0 Grad de rudenie pentru persoanele care nu obtin venituri - P2 Degree of kinship for individuals with no income - p2 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 0 13 0.319714964370547 0 1.36388644340471 2105 0 Membrul gospodariei (gradul de rudenie) p2 Household member (degree of kinship) p2 F2.0 Grad de rudenie pentru persoanele care nu obtin venituri - P3 Degree of kinship for individuals with no income - p3 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 0 13 0.0641330166270783 0 0.707221724673033 2105 0 Membrul gospodariei (gradul de rudenie) p3 Household member (degree of kinship) p3 F2.0 Grad de rudenie pentru persoanele care nu obtin venituri - P4 Degree of kinship for individuals with no income - p4 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p4 Household member (degree of kinship) p4 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P5 Degree of kinship for individuals with no income - p5 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p5 Household member (degree of kinship) p5 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P6 Degree of kinship for individuals with no income - p6 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p6 Household member (degree of kinship) p6 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P7 Degree of kinship for individuals with no income - p7 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p7 Household member (degree of kinship) p7 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P8 Degree of kinship for individuals with no income - p8 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p8 Household member (degree of kinship) p8 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P9 Degree of kinship for individuals with no income - p9 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p9 Household member (degree of kinship) p9 F1.0 Grad de rudenie pentru persoanele care nu obtin venituri - P10 Degree of kinship for individuals with no income - p10 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatiul punctat). (Write in the dotted space.) 2105 0 Membrul gospodariei (gradul de rudenie) p10 Household member (degree of kinship) p10 F1.0 Motivul pentru care nu obtine venituri p1 The reason why he isn't earning any income p1 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? 0 8 1.70451306413302 0 2.74798639777265 2105 0 Motivul p1 Reason p1 F1.0 Motivul pentru care nu obtine venituri p2 The reason why he isn't earning any income p2 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 0 8 0.400475059382423 0 1.53002266517865 2105 0 Motivul p2 Reason p2 F1.0 Motivul pentru care nu obtine venituri p3 The reason why he isn't earning any income p3 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 0 8 0.0612826603325416 0 0.618586691325424 2105 0 Motivul p3 Reason p3 F1.0 Motivul pentru care nu obtine venituri p4 The reason why he isn't earning any income p4 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p4 Reason p4 F1.0 Motivul pentru care nu obtine venituri p5 The reason why he isn't earning any income p5 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p5 Reason p5 F1.0 Motivul pentru care nu obtine venituri p6 The reason why he isn't earning any income p6 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p6 Reason p6 F1.0 Motivul pentru care nu obtine venituri p7 The reason why he isn't earning any income p7 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p7 Reason p7 F1.0 Motivul pentru care nu obtine venituri p8 The reason why he isn't earning any income p8 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p8 Reason p8 F1.0 Motivul pentru care nu obtine venituri p9 The reason why he isn't earning any income p9 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p9 Reason p9 F1.0 Motivul pentru care nu obtine venituri p10 The reason why he isn't earning any income p10 Care sunt persoanele din gospodaria dvs., cu exceptia minorilor, care nu obtin venituri si de ce? Who in your household, other than minors, does not earn an income, and why? (scrieti pe spatul punctat). (Write on the dotted line.) 2105 0 Motivul p10 Reason p10 F1.0 Sprijiniti alte persoane cu care nu locuiti Support others who do not live with you Exista alte persoane care nu locuiesc impreuna cu dvs. dar pe care le sprijiniti din punct de vedere material (banesc)? Are there other people who do not live with you but whom you support financially? 2104 1 1 Da Yes 401 2 Nu No 1703 99 NR No response 1 F1.0 Gradul de rudenie fata de persoanele pe care le sprijiniti si cu care nu locuiti Your relationship to the people you support but do not live with Cine anume si de ce? Who exactly, and why? 401 1704 97 Nu e cazul Not applicable 1703 99 NR No response 1 F2.0 Fel de ajutor-cumpararea unor bunuri cu valoare ridicata Type of assistance-purchase of high-value goods In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Cumpararea unor bunuri cu valoare ridicata(casa, masina, mobila, etc.) Purchasing high-value items (a house, a car, furniture, etc.) 0 Neselectat Not selected 395 1 Selectat Selected 6 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Fel de ajutor-sprijinirea cu o parte din bani Type of assistance-providing financial support In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Sprijinirea cu o parte din bani pentru cumpararea unor bunuri cu valoare ridicata (casa, masina, mobila etc.) Providing financial assistance toward the purchase of high-value items (house, car, furniture, etc.) 0 Neselectat Not selected 382 1 Selectat Selected 19 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Fel de ajutor-cumpararea unor articole de imbracaminte Help: Buying clothing items In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Cumpararea unor articole de imbracaminte si incaltaminte Buying clothing and footwear 0 Neselectat Not selected 292 1 Selectat Selected 109 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Fel de ajutor-sume de bani in cazuri deosebite Types of assistance-cash payments in special circumstances In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Sume de bani in cazuri deosebite Amounts of money in special cases 0 Neselectat Not selected 248 1 Selectat Selected 153 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Fel de ajutor-sume de bani in mod periodic Type of assistance-periodic payments In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Sume de bani in mod periodic (lunar sau trimestrial) Regular payments (monthly or quarterly) 0 Neselectat Not selected 280 1 Selectat Selected 121 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Fel de ajutor-produse agro-alimentare Type of aid-agricultural and food products In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Produse agro-alimentare (in mod curent) Agri-food products (currently) 0 Neselectat Not selected 142 1 Selectat Selected 259 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Fel de ajutor-alte situatii Types of assistance-other situations In ce consta ajutorul dvs.? What does your assistance consist of? (se pot mentiona concomitent mai multe situatii). (You May list more than one situation at a time.) 401 1704 Alte situatii, care? Other situations-which ones? 0 Neselectat Not selected 360 1 Selectat Selected 41 97 Nu e cazul Not applicable 1703 99 NR No response 1 F1.0 Tip de locuinta Type of housing Ce fel de locuinta aveti? What kind of home do you have? 2104 1 1 Apartamentcu chirie la stat Government-subsidized rental apartment 536 2 Apartament cu chirie la particular Apartment for rent from a private landlord 38 3 Apartament proprietate particulara Privately owned apartment 483 4 Casa la curte,proprietate House with a yard, freehold property 972 5 Casa la curte,cu chirie House with a yard, for rent 32 6 Alte situatii Other situations 43 99 NR No response 1 F1.0 Numar camere locuinta Number of rooms in the residence Din cate camere se compune locuinta dvs.? How many rooms are in your home? 2104 1 1 O camera One room 171 2 Doua camere Two bedrooms 770 3 Trei camere Three bedrooms 739 4 Patru camere Four rooms 310 5 Cinci camere si peste Five rooms and more 114 99 NR No response 1 F1.0 Suprafata locuintei Living area Ce suprafata are locuinta dvs. (fara anexe si dependinte)? What is the size of your home (excluding outbuildings and annexes)? 