Tineretul in Romania actuala - 1994 Youth in Romania today - 1994 021 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, cam.15, Bucuresti sector 3 RODA, 1 schitu magureanu blvd., 5th floor, room 15, Bucharest, sector 3 Nesstar Publisher Institutul de Cercetare a Calitatii Vietii Quality of life research institute Facultatea de Sociologie si Asistenta Sociala Faculty of sociology and social work Arhiva Romana de Date Sociale Romanian social data archive Adrian Dusa Adrian dusa Mariana Dan Mariana dan Temp#1 Temp#1 Tineretul in Romania actuala - 1994 Youth in Romania today - 1994 021 ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research Coordonator: Catalin Zamfir Coordinator: Catalin zamfir Colectiv de cercetare: Catalin Zamfir, Emilian Popescu, Laureana Urse, Georgeta Ghebrea, Antonela Matei, Dana Leca Research team: Catalin zamfir, emilian popescu, laureana urse, georgeta ghebrea, antonela matei, dana leca Institutul de Cercetare a Calitatii Vietii Quality of life research institute 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 Institutul de Cercetare a Calitatii Vietii Quality of life research institute Arhiva Romana de Date Sociale Romanian social data archive Institutul de Cercetare a Calitatii Vietii Quality of life research institute Institutul de Cercetare a Calitatii Vietii Quality of life research institute ajutor Help alimente Food angajare Employment apreciere Appreciation Armata The army atitudine Attitude avantaj Advantage bani Money camere Rooms caracterizare Characterization casatorie Marriage castig Profit cheltuieli Expenses cinematograf Movie theater comparatie Comparison concert Concert construire Construction copil Child coruptie Corruption cumparare Purchase deprimat Depressed dezavantaj Disadvantage disperare Despair domiciliu Residence educatie Education emigrare Emigration financiar Financial furios Furious generatie Generation gospodarie Household importanta Importance imprumut Loan incredere Trust intemeiere Justification justitie Justice lectura Reading loc de munca Job locuinta Home locuire Housing menaj Household meserie Profession multumire Gratitude necesitate Necessity nemultumire Dissatisfaction nevoi Needs obstacole Obstacles occident The West opera Opera parinti Parents Parlament Parliament participare Participation partid Party permisiune Permission prefectura Prefecture Presedentie Presidency prezent Present profesie Profession promovare Promotion proprietate Property reusita Success rezolvare Solution rural Rural sarac Poor saracie Poverty satisfactie Satisfaction schimbare Change scoala School Sindicat Union somaj Unemployment sport Sports stare State studii Education suplimentare Additional tanar Young man teatru Theater timp liber Free time tineri Young people urban Urban varsta Age venit Income viata Life viitor Future Tineret Youth Cercetarea isi propune o caracterizare complexa a situatiei tineretului, depistarea punctelor vulnerabile, identificarea dependibilitatii de interventie sociala. Ipoteza-cadru: tineretul- categorie defavorizata in anii tranzitiei. The study aims to provide a comprehensive characterization of the situation of young people, to pinpoint areas of vulnerability, and to identify the need for social intervention. Framework hypothesis: Young people-a disadvantaged group during the transition years. Romania National Romania national Romania Romania (a) Regiuni; (b) Judete; (c) Localitati (A) regions; (b) counties; (c) localities Indivizi Individuals Adulti, National, Tineri intre 16-20 ani Adults, national, youth aged 16-20 Institutul de Cercetare a Calitatii Vietii Quality of life research institute Esantion stratificat, tri-stadial. 27 localitati urbane, 19 rurale A stratified, three-stage sample. 27 urban localities, 19 rural localities 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 facut ponderari No weighting was performed Arhiva Romana de Date Sociale Romanian social data archive Arhiva Romana de Date Sociale Romanian social data archive Utilizatorul trebuie sa obtina permisiunea de utilizare din partea proprietarului si sa completeze un contract de confidentialitate The user must obtain permission to use the material from the owner and sign a confidentiality agreement. 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, utilizatorii 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, users are asked to submit bibliographic citations from their published 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 021.xml 1255 246 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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 pGxJLEl5lFiKegC2oqyPVYnF8Dl1AvJn8lXiPcp5OIVYh9yA8jnlRzyCY7EnMQgHEU+QU+MK6rT4hHI7dqAug6OJKygPYGHicuJxckPKNdRJKSdQHsFFxITUu4h9yMUpZ1GmpQyhroMJqR+hL3kk8Q75HmU38iHqeuSx5OHUU6nnUHalfkPeiSko71GvpOxO3kB+RLxOPkz+hXoipsRG5IfUW8h7ybupb6InNiYfoR5D/Y56NdGPegb1VuoplDeoW6A/8Sr1r+QD5K3ExsSG1M2pV2BLYn3qK8RW5HXUTckHiQHUq8iPqZehH7EZZS/yHuI1DKTeRD2JejLmpB5MuR+LER9SFqZ8j79RpqC+Qz5HvoT5qJ9g7uGhiHy+PYSKj4idqRUPYGriJHIy4gTK1ZSuxJ/J48kDKNdTfySnIZfCzpiMMjWxCbEp5WMsQdxP3IkeGIv4nPiSuh/lZlxFTE38QixLXkKeTD2CuBmjEdsSK5LjU26h 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 E5PtIb+HfHI/Ont+Aj/YU7c4s/DM47m5Bz8Scoj9f4e5hDgkcOt6eVY/RS/1eBxhbbJ8/hF95zVq2X8D+zne+8EVegLX/SC94xD1/9Le/UyejLstzkE7xGRrHHQ476zwHcj5/Qn++5mwosb3UKcFPGb0gw1qeG2x9DzvkHsaB+6bI9Y7vjPEgvnrv++v7fJvCVf4FvHGuP7JuHtuz82uK7vOjB8/w1yZTed6XPhYuD/f3d786+Onhz8x/H6fCd/LZ0JvhwNC4GlbrNx4VOptzlPAj9MD7v5ZpbMx//Tm4xk6B9GbUOL8JNjJzzS2tYzL9fTwI2NswHjCXJKL+pL44DgK5vpAT4/nIjo7mU/A1aPMBsh1siZLOZIj108uOZcCnpLgyuKLv4+QoY5OcKYgDqNcg3A7whb5HjCfscZ9JL8Fuct8LCKXgZE+9wH+JGu5vkh9FPCpeTRgbQ70a37RltZjxuX+dfA/gbsRXKitTnxxP0ZgIdc5 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 4TiEF0B4IYQXQ1iHcArCzRA2IdwK4RUQXgnhNgi3Q7gDwusgvBHCmyDcCeHNEO6C8BYId8O/2bmzGCmKMIDjs32qmCgo0Rg1mxiOFxA8AA0oKhokxqgRIR6JKywykcudXSMacY3ijT4oARUECQgIiHLf9yGHyIKCci0IrIKAsF4hovE/7FT79TfV64uP/fDL1s5U113Vk3RXlYzDREzCx5iMKZiKaZiNOZiLeZiPBViIRViMJViKZViOFViJVViNNViLdViPL7ABG7EJm/EltuArbEUNtmE7vsY32IGd+BbfYRd2Yw/2Yh9qsR8H8D0O4hAOow4/4EccwVH8hGM4jhP4GSdxCvX4Bb/iN/yOP3AaZwrLVP4JiotzcAGaohlK0QbtcD06oBNuRGfQz87NuB3d0QN34V7ch/vRE73QGw+iDI+hHP3wOPpjCCqQw9CGpc95AS9iON7EuxiJ0RiDsZiISZiCWZiLJViJVViN9diEzdiKGuzC 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 Dom66D7Qa6K538r7VSjyNXmHOn05vkR/Bra2SeiHQNXPt5QvsNQvEO0o29bV5bPMxVDeh0R5o/9V/p6IY8qmx2Ao6mfiRuNIld1XZXNVufX91M+o+6ZOS6QTyLL+w961xtpVVOFvzd5nnwImQhWN0h9XI6KAQkoFbYxaakjAgqhIJBHxcvvwSlNrvVejEq3GH0WqEYnx/QBjIoaHmCgiRhuJGp8/fMS3YBo1vsVHkB9ae+6ZOXxn3bVmZvc2ISH3JpO798x6zVprZu8ze80apcOpuZrw9fhPdZP3HqV3PS9ovgOjbWDIOilGf1pFj8dy8rVWyaThApVOzZs83qx5q9F9UT4xpPug6xXdZb6p9MlzJduhIf48btgGDJ/0MVB60TbT9miUH3SGX3SYfoZNeO+dHuNT44P9x/CBgeKd7Gq9C+k5dTBewhseGm/cWArYT3Pz2riBgjdL6I0SaZNE2hhR2hTBmyG8jRA3xk0Pt2Q2MPDmhbRR 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 ae5uBXAbgNvpXH8+0/9OAHcB+HI835/P9r+b0uN9w0mRl872rz3Xn8/0v7fyLP90jj+f4a/P779/nJoP/wVwCJAWkGFM1XccII8A5JGAHA/ICYCsjSn8TozB6I+N5/2fFNP5zcSUficD8uSY2u9UQE4H5AxAzoxp/p4ByNkx3d+zAXkOIM8dxU8Dci4gmwE5L6YBPB+QCygd4EWAvDCmBXwRIJfE9ICXAXI5IK8A5ApAXgnIlYDMAbIVkG2A7IgB9POAXAXILkB2A/JaQPYA8kZA3gzI1ZRq8K3jqUreBsjbAXkHpR/cB8g1gFwLyH5A3gXIe2JawlGQ/vUxPeH7YorCDwDyQUA+BMhHAPlYTFt4AyA3AvJJCuofBfTfBMhnALkZkFsAuRWQ22Kg/+0x2H+U7vDzgHwhpj38IiB3AvIlQO4abwaQrwDyVUAOAPI1QO4G5OsxPeK3APk2IN8B5LuAfA+Q71PaxB8C8iNAfgzITwD5KSA/ 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 R+3koDmXAVaXs/rUuEV8OH4c7lCbTu6j2obRu3S99e3wZDGKGa/yyXFcfg6fzilfxegqziL6iruaMcaofVGTMVsnE6eInX5q70RipzVRXMqZ8+nyKYqfeq0mmF3uxeAMg1dr0OOC8Tt7zaEXo4o/xw/7O9entVGMvdq52qkv5bCIntZc8+E8Na4ebr4kusX4VJyK2fGivtxcdkRHLzr6jsvSua6CT7kqhrtC49X4sjFoLSk+Z1eToySH4ipJLMeDqzXnpZyM+NfcFEeGtQzyjURf/VQTK4tfOvE0t1lcmW4VvNXgCoM7q2GPR9bXZ4YsT8ZUJS8dL4OcXQ2q6Gb51QST4ldsypHLrSbjLm6Wl85FJ35M+HS5uvpXsXV8qZ7WzGHOOOrpOlxF7Jxf9RkGd4gPHVf/mc+QXIrJQfOpxvf55+T9XzFmcWsynh1F+GC7Xt1crlXilURfc9E+ctyFwXSpF2QvUv1irnscVuOHfSg2jRfGb4hf 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 2TDHHFL3wDxzSN0HC80x9bQ5p56zvDbNZ/tKcto6wY7Q2XLbdoPdzYnVw5xYgy2v7RRxZF0Ml5kz6zqYLg6tWTDbHFt3wgLLe6s7uYq8t+WwUvLf3rDct7cs/+1jxtlvYTvJgdvLcuD6wkDLgzvOnGT1PLjRLg9uujnJZrvctycaOM3mt5M7oiMP2qpQm51vHap/h3j6fpyS7Sa/Q4S0v2o/ycFWp1C7NaPN86H9L9tajN0RerS5R/TgF+VR3qWeIjh25NjRI+qO5RN+wm1Mm2P5gi3lV0/6OKOPnMHjTORxs/WrtD5u6aOGfgV3j2MqJ63/r/roY4vKdI9ASS3yuOf/l/pzV4+3SfBqMyI3V7nyeFCymbdnI3kNZCUt1fb1n0VlReydxOqoskkDeXmkjD5OJW68BK/w9biirWmtup/0szR2zsgiOiYqX+v0dnB1luymj7VyTa7n6/aIlNHH5GBeORn+sT+T8qVXAiJTx37m2yp1lWwc 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 oKwP6lJdbsy666HcCOVmKJuhbIFyhzDp7oJyL5TtUHYJa26/1Zqah3IQytPChmtMuGehvGA1pl6WOlNHobwG5XUo70B5F8oHUD4RRtsxKN9K/ahWO+pXKMeh/Cl1ok5AOQm1Qj0P6gqoK6GuNtbZRQHb7DKpCbUJ6maot0K9bYQhtk2YYTuDmk97pO7To1Afg/qUMbyelzpPL1ldpyNQX4X6BtS3ob4nzK2PoX4G9XOoX1hNp8bSUobWz8LOkp2udGjBdunOzcZS2hc9q1jPqrJA6+LoX26EjaU0GWcQ68KLPgPvCi08yLNhyHJjubHcWNzGIufwlPpFhrZgdizFxn/NnjNo4b+8HZ8Dd+//1buTa2968JH9c3s37Nuxd+fuh3ZveGBu38Nzu3bs3b1oVUQ2XqPvUQbPsAfP18eOkb2D7jnyWD+7nryvPBev/px6Coc+qx7RNXsG33SLzurPxaPxjptTz+O7faTIvhGZZer66R6RbU0+ 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 2p4sb5+Om+jP+OqDoU8+H3ro7Hh8/sydKQy2t9y/4Os2p2fL081y8fDmeHm82pzfB3c5fE95vVncuHN7cWt9+3S9+OLF8vjq7hshtuS/qLUl/yViSx6Xnt1vmmBZaX0vvqOxDsY7Wn4C5ka8GHVhrCOp5K+j54r/+Bse9l0TDOWTeY26QcfKBm3VFnUlTDzeqwPllG2r4DI+d+LHvHDOBR/kcPASNNg78G3lAvFUfFwLlV9P8ArZcs+iOOkpezzeCb7kot0wjracJz4/KvnH53j5w1gcF7+twLiK4MP+cX7vUgFwO2Gj8se1rJAX1QuqD5in4tolseFYIdssn3ges68ge+6VQuOjsB1zrnSecl04VyrHzB9jyGJTfpgnb311iV4VcXSJbSf0MDZ+TeD4kT/WcO/SmF6rOtvP2S4G6Enmyo9co05gKz8d2I/P1TbOiM9v64M5j7r0WlqhXpg7rhvXplJMLmLFtxcd2TBOhfi4Lp3gpvhV 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 T8X3upxfPn8r2LiI1cW5xTkNWidC4Ix8nPxiDlWclbBQ0P/FGL+u0Ps/rDvmWO2Ts+9C/PZqQJLVUcVVCHu3Novr9C7hFGK+iHg64ZcF+5TPhypwKtUefTlxL6RTBN+axFBFTplToVwEjTvpKrwg/4WOcW0ojdy4mKtk72IMOYQYa3EpZMfx8xxzw1i5d5zmlB6fFx097ubE9d/U9y+Yb8FzBWLrhF/ORSGMA36DPtcKfXVQ4wtsuJZz0g/IP+cGeVSy3fmGz38wlkr8uZ+D/GR6O39QAzz3PdHnc9qTOLF31d5QEDbmjM9fB1/MYVcD8dlTpce9cbLrhN8KeePe6IgT1yiTArkJiL8T2Mi3AkfMndIvoM+54N7nr3EG147yV8keYy+AkfHB+Y7wK8QXNF6EncLGfGEcY51dxID+MMfoN6DXCx3vCe3hcc9WUS+ndaQQdhX5qMlz5Ix2zFedk1xXxOpsf03g22sgzyI4FIqnNPqI9Xlt 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 H5+zXcKP+bjwi+dLCNtRD2vGPa9yXGg8qwVyq5SPInxyTlWfB/lSP3aoVHv1vIBv7LkQcyquQnkoWAN4jRz94jmGaw/WSNW4AD/OEXML4lETPMRC3SrGOWfZOcV82X8FnnKO1pYQOp3wiz2FNk5jXeIX69dRDFnPcB8Xwg4aH2vD70xUToL8q/Nf9SzmI+sn9Im+OTbsTcbn/F0ci3e/hfhn9VPHnHfMiYojqwHGoXR354zYpS0ChzkyL46fsTDHiMP6nKcQYzhXEl6cF1m7Bleuj/piZ03wXGCHGMvqN+WjitfcDkTyp9d91HHsB2E3YvL5yTFV4IJ9Uag/qlh7mbNDPMoP96BDnwTplUYdgo6j8RpSyHcFf5UkiEclvEpcaoMjryVO54TKjcqpijUoLn4PVAgH67M3Ls4PtFecmJ+aV2sE6l3Mi/f2LEX4LIR9cSw+KUfdoLhUrEE5HGWMxQWWqhfzr0K/AB7nUXGNBl5NjjmmzNd4 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 DU6+spwoXI6PdQrFw7acZ9WzfglR/Ft1CjGm6qBsspoqTqrGLo6zeJkT83MRXxZTFnckvp10mG8RPErCDXEK4UXCX40rHy7wUVR8OKeOs/gzzCIeFZci8hiJD09scV5xLgm3rIfUvMqVJ1KSx8w/PjrNlYY9c1GcQjwWEVsR/qbGAsaCnnNcIWJqicql6gWVE7Zj3CzvGYZfArv1mHFX/c/zheYUXitHSn+VjHtynGFyHOq8yc61rD9Zst5SsUWDZxZTNpf5H8ewr6f6m/2oc4LnFQ8+nsPfhU0rvoAxjlH1WBZnCD/qOfZJq1+yvGRxq/iC4mvhZM8jidHFo4onG8tyxTlVvBGrhYe+Q8wV4ujCfyvuaMypeKbGOeccm+oHxi0US2k8Ttl4Msd5V3Hx2PgYAh/nIomz5TMItxVrK+/e0FPxMC7yiBk6PO4iFic8rgljoF2Gg/5HnFWCE8If81c6PnGsOKiclQRHjat8KH+t/GR+Q+hw 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 PPFFvbFOh/CUvo81MFd4PugffY3YTWCz+yhVHoxLxcb8WY4RntFuSbyBPNEfzVF+S/g4uTfhy3yM6BBuhZ/yjaLqVz6Zv7JHW8RkdoTTC8ur6jHg68JH6RSuhXsjmNEe77Me7IX1IupQn1yMKIoPwjaRNxOGZWTuBX424KNymcCp9k/1SEnkWOm5Ad8Yp2KcxCvOWT0svxEeFV+Us8Kd5UMYlbpULgP3DvRG9E7makS8KJ7kHrk3kp9de/EkR/RVwnpgAJ/lQfGKI/JB8TaoUxx7f+TjyT3D9SIGwkJ19PMsJ8OLWH0cuo8+c2y9jxFOIz1xks+JLeA+zQHl5+/cd+v3bs636/e36xc356fLfaISHUp+lRxKMsk2QbbAUXwgproxvWjrZU5MReKGRLZMZwUequ5or/BANidzhRtth/Qyk2odJnxH90f08SIPL+orsmRPqzVkOVW/UWxFN7pmyu7JqGBUfWLto+vVx2TrU+mZh2uvR/gj 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 Z/Yw28dsXrUxn7nrzWyjHFTdlV5GrKo/4rtULzJBPOfyGJCnOZ/8wg826/Ob9eZ083Jzuf3Rdn19sbnerH+0uznuweQ7xf8Jp5e5D/FeDnm4kLjYGPEBUQ8gqkvVWOVdzaV8EafsAUHiRZ0R/IqM5oj3c3LOkazvzDan9yP+I1yinl2NzJHei7peVJ6Mw0gsEj+wXitiOMFTsb2PJfwyDCvie1KD0pnQHVMqtUepri3SO+gZ8kf9MqLzMKJeydy61X7qdWxPHGs/xJyVeOabYVRyZLWxdTTBx4gP03mRI9Jlaxcls0c/F3MLWNHXyLwXH9SpNWD3Rjgpu4VcTvQG4qJUeuVCr3iZyO+D82hzoVe2fm5Jnl5i7cxuBFv1V8WoXkc/JSP9tSQX8/EiFyUMkwnKWa3VCzq1Pko84VHhOGdN1Zp44oeExTC+qF8qb5Q5fTDCL+sPus8wlL8VcmaS5ZsrTq7KjnrhYM56Z2HuANcKc6bLbC54 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 RscWxoZjCodTzupAdsSBQ+/t+Wyb17vDWC8fI8zcYzJWlnUaV/nN+MLnUUw+Ga+yHUfojXqsiM074/jc20OX+dE7vHb8ZWumJjbYPu9nle57mJTtET7GarAmg+a8gxV9ZPsf52n0Pu7lE/FkMak9TPHX88N97Z7d853lcvEfR9jN+DUxbmIu+8ywPI/qkPdzvs/e50q2lwelx58BcT7IrqoLFzXpSTxZblC2F2ud0M/mOMe9vC+xRmIn48GF3ZrosYyqkVFcMzJ1xZqoZM/F2Kw9T+R773NP4o/O+yWETE1sLPczn1M8ueceCX7W7dno+c/yoeaN+Oj5ZbvIT5bfIHl+72M3saf0/NcJOcThSYwhOME9e40/hxhV7D09xSdiiY4+Ys9w8nsIauKH5pDz535ze3PYX+xfbQ/7zeV2c7Hb7m9v9l99tTvc7C52N/szn3n+Sud/36pJXXFtct55jD9HmKgbH9R1JXlVX5bcZ+vQOn56vbcu Zt9DvX1c7SnZuwHnnfKk7Pfwecdfdo/Xke1ln2GMXEcon+X0ros/bML4LNNNMNYOh5k8P7OdOhjPsGVyWW2zL8zhohOJ/RjgWmrSBdeMg+s3i5t7CA5djKlY0UfPjwvbKm/MMb7fWBdx8R6msI/m1bgP8qNsqDrBtaL4xL0dcz6zr2W1xThUzJHIKGw8boKfGNhy4bNOyPEY55Jjs8TGqbuqeU+uLIM1wXYy3KpeR1yMMGU56M2t2ddn7NUV775KcXjH7kM9iP8xrJefSOrbk17L23uUsqny6kIvSK+SD7aLOHkNhsA0yvlI3ids1ImOvnBvVDw4cOi0T/qEn+We/eD+ZiSvbAdcveMP+VdYMo4zu7N8K8y9eDIbFfhWa7N2fFTQ7/mxFTY9sYHzNpDJcsHjo7Vck3gzvCZqa4Q/k1H3PZ2eHRWHD/KWcdbLO+paZy+c7b16UHlHHZUbxh0Up7LJe5MLOYWhku06iCXDr3qQXYUN99BM 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 Z2qkJ7dcbcLfqHsHN4/3PidlnKNcCLvH5JflejzgPI6vfZfMdEtsjfAvPYCn2tELkGfdHv4ZXDzvg7GacKf2/0XOxBjH4eQvw5txPnov1sG7xMQ7ofeZIcOBz7z/qLiyuSyWCnu64m3hofcZJQbPrOMDPBnmLK6ePY4lOjIxiSvDuNzbCp2ZeU9kMn5rJ6YRXyF48oHP7Nk6cxlmJ+xZvL1YXNiuyZiybUIG9WxCdtRHny97/pfe2+fZlw9sK3sG42vWhsphLw8jXLM+Vb1lNVIH61Tp2EAuOr6UXm/MgTsT7wd/+0S1/p7foSeqX/mj+6vdYb+5uL46bF7sllPUr96drT7jYeqHH9Bhaq9ZeX/b+4ZthOfUeI+xd2qMx8ZkZ+DjFO0p8cy2p8ae6dpgbqadWq4I2dGzamvishNwXE6g/763GY5OOf8u1tap26n3yzXtHL6Nrp/l9i5jeNd7yTn24Zl2anu91vN1zDtibbMnrqFj5s8R 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 