Reteaua de observare sociala privind problemele populatiei de rromi - 1992 Tigani - 1992 Gypsies - 1992 Social observation network on issues affecting the Roma population - 1992 049 Adrian Dusa Adrian dusa Cristina Bajenaru Cristina bajenaru 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 Reteaua de observare sociala privind problemele populatiei de rromi - 1992 Social observation network on issues affecting the Roma population - 1992 049 ICCV - Institutul de Cercetare a Calitatii Vietii ICCV - institute for quality of life research Facultatea de Sociologie si Asistenta Sociala Faculty of sociology and social work Institutul de Cercetare a Calitatii Vietii Quality of life research institute Facultatea de Sociologie si Asistenta Sociala Faculty of sociology and social work Copyright ICCV,1992 Copyright ICCV, 1992 Calea 13 Septembrie, nr.13, Bucuresti 13 septembrie street, no. 13, Bucharest Nesstar Publisher Institutul de Cercetare a Calitatii Vietii Quality of life research institute Facultatea de Sociologie si Asistenta Sociala Faculty of sociology and social work Arhiva Romana de Date Sociale Romanian social data archive Catalin Zamfir Catalin zamfir Institutul de Cercetare a Calitatii Vietii Quality of life research institute Analiza a pornit de la observatia ca populatia de rromi se afla la o rascruce: ea este supusa unor presiuni importante de schimbare a modelelor de viata, atat interne, cat si externe. Obiective care orienteaza analiza sunt: 1) Diagnoza starii actuale a populatiei de rromi; 2) Determinarea acestei stari produse sau asociate cu diferiti factori. Aceste variatii pot sa indicatii asupra directiei schimbarilor probabile, a ritmului si amplorii acestora. In urma anlizei datelor culese din teren s-au elaborat o serie de solutii posibile pentru abordarea acestei probleme. The analysis began with the observation that the Roma population is at a crossroads: It is subject to significant pressures to change its way of life, both from within and from outside. The objectives guiding the analysis are: 1) to assess the current state of the Roma population; 2) to identify the factors causing or contributing to this state. These variations May provide indications regarding the direction, pace, and scale of likely changes. Based on the analysis of data collected in the field, a series of possible solutions for addressing this problem were developed. Romania Romania Romania Romania Localitate:sat, oras Location: Village, town Cuplul familial sau parinte din familia monoparentala A couple with children or a parent in a single-parent family Institutul de Cercetare a Calitatii Vietii Quality of life research institute Facultatea de sociologie si Asistenta Sociala Faculty of sociology and social work S-a realizat o schema de esantionare multistadiala ceea ce a permis asigurarea unei bune reprezentativitati prin selectia gospodariilor familiale de rromi din toata tara. Pornind de la o serie de estimari preliminare s-a stabilit o structura a esantionului pe provincii istorice. Au fost selectateapoi localitatile avand in vedere atat diferentierea sat/oras, cat si marimea orasului, respectiv orase mari (peste 100000 locuitori), orase mijlocii (50-100000 locuitori)si mici (sub 50000 locuitori). A urmat selectia zonelor de esantionare: strazi, cartiere si uneori localitatea intreaga (in cazul unor sate). Ultimul pas al schemei de esantionare l-a constituit selectia a cate 10 gospodarii familiale de rromi din listele de recensamant intocmite anterior. Au fost introduse in cercetare 87 de localitati: 35 de orase (11 orase mari, 14 orase mijlocii, 10 orase mici) si 52 de sate, raspandite in 27 de judete si municipiul Bucuresti. Au fost constituite 160 de zone de esantionare, listele de recensamant cuprinzand 4000 de familii, din care au fost selectate 1836. Din acestea, au ramas in final, dupa anularea chestionarelor insatisfacator completate, 1804 familii. Volumul esantionului este suficient de mare astfel incat sa permita inscrierea la un prag de eroare de maxim 2,5 A multistage sampling design was implemented, which ensured good representativeness through the selection of Roma households from across the country. Based on a series of preliminary estimates, a sample structure was established by historical province. Localities were then selected, taking into account both the distinction between villages and towns and the size of the town, namely large cities (over 100,000 inhabitants), medium-sized cities (50,000-100,000 inhabitants), and small towns (fewer than 50,000 inhabitants). This was followed by the selection of sampling areas: Streets, neighborhoods, and sometimes the entire locality (in the case of villages). The final step in the sampling scheme was the selection of 10 Roma households from each of the previously compiled census lists. A total of 87 localities were included in the study: 35 cities (11 large cities, 14 medium-sized cities, 10 small cities) and 52 villages, spread across 27 counties and the municipality of Bucharest. A total of 160 sampling areas were