4 300 44.690214797136 40 23.8428269315038 2095 10 99 NR No response 0 F3.0 Are in stare de functionare -frigider It has a working refrigerator 2104 1 Frigider Refrigerator 1 Da Yes 1631 2 Nu No 473 99 NR No response 1 F1.0 Are in stare de functionare -congelator It has a working freezer 2104 1 Congeletor Freezer 1 Da Yes 314 2 Nu No 1790 99 NR No response 1 F1.0 Are in stare de functionare -masina de spalat rufe It has a working washing machine 2104 1 Masina de spalat rufe Washing machine 1 Da Yes 1259 2 Nu No 845 99 NR No response 1 F1.0 Are in stare de functionare -aspirator de praf It has a working vacuum cleaner 2104 1 Aspirator de praf Vacuum cleaner 1 Da Yes 978 2 Nu No 1126 99 NR No response 1 F1.0 Are in stare de functionare -aragaz It is in working condition-stove 2104 1 Aragaz Stove 1 Da Yes 1723 2 Nu No 381 99 NR No response 1 F1.0 Are in stare de functionare -butelie It is in working condition-gas cylinder 2104 1 Butelie Cylinder 1 Da Yes 1014 2 Nu No 1090 99 NR No response 1 F1.0 Are in stare de functionare -aparat de radio It has a working radio 2104 1 Aparat de radio Radio 1 Da Yes 1640 2 Nu No 464 99 NR No response 1 F1.0 Are in stare de functionare -tv alb negru It is in working condition-black-and-white TV 2104 1 TV alb-negru Black-and-white TV 1 Da Yes 1521 2 Nu No 583 99 NR No response 1 F1.0 Are in stare de functionare -tv color It has a working color TV 2104 1 TV color Color TV 1 Da Yes 383 2 Nu No 1721 99 NR No response 1 F1.0 Are in stare de functionare -video It is in working condition - video 2104 1 Video Video 1 Da Yes 150 2 Nu No 1954 99 NR No response 1 F1.0 Are in stare de functionare -magnetofon,casetofon,pick-up It has the following in working order: A tape recorder, a cassette player, and a turntable 2104 1 Magnetofon, casetofon, pick-up Tape recorder, cassette player, turntable 1 Da Yes 692 2 Nu No 1412 99 NR No response 1 F1.0 Are in stare de functionare -bicicleta It has a working bicycle 2104 1 Bicicleta The bicycle 1 Da Yes 544 2 Nu No 1560 99 NR No response 1 F1.0 Are in stare de functionare -motocicleta It is in working order-the motorcycle 2104 1 Motocicleta The motorcycle 1 Da Yes 61 2 Nu No 2043 99 NR No response 1 F1.0 Are in stare de functionare -autoturism Has a working car 2104 1 Autoturism Passenger car 1 Da Yes 453 2 Nu No 1651 99 NR No response 1 F1.0 Are in stare de functionare -alte bunuri In working condition-other goods 2104 1 Alte bunuri Other goods 1 Da Yes 84 2 Nu No 2020 99 NR No response 1 F1.0 Are nevoie urgent de frigider Urgent need for a refrigerator De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Frigider Refrigerator 1 Da Yes 363 2 Nu No 1741 99 NR No response 1 F1.0 Are nevoie urgent de congelator Urgent need for a freezer De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Congelator Freezer 1 Da Yes 443 2 Nu No 1661 99 NR No response 1 F1.0 Are nevoie urgent de masina de spalat rufe Urgent need for a washing machine De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Masina de spalat rufe Washing machine 1 Da Yes 402 2 Nu No 1702 99 NR No response 1 F1.0 Are nevoie urgent de aspirator de praf Urgent need for a vacuum cleaner De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Aspirator de praf Vacuum cleaner 1 Da Yes 299 2 Nu No 1805 99 NR No response 1 F1.0 Are nevoie urgent de aragaz Urgent need for a stove De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Aragaz Stove 1 Da Yes 230 2 Nu No 1874 99 NR No response 1 F1.0 Are nevoie urgent de butelie Urgent need for a gas cylinder De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Butelie Cylinder 1 Da Yes 265 2 Nu No 1839 99 NR No response 1 F1.0 Are nevoie urgent de aparat de radio Urgent need for a radio De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Aparat de radio Radio 1 Da Yes 155 2 Nu No 1949 99 NR No response 1 F1.0 Are nevoie urgent de tv alb negru Urgent need for a black-and-white TV De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 TV alb-negru Black-and-white TV 1 Da Yes 201 2 Nu No 1903 99 NR No response 1 F1.0 Are nevoie urgent de tv color Urgent need for a color TV De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 TV color Color TV 1 Da Yes 406 2 Nu No 1698 99 NR No response 1 F1.0 Are nevoie urgent de video Urgent need for a video De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Video Video 1 Da Yes 193 2 Nu No 1911 99 NR No response 1 F1.0 Are nevoie urgent de magnetofon,casetofon.pick-up Urgent need for a tape recorder, a cassette player, and a turntable. De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Magnetofon, casetofon, pick-up Tape recorder, cassette player, turntable 1 Da Yes 156 2 Nu No 1948 99 NR No response 1 F1.0 Are nevoie urgent de bicicleta Urgent need for a bike De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Bicicleta The bicycle 1 Da Yes 113 2 Nu No 1991 99 NR No response 1 F1.0 Are nevoie urgent de motocicleta Urgent need for the motorcycle De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Motocicleta The motorcycle 1 Da Yes 26 2 Nu No 2078 99 NR No response 1 F1.0 Are nevoie urgent de autoturism Urgent need for a car De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Autoturism Passenger car 1 Da Yes 282 2 Nu No 1822 99 NR No response 1 F1.0 Are nevoie urgent de alte bunuri Urgent need for other supplies De care din bunurile pe care nu le posedati sau nu sunt in stare de functionare aveti nevoie urgent? Which of the items that you don't own or that aren't in working condition do you need urgently? 2104 1 Alte bunuri Other goods 1 Da Yes 139 2 Nu No 1965 99 NR No response 1 F1.0 Credeti ca veti reusi sa cumparati aceste bunuri? Do you think you'll be able to buy these items? Credeti ca veti reusi sa le cumparati in viitorul apropiat? Do you think you'll be able to buy them in the near future? 1520 585 1 Da,majoritatea Yes, most 137 2 Da,o parte din ele Yes, some of them 337 3 Nu cred I don't think so 1046 97 Nu e cazul Not applicable 585 F1.0 Probleme de rezolvat-cumpararea unei case Issues to address-buying a home Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Cumpararea unei case Buying a house 0 Nu No 1652 1 Da Yes 453 F1.0 Probleme de rezolvat-schimbarea locuintei Issues to resolve-moving Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Schimbarea locuintei Moving to a new home 0 Nu No 1917 1 Da Yes 188 F1.0 Probleme de rezolvat-reparatii la casa Problems to solve-home repairs Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Reparatii la casa Home repairs 0 Nu No 1432 1 Da Yes 673 F1.0 Probleme de rezolvat-cumpararea de inventar agricol Issues to address-purchasing farm equipment Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Cumpararea de inventar agricol Purchasing farm equipment 0 Nu No 1862 1 Da Yes 243 F1.0 Probleme de rezolvat-cumpararea de mobila Issues to address-buying furniture Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Cumpararea de mobila Buying furniture 0 Nu No 1736 1 Da Yes 369 F1.0 Probleme de rezolvat-cumpararea mobilierului si articolelor din interior Issues to address-purchasing furniture and home decor items Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Completarea mobilierului si articolelor de interior Complementing furniture and home decor items 0 Nu No 1597 1 Da Yes 508 F1.0 Probleme de rezolvat-pregatirea scolara a copiilor Issues to address-children's school readiness Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Pregatirea scolara a copiilor Children's school readiness 0 Nu No 1485 1 Da Yes 620 F1.0 Probleme de rezolvat-altceva Problems to solve-something else Care sunt problemele mari pe care le aveti de rezolvat pentru gospodaria dvs.? What are the major problems you need to solve for your household? (pot fi mentionate mai multe variante) (You May list more than one option.) 2105 0 Altceva, ce anume? Something else-what exactly? 0 Nu No 1934 1 Da Yes 171 F1.0 Credeti ca veti rezolva aceste problemele in viitorul apropiat? Do you think you'll be able to resolve these issues in the near future? Credeti ca veti reusi sa rezolvati aceste probleme in viitorul apropiat? Do you think you'll be able to resolve these issues in the near future? 1748 357 0 Nu e cazul Not applicable 334 1 Da,majoritatea Yes, most 296 2 Da,o parte din ele Yes, some of them 636 3 Nu cred I don't think so 816 99 NR No response 23 F1.0 Venitul minim lunar necesar Minimum monthly income required Care este venitul lunar al familiei dvs. pe care il considerati necesar pentru satisfacerea la un nivel minim a nevoilor familiei dvs.? (sub acest nivel nu ati mai putea face fata nevoilor familiei dvs.) What is the monthly income for your family that you consider necessary to meet your family's basic needs? (Below this level, you would no longer be able to meet your family's needs.) 