5v+t/cNvHvFNy5kiyHrp3KO+aqowZgrOxDW7z3Rmx/HZkufsOppDGRM+lJwaswGeXrME74wsz43GjsGj5lm2xzfLqtbTUY25nuFkDW+9Zivu1+Yyi+mpuZ3JxQjzGp44jpk8cFtbK0X4OTYWm3i2FeMsU0jOkvmsZT56PPd8sdws/lF7is8ZHNaJs0zYXMv70kYyM9yXSV/YZvDieMahJdc1baSrfDwl/jW6ymeW+xm7oxjV+NpYbSUfa5pR57neMzd7AlY7gsvevE2M9+KzzlgR9mcxZr5n5I7lodeOyZniwehZ6azxgS3jei1HtvKZx4/JydIUP6OYevPYRjHPcG8Tsj0MZVK3JHaO4XaEB9uIo0xGxZRhZf4y3V4ORzhnYsU2K2+dZxUnN5uMYWk9jtY2tmXJXHbN/GfxWKKX+SgdH715G+BTsvhcVjxzY1uWxFUmMLKuCZtlAhO3WXkVi5qD9vwHl5s/dP3ikz+SeXF99eL2/rzy 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 busD8nW1Vp5p1tg/d3PmHyqZp/vM38XTz0thnt3ZxHCaEKcwlxM8aqi53czhwDqMfSFPxR/QrRuuP6rJ3+WqPuSR8AmslcnB2cxy77h2nJSXwx+sw4GYJb4lr4pBP7VP3G8Yw+i3Im4A03FmPok59XE/g6bJhTgBvmUwS/gXfF2dVIcyIwRDNRWN7h34fu72kPeT8V8sS/2DZRk/tyzjT+HQ9HOf0aHu53YPdX/m9tUf7m48/6nbA9ePTs+2M9jxl79//ePffHl9dfr4dP39xfO7r9ve+X5/an4k+89+/fLZ1cXzm8Pc0+XZN68uXl88P11+0APZr5hv4MZyv7H58OC82yTa5NGMbLC0gYlTEyxyc/xcfrORZtBfH9B1ED/NPX35sNgGD8pqkns0nLr4iQ9tiVjEdDl1vDkcxjD83ZyLTVx+YImGQ4qG+jBkTnUwvtMhzHoarZSPfsAqeSXObD7xGiY++W12w+ij6x0uOaeJkeDsNKwD 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 PznMkPUSTupPXRLclYPGKMFWW311OayG35BralyGWwKTtWAN+VrQpSZ2aXLWmnW81F8H3/GJpz5al2ryicl6SG22uKPhHw0XvR+wZfwZVpq89L7roTI4rubKT2N0dXXPYNac82FsyKcwR40L85pXx5XxmLvTs9OReWwcFJv/ksQYfFYSO40/8wnE5xr1cfESuIxReB9JwWJs1W6ml6tDmDXlrzm4ejNHfS6xx1yurt5p/BKY1XDIJlaY+0DOJXkQf/PnczcaXozp1rjPXHynT+evddCfiHVdMd0rubIXoqlLGK5lYjInzbuMH+ccDufS8OSa6xfXD2V+y5HcBnRKDOcX4D/AjXWOSZ7UPsA3gLdhrqbXdCTyG1jT/nP6uJrqmuKSXyLPQo61M4bZq8rBYbAOZfRQPWPn2v327ZD7AT1YK/IYwKKtrutJotNAr/kZfJiaK7dO/+6X9O5swIm6aV4FnXQtMEddBrRNmSNuwD4xFyYnxqe2 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 9Qc8RP7l5m9CbEMPiLlRdNPODnXVLpo5bpxhHgTczIpffuPdsyWf1cQPM1z+5E6MMhjKycXgw0Q/LDHnMtwCPNPYunhhYjMXcta1kofhMH5aF/dw11gDOeVy/40kgLfNrYbr7EOKXg/Eon2avAPYZXgVRjY23f0w+Io1wEv93Q+igaF4ribDxCzkRq2czrQNs1bwK8mPNWEdXDzl3tUyzfxsrvCDFfWlxuoXwFiB4fo+Ma91GsjX1cDVLQ1P1VvX3f4pxHG5bbwHMIbhW81IrPP5ojYJbg5/gG8Z3Zlrwk+HYlBL3ZfD4BW4zQ4cGE91DNF7NVzVdhie2eTuckzkUhPbYdazGQFMp0GaOtXOUF+Xt76uhqPm7HqEtgO5OJuSeIpf4Hozjx+ct+E+s9zwm3xOYL6sW5r4qtkwMW8wzMEfB3moX5n8WEPXb3dzTc5u7OVKDrwuxEmD1+WitgNzYXjXhDvzSpkvzN9cN4dj93yMjh1HPsMD 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 jQZDXhP7XLUu2LJmZWzUjs8/4nDPJjRZMef01lhjebu3XT/T9x5v/GydwFH8MBjUYG16q9BXifoW+DBOt19Zk1V0H8vbe4V1HMAb0N9peBNDeps1iAZ/1kPUaZU5vlcQmzVjTxXmmXMilvIZiLcipo4w+zjNtfIZsn91bkU83Usr1rOxXSUudaP+7P0w+bFufD6rbxoeNz7ob8VcodFAPon5RBzmMQxnzYU6sn/UhnO3Me6d+H7+dv73ceL7v9z/yxH1j25PfHna+/knOrH90Rnv/C8E/+6zl+cvPuD57pd5vrv496FVng362YZ7P9CrfP7yfYbPgNWsuf3A59QqPnqfeAZwz3G/B/ILxNW9u4IjefOzkD4bQ2wCfBPc9Xosbz9rtD6JmBpHcfn8cXxZnwF+qk1gJDRlnVbDmUO1ZY8Ng7VCe/quyNvFK4PLnlFtQzTROCHXyrkQb4XOhVftjwEdRsOR8yuw2I+bX2qe+Gyu8VOuu55I 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 sIbBGQ1mAY/XjrPTaYj9amIXtKaP02dtYuhcNPNqrz2tsfn8KIm7oiZheKr+K3R1trPaaJ9ozDKxlOfA3mHcBDbrxxq4mjm+o+FS0JtYtXOttQmTg9sDKXHXRjfdP4lYWrNh+Lrn4TCDmHyPCxObuXcjkTu5dvPqv82pRqq300V1cHVK8GNMvidRiyF1Yz4lmMNwCDyLyXk1Mbb7u341B9D6PkccpyNrMCRmwTeBwb4q+Le8jU65vK1VClfyTmApzioccidHciePYWKtmNf6kfOQPlI8vqdnE4/2A/FLctE47ClqW1jXXl3FhjmuDQfVUbETvMhlNL7Kf9UYcki4Io76UkPFd72zjWj01VFmvgynzU7xAr58xuizfqDuircaG+6vQD6j4Z3GJlGDzY/PcdbQ7QW3J4bM8TkxTA3u9ol8q3ggvqvXDY75Eo3mnQ1v1pl10z13i3PvMPhzt4fAv7cs9R/dHgD/3WUZf685Ov3REe/THPF+ 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 yW9F/Qpaj0ajAcwj+7MbKzC0b3ROrwO1Zo0H3o+pj/OjVtxzuh64T/RLTfAHfDoc7s0VsbXvVJvEuONz4M86rOK3NrzVn3auT1xfpbGhHnq/YgzEU82o+d1zAp+xFZt53WHjT1Pw1b2/Jl5Zl43jCv4l14pBrarBL+TmNNPchsRi/VwPa1x9j9GhtV5NHMe9EGNFPtXooRyJd6en+bMO7DHqxT50I00sasv6BHJTu2w0CbmmnmH0CBN3lWvlq1yY24p+zibnari39UAvuH7WuNp/N7zMb9gp17dyk/07ZO9tuqyIdYOF325IWVddla+rlfYR369u7e6d6v7Esiz/57LEv7ss9eduv9H7B8tSf3h7yvu3mm/2/sQ7fbP3RyfFjz0p/kvTk+JXF1enZy9v/he4q/Pvfevl6ex0efa9l5fnX3x9un5zfn26+PQw+fz15enZh/u7D7/6JZwW80nDT9/6qaTkfsV9in/3LqlPMH0q6HWAwyr3 CW4p+PrU0CdMIqbGCOTIJ6A+Xfik0bhDrhP5qg6a4wpN01wXNNC5QvyBea1HGm5q12nL+qoGTvcQvtSo45DGX/uEfZiin9Nfe4XxUrgn/IbJJaBRNPoN8OfQXia21ngVm4SOK2J3mqqtxtleWRvlresDug1okch/CJcE7xTNiTmQyxDfxKvm0fmwPtpLJbmG4ayaqc4FDsw9pHZlOAyTwza3wqYET3MdwKVG2k8rYg+5djml+A34aD6Je9ZB+WfjmwZb7fRZtJp+1P2hY4gO6peI6XC3enB/hqm55qP7YEUOw9RF9QrYDTMXyE3zdzVif7lauWfQAE/2geunQEzGKXBkHgNYzIXz7DHGUS4JfNZrgK/mzToVMIjL6xX3ZfrNxeQ89aamjB2Ip7kF6q610NwKeZbYzPY0+RIr5DqRC33DYJHnkJwKuSlvl/8At2G0CNQlkBN5ap/oUF6F2GWu3VD97mqH7y6FeVUNUu6pi/LWGCv2g2Kw 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 kCjgaKwAx2F8CvebTe7wUDtihGi+GoxVfJWj2q0mBh9o2j+r4TXMPLVM9IfyTORTJufuAR3gmIZnIIc0PgF+1EvfhFbhVeaNLWHr+lPzUzvFWsGB97P+GHjVugfWEholYqyw5z5nn2hOfE3ga/8EcqHOK15zYk+dA2vUP3dwmMsApvan06wQcxuBeCE+afw1nnueujhpfDmv/c5ncyL3hO/A/nC9VKjvAOYWm9onsKj5iusVNSrYuFh8fiuWxitoUib2wHWa+KwF61PCa4VtgHsaG8VLzCv+auZK6heCP5o4fJYMw0k1J6+A/TA+hXwdd+2/Ab6r8E3pw0I9VKMhuIE9UWYMc03t2TMluaseiruiD5wew+AOaEvt10mc1ehC/WuHR0gNtCcTOYTYZ8MnTbyBuTSxq/HV+RVaJXhrvFmN3UjBJ+cSPdir2z37gtpVw2Egtvay2rtX7gXVpYzWOtaDepB/12eMG6ZW1fjOYhTqojarweae 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 i3jxDraP0SYekddT9bHjHw/E2LN9Fz2PYh3t9YfweOr9GY/xfeR7y2exT/4ojof07lPX96n9d3Ge6HNHPLHdQ/26unwWz8TH+j+WYxfvs+T+UIyj+8aMe2eun7s9b/1Pd76/+rkfmrPTn//q9ens5bM3r87PTpevr0/Xb65Pp7NXb7714vTsQ56g/uZ7OEF9ZIccso0H2OUTjzhw/VjMp9DvXcdDcopm7ijGu9TwKZ6473s8JbfYmXuHp/KT8sx3rOu7xolHYoSMd+H4FHm9D6z3GT+e6JPn+x4P3hM/IHntjYfsx3ft/ycZH1D3D/nc/KzGkfeKo8/Fz+pZ/77HU+YRjX3s2H/WIz6D2O8a47N6Hr0P7CN9MOuJh/ZLPGLus+zJh+6L9zImv002G0+1V54C47Ma8Qj7H6T83hpP9LnjfWsQ79n+Q8Z539rlwT49+iw9snaEz0Hbgb+dunt6+oP+t1N/4a3vm37rxctn51cX52fXV+ff Pj178+LN6cOdnX7lS83/O8WePvI+u9lVs5ayxus0OI99HgdwErzc2l5Os1jRxJ3NxwG83NHS5bT5HNWusyuDTx+nn+NOzp0GGjPMNeOUrB/lGM2YaVKI1eU7i1MmF8fbceh8QvilqVUXY4YXwNYYjpPD67BLOHYazDikua8H+FeDNXsOdf3P2CH2HV5OsPawGae7dvedHnFgzl3f42T+iixH7fB3I41P7Mzt4WczAq8315IX+0bvu/4Ls2c6ni6fMLw6HIfRYVWD7Tg5fWZc1H5Wc+LWjk/nF6YW5Drj6WrnYnUYe7FmfZKTWNsoY+PizbRxuC5/h6XPsk6rLqcQ/2rwZzqk8T3qlw1WVycdtYNXuN7DPJJ37NjFgesZ3ziQS4elrx032szsOGZ91WlWTexq4nbcOs3L8Mwdvnt7reMz40G/mX4uh46js4/JHLk+5NrF73h0fke17PhmE68bjtMRvWbxZrkdydXZ7s3N4uj6bN909znh 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 qFFAex1zPgZwVjoVcBL80nBWW+WjemgNDBNjGS7MfZk++krhOQwf9TGgzWjGVN8y9nzutFcs5i0bDQON8acZ4xzW3zA+0mCU6d800L5suOz5KOPDrQVqwzVALcinDnJyvkJ8beMDHMLwcK3AJ5CTAj/Vp6RpbrTmhulL08erq1PVT/Hf64v/tZXQo+NbyK3Gm4avXtP4S/hRzsPo84Tz7Dh3/PRTufEPT6fxj3H4Ob4+iP3iQeyfag5iL29vLq8+v3r7vQmXt59fP/6JtOubi/On57vfG5+6/d4vmS9R4DIcKCFdWgMllnItXNOMa7nyj36kcAjM5XIdhq/GkLgvE0cCIxv8hG0Bp9BPf2F8O43p0/mnloyBHEu0SdOGaJ1yTwy1DeMnTRw6l9tSwqfbCsvYOJ0Z654O5ERtA/guz0571WiIP7VhjOpzgGPBf8KGOAP3YXxqf4JfgA/zXNCrqw/qpb4KWlDzAifm0XFPM4fxOu7kSE7Z 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 iGcAM0yMhTmFuXmAu7sO2Dj8AV86j3+osaDTQAyq/8C8bLR0fsmpyy011rgN5vKY9re/PqbdP6btvhrh09vXt2+u357S/sb5/nx9/faM9uqTh7c+f3pw+xEPaX/Z/JGzKQUym7YVkutXjLnAU4zHsadF5XCIFZjLNp+Ku8MqGZ/SN4FbwBvGvk7PFyNjJ9Yw/YV+cpuImdo77MJ8cnLaOaxhNg3ibRvYhI7jABfGkgvOfC7DvQwefTNmxa8dn0Py7XyPhif55cI3OdaCyxC/CX9D8qJcutxoDBpLwH+Cl8bm1oDeZ9M/wXUgJrXvckmfq9qaJmfV4Cteoa+MHxfbEP+uJvXq6niatdHF4vy+54gDzW5ONP3qT/cFZ7/51PoZBi9wnQZL/YapSZe7KbFrnlY551zlrfbVcNM861ofjU2Kdm7tsSXuGc+UscTzQDzkNoWL5lNjTRl3a5O1zTWm+agdW+ZFY6X21GTu2A3hkYZ/YcztHcPE 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 dpWPrlHNy2x8Ok4JDbQ+tV85lclxp33C98YloN0APjEn5o+m6XpJw5OxJOZN6RvgWZIH7Q+j3UAsKfM62ym5LuDTboCX+tnmDPAOwdD+wpwJ7AHfE5zUfi70LvhULgMx67PaEGtKS8ODfApxHG3KhfcBP6xzfd3R2hxSB1qvjuNATsljGPyCHjpP9XR5c/pu2IEx7k0Ff+/t5HekgL8n+2cnw1NOhv/W6ZT/zpz+zq/PbQ+f2/5xf2775vOry/vz5e3rx8/23l+d7+8ePuJp7XfNF+KWrBSplvfV5lZRiF3J9dmqk/97k6fnf5r9cbXh8yiBVcCV514dUuxTqr7jvGEVcHRFbmOBubqrDNiEzB3G54RtCp7uIoGYFE9xQsZD+Cc0K/jU3UH9MKaALmGujF05KV/utoHnxJV9Q3Kj+miuptjQj2oScq+cJ/CVR5q4A3M338PoxFcCzWmCk+rHvGmuHK9peGlO1YfmreOtXEJ4q63yj8Y2 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 PH27wm+ZP1329Snt8VPaC39K+8n1m8vb+6vLj/mFuL9mjmh123RbjSt5V4K6PDlvGHw9ouU2l5jvlnaCD5eOLmPydXjkujpCnuaeOk2z5Afm8CWlzJZA3u7lxeVN85UGiy/jW/4KueTcwnWl6Z5mXc5dDCG8dMx9fUaYuKk9X0o6LuSumqSx7/gmnrtYFT80Tmiv91wLipuoGVd/hbfXIb7TYA5woJ7u5VHjczWj8wNzlP8wuUz4S9GlDLZyHMBQf2whvulTMarB2Tg8e2thdGZOS+LWdcd9U3mqtgH/3Vpj/majfQJ/mvsUXMVJw6vz6eJJaaxBap0yznXFsWlwOE9xtY7CxKV15Wp/oj+hVQK7jA6Kn4Y/69DlzMU+MEd9UGfVYSCPqpn60LiIWSbGrg3wK+nn+nd81H8ZbQJzEj4ex8yXZg/gbNdCbRdsqIHyIBetuSHXlVYJ/x1H7XufA7xfc9yo3zNf5ot8p9PT8CqJUduQuQP6 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 uT0X7HXOhjdEX+WexperB/Jard80uNVgsQ5KsBWXmrl8au7Uj2IP8A4Zm6g/7ttl7BMc0mCH+C3osYprFS/jpt6q5eO9/Bk05kdxhtgwjq4+dbwMR+XDGtq0GQZLNRgGNySWgD3H3P5DbV2siqP1GKJXwMeEFtVgUocpGpW0AdsyOLngk0anFI7D5K3TZkoL4TQNp4KPED66/2i9Dfh7bPKfXVws1FjxVOdh5iR9oQ3RZ+zMKcNPNaB+zL+2FPtu3OVCebu5qn9iPBEbY+lqSTlM8GMN6jj3fIc54W8c8M3+AMZ2X422U7gT9+n52anveDr1/Q9PH8r9AU5Dx9cntC84odUvTDh/enVz9favkN195+7qzf354e588zH/HNmfNH+OLJsK50rXnWA2464/jc1jJZp/R9F5Q64BHNcC86bseA7bxbital31Lo4pK1n7aud502+gn7hbPKoXcXQXmjttT7vCdfWHFAe4KUY0c9R/gHMh1yue 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 46vDd8vjsZkPB9RibjT9vE9sAd1LfUHD1dYf5p7cBnzucWDczmaVY7fdD2n07fjqdaW/+ozFOOPivXKehu925ZbO/jJzC3PK9JfRg8/aT6w2N0+1vFozTt+t6Rx+UINrbgBzGM601ebyxpy6fA28pFVT4+qX8aqtq8sy+m19bi1onF3eWUtc5xxT+wHO2fhKw8nxzIXNkT3r8XnnnzLKcFO+E7GQF/s1Zo1H66+rQad5VzOrvlhwTjNGvGG4K4ar/4FnNqet4xXiw3FP1PygDxzTMD7XV+DP/jKaOKwymrpGn1vcc4eP02Qc9OMwHe8UTqsYWJeJe+IVnifi0dxT32FwFSvBRePk/hiGV5rxwD21ycaf8nDH4qvYCvGV+RWOerEumR821g81LcMvwTEbbM6pJq6UPYT+Es+qUYHLpq/ud2k4vZ/THK908dQOZqcFua/28CM+hrT3a0RioU2iftPoE4arYtWipaxfnZPYwxTL1fWz2je5 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 OM6K7w7OE7aO+zD9BZ9uXO9drSTi3eZr7ZToyjcJnT+XI6dRAcv53exmM0dtnZ9uzVP3At8y8zo7xjUNTjb7hstJp282/Cfi18OI3JlbhitjIYcJnmy6f06DwzwpJ74ujIbbKkfTaEhdibF6o5kNj2h4VKOxxupqeA9nNFyymTtMH3HS5ObRDvtdwe+A75Uvp9E0XJyt4jNHAbtOU8dVG3PlcsTraPjp/GFw9l6zy9ho3NxDqEfAfwErzXxts4nXzdF1rlxqwZ9aq/7u/d8eD6fjENzAGHPTcXZcHb7eK8cwNmFebx3/xznb+jPviehvtQ9x/00TZxff1qbR0dk6/+5KjRxmSj2X2HdYjgdzU3LvaiCxL3Xz3/vAASRz1N2Pxrezde9buQ4LdbVqjJG60JeL22ne8VBfE+NdHY4mP53PYbg524kaymb+tkaiwZ6io9OpBKOaPBcwnRYD88fCn9POcVfeisVYWSNq6+Z3dmW4dH3EHg32 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 DtHPXB0BR8ExcJzEvZNV5T2Mqep/20lFKlKRiq71qGa/aq4iFalIRSqqqUjdn1VUG5HqVypSkYpUpCLvUe3NGrVX8v+nBipSkYpUpCIVqcguUvO0aj8VqSjVSPV7FamodiI1tlR07UVVt5bS/uUtpRrkJoKFbfXC4AgjnGfE6Wj9/kVGcIQeM4KJWFGUDmb214P5OBwNWXtGNaw8YhRGimLGMMPaOKqRWaYeNLdxioZiIX2MbpWQ4h5T2d2jobxQ3ECWYLH5t7JK4WBB0XDzd60LE2E8kpeI6EE8VWEwFk/kGUZBUfQ/3H6qC99+irQsN/we09U0mvA/r0dA8r8sv1WGz6EsGRlCGrs4w6UcXhfxmN9DHl6+uIWBTuetOZThtX5+oTzNQx4xTcBDHp30S6dyZGls06ZQP7s0fkkeftxP7ch/j4r3P82h/7k9fzpjy63fy/DaDziptDUvPyDEsnLcjvnTbBu78vn4t+rnt0lrHdMkeezK 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 Rhmfj9pn69lN1pOlja7PoeX4XO16pu7cW7OS172OPOdlf2T/lgeUcfn3lbfykTs98cydkje4zqz5KKUsuY9RiP+0evR58RN7pvL5Damr5jN5r5eqiwGP8FrpraqLcay8+LFQX4wHE1iFcSA4WKkxJoJfsCqj85ezvwSTwGFgslBpHA6msFpjKis2poHprNyYCY4CR4NjwCxwLCs6fg+OB7PBHFZ4nMhjfRJoBicLxcc8Q/WxSCg/2kAVtIMl4FRWgpwBzgTLwFmsDPmDRx2yEvwNnCdUIn8HF4A1rBi5CFwC1oJLwTpwOStI/gE6WElyNbjW2ELhFnAr2MBqktvFlgr3gP+Ce79B2yt8BD4GW7qUJPQZ+Lzr9930Jd9u8U/U+Z5gAGgAA1ltsiMYAjq37tgJDAWdf3Z8GCtRhoMRrEgZKVQpu4NRrE4ZDcaAvcE+rFbZVyhWxoH9wP7gJ2A8mAAOYDXLQaxo+RloBIcIdctEpXD5NZgE 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 orXeJHlCQ3+XjDNe+ln/BoMfDy2fom55uNaT7IlkTyR7ItkTyZ5I9kSyJ5I9keyJZE8keyLZE8meSPZEsieSPRERERERERERERERERERERERERERERERERERERERERERERERET2W6H6SPT374HSzWgyjo/Xd8Tx98THheZrV+3iWby5k4dk/qat8eOf8lmO8Rk4nnr2Vc6ZYZ2edM4e3wfM0b9iX8Wyh5dexmXk6xhli06++y1wa/iyepxNjPFgcMub4yp5tjvK6yzJx3BQ5dlo+rHkRjetorhnveLQ5GZ8b8z8c04bflP6UGI6tu4Yk16Bl5MfSrdjst2hOyXWz5lesHI25tGzIT6R/raeLtpPtmTK+n+Yi+t6as8XB84ROa08ukUyUzLgex2W4x0R6rdxwfZ7+4NvBmQMnYm7OvFiWnSeL6j1d47spzEnmoGNmYmfWlJ6YOle9f4txMg98p/JW68kBD1JmLKqcSnINL4Z9ek9R/TML 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 9zbycCscPe27j/DU2M7iwK+EOsWTAF2f1vv6jybNTtOUFmT98nohICri9TfvEjqit6MKlVSsKJc0b3YNfuQmHpos4Cuv8ro0hwIjfFGtn+9dyxBhSyPIHW2OmCx6vqwZn3gMgD91cSgf1gJ81Cn03oyif+PRyMywSQKBbs0iO1CqkyXx4SXvxQL7m+PSxqmnNW+YFM+kvt8BRc7qitSmb1htIOd4auonT+5UyTtLp+Q6TniPzjPGrK2//bVy9XjsorAYVMeuqy8ge/bLI7Ic/5wYbOFdJcdpHUqUwLuffFXicqQAxd43DTkzqmDy/Pbso8/s7GXh2VWdjzHadd50h33rfc/I9x55gfVrAxBUXXpYdQWfuHGFt3RVl0xFjstgpv8RzG//z63A1HQcktI0iwvuvM1f/uDF06TKN8cNAwJQG5qk1wpkf/p697R4o84MdQb95hzGBfp3/+rJQ5UBQVePTnayNCtNyfrp15nbSBfBovK4Asas 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 /JBQDIdRn+L0GnKZ2X1xz/gK3Ok2L0rnDBJmVE3+XBd9cGUuRVpI750P4rlhtAYP0/WX73YyvyuJ6lzHiivNg4oQjO+55fp4lq7t9QNdaoNM5Fg0Q7V/Hr78PZHfyd9r+efhy98T+k7+efjyz8OXfx6+/PPw5avvn4cv/2XCvxP5nejv5J+HL7+Tfx6+/JfJPw9fvkP8Duk7/K7vn4cvf0/4dyK/k28U/ps+fPn7+fx//18/r/+fpv7P+rf3H+rf719//fX//n/X0gWY Mediu rezidential Residential area mediu rezidential Residential area 1255 0 0 Rural Rural 280 1 Urban Urban 975 F1.0 Numar chestionar Questionnaire number Nr. chestionar Questionnaire no. 1 1278 637.130677290837 633 370.548589569569 1255 0 F4.0 Localitate Town Localitate/judet City/County 1 51 17.7705179282869 15 14.2720745713597 1255 0 F2.0 Zona geografica Geographic area Zona gegrafica Geographic area 1 7 3.23824701195219 3 1.794410100949 1255 0 F1.0 Operator introducere date Data entry operator cod operator introducere date Data entry operator code 6 323 38.2040485829959 32 27.7853630846898 1235 20 F3.0 Sex R Sex R Sexul Sex 1255 0 1 Masculin Male 621 2 Feminin Female 634 F1.0 Virsta R Age R Varsta Age 16 29 22.8573705179283 23 3.68901439562003 1255 0 F2.0 Starea civila R Marital status: R Starea civila Marital status 1255 0 1 Necasatorit Never married 771 2 Casatorit Married 424 3 Convietuire fara acte Cohabitation without legal documentation 25 4 Divortat(a) Divorced 20 5 Separat Separately 12 6 Vaduv(a) Widower(ess) 3 F1.0 Pregatire scolara R School readiness R Pregatirea scolara (scoala absolvita sau in curs) Educational background (school completed or currently attending) 1255 0 1 Scoala primara Elementary school 15 2 Scoala generala Elementary school 75 3 Scoala profesionala Vocational school 242 4 Scoala maistri Master craftsmen school 8 5 Liceu High school 580 6 Scoala postliceala Post-secondary school 59 7 Inv sup. postuniversitar Postgraduate program 276 F1.0 Ocupatia actuala R Current occupation R Ocupatia actuala Current occupation 1255 0 1 Elev Student 187 2 Student Student 111 3 Salariat Employee 737 4 Meserias,comerciant Craftsman, merchant 13 5 Liber profesionist Freelancer 6 6 Patron Owner 7 7 Agricultor Farmer 28 8 Somer Unemployed 123 9 Fara ocupatie No occupation 43 F1.0 Detalieri salariati R Employee details R Ocupatia actuala Current occupation 737 518 muncitor tehncian-func. profesii cu studii superioare Technical worker/Operations technician-occupations requiring a college degree 1 Salariat-muncitor Employee-worker 383 2 Salariat-tehnician-functionar Employee-technician-clerk 212 3 Salariat-studii superioare Employee-higher education 142 97 Nu e cazul Not applicable 518 F1.0 Profesia de baza R Primary occupation R Care este meseria (profesia) dvs. de baza? What is your primary occupation (profession)? 