established, with the census lists comprising 4,000 families, of which 1,836 were selected. Of these, 1,804 households remained in the final sample after the exclusion of incompletely filled-out questionnaires. The sample size is large enough to allow for a margin of error of no more than 2.5 Chestionare aplicate de operatorii de teren. Surveys conducted by field staff. structurat Structured Arhiva Romana de Date Sociale Romanian social data archive Arhiva Romana de Date Sociale Romanian social data archive Publicatiile bazate pe analiza seturilor de date distribuite de RODA trebuie sa mentioneze sursele acestuia prin citari bibliografice. Aceste citari trebuie sa apara in notele de subsol ori in sectiunile cu referinte bibliografice. Publications based on the analysis of datasets distributed by RODA must cite their sources through bibliographic references. these citations must appear in footnotes or in the bibliography section. Pentru a aduce la cunostinta finantatorilor informatii esentiale despre modul de folosire a resurselor arhivei si pentru a facilita schimbul de informatii despre activitatea utilizatorilor RODA, acestia sunt rugati sa trimita citari bibliografice din materialele scrise, sau copii ale capitolelor care mentioneaza folosirea setului de date, impreuna cu indicarea titlului materialului in care se pot gasi respectivele citari sau copii de capitole. To provide funders with essential information about how the archive's resources are used and to facilitate the exchange of information about RODA users' activities, they are asked to submit bibliographic citations from their written works, or copies of chapters that mention the use of the dataset, along with the title of the work in which those citations or chapter copies can be found. Colectorul datelor, finantatorii si arhiva care gazduieste setul de date (RODA) nu-si asuma nici o responsabilitate pentru utilizarea eronata a seturilor de date sau pentru orice interpretari ori inferente in urma unor astfel de utilizari. The data collector, the funders, and the archive hosting the dataset (RODA) assume no responsibility for the misuse of the datasets or for any interpretations or inferences resulting from such use. Chestionar Word Word questionnaire Chestionar PDF Pdf questionnaire 049.xml 1804 314 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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 XY1Rfnr915D6/t2+v9RAfWN9R0Pnd0NjNmasWZ3bM9v3vxdrRudmY/bPzGBWvqux1uG/6tunh+nNg3/H9k4P0xqnxvyW0iz4lRpQ5l+BUgO/syHf/I9iNDROsRH6sDQDmF67SzMZ4z+YNhoyFqUG1tNY7Z2W3Fh1/KM6GzKv/hlta0zM6jc2ZtyGxpqZ+fx/gcaM35ix/pu9a+eR5ajC55yq6p6BH2CJhBURBFzxFpaQcGCQAInAYLgiuYztsbXId/dydxcskVwyQEKQObFl+R/YmSUnzp1ZcuTcgRM7c7jW7EyNv/6mevpV87jrDj51ddWp8/jOqZrurZ3dEVVYy759wjrUb5+xoXrRzxyxNcnqY4Bcvrblpm6uHhFycZIb+/DJOshtW1uH5NBaoGle3bj2nNuk55B87RrWUbYvh339smE6KueL07PZvb/NXr6aXyx/81H0qbvvSeIQs7g5Gb1YntuL+/lnS5mnVrI1s8LZ7P48Hn26 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 2vb30aU1ceuAWKzj/VDU6c9tZ5ewFn4fOh7b4/y6mswJyyRzG3Esce+z5o5R/xY7leNZXfyZ4cfkG7RPJP6Q8fmD09NDncP+mM5hF/8MOyz/X/BG+0bbqs+v8uJW7QLg4RqhcHVwjzZQTwDdgWQD1EKAeQGu6OMCYfW84ggLmRLsRBvlCujHlPQHGvcUu65sBvgVMU3Mj+MB/ArR7wQPsa8gHwLEEuUKmIcyRvq8bPpVJmLxidw56F9gQpxgXOs8L/RFnavrBOxiXCXl2pO/HnS7hngcccJXrEEDnS4hpxAP2jBaG57mYt64XpEvT7aZw9iegs+MKKdkE30rgbeUbezDWmXuHOgvQLcn/hztB+gT8mlQcwXZQu4M2tGOJeQCxJSqE0NfYb/wYENhD+O5jnw1WGcYJ85HHUrzPfmZyhHWTfQZuZpIlYfFvAm8u5UUd0F2Cogh6orrdEqyHvbN6B/G6lZzUC/z6OhagL4S+nxKD8TvgGuD 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 D2YuWe831+871nqXtc6JZn2dvjLGRAzrMNouy0UKzumUUWnLBiuWGMwb27ZN1iLW+4Udw2f8kHKpau4UxRLFcrrxGTlX/Z5h8dVuGcZrIxXMDbFspywuK5ZOGdGsq9O2KJ4ra19nfMTyfFa59LFYxFXNSXLGzOT17a/HnGu2XOTCmicm7Yrha6QTu6wtRr/E4JwYxjGZz+lzYpizL0X9CYkQy4vFczbEUT12nq5iuozLkrUWiGLervsmnupW3aaQy6nUVVkHy9YUl2PsMrYtjdwC+QaUy09/A0ry7Sdz0+35TrK1OrdzvjvT5W2uZmygbmz4BmrWG4n5w1unjAtS8li3XMvR+LBk9YOx8ErJ2ElGedOcy8qKQTzWgs8Yy7znRbMeMzdX8Wzno8l80s2p7HnX+bCorFmiWc+mfUkd285jldxZfTGJJRq52+ZZNp5iWI+RS9Zc0513pud0scajrK8uMOYno/+M/jLy0G2v6HGTiMZ5nTWs 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 KIqiaDAtvev1xM2XJzfWh3p3wZ4xAmcmO5HJ7iSMLu5iroCk/LmLG6/nLW5NroTzYRVcAGNwIVwEq5NtUrgE1sClyT2pyZcGwxXQhivhKrgaroFr4Tq4HsZhLdwAN8I6WA83wc2Q3Eia7IfeChvgtuPs3XWAVdWiB+B7ZmjsbrEbBQMxQRHFwEZsKRGlJAwslO7u7u5u6e7u7i5p7/uOA+/y5hEzzJnheu/+4+P8ztl7r7XOrrOZtYNHeYxMhB+xGr4i9wme5Cme5hmePd43nJXneJ5svEB2XuQlcvAyr/Aqr5GT13mDNwl3E7/NO7xLLt4jN+/zAR/yER/zCZ/yGXnISz7yU4DPKcgXFOJLvqIwRShKMYrzNSUoSSlK8w3f8h3fU4Yf+JGf+Jlfjq8Sv/Ib5ShPBSpSicpUoSrVqE4NalKL2tShLvWoTwMa0ojGNKEpzWhOC1rSita0oS3taE8HOtKJznShK93oTg960ove9KEv/ejP 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 AxjIIAYzhKEMYzgjGMkofmc0YxjLOMYzgYlMYjJTmMo0pjODmcxiNnOYyzzms4CFLGIxS1jKMpazgpWsYjVrWMs61rOBjWxiM1vYyja2s4Od7GI3e9jLPvbzBwc4yCEOc4SjHOPPmNOZ/jqfKkT4bKVokpGcFKQkFalJQ1ouiDluCJ9gFXUxl3Apl3E5V3AlV3E113At13E9N3AjN3Ez6biFW7mN27mDO7mLu7mHe7mP+3mA9DzIQ2QgIw/zCI/yGJmw/Udl5gme5Cme5hmeJQtZeQ7bf1Q2XiA7L/ISOXiZV3gV239UTl7nDd7kLd7mHWz/Ubl4j9y8zwd8yEd8zCd8ymfkIS/5yE8BPqcgX1CIL/mKwhShKMUozteUoCSlKM03fMt3fE8ZfuBHfuJnfom5MVDUr/xGOcpTgYpUojJVqEo1qlODmtSiNnWoSz3q04CGNKIxTWhKM5rTgpa0ojVtaEs72tOBjnSiM13oSje604Oe9KI3 