0 12 4.52446555819477 4 3.04941791676072 2105 0 F2.0 R fara sursa de venit R with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Fara sursa de venit No source of income 0 Neselectat Not selected 1984 1 Selectat Selected 121 F1.0 R salariu din activ. de baza R: Salary from core activities Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 11 3.09073634204276 4 2.85915158640542 2105 0 Salariu din activitatea de baza Salary from primary employment 0 Neselectat Not selected 860 1 Selectat Selected 5 F2.0 R salariu de la un loc de munca suplimentar R: Salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 8 0.0479809976247031 0 0.455299341239403 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job 0 Neselectat Not selected 2076 1 Selectat Selected 1 F1.0 R castiguri din afaceri pe cont propriu R: Income from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 12 0.243705463182898 0 1.2243526840563 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services 0 Neselectat Not selected 1977 1 Selectat Selected 17 F2.0 R pensie pt. limita de varsta R: Old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 7 0.497862232779098 0 1.26638320281516 2105 0 Pensie pentru limita de varsta Old-age pension 0 Neselectat Not selected 1814 1 Selectat Selected 0 F1.0 R pensie de boala R disability pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Pensie de boala Disability pension 0 Neselectat Not selected 2062 1 Selectat Selected 5 F1.0 R pensie CAP Cap pension R Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Pensie CAP Cap pension 0 Neselectat Not selected 1970 1 Selectat Selected 115 F1.0 R pensie de urmas R survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Pensie de urmas Survivor's pension 0 Neselectat Not selected 2055 1 Selectat Selected 2 F1.0 R pensie alimentara R child support Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Pensie alimentara Child support 0 Neselectat Not selected 2064 1 Selectat Selected 24 F1.0 R alocatie pt. copii R child allowance Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Alocatie pentru copiii Child allowance 0 Neselectat Not selected 1984 1 Selectat Selected 121 F1.0 R burse R scholarships Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Bursa Stock exchange 0 Neselectat Not selected 2102 1 Selectat Selected 1 F1.0 R indemnizatie R compensation Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity 0 Neselectat Not selected 2103 1 Selectat Selected 0 F1.0 R ajutor de somaj Unemployment benefits Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Ajutor somaj Unemployment benefits 0 Neselectat Not selected 2085 1 Selectat Selected 0 F1.0 R venituri din proprietate R: Income from property Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 10 0.0446555819477435 0 0.446683158147133 2105 0 Venituri din proprietate Income from property 0 Neselectat Not selected 2068 1 Selectat Selected 14 F2.0 R donatii R donations Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 2105 0 Donatii Donations 0 Neselectat Not selected 2095 1 Selectat Selected 7 F1.0 R venituri din vanzarea productiei agricoleobtinute in gosp R: Income from the sale of agricultural produce obtained on the farm Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 12 0.358194774346793 0 1.61532600685829 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household 0 Neselectat Not selected 1953 1 Selectat Selected 13 F2.0 R alte surse R other sources Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 11 0.0593824228028504 0 0.509219747748434 2105 0 Alte surse, care?................ Other sources-which ones?................ 0 Neselectat Not selected 2048 1 Selectat Selected 31 F2.0 Sotie/sot fara sursa de venit Spouse with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Fara sursa de venit No source of income F1.0 Sotie/sot salariu din activ. de baza Spouse's salary from primary employment Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 11 2.26840855106889 0 2.72760054589188 2105 0 Salariu din activitatea de baza Salary from primary employment F2.0 Sotie/sot salariu de la un loc de munca suplimentar Spouse's salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 9 0.026603325415677 0 0.366432688625236 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job F1.0 Sotie/sot castiguri din afaceri pe cont propriu Spouse's income from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 11 0.0807600950118766 0 0.662791217236905 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services F2.0 Sotie/sot pensie pt. limita de varsta Spouse's old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 6 0.258907363420427 0 0.936149657909321 2105 0 Pensie pentru limita de varsta Old-age pension F1.0 Sotie/sot pensie de boala Spouse's disability pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 4 0.0498812351543943 0 0.382459067561079 2105 0 Pensie de boala Disability pension F1.0 Sotie/sot pensie CAP Spouse (cap pension) Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Pensie CAP Cap pension F1.0 Sotie/sot pensie de urmas Spouse's survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Pensie de urmas Survivor's pension F1.0 Sotie/sot pensie alimentara Spouse alimony Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Pensie alimentara Child support F1.0 Sotie/sot alocatie pt. copii Spouse child allowance Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 9 0.136342042755344 0 0.495161874734608 2105 0 Alocatie pentru copii Child allowance F1.0 Sotie/sot burse Spouse's scholarships Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Bursa Stock exchange F1.0 Sotie/sot indemnizatie Spouse allowance Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity F1.0 Sotie/sot ajutor de somaj Spouse unemployment benefits Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Ajutor somaj Unemployment benefits F1.0 Sotie/ sot venituri din proprietate Spouse's income from property Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Venituri din proprietate Income from property F1.0 Sotie/sot donatii Spouse donations Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 2105 0 Donatii Donations F1.0 Sotie/sot venituri din vanzarea productiei agricole Spouse's income from the sale of agricultural produce Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 12 0.0831353919239904 0 0.712614244864294 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household F2.0 Sotie/sot alte surse Spouse and other sources Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia (sotul) Wife (husband) 0 12 0.0399049881235155 0 0.429789043772826 2105 0 Alte surse, care?............. Other sources-which ones?............. F2.0 Copii fara sursa de venit Children with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Fara sursa de venit No source of income F1.0 Copii salariu din activ. de baza Basic salary components Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 11 0.752494061757719 0 1.95894766482048 2105 0 Salariu din activitatea de baza Salary from primary employment F2.0 Copii salariu de la un loc de munca suplimentar Salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 7 0.0137767220902613 0 0.263964073071185 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job F1.0 Copii castiguri din afaceri pe cont propriu Children's earnings from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 9 0.0166270783847981 0 0.302412709537788 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services F1.0 Copii pensie pt. limita de varsta Children's old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Pensie pentru limita de varsta Old-age pension F1.0 Copii pensie de boala Children's disability benefits Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Pensie de boala Disability pension F1.0 Copii pensie CAP Children's cap pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Pensie CAP Cap pension F1.0 Copii pensie de urmas Children's survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 4 0.0123515439429929 0 0.179350936678336 2105 0 Pensie de urmas Survivor's pension F1.0 Copii pensie alimentara Child support Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Pensie alimentara Child support F1.0 Copii alocatie pt. copii Children's allowance Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 5 0.0251781472684086 0 0.234465614999914 2105 0 Alocatie pentru copiii Child allowance F1.0 Copii burse Scholarship recipients Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 4 0.0228028503562946 0 0.251332440821637 2105 0 Bursa Stock exchange F1.0 Copii indemnizatie Child allowance Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity F1.0 Copii ajutor de somaj Unemployment benefits for children Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Ajutor somaj Unemployment benefits F1.0 Copii venituri din proprietate Property income for children Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Venituri din proprietate Income from property F1.0 Copii donatii Children's donations Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 2105 0 Donatii Donations F1.0 Copii venituri din vanzarea productiei agricole Income from the sale of agricultural produce Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 9 0.00712589073634205 0 0.212370640159568 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household F1.0 Copii alte surse Children from other sources Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copiii Children 0 9 0.00712589073634205 0 0.212370640159568 2105 0 Alte surse, care?................ Other sources-which ones?................ F1.0 Total venit cap gosp Total household income Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Dvs. You 0 12 4.57529691211403 4 2.5887585511652 2105 0 Total venit Total revenue F2.0 Total venit sotie/sot Total income of spouse Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Sotia(sotul) Wife (husband) 0 12 2.87315914489311 3 2.76083533293683 2105 0 Total venit Total revenue F2.0 Total venit copii cu care locuiti Total income of the children you live with Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Copii Children 0 11 0.890736342042755 0 2.06924672636612 2105 0 Total venit Total revenue F2.0 Total venit net familie Total net family income Mai jos sunt mentionate diferite surse de venituri. pentru fiecare persoana din gospodaria dvs. specificati venitul net obtinut, in ultima luna, din sursa respectiva (acolo unde este cazul). Various sources of income are mentioned below. For each person in your household, specify the net income obtained, in the last month, from the respective source (where applicable). Total venituri nete lunare ale familiei Total monthly net household income 0 12 2.47885985748219 2 1.9539991729523 2105 0 F2.0 Grad rudenie persoana 1 cu care va gospodariti Relationship to person 1, with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 15 1.25320665083136 0 2.96510446913486 2105 0 F2.0 Grad rudenie persoana 2 cu care va gospodariti Relationship to person 2, with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 0 15 0.618052256532066 0 2.31942061385165 2105 0 F2.0 Grad rudenie persoana 3 cu care va gospodariti Relationship to person 3, with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 0 15 0.224703087885986 0 1.54875079051986 2105 0 F2.0 Grad rudenie persoana 4 cu care va gospodariti Relationship to person 4, with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 0 15 0.0536817102137768 0 0.784514443430741 2105 0 F2.0 Persoana 1 fara sursa de venit Person 1 with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Fara sursa de venit No source of income F1.0 Persoana 1 salariu din activ. de baza Person 1: Salary from primary employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 9 0.272684085510689 0 1.17432112394643 2105 0 Salariu din activitatea de baza Salary from primary employment F1.0 Persoana 1 salariu de la un loc de munca suplimentar Person 1: Salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job F1.0 Persoana 1 castiguri din afaceri pe cont propriu Person 1: Income from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 10 0.0147268408551069 0 0.319326367319907 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services F2.0 Persoana 1 pensie pt. limita de varsta Person 1: Old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 5 0.1458432304038 0 0.693610891327052 2105 0 Pensie pentru limita de varsta Old-age pension F1.0 Persoana 1 pensie de boala Person 1: Disability pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Pensie de boala Disability pension F1.0 Persoana 1 pensie CAP Person 1: Cap pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Pensie CAP Cap pension F1.0 Persoana 1 pensie de urmas Person 1: Survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 4 0.0318289786223278 0 0.283302310041181 2105 0 Pensie de urmas Survivor's pension F1.0 Persoana 1 pensie alimentara Person 1: Child support Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Pensie alimentara Child support F1.0 Persoana 1 alocatie pt. copii Person 1: Child allowance Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Alocatie pentru copii Child allowance F1.0 Persoana 1 burse Person 1 scholarships Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Bursa Stock exchange F1.0 Persoana 1 indemnizatie Person 1: Compensation Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity F1.0 Persoana 1 ajutor de somaj Person 1: Unemployment benefits Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Ajutor somaj Unemployment benefits F1.0 Persoana 1 venituri din proprietate Person 1: Income from property Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Venituri din proprietate Income from property F1.0 Persoana 1 donatii Person 1 donations Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Donatii Donations F1.0 Persoana 1 venituri din vanzarea productiei agricole Person 1: Income from the sale of agricultural produce Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 11 0.0185273159144893 0 0.342128649312349 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household F2.0 Persoana 1 alte surse Person 1: Other sources Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 2105 0 Alte surse, care?............. Other sources-which ones?............. F1.0 Persoana 2 fara sursa de venit Person 2 with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Fara sursa de venit No source of income F1.0 Persoana 2 salariu din activ. de baza Person 2: Salary from primary employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 0 7 0.0755344418052256 0 0.595048494586119 2105 0 Salariu din activ.de baza Base salary F1.0 Persoana 2 salariu de la un loc de munca suplimentar Person 2: Salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job F1.0 Persoana 2 castiguri din afaceri pe cont propriu Person 2: Income from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services F1.0 Persoana 2 pensie pt. limita de varsta Person 2: Old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 0 5 0.0470308788598574 0 0.406893979493361 2105 0 Pensie pentru limita de varsta Old-age pension F1.0 Persoana 2 pensie de boala Person 2: Disability pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Pensie de boala Disability pension F1.0 Persoana 2 pensie CAP Person 2: Cap pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Pensie CAP Cap pension F1.0 Persoana 2 pensie de urmas Person 2: Survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Pensie de urmas Survivor's pension F1.0 Persoana 2 pensie alimentara Person 2: Child support Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Pensie alimentara Child support F1.0 Persoana 2 alocatie pt. copii Person 2: Child allowance Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Alocatie pentru copii Child allowance F1.0 Persoana 2 burse Person 2 scholarships Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Bursa Stock exchange F1.0 Persoana 2 indemnizatie Person 2: Compensation Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity F1.0 Persoana 2 ajutor de somaj Person 2: Unemployment benefits Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Ajutor somaj Unemployment benefits F1.0 Persoana 2 venituri din proprietate Person 2: Income from property Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Venituri din proprietate Income from property F1.0 Persoana 2 donatii Person 2 donations Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Donatii Donations F1.0 Persoana 2 venituri din vanzarea productiei agricole Person 2: Income from the sale of agricultural produce Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household F1.0 Persoana 2 alte surse Person 2: Other sources Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 2105 0 Alte surse, care?............. Other sources-which ones?............. F1.0 Persoana 3 fara sursa de venit Person 3 with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Fara sursa de venit No source of income F1.0 Persoana 3 salariu din activ. de baza Person 3: Salary from primary employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 0 6 0.0275534441805225 0 0.346356579757093 2105 0 Salariu din activitatea de baza Salary from primary employment F1.0 Persoana 3 salariu de la un loc de munca suplimentar Person 3: Salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job F1.0 Persoana 3 castiguri din afaceri pe cont propriu Person 3: Income from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services F1.0 Persoana 3 pensie pt. limita de varsta Person 3: Old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Pensie pentru limita de varsta Old-age pension F1.0 