1028 227 1 Agricultor Farmer 24 2 Muncitor necalificat Unskilled worker 70 3 Muncitor calificat Skilled worker 502 4 Tehnician,maistru Technician, foreman 63 5 Functionar Civil servant 123 6 Profesie cu st superioare Profession requiring a college degree 171 7 Altele Others 75 99 NR No response 227 F1.0 Profesia tatalui Father's occupation Care este meseria (profesia) tatalui (daca nu mai lucreaza, ultima avuta)? What is your father's occupation (or, if he is no longer working, his last occupation)? 1227 28 1 Agricultor Farmer 109 2 Muncitor necalificat Unskilled worker 34 3 Muncitor calificat Skilled worker 551 4 Tehnician,maistru Technician, foreman 214 5 Functionar Civil servant 84 6 Profesie cu st superioare Profession requiring a college degree 157 7 Altele Others 78 99 NR No response 28 F1.0 Locuinta Housing Locuiti: You live in: 1255 0 1 Cu parinti With parents 833 2 Singuri Alone 422 F1.0 Tip locuinta proprie Type of home ownership Locuiti: You live in: 419 836 2. sinngur(i), locuinta fiind: 2. Single, with the residence being: 1 Chirie la stat Rent from the Government 28 2 Chirie partic/gazda Rent (private/Landlord) 77 3 Camin Dormitory 56 4 Proprietate personala Personal property 258 97 Nu e cazul Not applicable 833 99 NR No response 3 F1.0 Conditii cumparare locuinta Conditions for buying a home Locuinta dvs. proprietate personala a fost: Your personally owned home was: 253 1002 1 Cumparata<1990 Purchased <1990 78 2 Cumparata 90-92 Purchased 90-92 147 3 Cumparata recent Recently purchased 28 97 Nu e cazul Not applicable 992 99 NR No response 10 F1.0 Aveti copii? Do you have children? Aveti copii? Cati?.............copii Do you have children? How many?.............children 0 4 0.311553784860558 0 0.614278839712292 1255 0 F1.0 Parinti (socri) Parents (in-laws) Persoanele (cu care aveti menaj comun) din gospodarie sunt: The people (with whom you share a household) in your household are: 1255 0 Parinti (socri) cati?......... How many parents (in-laws)?......... F1.0 Frati (surori) Brothers (sisters) Persoanele (cu care aveti menaj comun) din gospodarie sunt: The people (with whom you share a household) in your household are: 0 9 0.677290836653386 0 1.03152184255998 1255 0 Frati (surori) cati?......... How many brothers (sisters)?......... F1.0 Sot (sotie) Husband (wife) Persoanele (cu care aveti menaj comun) din gospodarie sunt: The people (with whom you share a household) in your household are: 1255 0 F1.0 Copii (citi?) Children (read?) Persoanele (cu care aveti menaj comun) din gospodarie sunt: The people (with whom you share a household) in your household are: 0 4 0.292430278884462 0 0.58807805228021 1255 0 F1.0 Alte persoane Other people Persoanele (cu care aveti menaj comun) din gospodarie sunt: The people (with whom you share a household) in your household are: 0 7 0.241434262948208 0 0.690471384141252 1255 0 F1.0 Total persoane in gospodarie Total number of people in the household Total persoane in gospodarie (inclusiv dvs.)........... Total number of people in the household (including yourself)........... 0 19 2.78167330677291 3 1.58093165102478 1255 0 F2.0 Apreciere numar camere Room count estimate Cum apreciati numarul de camere de care dispuneti? How would you rate the number of rooms you have? 1243 12 1 Suficient Enough 389 2 Insuficient in viitor Insufficient in the future 507 3 Insuficient Insufficient 347 99 NR No response 12 F1.0 Ajutor bani Financial assistance Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 1111 144 bani Money 1 Foarte mult A lot 212 2 Destul de mult Quite a lot 365 3 Putin Putin 368 4 Deloc Not at all 166 5 Nu e cazul Not applicable 133 99 NR No response 11 F1.0 Ajutor alimente Food aid Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 1166 89 alimente Food 1 Foarte mult A lot 480 2 Destul de mult Quite a lot 408 3 Putin Putin 205 4 Deloc Not at all 73 5 Nu e cazul Not applicable 73 99 NR No response 16 F1.0 Ajutor bunuri alimentare Food aid Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 1078 177 bunuri nealimentare marunte Small non-food items 1 Foarte mult A lot 228 2 Destul de mult Quite a lot 322 3 Putin Putin 322 4 Deloc Not at all 206 5 Nu e cazul Not applicable 156 99 NR No response 21 F1.0 Ajutor bunuri casnice Household goods assistance Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 707 548 mobila, frigider, aragaz s.a. Furniture, refrigerator, stove, etc. 1 Foarte mult A lot 177 2 Destul de mult Quite a lot 155 3 Putin Putin 94 4 Deloc Not at all 281 5 Nu e cazul Not applicable 520 99 NR No response 28 F1.0 Ajutor masina Car help Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 514 741 masina Car 1 Foarte mult A lot 84 2 Destul de mult Quite a lot 68 3 Putin Putin 46 4 Deloc Not at all 316 5 Nu e cazul Not applicable 710 99 NR No response 31 F1.0 Ajutor sarcini gospodarie Help with household chores Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 863 392 ajutor pentru indeplinirea unor sarnici in gospodarie Help to fulfill some tasks in the household 1 Foarte mult A lot 271 2 Destul de mult Quite a lot 244 3 Putin Putin 169 4 Deloc Not at all 179 5 Nu e cazul Not applicable 370 99 NR No response 22 F1.0 Ajutor ingrijire copii Child care assistance Parintii sau socrii dvs. va ajuta in vreuna din urmatoarele forme? Will your parents or in-laws help you in any of the following ways? 353 902 ingrijirea copiilor Child care 1 Foarte mult A lot 121 2 Destul de mult Quite a lot 103 3 Putin Putin 54 4 Deloc Not at all 75 5 Nu e cazul Not applicable 850 99 NR No response 52 F1.0 Ajutor cumparare locuinta Home purchase assistance Daca aveti in vedere cumpararea/construirea unei locuinte, va rugam sa ne spuneti: If you are considering buying or building a home, please let us know: 1102 153 1 Perspectiva ajutor A glimpse of hope 403 2 Fara perspectiva ajutor No prospect of help 699 99 NR No response 153 F1.0 Domiciliu parinti Parents' address Parintii dvs. au domiciliul in mediul: Your parents live in: 1255 0 1 Urban Urban 752 2 Rural Rural 496 F2.0 Apreciere venituri familiale Estimated household income Cum apreciati veniturile familiei dvs. in raport cu necesitatile? How would you rate your family's income in relation to your needs? 1254 1 1 Nici pt strictul necesar Not even for the bare essentials 235 2 Doar pt strictul necesar Only as needed 443 3 Pentru un trai decent For a decent life 355 4 Cheltuieli deosebite doar cu eforturi Extraordinary expenses resulting solely from efforts 179 5 Tot ce doresc All I want 42 99 NR No response 1 F1.0 Sunteti sarac? Are you poor? Dvs. personal va considerati in prezent sarac(a)? Do you personally consider yourself poor right now? 1250 5 1 Da Yes 562 2 Nu No 688 99 NR No response 5 F1.0 Situatia financiara a familiei dvs peste 5 ani Your family's financial situation in 5 years Cum credeti ca va deveni situatia financiara a familiei dvs. peste 5 ani in raport cu prezentul? How do you think your family's financial situation will be in 5 years compared to now? 1210 45 1 Mult mai proasta Much worse 80 2 Mai proasta Dumber 209 3 Mai buna Better 503 4 Mult mai buna Much better 414 5 NR No response 45 F2.0 Cheltuieli cu restaurant, bar, cafenea Expenses for restaurants, bars, and cafes In ce masura va puteti permite, daca doriti, urmatoarele genuri de cheltuieli? To what extent can you afford the following types of expenses, if you wish? 1223 32 restaurant, bar cafenea Restaurant, bar, and café 1 Oricind doresc Whenever I want 35 2 Aproape oricind doresc Almost whenever I want 103 3 Citeodata Sometimes 426 4 Foarte putin Very little 342 5 Practic deloc Practically none at all 317 99 NR No response 32 F1.0 Cheltuieli cu spectacole Expenses for performances In ce masura va puteti permite, daca doriti, urmatoarele genuri de cheltuieli? To what extent can you afford the following types of expenses, if you wish? 1223 32 spectacole Shows 1 Oricind doresc Whenever I want 87 2 Aproape oricind doresc Almost whenever I want 145 3 Citeodata Sometimes 416 4 Foarte putin Very little 348 5 Practic deloc Practically none at all 227 99 NR No response 32 F1.0 Cheltuieli cu excursii,vacante,concedii Expenses for trips, vacations, and holidays In ce masura va puteti permite, daca doriti, urmatoarele genuri de cheltuieli? To what extent can you afford the following types of expenses, if you wish? 1234 21 excursii, vacante, concedii (cu plecare de acasa) Trips, vacations, holidays (leaving from home) 1 Oricind doresc Whenever I want 45 2 Aproape oricind doresc Almost whenever I want 117 3 Citeodata Sometimes 392 4 Foarte putin Very little 351 5 Practic deloc Practically none at all 329 99 NR No response 21 F1.0 Cheltuieli cu carti si reviste Expenses for books and magazines In ce masura va puteti permite, daca doriti, urmatoarele genuri de cheltuieli? To what extent can you afford the following types of expenses, if you wish? 1236 19 carti, reviste Books, magazines 1 Oricind doresc Whenever I want 206 2 Aproape oricind doresc Almost whenever I want 307 3 Citeodata Sometimes 413 4 Foarte putin Very little 222 5 Practic deloc Practically none at all 88 99 NR No response 19 F1.0 Cheltuieli cu haine si incaltaminte Expenses for clothing and footwear In ce masura va puteti permite, daca doriti, urmatoarele genuri de cheltuieli? To what extent can you afford the following types of expenses, if you wish? 1238 17 haine si incaltaminte la moda Fashionable clothing and shoes 1 Oricind doresc Whenever I want 60 2 Aproape oricind doresc Almost whenever I want 208 3 Citeodata Sometimes 433 4 Foarte putin Very little 407 5 Practic deloc Practically none at all 130 99 NR No response 17 F1.0 Va imprumutati de la o luna la alta? Do you borrow money from one month to the next? Vi se intampla sa fiti nevoit(a) 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? 1255 0 1 Niciodata Never 274 2 Rar Rarely 703 3 Frecvent Frequently 278 F1.0 Primul motiv - nevoi, saracie The first reason-needs, poverty De ce exista, dupa parerea dvs., oameni care traiesc in nevoi sau saracie? (Din cele 5 motive posibile, enumerate mai jos, specificati pe care il considerati primul ca importanta si al doilea ca importanta). In your opinion, why are there people who live in hardship or poverty? (From the five possible reasons listed below, please specify which one you consider the most important and which one you consider the second most important.) 1204 51 1 N-au avut noroc They were out of luck 143 2 Lene,lipsa vointa Laziness, lack of willpower 179 3 Nedreptatea Injustice 448 4 Lipsa initiativei Lack of initiative 130 5 Inevitabil Inevitable 304 99 NR No response 51 F1.0 Al doilea motiv - nevoi, saracie The second reason-needs, poverty De ce exista, dupa parerea dvs., oameni care traiesc in nevoi sau saracie? (Din cele 5 motive posibile, enumerate mai jos, specificati pe care il considerati primul ca importanta si al doilea ca importanta). In your opinion, why are there people who live in hardship or poverty? (From the five possible reasons listed below, please specify which one you consider the most important and which one you consider the second most important.) 1182 73 1 N-au avut noroc They were out of luck 135 2 Lene,lipsa vointa Laziness, lack of willpower 197 3 Nedreptatea Injustice 276 4 Lipsa initiativei Lack of initiative 240 5 Inevitabil Inevitable 334 99 NR No response 73 F1.0 Importanta diplomei de bacalaureat The importance of the high school diploma In Romania credeti ca reusita dvs. pe plan economic e legata de existenta unei diplome? In Romania, do you think your economic success is linked to having a degree? 1255 0 de bacalaureat High school graduation exam 1 Da Yes 600 2 Nu No 571 3 NR No response 0 F2.0 Importanta diplomei de invatamant superior The importance of a college degree In Romania credeti ca reusita dvs. pe plan economic e legata de existenta unei diplome? In Romania, do you think your economic success is linked to having a degree? 1255 0 de invatamant superior Higher education 1 Da Yes 577 2 Nu No 626 3 NR No response 0 F2.0 Importanta studiilor pentru locul de munca The importance of education for the workplace In ce masura considerati ca studiile si calificare pe care o aveti (sau urmeaza sa o aveti) va pot permite obtinerea unui loc de munca satisfacator? To what extent do you believe that your education and qualifications (or those you will obtain) will enable you to find a satisfying job? 1255 0 1 In foarte mica masura To a very small extent 214 2 In mica masura To a small extent 226 3 Intr-o oarecare masura To some extent 504 4 In mare masura To a large extent 240 F2.0 Loc de munca mai bun A better job Care loc de munca credeti ca este mai bun? Which job do you think is better? 