fehLP/ozgIEMYjBDGMowhjOCkYzid0YzhrGMYzwTmMgkJjOFqUxjOjOYySxmM4e5zGM+C1jIIhazhKUsYzkrWMkqVrOGtaxjPRvYyCY2s4WtbGM7O9jJLnazh73sYz9/cICDHOIwRzjKMf6MOTsxfMgfHSJ8ZqI30clITgpSkorUpCEtF8Scdxh9ERdzCZdyGZdzBVdyFVdzDddyHddzAzdyEzeTjlu4ldu4nTu4k7u4m3u4l/u4nwdIz4M8RAYy8jCP8CiPkYnHycwTPMlTPI3tP/pZspCV53iebLxAdl7kJXLwMq/wKq+Rk9d5gzd5i7d5B9t/dC7eIzfv8wEf8hEf8wmf8hl5yEs+8lOAzynIFxTiS76iMEUoSjGK8zUlKEkpSvMN3/Id31OGH/iRn/iZXyjLr/xGOcpTgYpUojJVqEo1qlODmtSiNnWoSz3q04CGNKIxTWhKM5rTgpa0ojVtaEs72tOBjnSiM13oSje604Oe9KI3 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 pitYrGTxYvnTlyyVp3S6goWKFiiRiF2yybJnSP/Q6TtlHz65U7bs8Wfux9c/ju9YzzA8VDaeZZ5PSdHepKgjkhK7vbHXoX/86wAmYvUmRVlnq+Ns20qk2vHf5EzzIJg/kXHS9njyQXToVOOcbtqkcKq64lN/HLbfUFzGPZfvfPI+L77TR3oex7W8SO/PzkWk2xDpeXm68uO5XkadrpxItSc+w862jp4YHqk2xrf+hJZd9gzfPZ5lJXjdjMT+KyHbc1zWj/jMs1ONm9jrS1yc7/rjKyFtjdTvSyTnVyTLikNdUSflOP2m/52cyz49MSRlXXGp/3y3JyH+zm0/WSS/RyR+X+NRV8TaHavcE/+nisg+OVLj/yeJ1DFUrN+NJFv3zlUkl3l8ju0iWWbscWMfp8VeLv+uIrksElJ/XJdjYrc3ruWfbbzEbmd8JVV7TreMTv78LMeBpzwGTiyJUceZvmdi1BdfsfdTZxgv6kzTnXyMcNJ3jtc+ 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 4m7u4V7u434e4EEe4mEe4VEeIymP8wRPkoyneJpneJbnSM7zpCAlqUhNGtKSjhd4kfS8xMtkICOvkInMvEYWspKN13mDN3mLt8nOu+QgJ7nITR7yko/8FOBDPqIghShMEYpSjOKUoCSlKE0ZylKO8lSgIpWoTBWqUo3q1KAmH1OL2tShLvWoTwMa0ojGNKEpzWhOC1rSik9pTRva0o72dKAjn9GZLnzOF3SlG93pQS9604e+9KM/AxjIIAYzhGEMZwQjGcVoxjCWcYxnIpP5iqlMYzozmMksZjOHucxjPgtYyCIWs4SlfMMylrOClaxiNWtYyzrWs4GNbGIzW9jKNrazg2/Zya6IG2zi7WYPe9nHfg7wAwc5xI8c5gg/cZRjHOcEJ/mZU5zmF85wlnOc5wIXucRlrnCVa1yPuHEn/G3k+CHCb9iJgw3xE5CQRCQmCXcQ/n70ndzF3dzDvdzH/TzAgzzEwzzCozxGUp6IuLkofjKe4mme 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 YCOb2MwWtrKN7exgJ7vYw172sZ8DHOQQhzmSfFZb0q+KmbKQnRzkJBcnJZ+XlulMzuJscpOHvOQjPwUoyHkUojDnU4SiXMCFXMTFXMKlXE4xinMFJShJKa7iaq7hWq6jNGUoSznK4/UpUwUqcgM3UonK3EQVqnIzt3Art3E71ajOndzF3dTgHu6jJrWoTR3q8gAPUY/6NKAhjWjMIzShKc1ozqO04DEe5wmepCWteJrWtOEZ2vIcL/Bi8tuBmV6iHe15ldd4gzfpwFv8kbfpSCc68w7v8h5d+DNdeZ9udKcHPelFb/rQl370ZwAD+YBBDOZDhjKMjxjOCD5mJKMYzRg+YSzjGM8EPmcSXzGZqUxjOjOYySxmM4d5zGcB37OQRSxmKcv4gR9Zya+sZg1rWcd6NrCJzWxhK9vYzg52sovd7GEv+9jPYY4kn/WZ9F+rzL+duJrZQuYsZCUb2clBTnJxEidzCqdyGqdzBmdxNrnJQ17ykZ9z 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 iZuoyu3cQXXu5C5qcA/3ch81qUVt7qcOdXmAh6jHw9SnAQ1pRGMeoQlNaUZzHqUFj/EET/IULWlNG56hLc/yHM/zAi/y37zEy7xCO9rzGq/zBh14i450ojPv8C7v0YU/05VudKcHPelFb/rQl370ZwAD+YBBDGYIwxjOCEYyitGM4RPGMo7xTOAzJvIFXzKJr/iayUzhG6YxnRnMZDZzmMs8vmU+C/iO71nIIhazhGUsZwU/8CMr+ZlfWMWvye/lZVnDWtaxng1sZBOb2cJWtrGdHexkF7vZwz72c4CDHOJI8h9bJL0tmDUg6Y8sMpEFK7NmIzs5yEkuTuJkTuFUTuN0zuBMzuJscpOHvOQjP+dQkHMpRGHOpwhFuYALuYiLuYRLuYxiFOdKSlCSUlzF1VzDtVxHacpQlnKU53oqUJEbuJFKVKYKVbmZW7iV26jGHVTnLu6mBvdwL/dRk1rU5n7qUJcHqcfD1KcBDWlEYx6hCU1pRgse 5wme5Cla0oqnaU0b2vIsz/ECL/MK7WjPq7zG67xJB97ibTrSic68y3t0oSvd6E4PetKL3vShL/3ozwAG8gGDGMwQPmQow/iIEXzMSEYxmrGM51Mm8BkT+Zwv+JJJfMXXTGYKU/mGaUxnBjOZxWzmMJd5fMt8FvAd37OIxSxhKctYzgpW8hO/sIpfWc1aNrOFrWxjOzvYyS52s4e97MdxlS0gK9nITg5ykuuv/zjJcX1ivpAySlGKUpT+mVP0lcVRilKUovSflqKf/FGKUpSiFKUo/Xum6DU+Sv+eKXpmRylKUYpSlKIUpShFKUpRilKUohSlKEUpSlH6Z0/R+5hRilKUohSlKEUpSv8qKfrNLUpRilKU/vEp+ll8vOnoBfeOXuIvVrFm8kX84lzqL872bCmvt5ezWqtCDQvVr9e2VfPfx0vzAn8FKtVr2fC3y/oV+ssl/pocveJfhRN2nb8cKYfNXKVE8SvjXwPwmmOvAfiH//t+0ZQX 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 KlCRSlRmH6qwH/tzAAeSwUEcTFWqcQiHchjVOZwjqMGR1KQWR3E0x3AstTmO4/knJ1CHEzmZupzCqZzG6ZxBfc7kLBpwNufRkPNpxAU05hIu5TKacBVXcw3Xch2Z3EBTmtGcFrTkRm6iFa1pQ1va0Z5b6EBHOtGZW+lCV27jDu7kLu7JOtxGutGde+lBT+6jFw/Qm0fow6M8zlP0pR9P058BPMNABvEsg3mO5xnCUIYxnBGM5AVe5hVeZRSv8Tr/4k3G8jbjGM+7vMf7Wc/LRD7kIyYwkY/5hElMZgqf8hlTmc4MZjKLL/mKr/mGOcxlHvNZwEK+YzFLWMpPLGM5K1jJKlazhrWsYz2/sYGNbOJ3NrOFP7Ker/nz1BUh+gRNGsVJpwQlKZ11fkopw96UozwVqEglKrMPVdiX/difAziQDKpSjUM4lMOozuEcQQ1qUoujOYbaHMfx2EdS6nAiJ1OXU7B/pNTjNOwfKfU5k7NowNmcw7mc 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 cytwC6s5DWMpI89nfjbN2jND5gh7CmLKvM+15OiC5xl+VPOPfg2WDwXXCbJnrGf+heHewGvmGOfmb4q0fwImo/Uv8C15m/IYA57FFvg5o995M+G5Gf61M8Z1M2ycIIv8GIFBOSFuG4st107ANveJBTLdroDOxLOA88Q2c4PxOYJfgXkBTHOfLGbrDF7MHdwSzxzbrtd8F7EAI/rQ0E8/s44dW4wD+EyQt8HaWL9TmvXn2PibvrA+L8BrgY0NeibIp/2ORfpxAM6nLf6/x3IROWMH3wn2VLOjooXJqOs5JvsODT/yi7hPqDtZM9OXBfhO+D9hBq/IoWwLeJL+tLX/yPqzbZAfW/wPEsarlef8Jq5CGn58/vsy42/svWns3sq+oXv3wnlTe/qWj9956+1X3XHmjts+cfaqD5+56iO33nH29rNn/m+vaK+3V7QscaRf6ZR1pvJs1G1WfniNTqtGsYbPKHs6uI3F1uRYbptpx5zz13kFqU3b 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 67ABG7EJm7EFW7EN27ETu7AbexCOvdiHCOzHARzEIRzGERzFMRzHCZzEKZzGGZzFOUTiPC7gIi7hMq4gClcRjWu4jhu4qaunsVRL8xCPzDU1hid4ihj8gWd4jhfmkYdept/xPdXwQQO8VB1OMqTAGzDVhryJVEiNNEiH9MiAjMiEzKp+JyuyIbumlieHqufxRS7kRl4UQEEUQmEUQVEUQ3GYhjaWxLsohdIWaoLKohzKowIqgmuuV2VUQVVUU7VDfqiuaohqoCZq4WPURh3URT3UxydogE/xGb5AQ3wJ0wNg/4NGaIxv0ARN0QxGNEcL+KMlWqE12sD0hM62aI9AXU2TabhnJ5hGjoaiM7qgK7qhu6p76ole6I3v0Qd90Q/9dXVRAzEIgzEEQ/EThmMERmIURmMMxupqqSZiEiZjioO1VWGYj0VYjCVYimVYjhVYhdVYg7VYj43YpGqztmArtmEHdmKXanO/B+HYiwjsx0EcwmFzXZfX 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 