Persoana 3 pensie de boala Person 3: Disability pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Pensie de boala Disability pension F1.0 Persoana 3 pensie CAP Person 3: Cap pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Pensie CAP Cap pension F1.0 Persoana 3 pensie de urmas Person 3: Survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Pensie de urmas Survivor's pension F1.0 Persoana 3 pensie alimentara Person 3: Child support Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Pensie alimentara Child support F1.0 Persoana 3 alocatie pt. copii Person 3: Child allowance Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Alocatie pentru copii Child allowance F1.0 Persoana 3 burse Person 3 scholarships Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Bursa Stock exchange F1.0 Persoana 3 indemnizatie Person 3: Compensation Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity F1.0 Persoana 3 ajutor de somaj Person 3: Unemployment benefits Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Ajutor somaj Unemployment benefits F1.0 Persoana 3 venituri din proprietate Person 3: Income from property Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Venituri din proprietate Income from property F1.0 Persoana 3 donatii Person 3 donations Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Donatii Donations F1.0 Persoana 3 venituri din vanzarea productiei agricole Person 3: Income from the sale of agricultural produce Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household F1.0 Persoana 3 alte surse Person 3: Other sources Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 2105 0 Alte surse, care?............. Other sources-which ones?............. F1.0 Persoana 4 fara sursa de venit Person 4 with no source of income Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Fara sursa de venit No source of income F1.0 Persoana 4 salariu din activ. de baza Person 4: Salary from primary employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 0 5 0.00855106888361044 0 0.18219990791686 2105 0 Salariu din activitatea de baza Salary from primary employment F1.0 Persoana 4 salariu de la un loc de munca suplimentar Person 4: Salary from a second job Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Salariu de la un loc de munca suplimentar Wages from a second job F1.0 Persoana 4 castiguri din afaceri pe cont propriu Person 4: Income from self-employment Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Castiguri din afaceri si prestari de servicii pe cont propriu Income from business activities and self-employed services F1.0 Persoana 4 pensie pt. limita de varsta Person 4: Old-age pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Pensie pentru limita de varsta Old-age pension F1.0 Persoana 4 pensie de boala Person 4: Disability pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Pensie de boala Disability pension F1.0 Persoana 4 pensie CAP Person 4: Cap pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Pensie CAP Cap pension F1.0 Persoana 4 pensie de urmas Person 4: Survivor's pension Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Pensie de urmas Survivor's pension F1.0 Persoana 4 pensie alimentara Person 4: Child support Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Pensie alimentara Child support F1.0 Persoana 4 alocatie pt. copii Person 4: Child allowance Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Alocatie pentru copii Child allowance F1.0 Persoana 4 burse Person 4 scholarships Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Bursa Stock exchange F1.0 Persoana 4 indemnizatie Person 4: Compensation Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Indemnizatie pentru incapacitate temporara de munca Compensation for temporary work incapacity F1.0 Persoana 4 ajutor de somaj Person 4: Unemployment benefits Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Ajutor somaj Unemployment benefits F1.0 Persoana 4 venituri din proprietate Person 4: Income from property Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Venituri din proprietate Income from property F1.0 Persoana 4 donatii Person 4 donations Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Donatii Donations F1.0 Persoana 4 venituri din vanzarea productiei agricole Person 4: Income from the sale of agricultural produce Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Venituri din vanzarea productiei agricole obtinute in gospodarie Income from the sale of agricultural production obtained in the household F1.0 Persoana 4 alte surse Person 4: Other sources Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 2105 0 Alte surse, care?............. Other sources-which ones?............. F1.0 Total venit alta pers.1 cu care va gospodariti Total income of the other person1 with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 1 cu care se gospodaresc Person 1 with whom they live 0 10 0.510688836104514 0 1.44348699539957 2105 0 Total venit Total revenue F2.0 Total venit alta pers.2 cu care va gospodariti Total income of other person 2 with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 2 cu care se gospodaresc Person 2 with whom they live 0 11 0.155344418052256 0 0.804633201539338 2105 0 Total venit Total revenue F2.0 Total venit alta pers.3 cu care va gospodariti Total income of other person 3 with whom you live Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 3 cu care se gospodaresc Person 3 with whom they live 0 6 0.0403800475059383 0 0.39215676423924 2105 0 Total venit Total revenue F1.0 Total venit alta pers.4 cu care va gospodariti Total income of other person 4 with whom you share a household Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Persoana 4 cu care se gospodaresc Person 4, with whom they share a household 0 5 0.0123515439429929 0 0.199427483625099 2105 0 F1.0 Total venit net lunar pt.ceilalti membri ai gosp Total monthly net income for the other household members Mai jos sunt mentionate diferite surse de venituri. pentru alte persoane cu care va gospodariti Listed below are various sources of income for other people in your household. Total venituri nete lunare ale celorlalti membri ai gospodariei Total monthly net income of the other household members 0 20 0.234679334916865 0 0.851655848727971 2105 0 F2.0 Daca primiti ajutor din partea altora If you receive help from others Pentru intretinerea dvs. si a familiei dvs. primiti ajutor material (banesc) din partea parintilor (copiilor sau altor rude apropiate)? Do you receive financial assistance from your parents (children, or other close relatives) to support yourself and your family? 2078 27 1 Da Yes 425 2 Nu No 1653 99 NR No response 27 F1.0 De la cine primiti ajutor Who do you get help from? De la cine? From whom? 0 15 1.11163895486936 0 2.49912197942869 2105 0 F2.0 Frecventa ajutorului primit Frequency of assistance received Cat de frecvent primiti ? How often do you receive them? 430 1675 1 Periodic Periodically 172 2 Ocazional Occasionally 174 3 In situatii deosebite In special circumstances 84 97 Nu e cazul Not applicable 1646 99 NR No response 29 F1.0 Fracventa cu care va imprumutati How often do you borrow money? Vi se intampla sa fiti nevoiti sa va imprumutati cu bani de la o luna la alta Do you ever find yourself having to borrow money from one month to the next? 2091 14 1 Niciodata Never 683 2 Rar Rarely 810 3 Frecvent Frequently 598 97 Nu e cazul Not applicable 0 99 NR No response 14 F1.0 Cheltuieli pt. locuinta in ultima luna Housing expenses for the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 15 1.66603325415677 2 1.47993894670215 2105 0 Locuinta (chirie, intretinere)............lei Housing (rent, utilities)............lei F2.0 Cheltuieli pt. alimente in ultima luna Food expenses for the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 13 6.11306413301662 7 2.4879071343014 2105 0 Alimente (inclusiv cafea, bauturi racoritoare).........lei Food (including coffee and soft drinks).........lei F2.0 Cheltuieli pt. bauturi alcolice si tigari in ultima luna Expenses for alcoholic beverages and cigarettes in the last month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 11 1.35344418052257 1 1.56163569702843 2105 0 Bauturi alcoolice tigari...........lei Alcoholic beverages, cigarettes...........lei F2.0 Cheltuieli pt.imbracaminte si incaltaminte in ultima luna Expenses for clothing and footwear in the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 14 2.96817102137767 2 3.02311024610274 2105 0 Imbracaminte, incaltaminte...........lei Clothing, footwear...........lei F2.0 Cheltuieli pt.transport in ultima luna Transportation expenses for the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 15 1.25035629453682 1 1.5764820766545 2105 0 Transport.............lei Shipping.............lei F2.0 Cheltuieli pt.activitati cultural distractive in ultima luna Expenses for cultural and recreational activities in the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 10 0.78289786223278 1 0.896705080528178 2105 0 Activitati cultural-educative (spectacole, carti, ziare etc.).............lei Cultural and educational activities (performances, books, newspapers, etc.).............lei F2.0 Cheltuieli pt.ingrijire medicala in ultima luna Medical expenses for the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 13 0.930166270783847 1 1.27209268205289 2105 0 Ingrijire medicala..............lei Medical care..............lei F2.0 Cheltuieli pt.diverse datorii in ultima luna Expenses for various debts in the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 14 1.67030878859858 0 2.15920461997377 2105 0 Datorii (rate la casa, CEC, CAR, mobila etc.)