1255 0 1 La stat Government 474 2 La particular For private individuals 228 3 Nu e o diferenta clara There isn't a clear difference 550 F2.0 V-ati schimba meseria? Would you change careers? V-ati schimba meseria pe care o aveti? Would you change your current job? 810 445 1 Da Yes 365 2 Nu No 445 3 Nu stiu Don't know 201 99 NR No response 244 F1.0 Nu-mi place meseria actuala I don't like my current job V-ati schimba meseria pe care o aveti? Would you change your current job? 1011 244 nu-mi place I don't like it 1 Selectat Selected 63 2 Neselectat Not selected 0 99 NR No response 244 F1.0 Sunt prost platit I'm underpaid V-ati schimba meseria pe care o aveti? Would you change your current job? 1011 244 este prost platita It pays poorly 1 Selectat Selected 215 2 Neselectat Not selected 0 99 NR No response 244 F1.0 Sunt amenintat de somaj I'm at risk of losing my job V-ati schimba meseria pe care o aveti? Would you change your current job? 1011 244 este amenintata de somaj Is at risk of unemployment 1 Selectat Selected 96 2 Neselectat Not selected 0 99 NR No response 244 F1.0 Nu vreau sa-mi schimb meseria I don't want to change jobs V-ati schimba meseria pe care o aveti? Would you change your current job? 445 810 1 Nu doresc I don't want to 289 2 Nu am posibilitatea I'm not able to 119 3 E prea tirziu It's too late 37 97 Nu e cazul Not applicable 365 99 NR No response 244 F1.0 Atmosfera buna, relatii cooperante A positive atmosphere, cooperative relationships Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 atmosfera buna, relatii cooperante intre colegi A positive atmosphere, cooperative relationships among colleagues 0 Neselectat Not selected 693 1 Conditie importanta Important condition 562 F1.0 Conditii bune de munca Good working conditions Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 conditii de munca bune Good working conditions 0 Neselectat Not selected 601 1 Conditie importanta Important condition 654 F1.0 Munca placuta si interesanta Enjoyable and interesting work Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 continut interesant si placut al muncii Interesting and enjoyable work 0 Neselectat Not selected 863 1 Conditie importanta Important condition 392 F1.0 Distanta convenabila fata de casa A convenient distance from home Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 sa fie situat la distanta convenabila de casa Be located at a convenient distance from home 0 Neselectat Not selected 1120 1 Conditie importanta Important condition 135 F1.0 Sa nu acapareze toata ziua Don't let it take up the whole day Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 timpul de lucru sa nu acapareze toata ziua Work shouldn't take up the whole day 0 Neselectat Not selected 1034 1 Conditie importanta Important condition 221 F1.0 Posibilitate de promovare,afirmare Opportunities for advancement and recognition Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 sa ofere posibilitati de promovare si afirmare To provide opportunities for advancement and recognition 0 Neselectat Not selected 881 1 Conditie importanta Important condition 374 F1.0 Salariu bun Good salary Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 sa ofere un salariu bun To offer a good salary 0 Neselectat Not selected 281 1 Conditie importanta Important condition 974 F1.0 Altceva Something else Ce credeti ca este important sa ofere un loc de munca? (Se pot indica una pana la trei variante dintre cele enuntate mai jos). What do you think is important for a workplace to offer? (You May select one to three options from the list below.) 1255 0 altceva, ce anume?............................... Something else-what, exactly?............................... 0 Neselectat Not selected 1230 1 Conditie importanta Important condition 25 F1.0 Activitati ocazionale Occasional activities Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1237 18 Activitati ocazionale pana la gasirea unui loc de munca Occasional work until I find a job 1 Da Yes 874 2 Nu No 363 99 NR No response 18 F1.0 Cautare loc de munca de o calificare inferioara Job search for entry-level positions Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1237 18 Cautarea unui loc de munca, la nevoie chiar de o calificare inferioara celei pe care o ave Looking for a job-if necessary, even one that requires a lower level of qualification than the one I have 1 Da Yes 736 2 Nu No 501 99 NR No response 18 F1.0 Acceptarea unui post corespunzator calificarii Accepting a position that matches one's qualifications Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1236 19 Acceptarea doar a unui post corespunzator calificarii (studiilo Accepting only a position that matches one's qualifications (education 1 Da Yes 558 2 Nu No 678 99 NR No response 19 F1.0 Practicarea meseriei pe cont propriu Working as a self-employed professional Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1233 22 Practicarea meseriei (profesiei) avute pe cont propr Practicing one's trade (profession) on one's own 1 Da Yes 642 2 Nu No 591 99 NR No response 22 F1.0 Initiativa privata Private initiative Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1235 20 Initiativa privata fara legatura cu domeniul pregatirii proprii Private initiative unrelated to the field of own training 1 Da Yes 563 2 Nu No 672 99 NR No response 20 F1.0 Schimbarea meseriei avute Change in previous occupation Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1229 26 Schimbarea meseriei (profesiei) avute anterior Change in previous occupation (profession) 1 Da Yes 689 2 Nu No 540 99 NR No response 26 F1.0 Schimbarea domiciliului pt gasirea unui post Changing one's place of residence to find a job Daca ati fi (sunteti) somer, care dintre variantele de mai jos ar putea fi - din punctul dvs. de vedere - o rezolvare acceptabila? If you were (are) unemployed, which of the options below would be-from your point of view-an acceptable solution? 1235 20 Mutarea din localitate daca gasesc un loc de munca Moving out of town if I find a job 1 Da Yes 399 2 Nu No 836 99 NR No response 20 F1.0 Familie instarita Wealthy family Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1243 12 sa provii dintr-o familie instari To come from a wealthy family 1 Nu e important It doesn't matter 436 2 Este important It is important 690 3 Indispensabil Essential 117 99 NR No response 12 F1.0 Parinti cu multa scoala Highly educated parents Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1247 8 sa ai parinti cu cat mai multa scoala May your parents be as well-educated as possible 1 Nu e important It doesn't matter 638 2 Este important It is important 549 3 Indispensabil Essential 60 99 NR No response 8 F1.0 Sa muncesti mult Work hard Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1246 9 sa muncesti mult To work hard 1 Nu e important It doesn't matter 102 2 Este important It is important 732 3 Indispensabil Essential 412 99 NR No response 9 F1.0 Sa fii ambitios Be ambitious Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1248 7 sa fii ambitios To be ambitious 1 Nu e important It doesn't matter 75 2 Este important It is important 747 3 Indispensabil Essential 426 99 NR No response 7 F1.0 Inteligenta si talent Intelligence and talent Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1245 10 capacitatile innascute (inteligenta, talent) Innate abilities (intelligence, talent) 1 Nu e important It doesn't matter 87 2 Este important It is important 855 3 Indispensabil Essential 303 99 NR No response 10 F1.0 Sprijinul unei persoane influente Support from an influential person Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1247 8 sa ai sprijinul persoanelor influente To have the support of influential people 1 Nu e important It doesn't matter 328 2 Este important It is important 720 3 Indispensabil Essential 199 99 NR No response 8 F1.0 Legaturi cu lumea politica Ties to the political world Cat de importante considerati dvs. ca sunt, pentru reusita in viata, fiecare din urmatoarele: How important do you think each of the following is for success in life: 1239 16 sa ai legaturi cu lumea politica To have connections in the political world 1 Nu e important It doesn't matter 824 2 Este important It is important 342 3 Indispensabil Essential 73 99 NR No response 16 F1.0 Banii Money Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 banii The money 0 Neselectat Not selected 721 1 Important in viata Important in life 534 F1.0 Bunurile materiale Material goods Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 bunurile materiale Material goods 0 Neselectat Not selected 1148 1 Important in viata Important in life 107 F1.0 Locuinta corespunzatoare Suitable housing Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 o locuinta corespunzatoare Adequate housing 0 Neselectat Not selected 819 1 Important in viata Important in life 436 F1.0 Prestigiul social Social prestige Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 prestigiul social (respectul celor din jur) Social prestige (respect of those around) 0 Neselectat Not selected 1050 1 Important in viata Important in life 205 F1.0 Familie armonioasa A harmonious family Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 o familiei armonioasa A harmonious family 0 Neselectat Not selected 523 1 Important in viata Important in life 732 F1.0 Copiii Children Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 copiii Children 0 Neselectat Not selected 1042 1 Important in viata Important in life 213 F1.0 O ocupatie placuta An enjoyable pastime Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 o ocupatie care sa-ti placa A job you'll enjoy 0 Neselectat Not selected 831 1 Important in viata Important in life 424 F1.0 Distractiile Entertainment Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 distractiile Entertainment 0 Neselectat Not selected 1219 1 Important in viata Important in life 36 F1.0 Prietenii de incredere Trusted friends Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 prietenii de in incredere Trusted friends 0 Neselectat Not selected 1118 1 Important in viata Important in life 137 F1.0 Libertatea Freedom Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 libertatea Freedom 0 Neselectat Not selected 1012 1 Important in viata Important in life 243 F1.0 Dragostea Love Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 dragostea Love 0 Neselectat Not selected 959 1 Important in viata Important in life 296 F1.0 Cinstea Honesty Care din urmatoarele lucruri considerati ca sunt cele mai importante in viata? (Se pot indica 1-3 variante) Which of the following do you consider to be the most important things in life? (You May select 1-3 options) 1255 0 cinstea Honor 0 Neselectat Not selected 967 1 Important in viata Important in life 288 F1.0 Viata dvs in ultimul an Your life over the past year Cum ati caracteriza viata dvs. in ultimul an? How would you describe your life over the past year? 1246 9 1 Nefericit Unhappy 113 2 Unele suparari Some annoyances 213 3 Fara bucurii si necazuri Without joys and sorrows 550 4 Unele bucurii Some joys 315 5 Fericit Happy 55 99 NR No response 9 F1.0 Apreciere activitate profesionala Professional performance evaluation Cat de satisfacut(a) sau nesatisfacut(a) sunteti in legatura cu modul in care a decurs viata dvs. din urmatoarele puncte de vedere: How satisfied or dissatisfied are you with the way your life has gone from the following points of view: 1246 9 Activitatea profesionala (studii, munca) Professional experience (education, work) 1 Foarte nesatisfacut Very dissatisfied 65 2 Nesatisfacut Unsatisfied 215 3 Nici,nici... No, no... 407 4 Satisfacut Satisfied 498 5 Foarte satisfacut Very satisfied 61 99 NR No response 9 F1.0 Petrecerea timpului liber Leisure activities Cat de satisfacut(a) sau nesatisfacut(a) sunteti in legatura cu modul in care a decurs viata dvs. din urmatoarele puncte de vedere: How satisfied or dissatisfied are you with the way your life has gone from the following points of view: 1250 5 Petrecerea timpului liber Leisure activities 1 Foarte nesatisfacut Very dissatisfied 53 2 Nesatisfacut Unsatisfied 293 3 Nici,nici... No, no... 419 4 Satisfacut Satisfied 429 5 Foarte satisfacut Very satisfied 56 99 NR No response 5 F1.0 Apreciere relatii cu parintii Assessment of parent-child relationships Cat de satisfacut(a) sau nesatisfacut(a) sunteti in legatura cu modul in care a decurs viata dvs. din urmatoarele puncte de vedere: How satisfied or dissatisfied are you with the way your life has gone from the following points of view: 1245 10 Relatiile cu parintii Relationships with parents 1 Foarte nesatisfacut Very dissatisfied 35 2 Nesatisfacut Unsatisfied 65 3 Nici,nici... No, no... 215 4 Satisfacut Satisfied 626 5 Foarte satisfacut Very satisfied 304 99 NR No response 10 F1.0 Apreciere viata sentimentala Assessment of love life Cat de satisfacut(a) sau nesatisfacut(a) sunteti in legatura cu modul in care a decurs viata dvs. din urmatoarele puncte de vedere: How satisfied or dissatisfied are you with the way your life has gone from the following points of view: 1244 11 Viata sentimentala Love life 1 Foarte nesatisfacut Very dissatisfied 51 2 Nesatisfacut Unsatisfied 149 3 Nici,nici... No, no... 345 4 Satisfacut Satisfied 514 5 Foarte satisfacut Very satisfied 185 99 NR No response 11 F1.0 Aprecierea vietii de familie Appreciating family life Cat de satisfacut(a) sau nesatisfacut(a) sunteti in legatura cu modul in care a decurs viata dvs. din urmatoarele puncte de vedere: How satisfied or dissatisfied are you with the way your life has gone from the following points of view: 1250 5 Viata de familie (pentru cei casatoriti) Family life (for married people) 1 Foarte nesatisfacut Very dissatisfied 8 2 Nesatisfacut Unsatisfied 14 3 Nici,nici... No, no... 56 4 Satisfacut Satisfied 210 5 Foarte satisfacut Very satisfied 130 99 NR No response 5 F2.0 Apreciere perspective profesionale Assessment of career prospects Cat de satisfacut(a) sau nesatisfacut(a) sunteti in legatura cu modul in care a decurs viata dvs. din urmatoarele puncte de vedere: How satisfied or dissatisfied are you with the way your life has gone from the following points of view: 1230 25 Perspectivele profesionale Career prospects 1 Foarte nesatisfacut Very dissatisfied 77 2 Nesatisfacut Unsatisfied 317 3 Nici,nici... No, no... 439 4 Satisfacut Satisfied 357 5 Foarte satisfacut Very satisfied 40 99 NR No response 25 F1.0 V-ati gindit ca viata nu merita traita? Have you ever thought that life isn't worth living? V-ati gandit vreodata ca viata nu merita traita? Have you ever thought that life isn't worth living? 