rGQjOznIycfkIjd5+IR85KcABSlEYYpQlE8pRnFKUJJSlL6HTgY1b97RIFZDGtGYJjSlGc1pQUs+pxWtaUNb2tOBjnSiM13oSje604Pe9KEv/RnAQAYxmCEMZRjDGc0YxjGeCUxkEpOZwlSmMyPi/zmxZjKL2cxhLvNYwEK+ZhGLWcJSlrGClaxiNWtYyzrWs4GNbGIzW9jKNrbzLTvZxW72sJd97OcABznEYY5wlGMc5wQn+ZFT/MRpznCWc5znAhf5mUtc5gpX+YVr/Mp1bkR0NNDUosUOI9SxICaxMDF2HOLyIA/xCI/yGI/zBE/yFE/zDM/yHM8Tjxd4kZf4Cy/zCvF5lQQk5DVeJxGJScIbvMlbJCUZb5Ocd0hBSlKRmjS8y//wV94jLelIz/t8QAYykokPyUwWPiIr2chODnLyMbnITR7yko/8FKAghShMEYryKcUoTglKUorSlCGcspSjPBWpTBWqUo3PqE4NalKL2tShLrfq 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 3S7Od5TJHGPeeZsDkZ3jcSdYcW02oJxYet8Z1mXqj+fFfqZcx8EZcGuhj/EccO38WYIrxGGAT/so1/MOZW4fn1kspM5z6lFguwQHyQfyeJMrPrfe+Uz6dV7nn1e/jvtIHfPIc3NsDmF+9rCzhY3e71FZI1xFH5a7jwPGmyWeKR8Kl7iWPYJ9h+BEJ7Z6LDiGLjP53IEX2o/rTcaVeUpslujrPvci29fxx+AdsZ5DXodyjg+9+Kl6yL1W2g3izww4MF/pG+X2uO/gWDGHPvKHMhkH+rKJi4zTHXjD+PaZuLi+y9DH8dvnK/rfgVMrrxcbBvF1QP7mfDuCPwPyfIXYD8BpkJi3kPcwrr1M70MZN8Z4LmOMj1FLjAMtzr1NB4wXkEHfj3Dv2sMfcm0OGb3I2JcxdIF4uqwHhE9L4HuMmCtHGQ+ODa3cJ3aiT/nR4lnAAF9XiK/b57gcJ/sOxedWfFmke/Eedngd7zUX4qf3bdHeebgQ+Z5j 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 u7I+s/bT9OXLuL4B3svyzKQCWm9xPnT9qficWyczf3qH5FbqccLcZ/95+HBNnteMg45l5PU3kXvKQt8kdF2GTdK+Z3G9BR9poF1BzBkQPz9IXuyDyMV9HMxFZ9B/GfZ/FteHiAkF5K4Dk5snYANqP7o2pf3MQw98HsU13oasS3N6QH8GPxwydbSnN8p1Gj5LO3xNnnXtSGwtIIdvwufuoi8DjXx2tc/1K2BwPbQPHdwX/6OeeV0J8MUYOif2OcHcbXmE7Ca0H3JReQ/Js7h7Abxj0rb/QVBAnF4EXZPgbxNj3ktexNZ9gbOHMSO43sY6YU/4XIfN6fOfJdhGU+4HMndJYt6yxIoN5NQ68y76KT/GAq5PzgF+HfZ2EecPUG/cFVnOad1iZLYq44qQSQHHsMQDG2c+Bh3MyatC8xDG8DnllsWPGFuV/HRZ6sCHiC+MNdclZ68gbs6a52isC6lrwmJ8WYB8aRc3TY6iTVeP8jJiHtxw7lVg 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 emxbcUDxmAD+VexhiXxilfIliQXjiLUSrzeAK/6jjfct+UY8/Rw5rtaJmVogDmqZe/FG9XHuvWbQTuK9KPYZGgP6vQIfz+cGrlA2AX9wn9q0PWq7vUOw+IK7XSU7bN7Lc8X//Sw6g+8pirnL2MMOcGQ/vkP8lX1ah27IPraN8TZhS+LXJlQ/V1yS9VtUOFPq+2PINYm35F3zeIvcOgfutfcqy/wC/yw2Oo/zzQ72bEH7ENA3oKsdjo0k/xOlS6I30waf5ZQ8l2g4vr9E7scV3WTtHiMeaF8yRzgSTx9SvyuL6JrR/sBpn/FoFB7r/icWT5UX9eUXBr9rOm5ynKG2BSvPcPDuyXnQsynCnyB4nuA2bHLBoWs57cvq+22cU209vg9VbldoOoP3R948FN660y6+QvKPabFbxLs6bK0Fu9hiWZBnr0IvdyiWfw+/+AXORDfAW+gaqBb1TTcwR6pEtSTnUbSfgf2KT3sKGes4hzzT+VzvDKDW 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 eyjeVtLbwBhJMgb4Vs7fNO2wNsh8QmsS8nuxtgP4h/IgeIbtjFl0bFcGjwGbs/Ta+I7qF/sAy8+Sz7J8RJnCO9CftLaEP+CDdTvzpnmVsu6pfmcE9jRAH9CRsdj6Juxj4dXRk7UI8Vd8gvYckot1yWqnMXQd24L7tSwpY8falP6M1ZR+DhuTUugSbKGZSq/9RIp+Bvay8OwqRD+MTYyI1tLZsUBfzK7M84DxHbtDGtpHGGOVVXlFxrH8o+mTDiqLjuHkSzjn9+JcoWmsHMwYL5bDD5xpPBprPVg/AnQjsw+RI+aHPRkCcaZM5ZGKP8wTs6NY3u3FhFDM0Txisjl62wzRsS8ZlIXrhzavq/qhY6jXftaoJXoRdXQnUAda6opeRY3V66gxepPqjPb+xskd1BudopqjX6Lu6NeoMyv1R1uoaTyHGvudSD3SN+zde2hWdRgH8Oa0LdOaOudMy3mb09Kpc9nczam7iKnDC1KSNuYrvuQ2e6dh kGQWUohRZqhJKhmZ1+7ghbxgVBTpH+YlE5WotNCwpFpZ0POr75GHx+d3Lm3WPz/hy/me+3nP+77nPYh+zkhhkpaHdEknwSadxnzS6cwonRHSKZ1LqaPUwyx9GG5pY0i7dBH8UvPWPEFZ4mOZvsA809XMNF3LXNN1lA0RfdPtlB1wTt+mvPMfeqen/qV5+oNwT39S7NPfFP/0BhioreGg3sQs1PbMQ+1I6cxc1EzFRu0R0ke9ixmpg+GkDmVWaj681AJmphZTSoSdWqX4qRMoEynVsFQnUSZTplpc1RmUmcJXjVFmM2c1LqzVBh9vdSFlkXBXl1js1eWUZxWD9UU4rKspaxSPdSMzWTdRXqdsgc+6LYLRusvitO6nHAjhtR6ymK3Hmdt6Cnbraea3fs0M1/NwXL+H5XqBcjHAdG1qQde1IyU9ou3aU/Fds2G85licV5vxWgTntYRSCu91lDBfKyzu63jYr577OoXZr/dR7lcM2JoQDmw9 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 n40UhQ5pyu7vo6jWd9leqal/qSKRwNb9QpdyeQZSUHo0oL7of1xV7cV62h2Sxtkas16FU05Tdzag7owhb6Ttbu8YhaqUvqgo22+w4/zN7VQI8Z093tFV8n+fk9KLWT7F8wYbA4KtbB/uaVt5Q37I/b9BymzDLrYi+EKzHnWqlvyTDBvB/78QGoTvxJyQdtVQPvM/5f3Eiuu+6N6/lyheonjIoe55UgdcerAv/1MV3C1AVRCqglAVhKrgwVYV3ISyIJQFIyoLHnnI1QXXmQqD7+SsMvhxBKXBz6A2CLXBLqgNbngqDtahOgjVQagOQnWwR1QHf3xIlQcHGeqDxyIrEE4xVAjnoEQIJUIoEUKJEEqEUCKMpES4G+mvwEAgEAgEAoFAIFAcWohiBQQCgUAgUC8QvvvxqXeeae/0FAQCgUDdInwrQCAQCAQCgUAgkAthDQHSUX5jIz/LnaX87iM/yyAQCAQCgUAgEAgEAoF8yF0Lsd+ibZgp 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 /ExUycV3DRWCUtRdnC3kC1G8bvVIUIimS1F3MZ87srJrOCzOhLloIsoFlUn11ufXD4a5sBhmo+nsRDAVTUZhdmRnkv35nmr9+e0J9edXuJjT7BhjNrmYA27gfpkexphdLuakiTGmx8WctDDGDLmYkwS+PdZc7Y8x5iQXc3zGGHOaizk+YYzZ6GJOjdvqbvDjN9f4frsb2U6juHpMzZvp1XOwMeZ0F3N8xhjT62JOA9s/28Ucn1jqmBpjznCxnUVm76jx/bw47s14rthKcPyPZ24L3MGsLS7mtDvGmO0u5viEMWZgjnfMcX535BCOZ3thjDnXxRwAFxhjTllgHecFkDjGmDPjpdOf8+f15w/Qn6c/T3+e/jz9+VT78zka9DToadDToKdBT4OeBj0Nehr0NOhp0CfeoB+jQ0+Hng59ah36HbToadHToqdFT4ueFj0t+oZa9Acc/acnhmEYhmEYhmEY5s76nEzBMAzDMAzDMAzDMAzDMAzD 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 3ElG7uJu7uFe7uN+HuBBHuJhHuFRHuNxnuBJMpGZp3iaZ3iW53ieLLzAi7zEy7zCq7zGG7zJW7zNO7zLe7zPB3zIR3zMJ3zKZ3zOF3zJV3xNVr7hW77je37gR37iZ37hV7KRnRzkJBe5yUNe8pGfAhSkEIUpQlGKUZwSlKQUpSlDWcpRngpU5DcqUfn8X1ljqlKN6tSgJrWoTR3qUo/6NOB3GtKIxjShKc1oTgta0orWtKEt7WhPBzrSic50oSvd6E4PetKL3vxBH/rSj/4MYCCDGMwQhvInwxjOCEYyitGMYSzjGM8EJjKJyUxhKtOYzgxmMovZzGEu85jPAhayiMUsYSnLWM4KVrKK1axhLetYzwY28heb2MwWtrKN7exgJ7vYzR72so/9HOAghzjMEY5yjOOc4CSnOM0ZznLu/M1OyW/3sTEk38EUTwKJJJGWdKTnMi4//7NC8i1gsRm4iqu5hmu5juu5gRu5iZu5hVu5jdu5gzvJ yF3czT3cy33czwM8yEM8zCM8ymM8zhM8SSYy8xRP8wzPYt3HZuEFXuQlXuYVrPnY13idN3iTt3ibd3iX93ifD/iQj7DuYz/hUz7jc77gS77ia7LyDd/yHd/zAz/yEz/zC7+SjezkICe5yE0e8pKP/BSgIIUoTBGKUozilKAkpShNGcpSjvJUoCK/UYnKVKEq1ahODWpSi9rUoS71qE8DGtKIxjShKc1oTgta0orWtKEt7WhPBzrSic50oSvd6E4PetKL3vxBH/rSj/4MYCCDGMwQhvInwxjOCEYyitGMYSzjGM8EJjKJyUxhKtOYzgxmMovZzGEu85jPAhayiMUsYSnLWM4KVrKK1axhLetYzwY28heb2MwWtrKN7exgJ7vYzR72so/9HOAghzjMEY5yjOOc4CSnOM0ZznLu/F2KyT/ex8WQfIeiF3HxJJBIEmlJR3ou4/Lz9xjGXUkGruJqruFaruN6buBGbuJmbuFWbuN27uBOMnIX 