............lei Debts (mortgage payments, cec, car, furniture, etc.)............lei F2.0 Cheltuieli pt.alte destinatii in ultima luna Expenses for other purposes in the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: 0 15 1.07268408551069 0 2.65452831901326 2105 0 Alte destinatii, care?..................lei Other destinations-which ones?..................lei F2.0 Cheltuieli pt.educatia copiilor in ultima luna Expenses for the children's education in the past month Ce sume s-au cheltuit in ultima luna in gospodaria dvs. pentru urmatoarele destinatii: How much did your household spend last month on the following items: Pentru persoanele care au copii de varsta scolara si prescolara: For people with school-age and preschool-age children: 0 13 0.945843230403802 0 1.56175569774598 2105 0 Cheltuieli legate de asigurarea educatiei lor (uniforme, rechizite, meditatii etc.)...................lei Expenses related to their education (uniforms, school supplies, tutoring, etc.)...................lei F2.0 Aveti economii? Do you have any savings? Aveti economii la CEC? Do you have savings at cec? 2080 25 1 Nu am facut depuneri I haven't made any deposits 1006 2 Nu,i-am retras de curand No, I recently withdrew them 285 3 Da Yes 789 99 NR No response 25 F1.0 Sume depuse la CEC Amounts deposited with cec Ce suma aveti (ati avut) depusa la CEC? How much money do you have (or did you have) deposited at cec? 1040 1065 1 Pana la 10000 lei Up to 10,000 lei 250 2 10000-50000 lei 10,000-50,000 Lei 515 3 50000-100000 lei 50,000-100,000 Lei 201 4 100000-500000 lei 100,000-500,000 Lei 60 5 Peste 500000 lei Over 500,000 lei 14 99 NR No response 59 97 Nu e cazul Not applicable 0 F1.0 Frecventa depunerii la CEC Frequency of deposits at cec Obisnuiti sa depuneti la CEC: Please submit the following to the cec: 949 1156 1 Sistematic Systematically 127 2 Ocazional Occasionally 822 99 NR No response 150 97 Nu e cazul Not applicable 0 F1.0 Pentru a face fata unor situatii deosebite To cope with exceptional situations Pentru ce anume economisiti? What exactly are you saving up for? 1099 1006 Pentru a face fata unor situatii deosebite To cope with exceptional situations 0 Nu No 437 1 Da Yes 662 97 Nu e cazul Not applicable 1006 F1.0 Pentru cumpararea unor bunuri de valoare ridicata For the purchase of high-value goods Pentru ce anume economisiti? What exactly are you saving up for? 1099 1006 Pentru cumpararea unor bunuri de valoare ridicata For the purchase of high-value goods 0 Nu No 829 1 Da Yes 270 97 Nu e cazul Not applicable 1006 F1.0 Pentru cumpararea unei locuinte When buying a home Pentru ce anume economisiti? What exactly are you saving up for? 1099 1006 Pentru cumpararea locuintei For buying a home 0 Nu No 992 1 Da Yes 107 97 Nu e cazul Not applicable 1006 F1.0 Pentru a investi To invest Pentru ce anume economisiti? What exactly are you saving up for? 1099 1006 Pentru a investi To invest 0 Nu No 1047 1 Da Yes 52 97 Nu e cazul Not applicable 1006 F1.0 Pentru altceva For something else Pentru ce anume economisiti? What exactly are you saving up for? 1099 1006 Altceva, ce anume?............ Something else-what exactly?............ 0 Nu No 1009 1 Da Yes 90 97 Nu e cazul Not applicable 1006 F1.0 Vizionarea de spectacole,filme -frecventa Watching plays and movies-frequently Cat de frecvent practicati urmatoarele activitati? How often do you engage in the following activities? 2086 19 vizionarea de spectacole, filme Watching plays and movies 1 Des Often 124 2 Rar Rarely 714 3 Deloc Not at all 1248 99 NR No response 19 F1.0 Vizionarea de spectacole,filme rar - de ce Watching shows and movies only rarely-why? Cat de frecvent practicati urmatoarele activitati? How often do you engage in the following activities? 0 9 2.68456057007126 2 2.44274243385572 2105 0 De ce? Why? F1.0 Literatura,studiu -frecventa Literature, full-time study Cat de frecvent practicati urmatoarele activitati? How often do you engage in the following activities? 2086 19 lectura (literatura, studiu) Reading (literature, study) 1 Des Often 750 2 Rar Rarely 687 3 Deloc Not at all 649 99 NR No response 19 F1.0 Literatura,studiu - de ce Literature, study-why Cat de frecvent practicati urmatoarele activitati? How often do you engage in the following activities? 0 9 1.64988123515439 1 2.33189189399506 2105 0 De ce? Why? F1.0 Excursii la sfarsit de saptamana-frecventa Weekend trips-frequency Cat de frecvent practicati urmatoarele activitati? How often do you engage in the following activities? 2083 22 excursii la sfarait de saptamana Weekend trips 1 Des Often 95 2 Rar Rarely 380 3 Deloc Not at all 1608 99 NR No response 22 F1.0 Excursii la sfarsit de saptamana - de ce Weekend trips-why? Cat de frecvent practicati urmatoarele activitati? How often do you engage in the following activities? 0 9 2.86698337292162 2 2.50880155447625 2105 0 De ce? Why? F1.0 Ultimul concediu de odihna am lucrat pentru a obtine venituri During my last vacation, I worked to earn some money Cum v-ati petrecut cel mai recent concediu de odihna? How did you spend your most recent vacation? 2105 0 am lucrat pentru a obtine venituri I worked to earn an income 0 Nu No 1762 1 Da Yes 343 F1.0 Ultimul concediu de odihna am stat acasa I stayed home during my last vacation. Cum v-ati petrecut cel mai recent concediu de odihna? How did you spend your most recent vacation? 2105 0 am stat acasa I stayed home 0 Nu No 1230 1 Da Yes 875 F1.0 Ultimul concediu de odihna am efectuat excursii in strainatate During my last vacation, I took trips abroad Cum v-ati petrecut cel mai recent concediu de odihna? How did you spend your most recent vacation? 2105 0 am efectuat excursie in strainatate I went on a trip abroad 0 Nu No 2036 1 Da Yes 69 F1.0 Ultimul concediu de odihna am fost la rude On my last vacation, I visited relatives Cum v-ati petrecut cel mai recent concediu de odihna? How did you spend your most recent vacation? 2105 0 am fost la rude I visited some relatives 0 Nu No 1884 1 Da Yes 221 F1.0 Ultimul concediu de odihna am efectuat excursii in tara During my last vacation, I went on trips around the country Cum v-ati petrecut cel mai recent concediu de odihna? How did you spend your most recent vacation? 2105 0 am efectuat excursie in tara/am fost intr-o statiune I went on a trip to the country/I went to a resort 0 Nu No 1760 1 Da Yes 345 F1.0 Ultimul concediu de odihna am facut altceva On my last vacation, I did something different Cum v-ati petrecut cel mai recent concediu de odihna? How did you spend your most recent vacation? 2105 0 altceva, ce anume? Something else-what exactly? 