1248 7 1 Niciodata Never 682 2 Citeodata Sometimes 504 3 Destul de des Quite often 62 99 NR No response 7 F1.0 Oamenii pot fii crezuti pe cuvint/... People can be trusted to keep their word/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1243 12 Cei mai multi oameni pot fi crezuti Most people can be trusted 1 Acord total stinga Full left-hand chord 51 2 Acord stinga Left-hand chord 202 3 Neutralitate Neutrality 348 4 Acord dreapta Right-hand chord 353 5 Acord total dreapta Full right turn 289 99 NR No response 12 F1.0 Oamenii se ajuta/... People help each other/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1240 15 Cei mai multi oameni sunt inclinati sa se ajute unii pe ceilalti Most people are inclined to help one another 1 Acord total stinga Full left-hand chord 44 2 Acord stinga Left-hand chord 199 3 Neutralitate Neutrality 281 4 Acord dreapta Right-hand chord 408 5 Acord total dreapta Full right turn 308 99 NR No response 15 F1.0 Oamenii nu profita unii de altii/... People don't take advantage of one another/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1235 20 majoritatea oamenilor nu vor sa profite de tine Most people don't want to take advantage of you 1 Acord total stinga Full left-hand chord 31 2 Acord stinga Left-hand chord 82 3 Neutralitate Neutrality 215 4 Acord dreapta Right-hand chord 450 5 Acord total dreapta Full right turn 457 99 NR No response 20 F1.0 Realizez tot ce imi propun/... I accomplish everything I set out to do/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1237 18 cand imi propun un lucru, reusesc intotdeauna sa-l realizez When I set my mind to something, I always manage to accomplish it 1 Acord total stinga Full left-hand chord 158 2 Acord stinga Left-hand chord 435 3 Neutralitate Neutrality 330 4 Acord dreapta Right-hand chord 187 5 Acord total dreapta Full right turn 127 99 NR No response 18 F1.0 Viata nu e complicata/... Life isn't complicated/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1242 13 viata nu este atat de complicata, incat sa nu o poti intelege Life isn't so complicated that you can't understand it 1 Acord total stinga Full left-hand chord 251 2 Acord stinga Left-hand chord 309 3 Neutralitate Neutrality 321 4 Acord dreapta Right-hand chord 192 5 Acord total dreapta Full right turn 169 99 NR No response 13 F1.0 Oamenii pot fii schimbati/... People can be changed/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1237 18 cu rabdare si tact, oamenii pot fi schimbati With patience and tact, people can be changed 1 Acord total stinga Full left-hand chord 316 2 Acord stinga Left-hand chord 368 3 Neutralitate Neutrality 268 4 Acord dreapta Right-hand chord 151 5 Acord total dreapta Full right turn 134 99 NR No response 18 F1.0 Oamenii tin cont de principii/... People take principles into account/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1240 15 exista in viata principii de care, in general, oamenii tin seama There are principles in life that people generally take into account 1 Acord total stinga Full left-hand chord 266 2 Acord stinga Left-hand chord 419 3 Neutralitate Neutrality 281 4 Acord dreapta Right-hand chord 173 5 Acord total dreapta Full right turn 101 99 NR No response 15 F1.0 Tinerii pot schimba cursul evenimentelor/... Young people can change the course of events/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1239 16 tinerii au puterea de a schimba cursul evenimentelor Young people have the power to change the course of events 1 Acord total stinga Full left-hand chord 302 2 Acord stinga Left-hand chord 372 3 Neutralitate Neutrality 274 4 Acord dreapta Right-hand chord 147 5 Acord total dreapta Full right turn 144 99 NR No response 16 F1.0 Eforturile mele vor da roade/... My efforts will bear fruit/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1238 17 cred ca eforturile mele vor da roadele asteptate I think my efforts will bear the expected fruit 1 Acord total stinga Full left-hand chord 283 2 Acord stinga Left-hand chord 454 3 Neutralitate Neutrality 301 4 Acord dreapta Right-hand chord 104 5 Acord total dreapta Full right turn 96 99 NR No response 17 F1.0 Societatea evolueaza spre bine/... Society is moving in the right direction/... Pe baza experientei avute in ultimul timp, va rugam sa ne precizati pozitia dvs. fata de fiecare din perechile urmatoare de afirmatii opuse (pozitiile 1 si 5 - acord total cu afirmatiile alaturate, pozitiile 2 si 4 - acord partial, pozitia 3 - neutralitate). Based on your recent experience, please indicate your position regarding each of the following pairs of opposing statements (positions 1 and 5-complete agreement with the adjacent statements; positions 2 and 4 - partial agreement, position 3 - neutral). 1243 12 cred ca societatea de azi evolueaza in general, intr-o directie buna I think that, overall, today's society is moving in the right direction 1 Acord total stinga Full left-hand chord 79 2 Acord stinga Left-hand chord 207 3 Neutralitate Neutrality 456 4 Acord dreapta Right-hand chord 240 5 Acord total dreapta Full right turn 261 99 NR No response 12 F1.0 Ajutati pe cei in dificultate? Do you help those in need? Va rugam sa ne spuneti: Please tell us: 1254 1 Cand cineva se afla in dificultate, va oferiti sa-l ajutati? When someone is in trouble, do you offer to help them? 1 Niciodata Never 13 2 Uneori Sometimes 435 3 Destul de des Quite often 593 4 Foarte des Very often 213 99 NR No response 1 F1.0 Va simtiti singur? Do you feel lonely? Va rugam sa ne spuneti: Please tell us: 1255 0 Va simtiti singur? Do you feel lonely? 1 Niciodata Never 336 2 Uneori Sometimes 706 3 Destul de des Quite often 124 4 Foarte des Very often 89 99 NR No response 0 F1.0 Participati la ceaiuri,petreceri? Do you go to tea parties or parties? Va rugam sa ne spuneti: Please tell us: 1255 0 Participati la petreceri ceaiuri, intalniri intre prieteni? Do you participate in tea parties, meetings between friends? 1 Niciodata Never 111 2 Uneori Sometimes 762 3 Destul de des Quite often 295 4 Foarte des Very often 87 99 NR No response 0 F1.0 Va exprimati parerea, dati sfaturi? Do you share your opinion or offer advice? Va rugam sa ne spuneti: Please tell us: 1253 2 Obisnuiti sa va exprimati parerile sau sa dati sfaturi celor din jur? Do you usually share your opinions or give advice to those around you? 1 Niciodata Never 91 2 Uneori Sometimes 732 3 Destul de des Quite often 330 4 Foarte des Very often 100 99 NR No response 2 F1.0 Tineti cont de sfaturi,pareri? Do you have any advice or opinions? Va rugam sa ne spuneti: Please tell us: 1253 2 Tineti cont de parerile, sfaturile celorlalti? Do you take into account the opinions and advice of others? 1 Niciodata Never 66 2 Uneori Sometimes 799 3 Destul de des Quite often 327 4 Foarte des Very often 61 99 NR No response 2 F1.0 Va nemultumesc relatiile cu ceilalti? Are you unhappy with your relationships with others? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Relatiile dvs. cu ceilalti oameni Your relationships with other people 0 Nu produce nemultumire It does not cause dissatisfaction 1167 1 Produce nemultumire It causes dissatisfaction 88 F1.0 Va nemultumesc relatiile de dragoste? Are you unhappy with your romantic relationships? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Relatiile dvs. de dragoste Your romantic relationships 0 Nu produce nemultumire It does not cause dissatisfaction 1130 1 Produce nemultumire It causes dissatisfaction 125 F1.0 Posibilitatile de petrecere a timpului liber? Leisure activities? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Posibilitatile de petrecere a timpului liber Leisure activities 0 Nu produce nemultumire It does not cause dissatisfaction 931 1 Produce nemultumire It causes dissatisfaction 324 F1.0 Modul de conducere a societatii? How is the company managed? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Modul in care e condusa societatea The way the company is run 0 Nu produce nemultumire It does not cause dissatisfaction 898 1 Produce nemultumire It causes dissatisfaction 357 F1.0 Libertatea insuficienta? Not enough freedom? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Libertatea insuficienta Insufficient freedom 0 Nu produce nemultumire It does not cause dissatisfaction 1171 1 Produce nemultumire It causes dissatisfaction 84 F1.0 Va nemultumeste coruptia? Are you unhappy about corruption? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Coruptia din societatea noastra Corruption in our society 0 Nu produce nemultumire It does not cause dissatisfaction 696 1 Produce nemultumire It causes dissatisfaction 559 F1.0 Va nemultumesc veniturile dvs? Are you dissatisfied with your income? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Veniturile dvs. actuale Your current income 0 Nu produce nemultumire It does not cause dissatisfaction 644 1 Produce nemultumire It causes dissatisfaction 611 F1.0 Va nemultumeste locul de munca? Are you unhappy with your job? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Locul dvs. de munca Your workplace 0 Nu produce nemultumire It does not cause dissatisfaction 1112 1 Produce nemultumire It causes dissatisfaction 143 F1.0 Va nemultumeste locuinta dvs? Are you unhappy with your home? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Locuinta dvs. Your home 0 Nu produce nemultumire It does not cause dissatisfaction 1046 1 Produce nemultumire It causes dissatisfaction 209 F1.0 Va nemultumesc relatiile familiale? Are you unhappy with your family relationships? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Modul in care merg lucrurile in familia dvs. The way things are going in your family. 0 Nu produce nemultumire It does not cause dissatisfaction 1166 1 Produce nemultumire It causes dissatisfaction 89 F1.0 Va nemultumeste atitudinea pers mature fata de tineri? Does the attitude of older people toward young people bother you? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Atitudinea persoanelor mature fata de tineri The attitude of adults toward young people 0 Nu produce nemultumire It does not cause dissatisfaction 1067 1 Produce nemultumire It causes dissatisfaction 188 F1.0 Va nemultumeste pozitia ROM fata de occident? Are you dissatisfied with Romania's stance toward the West? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Faptul ca suntem in urma fata de Occident The fact that we lag behind the West 0 Nu produce nemultumire It does not cause dissatisfaction 1020 1 Produce nemultumire It causes dissatisfaction 235 F1.0 Va nemultumeste evolutia societatii? Are you dissatisfied with the way society is evolving? Ce va nemultumeste cel mai mult? Indicati maximum 3 variante din urmatoarele: What bothers you the most? Please select up to 3 options from the following: 1255 0 Modul cum merg lucrurile in societatea noastra The way things work in our society 0 Nu produce nemultumire It does not cause dissatisfaction 747 1 Produce nemultumire It causes dissatisfaction 508 F1.0 Atitudinea fata de coruptie Attitudes toward corruption Care credeti ca este atitudinea celor din jurul dvs. fata de coruptie? What do you think is the attitude of those around you towards corruption? 1247 8 1 O accepta pt ca toti sunt corupti Accepts it because everyone is corrupt 255 2 O tolereaza pt ca n-au ce face They put up with her because they have no choice 750 3 Incearca sa o combata Try to fight it 197 4 Foarte activi in combaterea coruptiei Very active in the fight against corruption 45 99 NR No response 8 F1.0 Increderea in Presedintie Trust in the presidency Cata incredere aveti in: How much trust do you have in: 1249 6 Presedinte President 1 Foarte mica Very small 524 2 Mica Mica 300 3 Potrivita Appropriate 356 4 Mare Sea 50 5 Foarte mare Very large 19 99 NR No response 6 F1.0 Increderea in Parlament Confidence in Parliament Cata incredere aveti in: How much trust do you have in: 1249 6 Parlament Parliament 1 Foarte mica Very small 514 2 Mica Mica 433 3 Potrivita Appropriate 267 4 Mare Sea 31 5 Foarte mare Very large 4 99 NR No response 6 F1.0 Increderea in Guvern Trust in the Government Cata incredere aveti in: How much trust do you have in: 1242 13 Guvern Government 1 Foarte mica Very small 521 2 Mica Mica 391 3 Potrivita Appropriate 280 4 Mare Sea 44 5 Foarte mare Very large 6 99 NR No response 13 F1.0 Increderea in Justitie Trust in the justice system Cata incredere aveti in: How much trust do you have in: 1247 8 Justitie Justice 1 Foarte mica Very small 295 2 Mica Mica 317 3 Potrivita Appropriate 457 4 Mare Sea 147 5 Foarte mare Very large 31 99 NR No response 8 F1.0 Increderea in Armata Trust in the army Cata incredere aveti in: How much trust do you have in: 1245 10 Armata The army 1 Foarte mica Very small 130 2 Mica Mica 166 3 Potrivita Appropriate 446 4 Mare Sea 370 5 Foarte mare Very large 133 99 NR No response 10 F1.0 Increderea in Politie Trust in the Police Cata incredere aveti in: How much trust do you have in: 1240 15 Politie Police 1 Foarte mica Very small 268 2 Mica Mica 285 3 Potrivita Appropriate 439 4 Mare Sea 199 5 Foarte mare Very large 49 99 NR No response 15 F1.0 Increderea in Sindicate Trust in unions Cata incredere aveti in: How much trust do you have in: 1236 19 Sindicate Unions 1 Foarte mica Very small 333 2 Mica Mica 378 3 Potrivita Appropriate 371 4 Mare Sea 123 5 Foarte mare Very large 31 99 NR No response 19 F1.0 Increderea in Prefectura Trust in the prefecture Cata incredere aveti in: How much trust do you have in: 1242 13 Prefectura Prefecture 1 Foarte mica Very small 311 2 Mica Mica 409 3 Potrivita Appropriate 398 4 Mare Sea 104 5 Foarte mare Very large 20 99 NR No response 13 F1.0 Increderea in Scoala Trust in schools Cata incredere aveti in: How much trust do you have in: 1243 12 Scoala School 1 Foarte mica Very small 108 2 Mica Mica 164 3 Potrivita Appropriate 412 4 Mare Sea 390 5 Foarte mare Very large 169 99 NR No response 12 F1.0 Increderea in Biserica Trust in the church Cata incredere aveti in: How much trust do you have in: 1238 17 Biserica The church 1 Foarte mica Very small 144 2 Mica Mica 139 3 Potrivita Appropriate 305 4 Mare Sea 316 5 Foarte mare Very large 334 99 NR No response 17 F1.0 Increderea in partidul de guvernamint Trust in the ruling party Cata incredere aveti in: How much trust do you have in: 1241 14 Partidul de guvernamant The ruling party 1 Foarte mica Very small 544 2 Mica Mica 371 3 Potrivita Appropriate 261 4 Mare Sea 47 5 Foarte mare Very large 18 99 NR No response 14 F1.0 Increderea in partidele de opozitie Trust in opposition parties Cata incredere aveti in: How much trust do you have in: 1240 15 Partidele din opozitie Opposition parties 1 Foarte mica Very small 364 2 Mica Mica 360 3 Potrivita Appropriate 372 4 Mare Sea 110 5 Foarte mare Very large 34 99 NR No response 15 F1.0 Societatea romaneasca peste 5 ani: mai saraca/mai bogata Romanian society in 5 years: Poorer or richer? Cum considerati ca va arata societatea romaneasca peste 5 ani? How do you think Romanian society will look in 5 years? 