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 K8xX51UX/LPvW7pWfOzF1aTnYuFGZ14F/vhZXof86pSjO6H2uG+MZVIsHPft/DlUP/c3r8xHc7GRvebVTsDa/Xph0xasFMc2tDr4H3O9xKpRzjUBt16frfwqMWwZj7nn9RxDxblg3Mr+pDVBF+JjmzxviZltT6FvE+pPuV6La7V4NQxjtOKx8YtYjeIb67N86IIdXRh7O7dG56twPmmuSnUgju1camT3iN/CPTkW4Xli/8tnL8zr6HfgVxfxCbzwcSWsKp1vSgu+DnK+jPJDtcDvy52+E0rBjirM3QmbuHZxvMyNiEHpNxAm9n+gezqNUenY+VYJp22vxeyv6nbkV7m2zfhaotXxQDi34kBSzFv93cg++1a4O9B6289mcyPJzrE15AQOFhuSOF9N8HOgXKmCfbEOtMLG+KWwph4iVb6AaeHZUHEbyB/7Wgs725EYf6epdG+vsYo9Jf+agI2fhT5uGV9jF9zGavCkVnCadr3we8Y151On 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 bGUb29nBTnaxmz3sYz8HOMghDnOEoxzjOCc4ye+c4jRnOMs5/uA8F7nE5agzoEIXE4wfi9CZS3FJQCISX3s2k8/H/zXX2QxSkIIUpCAFKUhBClKQghSkIAUpSEEKUpCCFKQgBSlIQQpSkIIUpCAFKUhBClKQghSkIAUpSEEKUpCCFKQgBSlIQQpSkIIUpCAFKUhB+u9L1x357urYdteMfBd2e/zwIdYS5a+drny6sqXr1656kwHhHslfI2O58tGDyZWtne6LGtXLVC1frXxoRLorI8+VrlX+3zlEXKabDRH3UtgQcfEjYlTj/4uJIq6tq4PPX1ONI/5ypYv4z1Tc6GmCmyz7lW1ys3X7C+udLOz/yaMvcRkr4uaVKsb3Xr1v0oiwinFpz1vVje6TIMaAtVfvd819/+Jz/XD09Mq8wuZxdf7X3d63eLx/7Lcx7hdzGyeI+HPdaN3/dHuMeSYNP0b+YoWv/w2fyxgVOnSThG2HyLDljR9j 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 F5An+PwyoOxKLliPzzrx2mu/K/2sPZp9LnRqyvGWPdU8Qt9aDc36rFp1abmUbWH/Jjm5Qd4k/y6hp9KDzrAdnO/zma74dmj4+ajkgw02fae5BPoUdsz5BnDhW5Cb8Peg7EhxtZYTyroeQ/n9R72fDKwjz2HYDfOrOmt2yuYt8bHri/Jor9YAfQbyhw73I+8j9eG9qr63Yc2C3D5554C5i1qA91NccOW+kOQsxZX76Bn4cp/YIWfu0zO8uR+/B7hzvwz8uS9vwKH7rXPi0X0VuHR/RXy6v02cur9v4NV9rYFb928hhL8vyLF7TfDsHla4dt/cwLd7q8K5+9iGvLvvneHe/dA58O9+YoaD99ML8/B+ZYdcvD9NfLw/Mzh5f1Hh5f3NPc7Ne31Dft63AEfv22d4eh+rcPW+++4f4xBn7xMV3t4PAHfvB3fI3/ucweH7qTPw+L5IXL4vGXy+XxWcvq8YvL7fBG7f7yR+3+8aHL8/3oLnd2mO 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 O5Ks1MLlOItM6RBp03EZqdpanUzdSuW5OCcRWcn6WOwVad8NyTG0L4VnrVidFB3rFGd3VccUGylyUton+QPt12Ifsq5v195x7L53hPrdvUh/OSW0Xtj39p6iG60Tm1M3dx1Jdkh+zvglG8XsZrFFpL2fJzXeEL9o0886hayf0lC3s8f6bSL2ajpJz6k9BV9Tx+LiR2huu3tyf03O9UKgf6/7QkyvjH5Lq5zU/YY9axvblpH3wb1QiXNtCcf6zd0vLSU0H2QsU3HDlRNKu5b2LqJLx1ivkb3c6bng8CS2+e85857SzrrPhsbr3k+tf+s4SFvxvGHp22VeFc9h/C7AzgYd+tzZg75vCXWTbFJn7bDsxVNnOGk8RM8FUmeiu5srLkOKUwsE0303aY8X3kvnhm7ofeg575fefZhc6qddV8/b3eOWJld6XmN9Tt1ZuY5KW+meVxLfiLVvFVVfbwnvY/YpJZmSfooOWWfAhH2zY3km6aK947FZ 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 oflty0A0FxgYzX+FQJoNDihNt7RZA06zjQBqdhiQmqsJqGbXmGA1+wxgzYdLu5UB13xCwWtuJwCbOxwQm7saAtl8nYHZnDKANvcRqM23SvuuEG7zUCDg5hcKcvNIab9SsJtHHcCb3xnQmz8o8M0TDPzmKQXA+VNpfy7tmdKe9QBx/kWgOM8zYJwXPXCclysCcroMJKcvBOXsdMBy3kSAOdd6oDl7FTjn7RXgOdeXdkNFiM6BBCCdoQHTOdQSoM69FaE6Z0r7iQWu8zMHYOcRIWTn8QjQzrOl/cUB3DmXGLqzMRC8MxcJ37kmEYDnptL2lXaLAMZzhwXIc6cFyrNIwDxHHXCeuwWAnq8kgvR8u7TvtBzW87gQ2PO0A9rz10Bwz/nSXvAAfP5jgfi84gD55C2G+by1AaDPjQTqc6sC+3y0tP01An6OKMjPMQHo54sK9vNlAfDnPgX9uT8S/HPaA/8501IA0FMGBOhvDAjovAcG9HJp/4+E Ap1N9O9SUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBrT8mBdMVrgHQ8iK5QpW+8ZXDi4PLi8LA63vDBhUPDw6uHMrrcW/Yv3L28uAKVWx4qrNzS8YVWceWuS8SVmyV6M3N9k/qdDihzxnGtt2LM+a60fE/d233tWfkGpqCcLr1nSZ4mjetDS7o5omcqlsX5R5f6UKhJ627KOD/X/ebyayZPJX9e+T5rlfwB9cxw52zjwo019bEmTbeFjE/VPu+qb+L2yLlpQb6xxIaVtgam76rfniMWbFX90FfHYp9nyoqZN1vVL429vSoxJtSMNXHWuOZc2zzl9rhzqWOgY2y7xnGyeau+Mz0rTEv719Wf2n82SdKHmC1WEP9zxjnbvVriabJ+ZsruReSZFvhqcD/TeOTLL/UBTxkr3zG/Sumeca0beQ+b9drr82dJ+a61VNdH9LSpBf2oY/om 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 jwfwIB7GcjyCFXgUj2ElHscTeBJP4Wk8g2fxHJ7HKryAF/ESXsYreBWv4w28ibfwNt7Bu3gPq/E+PsCH+Agf4xN8is/wOb7Al/gKX+MbfIvv8D1+wI/4CT/jF/zO3l0HWVkoYBx22RWwFSxMbCzCbkwUFQvFwFphwdVlUZZV7GsiYndjd3d3d3cr3d3e+5y74Mhc7xVmVr3g+8fD/k7M2Zmd+eacM3znvM/yHM/zAi/yEi/zCq/yGq/zBm/yFm/zDu/yHu/zAR/yER/zCZ/yGZ/zBV/yFV/zDd/yHd/zAz/yE33pR38GMJBBDGYIQxnGcEYwklGMZgxjGcd4JjCRSUxmClNrzhuY6581h3yRf4oKJ0IUU8Lc1KUe9ZmHeZmP+VmABVmIhVmEBjRkURZjcZZgSRqxFEuzDMuyHMvTmBVYkZVYmVVYldVowuqswZqsxdo0pRnNacE6rMt6rM8GbMhGbMwmbMpmbM4WOO6LtmQrtmYbtmU7 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 Fk2b/48x/xYZ84+IiIhZNX0YLP7T7/1t8reLiIiI2dFcf9KYf8ScIsdCRET8FWrr+WfGMf/C2EfG/DPm/5tj/j3/4EH/Phn1z6h/Rv0z6p9R/4z6Z9Q/o/4Z9c+of0b9M+qfUf+M+mfU/2836n9bhv0z7J9h/7982L93xv0z7p9x/7/duH+vDPzPMQP/U2tv5N99a+dDo6lUKpVKpVKpVCqVSqVSqVQqlUqlUqlUKpVKpVKpVCqVSqVSqVQqlUqlUqlUKpVKpVKpVCqVSqVSqVQqlfrj65eh/cK3T/17LaJoxsH/wjfT1ClcX9xyRM2102+d8X7Tv4VmruJpj16/TWlVh+qK8sppl+u1KutSXvnLxZlb+2/StqxHdUVh5L+6fNrMf2XX/6+V/3Wy8h8RERGzqrDKVRuPMycqvN76ndvzt4uIiIjZzu+9xvnV/RrWxu+LiIiIiFlX+L/S2nmcGVb+62blPyv/WfnPyn9W/rPyn5X/rPxn 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 j7I34IfLXnEfWJZPl/3RHuwr9mB/p7cty9uX5VNlf6wHe1rdXZbflf2nXi17Cz1Pb2LPrd/rfn7UqjXzzfezB6f/Nt58zy4R993luDFuPR9zsfbIN05u3Dw5vnrr6NbV0vTOi989Xracv3Z0/nvL5tL6njdabx6d3Dp+4vbyjbe+tL5440Tl5NK3glfs77p8fPP2tVMy7vId+UN8yX7BecmuX+a9Y3TzScYYLAI39IWhMxtlpbPcoBBiIQebYKXkjM+6Sbt+wXdeLrH9CTaQF2rXjecflEPSNVFZgA6MPxm2o5uiGH6g/MKQyeQLblaPc4XxcDvO50S2J7LHfuJcrccbLwgmGodtPK8qM5MM5ykZfrJ/vF7Rn4nsSbG5IHvZiRX9SEYb2xKYQ7w+OMeZfOO8zUabN6e8FlhmnSeas9nQZcU5A5xF+yawuwC5yfAJr+tEMWPfBLr5qP2sb6Wn+DYfbMbOepPhG4LbMCcY/0S+Csz3TD7y 