0 Nu No 1921 1 Da Yes 184 F1.0 Multumit de starea de sanatate Satisfied with his health Cat de multumiti sunteti de: How satisfied are you with: 2087 18 Starea dvs. de sanatate Your state of health 1 Total nemultumit Completely dissatisfied 155 2 Nemultumit Dissatisfied 451 3 Nici da,nici nu Neither yes nor no 547 4 Multumit Satisfied 841 5 Foarte multumit Very satisfied 93 99 NR No response 18 F1.0 Multumit de starea de sanatate a membrilor familiei Satisfied with the health of his family members Cat de multumiti sunteti de: How satisfied are you with: 1912 193 Starea de sanatate a membrilor familiei dvs. The health of your family members 1 Total nemultumit Completely dissatisfied 73 2 Nemultumit Dissatisfied 395 3 Nici da,nici nu Neither yes nor no 483 4 Multumit Satisfied 894 5 Foarte multumit Very satisfied 67 99 NR No response 193 F1.0 Multumit de modul in care isi petrece timpul liber Satisfied with the way he spends his free time Cat de multumiti sunteti de: How satisfied are you with: 1976 129 Modul in care va petreceti timpul liber The way you spend your free time 1 Total nemultumit Completely dissatisfied 224 2 Nemultumit Dissatisfied 728 3 Nici da,nici nu Neither yes nor no 607 4 Multumit Satisfied 395 5 Foarte multumit Very satisfied 22 99 NR No response 129 F1.0 Multumit de situatia materiala a familiei Satisfied with the family's financial situation Cat de multumiti sunteti de: How satisfied are you with: 2066 39 Situatia matariala a familiei dvs. Your family's financial situation 1 Total nemultumit Completely dissatisfied 348 2 Nemultumit Dissatisfied 804 3 Nici da,nici nu Neither yes nor no 472 4 Multumit Satisfied 425 5 Foarte multumit Very satisfied 17 99 NR No response 39 F1.0 Multumit de conditiile de locuit de care dispune Satisfied with his living conditions Cat de multumiti sunteti de: How satisfied are you with: 2087 18 Conditiile de locuit de care dispuneti Your living conditions 1 Total nemultumit Completely dissatisfied 185 2 Nemultumit Dissatisfied 326 3 Nici da,nici nu Neither yes nor no 396 4 Multumit Satisfied 1101 5 Foarte multumit Very satisfied 79 99 NR No response 18 F1.0 Multumit de locul de munca pe care il are Is satisfied with his job Cat de multumiti sunteti de: How satisfied are you with: 1371 734 Locul de munca pe care il aveti Your current job 1 Total nemultumit Completely dissatisfied 74 2 Nemultumit Dissatisfied 169 3 Nici da,nici nu Neither yes nor no 260 4 Multumit Satisfied 781 5 Foarte multumit Very satisfied 87 99 NR No response 734 F1.0 Multumit de venituriile individuale Satisfied with his personal income Cat de multumiti sunteti de: How satisfied are you with: 2047 58 Veniturile dvs. individuale Your individual income 1 Total nemultumit Completely dissatisfied 558 2 Nemultumit Dissatisfied 924 3 Nici da,nici nu Neither yes nor no 323 4 Multumit Satisfied 224 5 Foarte multumit Very satisfied 18 99 NR No response 58 F1.0 Multumit de inzestrarea gosp Satisfied with the household supplies Cat de multumiti sunteti de: How satisfied are you with: 2085 20 Inzestrarea gospodariei dvs. Equipping your home 1 Total nemultumit Completely dissatisfied 174 2 Nemultumit Dissatisfied 547 3 Nici da,nici nu Neither yes nor no 623 4 Multumit Satisfied 714 5 Foarte multumit Very satisfied 27 99 NR No response 20 F1.0 Aprecierea veniturilor fata de costul vietii Assessment of income relative to the cost of living Cum apreciati veniturile dvs. actuale in raport cu evolutia costului vietii? (alegeti o singura varianta de raspuns) How do you assess your current income in relation to changes in the cost of living? (Select only one answer) 2089 16 1 Nu ne ajung nici pentru strictul necesar They aren't even enough for the bare necessities 855 2 Ne ajung numai pentru strictul necesar They're just enough for what we absolutely need 624 3 Reusim sa facem fata nevoilor,dar cu multe eforturi We manage to meet the needs, but it takes a lot of effort 572 4 Reusim sa avem tot ce ne trebuie fara mari eforturi We manage to have everything we need without much effort 38 99 NR No response 16 F1.0 Traiti mai bine ca parintii? Are you living better than your parents? Considerati ca traiti mai bine ca parintii dvs.? Do you think you live a better life than your parents? 2059 46 1 Da Yes 886 2 Nu No 1173 99 NR No response 46 F1.0 Sunteti sarac? Are you poor? Va considerati sarac? Do you consider yourself poor? 2078 27 1 Da Yes 1028 2 Nu No 1050 99 NR No response 27 F1.0 Fata de acum 2 ani cum va descurcati The girl from two years ago-how are you doing? Fata de posibilitatile materiale de acum cativa ani ale familiei dvs., in prezent va descurcati: Compared to your family's financial situation a few years ago, you are currently managing: 2090 15 1 Mult mai greu Much harder 826 2 Ceva mai greu A little harder 664 3 Aproximativ la fel About the same 356 4 Ceva mai usor Something a little easier 221 5 Mult mai usor Much easier 23 99 NR No response 15 F1.0 Cum va veti descurca in viitor? How will you manage in the future? Dar in viitorul apropiat, cum apreciati ca va veti descurca? But in the near future, how do you think you will manage? 2022 83 1 Mult mai greu Much harder 944 2 Ceva mai greu A little harder 462 3 Aproximativ la fel About the same 373 4 Ceva mai usor Something a little easier 223 5 Mult mai usor Much easier 20 99 NR No response 83 F1.0 Cum va veti imbunatati situatia materiala? How will you improve your financial situation? Cum considerati ca va puteti imbunatati situatia materiala? (mentionati o singura varianta) How do you think you can improve your financial situation? (Please select only one option.) 1303 802 1 Schimbarea locului de munca Changing jobs 54 2 Continuarea studiilor Continuing education 18 3 Perfectionarea profesionala Professional development 56 4 Un loc de munca suplimentar An additional job 360 5 Desfasurarea unor activitati pe cont propriu Carrying out activities on one's own 256 6 Inceperea unei afaceri Starting a business 133 7 Emigrarea Emigration 95 8 Nu-mi dau seama I can't figure it out 742 9 Altele Others 331 99 NR No response 60 F1.0 Motive de ingrijorare-pierderea slujbei Reasons for concern-job loss In perioada urmatoare, in ce masura urmatoarele probleme reprezinta motive de ingrijorare pentru dvs.: In the coming period, to what extent do the following issues cause you concern: 1506 599 pierderea slujbei Job loss 1 Foarte ingrijorat Very concerned 344 2 Ma tem I'm afraid 457 3 In general,nu ma tem Generally speaking, i'm not afraid 705 99 NR No response 599 F1.0 Motive de ingrijorare-cresterea preturilor Reasons for concern-rising prices In perioada urmatoare, in ce masura urmatoarele probleme reprezinta motive de ingrijorare pentru dvs.: In the coming period, to what extent do the following issues cause you concern: 2084 21 cresterea preturilor Price increase 1 Foarte ingrijorat Very concerned 1325 2 Ma tem I'm afraid 667 3 In general,nu ma tem Generally speaking, i'm not afraid 92 99 NR No response 21 F1.0 Motive de ingrijorare-cresterea dificultatilor de a obt.o locuinta Reasons for concern-increasing difficulties in obtaining housing In perioada urmatoare, in ce masura urmatoarele probleme reprezinta motive de ingrijorare pentru dvs.: In the coming period, to what extent do the following issues cause you concern: 1563 542 cresterea dificultatilor de a obtine o locuinta The increasing difficulty of finding a place to live 1 Foarte ingrijorat Very concerned 311 2 Ma tem I'm afraid 294 3 In general,nu ma tem Generally speaking, i'm not afraid 958 99 NR No response 542 F1.0 Motive de ingrijorare-scaderea posibilitatilor de cumparare Reasons for concern-declining purchasing power In perioada urmatoare, in ce masura urmatoarele probleme reprezinta motive de ingrijorare pentru dvs.: In the coming period, to what extent do the following issues cause you concern: 2045 60 scaderea posibilittailor de cumparare a unor bunuri de folosinta indelungata A decline in the ability to purchase durable goods 1 Foarte ingrijorat Very concerned 882 2 Ma tem I'm afraid 875 3 In general,nu ma tem Generally speaking, i'm not afraid 288 99 NR No response 60 F1.0 Varsta sotiei(sotului) Age of spouse Care este varsta sotiei (sotului) dvs.? How old is your spouse? 0 12 4.63657957244655 5 3.45427652597885 2105 0 F2.0 Pregatirea scolara a R R.'s school preparation Ce pregatire scolara aveti? What is your educational background? 0 8 4.18004750593825 4 1.62015026459628 2105 0 F1.0 Pregatirea scolara a sotiei(sotului) The spouse's educational background 0 8 3.15914489311163 3 2.22751614265376 2105 0 F1.0 Profesia R Profession R 0 9 2.72446555819478 2 1.65919921242103 2105 0 F1.0 Profesia sotiei(sotului) Spouse's occupation Dar a sotiei (sotului)? But what about the wife (husband)? 0 9 2.3396674584323 2 2.16304708757155 2105 0 F1.0 Ocupatia R Occupation R 2105 0 1 Taran Farmer 259 2 Muncitor Worker 775 3 Tehnician Technician 276 4 Cadre cu studii superioare Employees with a college degree 220 5 Intreprinzator Entrepreneur 44 6 Pensionar Retiree 499 7 Casnica Homemaker 0 8 Alta ocupatie Other occupation 0 9 Somer Unemployed 32 99 NR No response 0 F1.0 Ocupatia sotiei(sotului) Spouse's occupation 1590 515 1 Taran Farmer 119 2 Muncitor Worker 580 3 Tehnician Technician 204 4 Cadre cu studii superioare Employees with a college degree 140 5 Intreprinzator Entrepreneur 16 6 Pensionar Retiree 241 7 Casnica Homemaker 213 8 Alta ocupatie Other occupation 49 9 Somer Unemployed 28 99 NR No response 515 F1.0 Sectorul ec.pt.R Sector ec.pt.r Care este sectorul economic in care lucrati? What economic sector do you work in? 1495 610 1 De stat State-owned 1187 2 Cooperatist Cooperative member 91 3 Particular Private 217 99 NR No response 610 F1.0 Sectorul ec.pt.sotie Economic sector for spouses Dar sotia (sotul)? But what about the wife (husband)? 