1246 9 Mai saraca Poorer 1 Acord total stinga Full left-hand chord 212 2 Acord partial stinga Partial left-hand chord 259 3 Neutralitate Neutrality 458 4 Acord partial dreapta Partial agreement on the right 243 5 Acord total dreapta Full right turn 74 99 NR No response 9 F1.0 Societatea rom. peste 5 ani: drepturi cetatenesti respectate/nerespectate Romanian society in 5 years: Citizens' rights respected/Not respected Cum considerati ca va arata societatea romaneasca peste 5 ani? How do you think Romanian society will look in 5 years? 1249 6 Drepturi cetatenesti putin respectate Citizens' rights are rarely respected 1 Acord total stinga Full left-hand chord 153 2 Acord partial stinga Partial left-hand chord 273 3 Neutralitate Neutrality 366 4 Acord partial dreapta Partial agreement on the right 344 5 Acord total dreapta Full right turn 113 99 NR No response 6 F1.0 Societatea rom. peste 5 ani: mai putina democratie/mai multa democratie Romanian society in 5 years: Less democracy/More democracy Cum considerati ca va arata societatea romaneasca peste 5 ani? How do you think Romanian society will look in 5 years? 1251 4 Mai putina democratie/mai multa democratie Less democracy/More democracy 1 Acord total stinga Full left-hand chord 105 2 Acord partial stinga Partial left-hand chord 182 3 Neutralitate Neutrality 410 4 Acord partial dreapta Partial agreement on the right 373 5 Acord total dreapta Full right turn 181 99 NR No response 4 F1.0 Societatea rom. peste 5 ani: pericol de razboi in zona/situatie mai pasnica Romanian society in 5 years: Risk of war in the region/A more peaceful situation Cum considerati ca va arata societatea romaneasca peste 5 ani? How do you think Romanian society will look in 5 years? 1245 10 . Pericol de razboi in zona/o situatie mai destinsa, mai pasnica . Risk of war in the region / A more relaxed, more peaceful situation 1 Acord total stinga Full left-hand chord 107 2 Acord partial stinga Partial left-hand chord 244 3 Neutralitate Neutrality 484 4 Acord partial dreapta Partial agreement on the right 242 5 Acord total dreapta Full right turn 168 99 NR No response 10 F1.0 Societatea rom. peste 5 ani: societate mai indiferenta fata de nevoile oamenilor/mai preocupata de acestea Romanian society in 5 years: A society that is more indifferent to people's needs / More concerned with them Cum considerati ca va arata societatea romaneasca peste 5 ani? How do you think Romanian society will look in 5 years? 1251 4 Mai indiferenta la nevoile oameilor/mai preocupata de nevoile oamenilor More indifferent to people's needs/More concerned with people's needs 1 Acord total stinga Full left-hand chord 176 2 Acord partial stinga Partial left-hand chord 255 3 Neutralitate Neutrality 356 4 Acord partial dreapta Partial agreement on the right 329 5 Acord total dreapta Full right turn 135 99 NR No response 4 F1.0 Societatea rom. peste 5 ani:oameni mai fericiti/oameni mai nefericiti Romanian society in 5 years: Happier people / Unhappier people Cum considerati ca va arata societatea romaneasca peste 5 ani? How do you think Romanian society will look in 5 years? 1252 3 Oameni mai fericiti/Oameni mai nefericiti Happier people/Unhappier people 1 Acord total stinga Full left-hand chord 107 2 Acord partial stinga Partial left-hand chord 246 3 Neutralitate Neutrality 456 4 Acord partial dreapta Partial agreement on the right 250 5 Acord total dreapta Full right turn 193 99 NR No response 3 F1.0 Pt. promovarea intereselor dvs ati fi dispus sa faceti cereri/petitii? Would you be willing to submit requests or petitions to promote your interests? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1247 8 Cereri, petitii Requests, petitions 1 Da Yes 687 2 Nu No 560 99 NR No response 8 F1.0 Ati participa la demonstratii, mitinguri? Would you take part in demonstrations or rallies? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1250 5 Demonstratii, mitinguri Protests, rallies 1 Da Yes 463 2 Nu No 787 99 NR No response 5 F1.0 V-ati inscrie intr-o asociatie? Would you join an association? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1243 12 Inscrierea intr-o asociatie (de consumatori ecologica s.a.) Joining an association (such as an environmental consumer group, etc.) 1 Da Yes 550 2 Nu No 693 99 NR No response 12 F1.0 V-ati inscrie intr-un sindicat? Would you join a union? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1250 5 Inscrierea intr-un sindicat Joining a union 1 Da Yes 585 2 Nu No 665 99 NR No response 5 F1.0 V-ati inscrie intr-un partid? Would you join a political party? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1248 7 Inscrierea intr-un partid Joining a political party 1 Da Yes 186 2 Nu No 1062 99 NR No response 7 F1.0 Ati participa la greve? Would you take part in strikes? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1245 10 Greve Strikes 1 Da Yes 406 2 Nu No 839 99 NR No response 10 F1.0 Ati ocupa institutii publice? Would you occupy public institutions? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1249 6 Ocuparea unor institutii publice Occupation of public institutions 1 Da Yes 146 2 Nu No 1103 99 NR No response 6 F1.0 Ati participa la blocarea traficului? Would you take part in blocking traffic? Pentru promovarea intereselor dvs. ati fi dispus sau nu sa participati la urmatoarele tipuri de activitati? To promote your interests, would you be willing to participate in the following types of activities, or not? 1250 5 Blocarea traficului Traffic blockage 1 Da Yes 108 2 Nu No 1142 99 NR No response 5 F1.0 Ati suportat atacuri verbale/fizice? Have you been subjected to verbal or physical attacks? Pe strada (in locurile publice) vi s-a intamplat sa suportati atacuri verbale sau fizice? Have you ever been subjected to verbal or physical attacks on the street (in public places)? 1253 2 1 Niciodata Never 498 2 De citeva ori A few times 666 3 De multe ori Often 89 99 NR No response 2 F1.0 Daca ati fi agresat in locuri publice ati conta pe ajutorul celor din jur? If you were attacked in a public place, would you count on help from those around you? In situatia in care ati fi agresat (in locuri publice), in ce masura ati conta pe ajutorul celor din jur? If you were to be attacked (in a public place), to what extent would you count on help from those around you? 1251 4 1 Deloc Not at all 445 2 Putin Putin 714 3 Destul de mult Quite a lot 92 99 NR No response 4 F1.0 Ce parere aveti despre sustragerea de la plata impozitelor? What do you think about tax evasion? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1241 14 Sustragerea de la plata impozitelor Tax evasion 1 Nimic neobisnuit Nothing out of the ordinary 115 2 Incalcare,dar nu grava Violation, but not a serious one 266 3 Incalcare grava Serious violation 420 4 Grav+sanctiuni Serious + penalties 440 99 NR No response 14 F1.0 Ce parere aveti despre consumul de droguri? What are your thoughts on drug use? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1251 4 Consum de droguri Drug use 1 Nimic neobisnuit Nothing out of the ordinary 33 2 Incalcare,dar nu grava Violation, but not a serious one 58 3 Incalcare grava Serious violation 195 4 Grav+sanctiuni Serious + penalties 965 99 NR No response 4 F1.0 Ce parere aveti despre furtul din magazine? What do you think about shoplifting? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1248 7 Furt din magazine Shoplifting 1 Nimic neobisnuit Nothing out of the ordinary 12 2 Incalcare,dar nu grava Violation, but not a serious one 32 3 Incalcare grava Serious violation 224 4 Grav+sanctiuni Serious + penalties 980 99 NR No response 7 F1.0 Ce parere aveti despre incalcarea regulilor de circulatie? What do you think about traffic violations? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1247 8 Incalcarea regulilor de circulatie Traffic violations 1 Nimic neobisnuit Nothing out of the ordinary 44 2 Incalcare,dar nu grava Violation, but not a serious one 192 3 Incalcare grava Serious violation 481 4 Grav+sanctiuni Serious + penalties 530 99 NR No response 8 F1.0 Ce parere aveti despre relatiile homosexuale? What do you think about same-sex relationships? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1245 10 O relatie homosexuala A same-sex relationship 1 Nimic neobisnuit Nothing out of the ordinary 120 2 Incalcare,dar nu grava Violation, but not a serious one 223 3 Incalcare grava Serious violation 255 4 Grav+sanctiuni Serious + penalties 647 99 NR No response 10 F1.0 Ce parere aveti despre inselarea sotului(sotiei)? What do you think about a husband (or wife) cheating? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1244 11 A-ti insela sotul (sotia) Cheating on your husband (wife) 1 Nimic neobisnuit Nothing out of the ordinary 156 2 Incalcare,dar nu grava Violation, but not a serious one 335 3 Incalcare grava Serious violation 431 4 Grav+sanctiuni Serious + penalties 322 99 NR No response 11 F1.0 Ce parere aveti despre relatiile sexuale inaintea casatoriei? What do you think about premarital sex? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1248 7 Relatii sexuale inainte de casatorie Sex before marriage 1 Nimic neobisnuit Nothing out of the ordinary 723 2 Incalcare,dar nu grava Violation, but not a serious one 283 3 Incalcare grava Serious violation 126 4 Grav+sanctiuni Serious + penalties 116 99 NR No response 7 F1.0 Ce parere aveti despre divorturi? What do you think about divorce? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1246 9 Divorturi Divorces 1 Nimic neobisnuit Nothing out of the ordinary 491 2 Incalcare,dar nu grava Violation, but not a serious one 304 3 Incalcare grava Serious violation 252 4 Grav+sanctiuni Serious + penalties 199 99 NR No response 9 F1.0 Ce parere aveti despre conceperea copiilor in afara casatoriei? What are your thoughts on having children outside of marriage? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1251 4 A avea copii fara a fi casatorit(a) Having children without being married 1 Nimic neobisnuit Nothing out of the ordinary 377 2 Incalcare,dar nu grava Violation, but not a serious one 385 3 Incalcare grava Serious violation 276 4 Grav+sanctiuni Serious + penalties 213 99 NR No response 4 F1.0 Ce parere aveti despre folosirea bataii in educarea copiilor? What do you think about using physical punishment in raising children? Care este parerea dvs. despre urmatoarele acte: What is your opinion on the following documents: 1251 4 Folosirea bataii in educarea copiilor The use of spanking in child-rearing 1 Nimic neobisnuit Nothing out of the ordinary 172 2 Incalcare,dar nu grava Violation, but not a serious one 347 3 Incalcare grava Serious violation 352 4 Grav+sanctiuni Serious + penalties 380 99 NR No response 4 F1.0 Cit de des mergeti la concerte de muzica usoara sau populara? How often do you go to pop or folk music concerts? Cat de des mergeti la: How often do you go to: 1252 3 Concerte de muzica usoara sau populara Pop or folk music concerts 1 Lunar sau mai des Monthly or more often 47 2 La 2-3 luni Every 2-3 months 138 3 La 5-6 luni At 5-6 months 200 4 O data pe an Once a year 382 5 Nu obisnuiesc I don't usually 485 99 NR No response 3 F1.0 Cit de des mergeti la concerte simfonice,opera,balet? How often do you go to symphony concerts, the opera, or the ballet? Cat de des mergeti la: How often do you go to: 1243 12 Concercte simfonice, opera, balet Symphony concerts, opera, ballet 1 Lunar sau mai des Monthly or more often 32 2 La 2-3 luni Every 2-3 months 68 3 La 5-6 luni At 5-6 months 78 4 O data pe an Once a year 181 5 Nu obisnuiesc I don't usually 884 99 NR No response 12 F1.0 Cit de des mergeti la spectacole de teatru? How often do you go to the theater? Cat de des mergeti la: How often do you go to: 1250 5 Teatru Theater 1 Lunar sau mai des Monthly or more often 92 2 La 2-3 luni Every 2-3 months 199 3 La 5-6 luni At 5-6 months 182 4 O data pe an Once a year 322 5 Nu obisnuiesc I don't usually 455 99 NR No response 5 F1.0 Cit de des mergeti la cinematograf? How often do you go to the movies? Cat de des mergeti la: How often do you go to: 1250 5 Cinematograf Movie theater 1 Lunar sau mai des Monthly or more often 443 2 La 2-3 luni Every 2-3 months 312 3 La 5-6 luni At 5-6 months 189 4 O data pe an Once a year 153 5 Nu obisnuiesc I don't usually 153 99 NR No response 5 F1.0 Cit de des mergeti la discoteca? How often do you go to the club? Cat de des mergeti la: How often do you go to: 1250 5 Discoteca Disco 1 Lunar sau mai des Monthly or more often 322 2 La 2-3 luni Every 2-3 months 142 3 La 5-6 luni At 5-6 months 99 4 O data pe an Once a year 133 5 Nu obisnuiesc I don't usually 554 99 NR No response 5 F1.0 Cit de des participati la intilniri sportive? How often do you participate in sports events? Cat de des mergeti la: How often do you go to: 1245 10 Intalniri sportive Sports events 1 Lunar sau mai des Monthly or more often 318 2 La 2-3 luni Every 2-3 months 184 3 La 5-6 luni At 5-6 months 106 4 O data pe an Once a year 122 5 Nu obisnuiesc I don't usually 515 99 NR No response 10 F1.0 Cit de des mergeti la cafenea,bar,restaurant? How often do you go to a café, bar, or restaurant? Cat de des mergeti la: How often do you go to: 1251 4 Cafenea, bar, restaurant Cafe, bar, restaurant 1 Lunar sau mai des Monthly or more often 429 2 La 2-3 luni Every 2-3 months 252 3 La 5-6 luni At 5-6 months 151 4 O data pe an Once a year 99 5 Nu obisnuiesc I don't usually 320 99 NR No response 4 F1.0 Cit de des mergeti la case de cultura? How often do you go to cultural centers? Cat de des mergeti la: How often do you go to: 1243 12 Case de cultura Cultural centers 1 Lunar sau mai des Monthly or more often 129 2 La 2-3 luni Every 2-3 months 170 3 La 5-6 luni At 5-6 months 121 4 O data pe an