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 RwMT57XVgmmjBRvtW33sjb3jG/y94/W+MdszvmGWPeP41X/b/vD1h/vDe9dwa/jMbXNuDQfn0RKPakTxXg0JsNdjydumKjfGKYpTB8/DYPWF5Hi9e8YwMw7q4GiQ58V6/URcJIjJeKtTTwr4EY8Rk4CnFHhJEJsZ04S9lgI3rydPE3HqiRO7NudrCiTAYjEeRy9WE/Pq6QCO14sO5GU+r2c2NqpRxCHinZ1XtPB6pHwGPnZkR5aT6RnyIfEyUD/CH/WHPQRfu8GM1Y40zPIZliR8mIYVXdm4JLES5DE+Ge8KJsPz+FY0HO0301CdOlI0xtsb04CLFM4jLWycJjbaT8RbBuNYvK1vuUR1JMBRB1MCfl4fXo46uaxfcep7eVrErPLc8pOfNV4vLD+KY7w1sIomUX11Yux4hUvFojmo5jJj+BrEVmJGedgYLYxV6rD8yOfxzGrZ1+woBNvjYGOy92iZph7nSPsI1+tHgjoS1Il0kYAP6yHr 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 9fksr78R2Au19fH2iM03ejaf1bEXvZCxQwy2EW42Bvr6YmO7MfV0IDz6vvvc5sSxPrQ4ZnmK6bvn4OWJMxbFrG/A3QbiVhxZW1kP6uR4/Oi8E579GrR6tr4fR69mjkp80ZxU+xFS93CMrGXvT5b766nn0fcY8RMSF60Z20/zeGVYhDfTym5ab2ARjB6H6m6uF8a3BTUs336tCbGtNWTuSc3jGVikbWT9mlBHu0Nz1tQWDwejDfRl5yBbh1vjwX0nwlLSU1VP+4Gjt2Y2+urvnWY9Zz1HGtl+6foM1ky/Bu1Guq0f3T82cpL7+vq10cPj7OkghXWmpnbmi+IsDzvvLcE5HCc99z1EvQjRpnL9eD1dzd/A7K9pc31HP1OyORDwdeGtuagHu5mykUOuvS3M4J7e56k31uV710QL/Nl6szhe3Brb+Zk2Yo3MdX9/s33354Lta1gNhiR6CfEd4pjrxIu382Wvy61eiPWct34GPr793pfl97W3 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 mR95koLk9XAyfhmuN64EC0EeJBbVxXxc3t7akbVnNamDx/QGGVfSs2e+9nk193s8Z9efPAejOpiOnrk8SC6qVzIG4sd0zuKZbej8eCzY2xVM+0zRrCaig5uT9EKIY59xBOucFsF+8O5pjY6Gauaa14/E2fqV2EbN5BnrcWf6Ww5n90XtPTwW42l3rl6nB+H4MX01Gfc4u3rZeQ+P7bd5fcE+PMfJ4ZDx9jhqwxyr9cyHrIf3fNeAX5SbaRJx1gbfM9yH/udPJbXYujwOsMaeTWL63uu3pFe8fcOMaWN91MsTaVjVOsi/EUdq3sC1e8t7Nnl7J9HY8kTFHs4+uzDz8lfiDEbWb0o0rYwpia/MMW004IYiDy+eWouOphc8bqwW9rnIq9H6RLVs/Dw87xvChWnapFGSy9YMCT4LzDkl/Olam7jIynUSvHPcZ3XN5zc0JnuSrVE0pw7WRu5iP1uO3jUcDprFFtbZq59qbPYcw2OcWZx3X+LT 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 d/S2qBkLjcWi1Ra9ns9V/9u+txfpxPpuXcV/WLqKifx5PxmDVgXtyne9kv4T87L4zIWbi+fmZfoJ4V/kXfX+V+CXluoU+5GWylMB46oY6CV/k/fZsjyF8qxUr+JbTjHkP35HQf4xx/exLO5FOpGHOI/tx3panompG5dchdNxRndZdXd9NM7EWTi7kK3p3Dxj03lYjfNxAS7ERbi4kM3pElxayOp0GS7HFbgyz/J0Fbq7y1yDbjD52nzqwvVYixtwYx4rvhm3YB3W41bchtvRlf9ObMBduBv3YCPuxX24H93g8AN4EA/hYWwqZJt6FI/lWaeewJN4Ct09ezZjC7ZiGtuwHTswg53Yhd3Yg73Yh/04gFk8h4M4hOfxAl7ES3g5v7Sv4FW8htfxBt7Ms2B1p3S8jSN4B+/iKN7D+3mWrA/wIT7Cx3nWrE/wKT7Ls2d9ji/wJb7Ks2l9jW/+nzLiO3yfZ9j6AT/ipzzb1s/4Bb/iN/yOP/An 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 M/SlH4/wKI/xOE/wJE/xNP15JtwPdwADeY5BoWnuBV7kJV7mFV7lNV7nDd7kLQbzNu/wLrHxrvcZwlCG8QHDGREa7EYyKjTZjWEs4xjPBCYyicl8zCdMYWpovvuMz5nGdGYwk1nMZi7zmM8CvuBLFvIVi/iaxSxhaWjTW84KVrKKWFvft6xmDWtZx3o2hPa9zWxhW2ji28FOdrE7NPPtibfzZdjLPg5wkEMc5ghHOcZxfogPCv1l6i4DsXGgBJLISCYyk4WsofEve/y4GxtoOiMnuTiT3OQhL/nITwEKhpbAwpxFEYpSjOKUoCSlKE1ZylEhNAtWojJVqMp5oW2wOjWoGZoH7Z9n1KYOdanHhdTHcfSMi7mES0NL4RU0oCGNQmvhVVyNffOMpjSjOS24hmu5jutDw2FslPD33BTaDm/hVmKjhi1pRevQgng7ybSlHe3pQEc60ZkudCWVO7mLNLrRnR705F560Zv7eCC0LP6Bh+hDX/rx 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 x4Mbb+cw+a+i5cFSu+FBOk0XWZqX6Ydvp/liPhuNl6P0bE/EamfF9RfS8WSRjY4nxZ6MvNgncLzIlmWxuz2ZnW8aeORgfjRZFFyy2eHkaJa9nOarwuRGejLLxmmVvDkbv5idVMk33pyNTvJFms3SPM2rOvduVwjvS3jsoNyqsZyOpvPxcrrMRoeT0dFyNk5H6XQHuxWeCO5W+KjarZCUcOJpjYKJopV0VX6k6J2Hh6/cGfUTQ3bk4ZMYaR8PnyxfmWtZ5pS+TWahNjrFJZIGekj49EiM9FDQx6qubHtZHgtYM6CWF3n8MzToZZwlDdpr9V7O1uvETJ2PZNqKf+0v1wDaJ7Go6/uCsmSE/BQ3oHGB/KiBPySGop6vvlM0saJ34mtL26L9JGPFCd8khk5NkARiQuY3iRnL5yHfuRo6K88Xa9IHkdFXdf+V9SJDniXH56ttoKmsJNAWOs/3jAzbQ3Lr+qmOyUj0Sy0jNuTp97rYDKGOLlF9 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 PC2XyNNKI/S0GmuM4NObEn1ab4SfNhrxpy1GAGqbEYF6W0JQO1H8UwsZVhRqN/bgPQlE7cU+7McBHDSiUYdxFMckIPUhjiML2RKUOlFKVCoHeVHiUhdwEZ/jMvJxxYhOXZPwVIEVnyqyAlQVJEKVYISoKloxqjskSFUZVSRMVdWIU92N6hKp+okRqqqBe1ATtVBb4lVJjgGrRmiMJmhqBa0iRtSqOVpI3Oo3RuDqt/gdWoXErtqhPTpI+OpRdEJniWB1RTd0x2N4XMJYvfAEktEHfSWW1V+CWQMkmjUQg/GkBLRSjIjWECukNRwjJKj1jES1RktY61mMxTiMx4SSf2XfjG1NsoJbUzAV0zAdM5AqIa40zMYciXLNw3yJcy3EIix2CHUtxwqsxCq8LvGuNXgDa62Q11vYgI0S9fontmKbEfhKxw4Jfe2S2FdmSPDrPbwv4a992I8DRgTsMI7gKD6QKNhxZBlxsBMSCPsEpyQUloMzyEWe 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 5rOv3OdKe4fF477x2OOB8vXcj2IdX6DyXfdd57MnA4/raY/A/cl9dpPPeviMQHv/RVTu67Me7l/TnqtA5bs6e01nD2mvqs71yu4o1pn02Qdld1/3seiMtPT3ue86nyPtGQ+cz9WeF53r+cyk9irorHTZHfmMOdZzdT6NOvfQXlWf0X93dkk8jmJf6W//gc6Eb/6A5l/lNfQPdVbz/kOdSfJaR17ryuvP5fUBeW0grw3ltbG89vr6tbTx3vzDn1//zna1LiOGDR40MiWl9v9pO38QO6oojN+Z4N558/J2k0AMBIsXRIiwhSQWBgTRJWKxEUEQhTTj2+dm4vpmmTdvQUFYsBS1U9KkESE2adRGRCtBwdIUgiDY2mkTG5E158x+95tz5+0WFpf5c/+d851779yZYn7lbGsxb+qy2FHG5jnIG0+q2bypF5OmLI2q4/m03isnbV5Qtdiuy8lip1m0hNC1jWq2tZgUTVWPi0VTye3Tz862i5tF 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 g8oUjHEE3ydG4C3hAd4WDuCnBvfvrnD+kO33jTD8vhduHzP7mNd3j9h8vwGTT3l8yuFT/p5y9/4W1t4/wtizeHpnI6w85eJdBB4ec/CeMph3Gz2su2sRvt2rwrDr49cpu465dRaz7h3i1CmbTpl0HwB3Lsacu02MuTvAlEOe3BfCj/taOHHIg/sJGHDIfvuFOG/IeEO+25/Cc1vGbWNm2ynhsyGT7RHhsCl/Tblr68BauyyMtSvCVWOmmvLU+hhqzE1TZtp14aTdAA4a8s+Ufcbcs3eBd6asM+WbfUKcshij7A4xyZBH9pXwx5g9ptyxGHMMWWIxhtjvwgv7w+CC/UU8MOGAHYvvdRa4XueJ5XVBGF4XhdelrK7LwuJ6RrhbyNdSrhYzta4LS+tf9q5mx40iCI9nesZj7zhSwgGO5gZS4AZSjggpUg6JIu2JExosoxh57ZXX5sApRx6CJ+HCS3DkwnNwwWa7Zr/5prpnsoLsklSk0Xzu 