1103 1002 1 De stat State-owned 924 2 Cooperatist Cooperative member 49 3 Particular Private 130 99 NR No response 1002 F1.0 Domeniul de activ.pt. R Field of activity for R Care este domeniul dvs. de activitate? What is your field of work? 1490 615 1 Agricultura Agriculture 318 2 Industrie-constructii Construction industry 655 3 Transporturi-telecomunicatii Transportation and telecommunications 93 4 Comert-turism Commerce and tourism 127 5 Inv.,cultura,cercetare Inventory, culture, research 132 6 Sanatate Health 58 7 Altul Another one 107 99 NR No response 615 F1.0 Domeniul de activ.pt.sotie Field of work for my wife Dar al sotiei (sotului)? But what about the wife's (husband's)? 1100 1005 1 Agricultura Agriculture 207 2 Industrie-constructii Construction industry 479 3 Transporturi-telecomunicatii Transportation and telecommunications 77 4 Comert-turism Commerce and tourism 99 5 Inv.,cultura,cercetare Inventory, culture, research 110 6 Sanatate Health 60 7 Altul Another one 68 99 NR No response 1005 F1.0 Suprafata de pamant cultivata Area of cultivated land Pentru gospodariile populatiei care cultiva pamant: For households that farm the land: Ce suprafata de pamant cultivati? What land area do you cultivate? 0 8 1.43895486935867 0 2.11620644211803 2105 0 F1.0 Venituri din vanzarea produselor vegetale Revenue from the sale of plant products Pentru gospodariile populatiei care cultiva pamant: For households that farm the land: Ce venituri ati obtinut din productia acestui an prin vanzarea produselor agricole (vegetale si animaliere) din gospodaria dvs.: What income did you obtain from this year's production by selling agricultural products (vegetable and animal) from your household: 0 9 0.28313539192399 0 0.921142482263138 2105 0 Prin vanzarea produselor vegetale Through the sale of plant products F1.0 Venituri din vanzarea produselor animaliere Revenue from the sale of livestock products Pentru gospodariile populatiei care cultiva pamant: For households that farm the land: Ce venituri ati obtinut din productia acestui an prin vanzarea produselor agricole (vegetale si animaliere) din gospodaria dvs.: What income did you obtain from this year's production by selling agricultural products (vegetable and animal) from your household: 0 6 0.162945368171022 0 0.627744823976395 2105 0 Prin vanzarea produselor animaliere Through the sale of livestock products F1.0 Fara venit din produse cultivate No income from crops Pentru gospodariile populatiei care cultiva pamant: For households that farm the land: Ce venituri ati obtinut din productia acestui an prin vanzarea produselor agricole (vegetale si animaliere) din gospodaria dvs.: What income did you obtain from this year's production by selling agricultural products (vegetable and animal) from your household: 0 4 0.687410926365797 0 1.25886899068849 2105 0 Nu am valorificat prin vanzare I did not capitalize through sales F1.0 Valoarea productiei vegetale si animale din gosp The value of crop and livestock production on the farm Pentru gospodariile populatiei care cultiva pamant: For households that farm the land: La ce suma estimati valoarea totala a productiei vegatale si animaliere obtinute in gospodaria dvs. in acest an? At what amount do you estimate the total value of vegetable and animal production obtained in your household this year? 0 9 0.993824228028504 0 1.63942047208721 2105 0 F1.0 Grad rudenie somer p1 din gosp Degree of kinship: Unemployed, p1, in the household Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 12 0.148218527315914 0 0.703655521478745 2105 0 p1 somer P1 unemployed F2.0 Grad rudenie somer p2 din gosp Degree of kinship: Unemployed, p2, in the household Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 0 5 0.019477434679335 0 0.254429789274413 2105 0 p2 somer P2 unemployed F1.0 Grad rudenie somer p3 din gosp Degree of kinship: Unemployed p3 in the household Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Membrul gospodariei (gradul de rudenie) Household member (degree of kinship) 2105 0 p3 somer P3 unemployed F2.0 Timpul de cand este somer p1 How long has p1 been unemployed? Pentru gospodariile populatiei in care exista someri: For households with unemployed members: De cat timp este somer How long has he been unemployed? 0 10 0.325890736342043 0 1.49467352051299 2105 0 p1 somer P1 unemployed F2.0 Timpul de cand este somer p2 How long has p2 been unemployed? Pentru gospodariile populatiei in care exista someri: For households with unemployed members: De cat timp este somer How long has he been unemployed? 0 10 0.0446555819477435 0 0.635530068011295 2105 0 p2 somer P2 unemployed F2.0 Timpul de cand este somer p3 How long has p3 been unemployed? Pentru gospodariile populatiei in care exista someri: For households with unemployed members: De cat timp este somer How long has he been unemployed? 2105 0 p3 somer P3 unemployed F2.0 Daca primeste ajutor de somaj p1 If he receives unemployment benefits (p1) Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Primeste ajutor de somaj Receive unemployment benefits 124 1981 p1 somer P1 unemployed 1 Da Yes 47 2 Nu No 77 99 NR No response 0 F1.0 Daca primeste ajutor de somaj p2 If he receives unemployment benefits p2 Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Primeste ajutor de somaj Receive unemployment benefits 12 2093 p2 somer P2 unemployed 1 Da Yes 3 2 Nu No 9 99 NR No response 0 F1.0 Daca primeste ajutor de somaj p3 If he receives unemployment benefits p3 Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Primeste ajutor de somaj Receive unemployment benefits 2 2103 p3 somer P3 unemployed 1 Da Yes 1 2 Nu No 1 99 NR No response 0 F1.0 Cum se poate depasi starea de somaj How to overcome unemployment Pentru gospodariile populatiei in care exista someri: For households with unemployed members: Cum considerati ca membrul (membrii) gospodariei dvs. ar putea depasi starea de somer? (mentionati numai o singura varianta) How do you think the member(s) of your household might overcome unemployment? (Please select only one option.) 110 1995 1 Schimbarea meseriei Changing careers 6 2 Perfectionarea pregatirii profesionale Professional development 9 3 Inceperea unei activ. pe cont propriu Starting a business on your own 13 4 Asteptarea unei oferte de angajare de la D.P.F.M Waiting for a job offer from d.p.f.m. 36 5 Cautarea pe cont propriu a unui loc de munca Looking for a job on your own 40 6 Altceva Something else 6 99 NR No response 1995 F1.0 Observatii si probleme Comments and issues 1. Valorile din variabila numar chestionar (v0_2) nu sunt unice 2. V2 - nu exista etichete pentru valorile variabilei (categorii de varsta) 3. V5_1 - v5_10 nu exista coduri si exista neconcordanta intre valoarea lui v5 (nr sintetic de persoane in gospodarie) si numarul de persoane explicitat pe grade de rudenie la v5_1 - v5_10 4. Nu au fost facute corelatiile dintre v7 si v8_1_1 si v8_10_1; V8_1_2 si v8_10_2; V8_1_3 si v8_10_3 5. La sirul de variabile V8_1_3 - v8_10_3 nu exista etichete pentru valorile variabilei. 6. Sirul de variabile V12 nu are etichete pentru valorile variabilei. 7. V13_2 nu am definitii pentru coduri 8. V23 nu sunt etichete pentru valori. 9. V24_1 - v24_39 nu am coduri 10. V25_2 nu sunt puse etichete 11. V28_1 - v28_10 nu exista etichete pentru valori. 12. V33_2, v33_4, v33_6 nu exista etichete pentru valorile variabilei 13. V43 nu sunt etichete pentru valori 14. V44_1 - v45_2 nu sunt etichete pentru valori 15. v49, v50_1 - v50_3, v51, v51_1 - v51_3 52_1 - 52_3 v53_1 - v53_3 nu sunt etichete pentru valori. 1. The values in the "questionnaire number" variable (v0_2) are not unique 2. V2-there are no labels for the variable's values (age categories) 3. V5_1-V5_10: There are no codes, and there is a discrepancy between the value of v5 (aggregate number of people in the household) and the number of people specified by degree of kinship in V5_1-V5_10 4. Correlations were not calculated between v7 and v8_1_1 and v8_10_1; V8_1_2 and v8_10_2; V8_1_3 and v8_10_3 5. For the series of variables V8_1_3-v8_10_3, there are no labels for the variable values. 6. The variable sequence v12 has no labels for the variable values. 7. V13_2 Has no code definitions. 8. V23 has no labels for values. 9. V24_1-V24_39 Have no codes. 10. V25_2 Has no labels. 11. V28_1-V28_10 Have no labels for the values. 12. V33_2, v33_4, v33_6: There are no labels for the variable values. 13. V43: There are no labels for the values. 14. V44_1 - v45_2: There are no labels for the values. 15. V49, v50_1-v50_3, v51, v51_1-v51_3, v52_1-v52_3, v53_1-v53_3: There are no labels for the values.