Once a year 132 5 Nu obisnuiesc I don't usually 691 99 NR No response 12 F1.0 Cit de des mergeti in excursii in afara orasului? How often do you go on trips outside the city? Cat de des mergeti la: How often do you go to: 1253 2 Excursii in afara orasului Out-of-town trips 1 Lunar sau mai des Monthly or more often 254 2 La 2-3 luni Every 2-3 months 263 3 La 5-6 luni At 5-6 months 218 4 O data pe an Once a year 292 5 Nu obisnuiesc I don't usually 226 99 NR No response 2 F1.0 Cite carti cititi de obicei? What kind of books do you usually read? Obisnuiti sa cititi carti si cat de mult? Do you usually read books, and how much? 1254 1 1 Cel putin o carte pe o luna At least one book a month 753 2 O carte la 2-3 luni One book every 2-3 months 250 3 O carte la 5-6 luni One book every 5 to 6 months 75 4 O carte pe an One book a year 31 5 Mai putin Less 97 6 Nu obisnuiesc I don't usually 48 99 NR No response 1 F1.0 Practicati vreun sport? Do you play any sports? In timpul liber practicati vreun sport? Do you play any sports in your free time? 1254 1 1 Da,constant Yes, constantly 201 2 Da,ocazional Yes, occasionally 662 3 Nu No 391 99 NR No response 1 F1.0 Sunt tinerii intelesi de catre societate? Are young people understood by society? In ce masura credeti ca tinerii sunt intelesi: To what extent do you think young people are understood: 1251 4 De catre societate, in general By society, in general 1 Deloc Not at all 125 2 Foarte putin Very little 487 3 Intrucitva,insuficient Somewhat, insufficient 559 4 Destul de mult Quite a lot 74 5 Foarte mult A lot 6 99 NR No response 4 F1.0 Sunt tinerii intelesi de catre stat? Does the Government understand young people? In ce masura credeti ca tinerii sunt intelesi: To what extent do you think young people are understood: 1248 7 De catre stat By the Government 1 Deloc Not at all 198 2 Foarte putin Very little 554 3 Intrucitva,insuficient Somewhat, insufficient 416 4 Destul de mult Quite a lot 70 5 Foarte mult A lot 10 99 NR No response 7 F1.0 Sunt tinerii intelesi la locul de munca? Are young people understood in the workplace? In ce masura credeti ca tinerii sunt intelesi: To what extent do you think young people are understood: 1241 14 La locul de munca (intre- prinderi si institutii) In the workplace (companies and institutions) 1 Deloc Not at all 78 2 Foarte putin Very little 350 3 Intrucitva,insuficient Somewhat, insufficient 559 4 Destul de mult Quite a lot 236 5 Foarte mult A lot 18 99 NR No response 14 F1.0 Sunt tinerii intelesi de catre scoala? Does the school understand young people? In ce masura credeti ca tinerii sunt intelesi: To what extent do you think young people are understood: 1248 7 De catre scoala By the school 1 Deloc Not at all 61 2 Foarte putin Very little 197 3 Intrucitva,insuficient Somewhat, insufficient 525 4 Destul de mult Quite a lot 407 5 Foarte mult A lot 58 99 NR No response 7 F1.0 Cum credeti ca se manifesta generatia parintilor dvs fata de tineri? How do you think your parents' generation treats young people? Cum considerati ca se manifesta in prezent generatia parintilor dvs. fata de generatia tanara? How do you think your parents' generation currently behaves toward the younger generation? 1251 4 1 Ii intelege He understands them 272 2 Incearca dar nu reusesc I try, but I can't do it 789 3 Indiferenta Indifference 123 4 Ostilitate Hostility 67 99 NR No response 4 F1.0 Care sunt obstacolele in intemeierea unei familii?/Dificultatea gasirii unui partener What are the obstacles to starting a family? / The difficulty of finding a partner Pentru cei din jurul dvs., care credeti ca sunt principalele obstacole in intemeierea unei familii? (Alegeti maximum 2 variante) For those around you, what do you think are the main obstacles to starting a family? (Select up to 2 options) 1255 0 Dificultatea de a gasi partenerul potrivit The challenge of finding the right partner 1 Nu reprezinta un obstacol It is not an obstacle 467 2 Considerat un obstacol Considered an obstacle 0 F1.0 Lipsa locuintei Homelessness Pentru cei din jurul dvs., care credeti ca sunt principalele obstacole in intemeierea unei familii? (Alegeti maximum 2 variante) For those around you, what do you think are the main obstacles to starting a family? (Select up to 2 options) 1255 0 Lipsa locuintei Homelessness 1 Nu reprezinta un obstacol It is not an obstacle 664 2 Considerat un obstacol Considered an obstacle 0 F1.0 Nesiguranta locului de munca Job insecurity Pentru cei din jurul dvs., care credeti ca sunt principalele obstacole in intemeierea unei familii? (Alegeti maximum 2 variante) For those around you, what do you think are the main obstacles to starting a family? (Select up to 2 options) 1255 0 Lipsa sau nesiguranta locului de munca Lack of or job insecurity 1 Nu reprezinta un obstacol It is not an obstacle 414 2 Considerat un obstacol Considered an obstacle 0 F1.0 Veniturile mici Low income Pentru cei din jurul dvs., care credeti ca sunt principalele obstacole in intemeierea unei familii? (Alegeti maximum 2 variante) For those around you, what do you think are the main obstacles to starting a family? (Select up to 2 options) 1255 0 Veniturile mici Low income 1 Nu reprezinta un obstacol It is not an obstacle 577 2 Considerat un obstacol Considered an obstacle 0 F1.0 Amestecul parintilor The parents' mix Pentru cei din jurul dvs., care credeti ca sunt principalele obstacole in intemeierea unei familii? (Alegeti maximum 2 variante) For those around you, what do you think are the main obstacles to starting a family? (Select up to 2 options) 1255 0 Amestecul parintilor The parents' mix 1 Nu reprezinta un obstacol It is not an obstacle 201 2 Considerat un obstacol Considered an obstacle 0 F1.0 Ati fi tentat sa plecati din tara? Would you be tempted to leave the country? Daca in ultima vreme v-ati gandit la posibilitatea de emigrare, ati fi sau nu tentat(a) sa plecati din tara? If you've been thinking about the possibility of emigrating lately, would you be tempted to leave the country or not? 1255 0 1 Nu m-am gindit I hadn't thought about it 328 2 Nu sunt tentat I'm not tempted 228 3 Nu sunt hotarit I haven't made up my mind 126 4 Da,temporar Yes, temporarily 455 5 Da,definitiv Yes, definitely 118 F1.0 Ce motive v-ar determina sa plecati din tara?/Dificultatea de a cistiga suficient What reasons would lead you to leave the country? / The difficulty of earning enough Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 dificultatea de a castiga suficient The difficulty of earning enough 1 Nu este un motiv That's not a reason 569 2 Motiv al plecarii Reason for departure 0 F1.0 Dificultatea realizarii profesionale The challenge of professional fulfillment Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 dificultatea de realizare profesionala Difficulty in achieving professional success 1 Nu este un motiv That's not a reason 152 2 Motiv al plecarii Reason for departure 0 F1.0 Oamenii sunt rai si egoisti People are mean and selfish Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 oameni rai si egoisti Mean and selfish people 1 Nu este un motiv That's not a reason 68 2 Motiv al plecarii Reason for departure 0 F1.0 Coruptia,nedreptatea,minciuna Corruption, injustice, lies Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 coruptia, nedreptatea, minciuna din societate Corruption, injustice, lies in society 1 Nu este un motiv That's not a reason 211 2 Motiv al plecarii Reason for departure 0 F1.0 Conducerea politica nesatisfacatoare Unsatisfactory political leadership Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 nemultumirea fata de conducerea politica Dissatisfaction with political leadership 1 Nu este un motiv That's not a reason 47 2 Motiv al plecarii Reason for departure 0 F1.0 Libertatea insuficienta Insufficient freedom Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 libertatea insuficienta Insufficient freedom 1 Nu este un motiv That's not a reason 64 2 Motiv al plecarii Reason for departure 0 F1.0 Saracia si mizeria din jur Poverty and misery all around Daca ar fi sa plecati din tara, ce motiv credeti ca v-ar determina, in principal, sa o faceti? If you were to leave the country, what reason do you think would mainly lead you to do it? 1255 0 saracia si mizeria din jur The poverty and squalor all around 1 Nu este un motiv That's not a reason 350 2 Motiv al plecarii Reason for departure 0 F1.0 Ce avantaje credeti ca ofera Occidentul fata de ROM?/Competitie mai cinstita What advantages do you think the West offers compared to rom? / Fairer competition Multi oameni considera ca Occidentul ofera un numar de avantaje (in comparatie cu Romania); dupa parerea dvs. care sunt acestea? Many people believe that the West offers a number of advantages (compared to Romania); in your opinion, what are they? 1255 0 competitie mai cinstita Fairer competition 1 Nu e un avantaj It's not an advantage 398 2 Reprezinta un avantaj It is an advantage 0 F1.0 Siguranta zilei de maine Safety for tomorrow Multi oameni considera ca Occidentul ofera un numar de avantaje (in comparatie cu Romania); dupa parerea dvs. care sunt acestea? Many people believe that the West offers a number of advantages (compared to Romania); in your opinion, what are they? 1255 0 siguranta zilei de maine The safety of tomorrow 1 Nu e un avantaj It's not an advantage 346 2 Reprezinta un avantaj It is an advantage 0 F1.0 Pregatire profesionala mai temeinica More thorough professional training Multi oameni considera ca Occidentul ofera un numar de avantaje (in comparatie cu Romania); dupa parerea dvs. care sunt acestea? Many people believe that the West offers a number of advantages (compared to Romania); in your opinion, what are they? 1255 0 pregatire profesionala mai temeinica More thorough professional training 1 Nu e un avantaj It's not an advantage 187 2 Reprezinta un avantaj It is an advantage 0 F1.0 Mai multi bani More money Multi oameni considera ca Occidentul ofera un numar de avantaje (in comparatie cu Romania); dupa parerea dvs. care sunt acestea? Many people believe that the West offers a number of advantages (compared to Romania); in your opinion, what are they? 1255 0 bani mai multi More money 1 Nu e un avantaj It's not an advantage 704 2 Reprezinta un avantaj It is an advantage 0 F1.0 Mai multa libertate More freedom Multi oameni considera ca Occidentul ofera un numar de avantaje (in comparatie cu Romania); dupa parerea dvs. care sunt acestea? Many people believe that the West offers a number of advantages (compared to Romania); in your opinion, what are they? 1255 0 libertate mai multa More freedom 1 Nu e un avantaj It's not an advantage 246 2 Reprezinta un avantaj It is an advantage 0 F1.0 Mai multe posibilitati de educatie,cultura More opportunities for education and culture Multi oameni considera ca Occidentul ofera un numar de avantaje (in comparatie cu Romania); dupa parerea dvs. care sunt acestea? Many people believe that the West offers a number of advantages (compared to Romania); in your opinion, what are they? 1255 0 posibilitati mai mari de educatie si cultura Greater opportunities for education and culture 1 Nu e un avantaj It's not an advantage 317 2 Reprezinta un avantaj It is an advantage 0 F1.0 Care ar fi dezavantajele specifice Occidentului?/Dificultatea initierii relatiilor sociale What are the disadvantages specific to the West? / The difficulty of forming social relationships Exista pareri ca Occidentului ii sunt specifice si unele dezavantaje; cititi si marcati pe cele pe care le considerati reale Some people believe that the West also has certain disadvantages; read through them and mark the ones you consider to be true 1255 0 dificultatea de a intra in relatie cu ceilalti Difficulty forming relationships with others 1 Nu e un dezavantaj It's not a disadvantage 568 2 Este un dezavantaj It's a disadvantage 0 F1.0 Egoism,indiferenta Selfishness, indifference Exista pareri ca Occidentului ii sunt specifice si unele dezavantaje; cititi si marcati pe cele pe care le considerati reale Some people believe that the West also has certain disadvantages; read through them and mark the ones you consider to be true 1255 0 obsedati de bani, oameni nu se mai intereseaza de ceilalti Obsessed with money, people no longer care about others 1 Nu e un dezavantaj It's not a disadvantage 463 2 Este un dezavantaj It's a disadvantage 0 F1.0 Risc mare de somaj High risk of unemployment Exista pareri ca Occidentului ii sunt specifice si unele dezavantaje; cititi si marcati pe cele pe care le considerati reale Some people believe that the West also has certain disadvantages; read through them and mark the ones you consider to be true 1255 0 risc mare de somaj High risk of unemployment 1 Nu e un dezavantaj It's not a disadvantage 376 2 Este un dezavantaj It's a disadvantage 0 F1.0 Discriminare rasiala,nationala Racial and national discrimination Exista pareri ca Occidentului ii sunt specifice si unele dezavantaje; cititi si marcati pe cele pe care le considerati reale Some people believe that the West also has certain disadvantages; read through them and mark the ones you consider to be true 1255 0 discriminare nationala sau rasiala National or racial discrimination 1 Nu e un dezavantaj It's not a disadvantage 446 2 Este un dezavantaj It's a disadvantage 0 F1.0 Nesiguranta persoanei in spatii publice A person's sense of insecurity in public spaces Exista pareri ca Occidentului ii sunt specifice si unele dezavantaje; cititi si marcati pe cele pe care le considerati reale Some people believe that the West also has certain disadvantages; read through them and mark the ones you consider to be true 1255 0 nesiguranta persoanei in spatii publice A person's sense of insecurity in public spaces 1 Nu e un dezavantaj It's not a disadvantage 305 2 Este un dezavantaj It's a disadvantage 0 F1.0 Moravuri sexuale reprobabile Reprehensible sexual behavior Exista pareri ca Occidentului ii sunt specifice si unele dezavantaje; cititi si marcati pe cele pe care le considerati reale Some people believe that the West also has certain disadvantages; read through them and mark the ones you consider to be true 1255 0 moravuri sexuale reprobabile Reprehensible sexual behavior 1 Nu e un dezavantaj It's not a disadvantage 306 2 Este un dezavantaj It's a disadvantage 0 F1.0 In ce conditii este acceptabila intretinerea de rel sexuale? Under what circumstances is sexual intercourse acceptable? In ce conditii considerati accetabila intretinerea de relatii sexuale? Under what circumstances do you consider sexual relations to be acceptable? 