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 Mq8AKwU7czYZmnMcWJrzJVPzZrI1bwXbTKzNewRz8z6yNx8AByWL81FwnGzOJ8GvoFAwO5+xsTuXCIbnKyaW51LB9Hwb3BGMz2Vkfb6vYH4OsLA/1wbPShboFw1M0PVAfTJCvyJYoRuCRqAxeF3DEh0GWoNwyRgd4dAa3dHGHB0JokAPskh/SCbpXmST7g36gL6SWbq/YJeOBQNAHJmmB4JBJsbpeDDcxDydKNmnkywM1BPBJPAlmOzQSJ0MUsAMkCoZqtMFS3UGmarngnlgvqK1einIAsvAcrJYrwQ/SjbrNWS0Xgt+AuvIbv0zyAP5lTBd7wUFZLzeT9brg+CQYL8+IhiwT5hYsIvIhH3OwIZ9STJi3zCwYv9OZuw/wG0DQ/afgiW73MCU/ZSFLbsmqAVqkzn7ObJn1wEvSBbtoEqYtJuAYNAUNLMxa7cEoSCMLNutQbhk244g4zaeVUPrdnsD83Ynsm93IQN3N7JwR4IosnH3lIzc 0ZKV+yPwMegnGbpjQCyZuuMkW/dgMMTE2p0gmbsTBXv3aJAExpDJexwYLxi9J0hW78lk9p5iYfeeBpJBCphOtu8ZIBXMBGmS/ftbkAHmgLlgno0RfLFgBV8CllrYwVeBbMESngPWCrbw9SAXbDAxh28GW8BWsA1sJ5v4TsEovoes4gVgn0O7+HFwQrCMF4JTJrbx82QcL7awjl8D1yX7eKmNgbxMwUJeDVT8qh/+ERAIqoMaFnbyOuBlUFcwldc3sZU3Bq+RtTzYxFweAloIBvNQEGZgMm9DNvMIyWjeFrQzMJt3ILt5ZwPDeaSB5bwXiDaxnfcTjOefghgQCwYYGNAHW1jQEwQTeqJkQ08iI/pYB1b0yQZm9KkGdvRkE0P6LJBeCVN6JtnSF4MfJGt6lmBOX+HQnp4LNpBFPQ/kk019I9hEVvUtYKtgV98JdoHdYA/YKxnXD5B1/RA4LNjXj4HjZGE/SSb2QnBKMLIXgbOCmf0CKAYX QQm4ZGNrv2ljbL8L7oEywd5eTgb3B+ChQ5N7TVDLwOheh6zuL5HZvS7Z3euB+qCBZHpvSLb3xoLxvQkIFszvb5L9vblggA8BLcgE/y4IlYzw4WSFb0Nm+AjgIUN8WweW+E6SKb4b6G5jjI8ma3wfA3P8J4I9PgbEkkU+jkzyA8EgMAQMBcNAvGCYTxAs8yNAomSbT5KM8+MNrPMTwSTBPj/l0X+T/Guhn2pgop9mYKOfAVJBGpgF0gVDfQaYDeaQrX4emA8WgIWSvT7TwmCfJVjsV0gm+9U2NvsNZLTPM7DabwZbBLv9DhPDfQHYB/aT7f4QOAyOgKPgWCUM+BfIgn9RMOFfJhv+VXANXAc3wG9kyC8FtwxM+XcsbPnlgjH/b/DwkTm/4nffK/4rKrAaqPjLiADwDMCbgdVBDVBT0bAfZGDZf1Uw7Teyse03E4z7zcm6/w4IAS0sDPzhZOH3AC94TzLyvw/ak5m/A+gIPgCdQGfQBXQl 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 BC6DK+AquAaugxvg1pPpDtXvgTJwH/wFHgA8dzUq/oIvUEp/qAVqP5kCgb1V/TtFr8NPvQ7v8Ch/j7tSnVrUV6neNadz8PTP69rI7nVDp2vcZ8O3vbLumr9G4ZlD59x7lcdTf+J5uuZ0PC9zBeo94N4Pnlc86+V5ZtybV3331atybxd80d2qdCa5e6C+Xp15nZ41p/fyPGXuvdKp1Bcr4p7D6XrV3+Pun3qlPD9peEbh+Z7OXvLM4YsKvMqf+mu9PD3g6ZDObP7qldMe6HRN51OdXdAZhadSnrPmXid5Tp36udfpBk/N7q2Xuz6dnyrqneR+GnkqUF8v92nS2WnuSn2xR17lWnTOpL9OrNMVeVnu0JmXZ5U6+8szG8+83B3S2QX1k81Ts79673Q2D8t4OvXxzOveeOrr9cXPCPWRec4L98nxxbnXqdlf8/LcwbMzTufg7pV7Nfti33hq9tcdRve61wOddajXx3NKeNbh9emn1t/TeZK5 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 rpkMnWs2ErrmalK6HgPNR1rXE0jsWiCgdi3xIHe9AGoBLTOgeL0lIHl9xNG8PpMQvb71oXqtBa0D/aRA+PqdiPK1j4T0tb8H7asLEr+6ctSv4gDkr+OQ/tVDgwDWz4MCBtdzYBLYhUgDG8oQwYYrUMGu9CCDjQJVCAhho30oYS5HCqtmaGG1oLoQqGETQZOQHjYZCWJTQFNB0yQ0sdmgOQxV7H4fstjDGnSxp0ELGcrYYtASjja2FPS8B3VsuQd57FWkj60yJJB9xlDIvgCt9qGRfadAJFvPUclaQRsldLJ/NQll+zKUso4SUlkXpJV1BR0COhR0GEMvO8KHYNadoZglJCSz3hzNrJSIaDYQqWaDFMlmlyDdrFyRcDYKVBGQdOYytLNqH+JZQ0Dq2QQkn93F0c8mSQhoM0DNBCS0RyQ0tAWKRLSlDBWtBbQM6WjLQS8ylLSXGVLaStAq0GtITXsD9KYPPe190AccRe0T0KdIU/ucIaqt 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 ACxh+MG2otdD0f7JyrOAaYLhhwzXqnbPnySj/awYy/J8TXNRTRvXz0plmarPRONqVX12Pt+sqs8V2HxKsnhTMc4qYqi0qj2jxOWTliN7jdgQOTfOpwj/PMIjfQqy80h3VIRJuqcgLukHGJv0g4xPenBMGaXHMnJKjxfEKj0JAN9MYJZ+N4VbeoqxS38kyC/9ZYRh+psCOKYPp7BM/1YQz/R/Cpim8xJc04sUs033xPBN9wkyTq/LwDm9OcI6/XAO3ultGZinmzm4p5/KyD49kcI/vYtjoN6dkYP6HY6F+j3GQ703AxP1Fzm5qA+OYKM+FOGj/jUHI/VfALUnFbJSIQMvdZkxU3ciclMvk2CnXsXxU/cmMFTbkI+jehPHUj0owFP9aAxT9dYRXNUjgmzVTY6v2gWof7IAzupnAeqfA6gfZ8zVL3Dc1RMZ2KtfT+CvfkuCwfqDCIf1NED9xxEe6xkBJutvS+Sy/iMjm/XZEXzW5yQZrbUY 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 blHEyt3Mwcv9tCQz9/MRbu4JgJkvxvBz7+IYunczju49yCzdUwk83Z8wpu4ZxtX9uSRb94EIX/fBFMbunxI4u4+MYO3+nfF2HweYOSvA3f0vwMzTkvzdFxmD96UIh7cG0GwANKeTmbzNxQiX9ymk/2uKq9ooXkidL2PazlFHajxVleaySrlgq3aMKmuEyrqm28jnjY/C6RGOl2qqSe5blXquNtr4qLaCFiqywlbjvWeXn1X5GVQ9K5xc2gpi4Cj5TMvPvvwM1OY3KbteNfMrS5U/GtW8urF7VJwqbpdX2w/s/IrLvvznYmx/eUZXRS5qVTtVyY8QTlZqldrs5Z8tyn8aKc7zJKsqjRp2Ltj+iouLk2k7Rx1OVjj9ICWuRO+Nk6zGu7+T/ImgrH6M47UwPpliZy86W21pL23kTHFUWfdVtVeFihg4uZSVaVlxVSicZ0zsp1cVI64iRtWzUhtNNBfROwROP4obAxX3D7X3ijzZ4+SHvdOU r6qZlXym2P3AuaardH1g9xLbS/lKbT/URptkVdxIiu45xWVQXPbp51WzR+UrnPtCcf5I5VPjM6bpu4/ap6Xy1aT0CKcfZX0mqfodEUdNct/KGoOq+6umKquX58d1Lj8aOP5wVFlZyd972sgxsJ+zq6SwPy9UaazUPrVgjyR2Lir2WBUx8vRcPnucfrRjWPmNbZb9HayMZebvys3Mv5SVl7HyXay8gpXvZmWLlbtZeTUrPx6WafkOGfy7WK93rbrOutmzLM2y1/o9z7X0Toi7fyN3TDMc2z/aNzzLimmq9Uz3qGUMj72mqb7hWka/4/WHsP4dBxw/mqF7jqvpfc9h1Rfstzf023XP0gJWvqe7obt3DGj8oU/b7HVNw1q3DFPzrA3dtjqOy0698Hrr9r5nmW5L090Ny/a9sCOzB/TOmu4O/955S9ex/Axaft96gWD1Myu+t+1WBy17o7/998xBP+Hto6uOZzhHh3+/ZStRx+h3/V5Ymufq 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 Ld7mHfKSj/wUoCCFKEwURYimKDEUozgliKUkpShNGeIoSznKE08FEqhIJSpThapUozrvUoP3+YCa1KI2dajLh3zEx9TjE+rzKZ/TgC9pSCO+ojFN+JqmfMt3NKM5LWhJK1rzPW1oSzva04GOdKIzXehKt8Tfu6TsTg960os+9KUfAxjIIAYzhKEMYzgjGMkoRjOGsYxjPBOYyCQmM4WpTGM6M/iRmcxiNnOYyzzms4CFLGIxS1nGclawklWsZg1rWcd6NrKZLWxlG9vZwS52s4e97Pt13n+SlAf4hUOJnwON/PopVUpEqtSkIS221VTp/+/nL12fJ+cTq6FChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFCHW1u+jn/mkN+1HnpGU7bvPSjnq/f5qJnOHyp0uWKiY4qHRkxHnVkJneabH9YcGHOqNjI 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 