1247 8 1 In orice conditii Under any circumstances 137 2 Dragoste Love 754 3 Casatorie Marriage 356 99 NR No response 8 F1.0 Care este nr ideal de copii pt un cuplu? What is the ideal number of children for a couple? Care considerati ca este numarul ideal de copii pentru un cuplu? What do you think is the ideal number of children for a couple? 0 6 1.97893030794165 2 0.544419590943258 1234 21 99 NR No response 21 F1.0 Intentionati sa va casatoriti? Are you planning to get married? Daca sunteti NECASATORIT(A) va rugam sa ne spuneti daca intentionati sa va casatoriti? If you are unmarried, please let us know if you plan to get married. 759 496 1 Nu No 50 2 Da,cel tirziu la anul Yes, next year at the latest 105 3 Mai tirziu Later 289 4 Nu stiu cind I don't know when 315 5 Nu stiu Don't know 56 97 Nu e cazul Not applicable 424 99 NR No response 16 F1.0 Credeti ca veti gasi un loc de munca dupa term studiilor? Do you think you'll find a job after you finish school? Gandindu-va la perspectiva de a gasi un loc de munca dupa terminarea studiilor, cum credeti ca va fi? When you think about the prospect of finding a job after you finish your studies, what do you think it will be like? 288 967 1 Nu m-am gindit I hadn't thought about it 17 2 Voi gasi usor I'll find it easily 37 3 Va fi greu It's going to be tough 220 4 Va fi imposibil It will be impossible 12 5 Nu ma intereseaza I'm not interested 2 97 Nu e cazul Not applicable 957 99 NR No response 10 F1.0 Intreprindeti ceva pt. a cistiga bani? Do you do anything to make money? Acum intreprindeti sau nu ceva pentru a castiga bani? Are you currently doing anything-or not-to make money? 1245 10 1 Nu am nevoie I don't need it 30 2 Nu,m-ar deranja No, that would bother me 100 3 Nu am gasit I couldn't find it 62 4 Da,pt ca nu am sufic bani Yes, because I don't have enough money 64 5 Da,vreau mai multi bani Yes, I want more money. 32 99 NR No response 10 F2.0 Ocupatii (ne)agricole-mediu rural (Non-)agricultural occupations-rural areas Va ocupati: Your responsibilities include: 280 975 1 Numai in agricultura In agriculture alone 55 2 Munca agricola+neagricola Agricultural and non-agricultural work 184 3 Numai munca neagricola Non-agricultural employment only 40 97 NC Not applicable 975 F2.0 Detaliile muncii agricole Details of farm work Faceti munca agricola: Do farm work: 240 1015 1 Pe pamintul dvs On your land 45 2 Pe al parintilor(socrilor) Parents' (or in-laws') 176 3 Pe pamintul altora On someone else's land 12 4 Cresterea animalelor Animal husbandry 1 97 NC Not applicable 1015 F2.0 Munca in afara agriculturii va obliga sa faceti naveta? Will working outside of agriculture require you to commute? Activitatea dvs. in afara agriculturii va obliga la naveta? Does your activity outside of agriculture require you to commute? 1165 90 1 Da Yes 55 2 Nu No 135 3 Nu e cazul Not applicable 90 99 NR No response 0 F2.0 Intentionati sa ramineti la sat? Do you plan to stay in the village? Intentionati sa ramaneti definitiv in mediul rural sau, daca vi se va ivi o ocazie, veti pleca in oras? Do you intend to stay permanently in the countryside or, if the opportunity arises, will you go to the city? 280 975 1 Intentia raminerii The intention to stay 114 2 Voi pleca I'm leaving 84 3 Nu stiu inca I don't know yet 82 97 Nu e cazul Not applicable 975 99 NR No response 0 F1.0 La ce virsta ati inceput sa lucrati? At what age did you start working? De la ce varsta ati inceput sa lucrati? At what age did you start working? 15 26 19.3076923076923 18 2.24205689642773 741 514 97 Nu e cazul Not applicable 341 99 NR No response 173 F2.0 Ati mai lucrat pina in prezent? Have you worked before? Cate locuri de munca ati avut pana in prezent? How many jobs have you had so far? 914 341 1 Este primul loc de munca It's my first job 462 2 Am mai lucrat I've worked there before 278 97 Nu e cazul Not applicable 341 F2.0 In cite locuri de munca ati mai lucrat? How many jobs have you had? Cate locuri de munca ati avut pana in prezent? How many jobs have you had so far? 451 804 am mai lucrat, in cate locuri?......... How many places have I worked at before?......... 97 Nu e cazul Not applicable 804 F2.0 Satisfactia fata de actualul loc de munca Job satisfaction with current employment Sunteti multumit(a) de actualul loc de munca? Are you satisfied with your current job? 790 465 1 Foarte multumit Very satisfied 62 2 Multumit Satisfied 262 3 Potrivit Appropriate 313 4 Nemultumit Dissatisfied 78 5 Foarte nemultumit Very dissatisfied 22 97 Nu e cazul Not applicable 464 F2.0 Realizati cistiguri suplimentare? Do you earn extra income? In afara de activitatea la actualul loc de munca, mai intreprindeti ceva pentru castiguri suplimentare? Apart from the activity at your current workplace, do you undertake anything else for additional earnings? 736 519 1 Da Yes 229 2 Nu No 507 97 Nu e cazul Not applicable 464 99 NR No response 55 F1.0 Cum anume?/Lucrul ocazional in alte intreprinderi How exactly? / Occasional work at other companies Ce anume? What exactly? 284 971 lucru ocazional la alte intreprinderi/institutii fara a fi angajat(a) Occasional work at other companies or institutions without being employed there 1 Activitate intreprinsa Activity undertaken 29 97 Nu e cazul Not applicable 971 F2.0 Angajat cu jumatate de norma Part-time employee Ce anume? What exactly? 284 971 angajat(a) cu jumatate de norma in alte parti Part-time employee elsewhere 1 Activitate intreprinsa Activity undertaken 14 97 Nu e cazul Not applicable 971 F2.0 Afaceri,comert Business, commerce Ce anume? What exactly? 284 971 afaceri, comercializari de marfuri Business, sale of goods 1 Activitate intreprinsa Activity undertaken 43 97 Nu e cazul Not applicable 971 F2.0 Activitati mestesugaresti,reparatii Crafts, repairs Ce anume? What exactly? 284 971 activitati mestesugaresti, reparatii Crafts, repairs 1 Activitate intreprinsa Activity undertaken 47 97 Nu e cazul Not applicable 971 F2.0 Munca in agricultura Work in agriculture Ce anume? What exactly? 286 969 in agricultura In agriculture 1 Activitate intreprinsa Activity undertaken 77 97 Nu e cazul Not applicable 969 F2.0 Alte activitati Other activities Ce anume? What exactly? 286 969 altele, ce anume?.................................... Others-what exactly?.................................... 1 Activitate intreprinsa Activity undertaken 36 97 Nu e cazul Not applicable 969 F2.0 Veniturile din munca suplimentara Income from overtime work Respectivele castiguri suplimentare reprezinta, comparativ cu salariul dvs.: Compared to your salary, those additional earnings amount to: 287 968 1 Aproximativ un sfert About a quarter 116 2 Aproximativ jumatate About half 41 3 Suma aproximativ echivalenta The approximate equivalent amount 32 4 O suma mai mare A larger amount 35 97 Nu e cazul Not applicable 968 F2.0 Ati mai lucrat vreodata? Have you ever worked before? Ati mai lucrat vreodata? Have you ever worked before? 465 790 1 Da Yes 79 2 Nu No 100 97 Nu e cazul Not applicable 790 F2.0 Cautarea unui loc de munca Job search Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 am cautat singur(a) I searched on my own 0 Nu s-a intreprins No action was taken 1163 1 Varianta aleasa Selected option 92 F1.0 Asteptarea ofertelor de la oficiul fortelor de munca Waiting for job offers from the employment office Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 am asteptat oferte de la oficiul fortelor de munca I waited for offers from the labor office 0 Nu s-a intreprins No action was taken 1215 1 Varianta aleasa Selected option 40 F1.0 Incercarea nereusita de a se recalifica The unsuccessful attempt to retrain Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 am cautat sa ma (re)calific, dar nu am gasit I tried to (re)train, but I couldn't find anything 0 Nu s-a intreprins No action was taken 1241 1 Varianta aleasa Selected option 14 F1.0 Efectuarea cursurilor de recalificare Conducting retraining courses Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 am urmat cursuri de calificare I took training courses 0 Nu s-a intreprins No action was taken 1238 1 Varianta aleasa Selected option 17 F1.0 Activitate pe cont propriu Self-employment Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 m-am gandit la o activitate pe cont propriu I've been thinking about starting my own business 0 Nu s-a intreprins No action was taken 1236 1 Varianta aleasa Selected option 19 F1.0 Asteptarea unei ocazii favorabile Waiting for the right opportunity Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 am asteptat sa mi se iveasca o ocazie favorabila I waited for a good opportunity to come along 0 Nu s-a intreprins No action was taken 1215 1 Varianta aleasa Selected option 40 F1.0 Nu a intreprins nimic Did not do anything Pana acum, de cand nu aveti loc de munca, ati intreprins sau nu ceva pentu a gasi un loc de munca? Since you've been out of work, have you taken any steps to find a job? 1255 0 nu am intreprins nimic I haven't done anything 0 Nu s-a intreprins No action was taken 1228 1 Varianta aleasa Selected option 27 F1.0 Ati refuzat un loc de munca? Have you ever turned down a job? Ati fost in situatia sa refuzati un loc de munca? Have you ever been in a situation where you had to turn down a job? 1255 0 1 Da Yes 51 2 Nu No 127 97 Nu e cazul Not applicable 0 F2.0 Loc de munca inconvenabil Unsuitable workplace De ce ati refuzat? Why did you refuse? 1128 127 nu mi-a convenit locul de munca The workplace did not suit me 0 Varinta nealeasa Unselected option 41 1 Motiv al refuzului Reason for refusal 10 97 Nu e cazul Not applicable 127 F2.0 Conditii de lucru inconvenabile Unfavorable working conditions De ce ati refuzat? Why did you refuse? 1128 127 nu mi-au convenit conditiile de lucru I didn't like the working conditions 0 Varinta nealeasa Unselected option 29 1 Motiv al refuzului Reason for refusal 22 97 Nu e cazul Not applicable 127 F2.0 Salariu inconvenabil Unreasonable salary De ce ati refuzat? Why did you refuse? 1128 127 nu mi-a convenit salariul The salary did not agree with me 0 Varinta nealeasa Unselected option 38 1 Motiv al refuzului Reason for refusal 13 97 Nu e cazul Not applicable 127 F2.0 Program de lucru inconvenabil Inconvenient work schedule De ce ati refuzat? Why did you refuse? 1128 127 nu mi-a convenit programul de lucru The work schedule didn't suit me 0 Varinta nealeasa Unselected option 39 1 Motiv al refuzului Reason for refusal 12 97 Nu e cazul Not applicable 127 F2.0 Alte motive... Other reasons... De ce ati refuzat? Why did you refuse? 1128 127 alte motive, care anume?............................ Other reasons-which ones, exactly?............................ 0 Varinta nealeasa Unselected option 43 1 Motiv al refuzului Reason for refusal 8 97 Nu e cazul Not applicable 127 F2.0 Desfasurati activitati ptr. dobindirea de cistiguri Carry out activities to earn income Desfasurati vreo activitate pentru dobandirea de castiguri? Do you engage in any activity to earn money? 1255 0 1 Da Yes 119 2 Nu No 54 F2.0 Munca agricola in mediul urban Agricultural work in urban areas Faceti munca agricola? Do you do farm work? 1255 0 1 Da,in curtea dvs Yes, in your yard 184 2 Da,la margine de oras Yes, on the outskirts of town 52 3 Da,intr-un sat Yes, in a village 151 4 Nu No 529 F2.0 Cit de des aveti stari de genul urmatoarelor?Depresie How often do you experience feelings like the following? Depression Din diferite cauze, in ultimul timp vi s-a intamplat - si cat de des - sa aveti stari de genul urmatoarelor: For various reasons, have you recently-and how often-experienced feelings such as the following: 1255 0 Ma simt deprimat I feel depressed 1 Deseori Often 235 2 Uneori Sometimes 787 3 Deloc Not at all 227 F2.0 Furie Rage Din diferite cauze, in ultimul timp vi s-a intamplat - si cat de des - sa aveti stari de genul urmatoarelor: For various reasons, have you recently-and how often-experienced feelings such as the following: 1255 0 Sunt furios I'm angry 1 Deseori Often 176 2 Uneori Sometimes 813 3 Deloc Not at all 257 F2.0 Abandonarea tuturor The abandonment of everyone Din diferite cauze, in ultimul timp vi s-a intamplat - si cat de des - sa aveti stari de genul urmatoarelor: For various reasons, have you recently-and how often-experienced feelings such as the following: 1255 0 Imi vine sa las tot si sa plec unde vad cu ochii I feel like dropping everything and going wherever my eyes take me 1 Deseori Often 122 2 Uneori Sometimes 479 3 Deloc Not at all 646 F2.0 Distrugerea a tot din jur The destruction of everything around us Din diferite cauze, in ultimul timp vi s-a intamplat - si cat de des - sa aveti stari de genul urmatoarelor: For various reasons, have you recently-and how often-experienced feelings such as the following: 1255 0 As distruge totul in jurul meu I would destroy everything around me 1 Deseori Often 26 2 Uneori Sometimes 201 3 Deloc Not at all 1016 F2.0 Disperare profunda Deep despair Din diferite cauze, in ultimul timp vi s-a intamplat - si cat de des - sa aveti stari de genul urmatoarelor: For various reasons, have you recently-and how often-experienced feelings such as the following: 1255 0 Imi vine sa urlu de disperare I feel like screaming in despair 1 Deseori Often 48 2 Uneori Sometimes 306 3 Deloc Not at all 890 F2.0 Tendinte violente Violent trends Din diferite cauze, in ultimul timp vi s-a intamplat - si cat de des - sa aveti stari de genul urmatoarelor: For various reasons, have you recently-and how often-experienced feelings such as the following: 1255 0 As strange de gat pe cei din jurul meu I'd like to strangle the people around me 1 Deseori Often 31 2 Uneori Sometimes 146 3 Deloc Not at all 1065 F2.0