AVLtzKTakxBrQ6ytWKz9g0K59m+GUfodku3cSbaPFly0/Y5hlN81jPJZSLch3V5Hun2rJuLtaci3E8u331cg4P5MoYT7yxyLuH+NKeO+lFLIfSUnUu67E4q5H4sh566mEHQfKbik++0Bibo/LqCs+4JhjP4IaTek3ZB2Q9o9QGn3PwUWdz/eR3n3LATeiQXeHw1I4v1Fh8j7q4LIvP9OIfT+r0PqXTKMsZEYcu+Liv5bJQgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCATKB8VXrI93VazvkOWELHfKcpcsiSx7q9jHZeu2vEJ9WiEN1/QCuWjry3R5ZRE1PSqXjc+yoEIWGTPDJVuPMMfyrApx3NZW2+asuutXiGPVXeqHS294PXCYWSErRbhw16xHfUu8ikcrxAyWHeqHZWvHadu3SN3yGi5t+eLjyuCn5t3TzGeUMIcs0mVm 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 BAJFI31+W8xTW0Ag0LAT7kigtFRVvF3/KPsWDC+h74tDOJcgECgbwt2niISzOnx9VZTjAKknvcdGNaN9QYMmnC1QWsIYyivhzOhEOFsgUCfhqsg/5f0c6fM3NiDQ4CmrK2A4/ga39/+qUHXkLW2++EapFevDSO1EbcUjUTtxRpbfGM1/YjvxDTRlsd3EgcvNpTW5trZJljtkOSHLnbLcJUsiy/tk+YAsH5Llblk+IsuKLPfK8glZngjLXu0Nv/XGmJBHPTHvuYtWgzHCnIWg4XuM2pZcd1vbOmK6Dl8bmD5ja+xKGpZ3ipmtddfsSpc8Zga2H3hUrt4+4/JXM6nveoQGvisX3zjtLNGT1GdkmdnMp15Y3f3Ttm+RelinYzXqlskWmWkRny1Rh9muJze96SA7GfjM8iqEekvM4bXINZtmqL1AvdbPO47XXcZbUOHH1hAgl2+c5bWt7nWUOUvB6s8bj/IGr66dd33TPdX6+Y6VhrpmUOdH 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 hNbRYY5wlGMc5wQnOcVpznCWc5znAhe5zBX+4irXuM4NbnKL24SmYu5yj/s84CGPeMwTnvKM57zgZcS8wL/8a8RSj+RNpNB0Q2SiEJVoRCcGMYlFbN7kLd7mHd4lDu8Rl/f5gA+Jx0d8zCd8ymd8zhd8SXy+IgEJSURikvA1SUlGclKQklSk5hu+JQ3fkZZ0pCcDP5CRTGQmC1nJxo9kJwc5ycXP5CYPeclHfn6hAAUpRGGKUJRiFKcEv1KSUpSmDGUpR3kqUJFKVCaMKlSlGuFUpwY1qUVt6lCXetSnAQ1pRGOa0JRmNKcFLWlFa9rQjvZ0iDhdRepIJzrTha50ozs96Elv/qAv/ejPAAYymCEMYzgjGMkoRjOGsYxjPBOYyCQmM4WpTGM6M5jJLGYzh7nMYz4LWMgiFrOU5axgJatYzRrWso71bGAjm9jMFrayje3sYCe72M0e9rKP/RzgIIf4k8Mc4SjHOM4JTnKK05zhLOc4zwUu 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 7dxBWcpRngpUpBKVuZMqVKUa1bmLGtSkFrWpQ13qUZ8GNKQR99CYJtxLU5pxH81pQUta0Zo2tKUd0bQnhg7E0pFOdCaOLnSlG92Jpwc96UUCvUkkib70oz8DGMj9DGIwQ3iAoQxjOA/yEA/zCI/yGI/zBE/yFE/zDM/yHM/zAi/yEi/zCq/yGq/zBm/yFm/zDu/yHu/zAR/yER/zCZ/yGSMYyShGM4axjGM8E5jIJL5gMl8yhalMYzozmMksvmI2c5jLPOazgIUsYjFfs4SlLGM5K1jJKlazhrWsYz0b2MgmNrOFrXzDNrazg53sYjd7+Ja97OM79vM9BzjIDxziMEc4yjGOc4KTnOI0ZzjLOc5zgYv8mHzNXHAaPl1KgmvjUpMWC9OlJwMZyURmshCc07+crFxBNq4kO1eRg5xczTXk4lqu43pyk4e8RJGPG8jPjRTgJgpyM4W4hcIUoSjFKM6tlKAkpbiN0pThdu6gLOUoTwUqUonK 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 Nj4nO1+Qg5x8SS5y8xV5yEs+8lOAghSiMEUoSjGKU4KSlKI0ZSjL15SjPBWoSCUqU4WqVKM6NahJLb6hNnWoSz3q8y0NaEijqFOaMRrThKY0ozktaElr2tCWdrTnOzrQkU50pgtd6UZ3etCTXvSmD33pR38GMJBBDGYIQxnGcEYwklGMZgxjGcd4JjCRSUxmClOZxnRmMJNZzGYOc5nHfBawkEUsZglLWcZyVrCSVaxmDWtZx3o2sJFNbGYLW9nGdnawk13sZg972cd+DnCQQxzmCEc5xnFO8D0nOcVpzvADZznHeS5wkUtc5gpXucZ1bnCTW9zmDnejthhHflSPGe3HfcIxcEPMWMQmDnGJR3zuJTJE9C/cx/08wIM8xMM8wqM8xuMk5Ame5Cme5hme5TkS8Twv8CIv8TKv8CqJScJrvM4bvElS3iKyx/kd3uU93ucDkhHZXv0RyUlBSlKRmjR8zCekJR3pyYC1HzMjmchMFrLyGdn4 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 E53pQle60Z0e9KQXvelDX/rRnwEMZBCDGcJQhjGcEYxkFKMZw1jGMZ4JTGQSk5nCVKYxnRnMZBazmcNc5jGfBSxkEYtZwlKWsZwVrGQVq1nDWtaxng1sZBOb2cJWtrGdHexkF7vZw172sZ8DHOQQhznCUY5xnBOc5BSnOcNZznGeC1zkEpe5wlWucZ0b3OQWt7nDXe5xnwc85BGPecJT/uEZz3nBy6hliZEP52PGIHJJoi9ixiI2cYhLPOKTgIS8HrWmMOabvEUiEvMOSXiX90hKMt7nAz4kOR/xMZ+Qgk9JyWek4nNS8wVp+JK0fEU6viY93/At3/E9P/AjP/Ezv/ArGchIJjKThayY9zGzk4Oc5CI3v5GHvOQjPwX4nYIUojBFKEoxilOCkvxBKUpThrKUozwVqEglKlOFEKoSSjXCqE4NahJOLWpTh7rUoz4NaEgjGhNBE5rSjOa0oCWt+JPWtKEtf9GO9nSgI53oTBe60Z0e9KQX 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 8Cqv8TpvZJzKmfQWb/MO7/Ie7/MBH/IRH/MJn/IZn/MFX1KN6tSgJrWozVfUoS71qE8DGtKIxjShKc1oTgta0orWtKEt7WhPBzrSic50oSvd6E4PevI1vehNH/rSj/4MYCCDGMwQhjKM4YxgJKMYzRi+YSzjGM8EJjKJyUxhKtOYzgxmMovZzGEu85jPAhayiMUsYSnLWM4KVrKK1axhLetYzwY2sonNbGEr29jODnayi918yx72so/9GZeuJb5Vnz0ziUvVspKNJNyRPQc5yUVuDiEPie/9H8phJCbNj+BI8nIUR3MMx5KP4zieEziRkziZU0jmVE7jdM7gTM7ibPJTgHM4l/M4n4JcwIUU4iIu5hIu5TIKczlFuIIruYqruYZrKcp1FKM4JbieG7iRm7iZW7iV27idkjj+s9/JXdxNKe7hXu7jfkrzAA/yEA/zCI/yGI+TwhOkUoY0yvIkT5HO0zxDOZ6lPBV4juepSCUqU4UXeJGX 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 Nes9A6GJ3nvvvffeQfTeey//SND49mwUPnKRUvbDo7vZmZ3dnX1n98Mz2rce15I0b7rWnHhBI4uraW8pSofjeha1arr7ololSifKa8wbSeIsSXtL5WQ0/Mm3d/XXkslW3QNxfbgxWe4aiBr/6nMoycrJ2ER5/fETTcqNkSiL41KWRpU4i5P65KD29EVptDCuTOyy2txaday3NJo1KtV6lm9cdbBRqpbK0aJGrTVkg41SlE4MQqu7zsGDJqO2o3V3O/LaafltiEpDs5tNOhfn6VQ6JoNiSmu3ztZVVarlWpRWK3l5alzPqsPVtNm8Z8mjrNI/c+tt8y+5/qdu/oxZ2zfPMHy9eer0dmSRKSgoaA9herejn4KCdrG8ZYgt5tDSZXmLh4L2UsyvgoIVn+I5X1BQsCQr2/u/eA4u26xs8VhQUFBQsGKjmZL7f/fTTppesXtxM/tzyBozri7D75RQqZlOrksztUyw7j254pyG6cGw5i5/9dxN 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 inyojxuHyPGleMQnAQlJRGKSkJS7SRb7uULc+7ifB3iQh3iYR3iUx3icJ3iSp3iaZ3iW50jO87zAi7zEy7zCq7xGCl7nDd7kLd7mHd7lPd7nAz7kI1LyMa75uKn4lM/4nNSkwTUfNx3pyUBGMvEFmclCVrKRnRzkxDUfNxdfkZs8fE1e8vEN+SlAQQpRmCIUpRjFKUFJoihFNKUpQ1nKUZ4YKlCRSlSmClWpRnVqUJNa1KYOdalHfRrQkEY0pglN+ZZmNKcFLWlFa9rwHW35nna0pwMd6URnutCVbnSnBz3pRW/60Jd+9GcAAxnEYIYwlGEMZwQjGcVoxjCWcYxnAhOZxGSmMJVpTOdHZjCTWcxmDnOZx3wWsJBFLGYJS1nGclawklX8xGrWsJZ1rGcDG9nEZrawlW1sZwc72cVu9rCXfeznAAc5xGGO8DNHOcYvHOcEJznFac5wlnOc5wIXucRlrnCVa1znBje5xW1+jT2mGPn0Pl4c 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 UZHYLetbgb/xbE4rec7peYA+801+2Hmiaf0pjTeC3CY+0pxD0/vKXGxhj9eyPyO642Upe3bf1LWO+tWEnqVZeWBzHH+PXLGxU5GzV+Ps6zC8R8zmm8iteNwre6Oh+8fHGD0XS7YJXy3rsTKHTdCul8SU/DaeH75GSmMI7PxMyum59x+vlRg+ww+9gyXXUntgdf5XzkQl46diz/44MhboM53aOzbOs41+G8f3tHyupu1qXGfXatqeKhF/RHs/ba5J1SF9MoHNMfSdckjlkOi3ln0k+awwagb7WWtH87Umpk3vQMHyAVk1IK8NSP+A6YF/iXGzi3FuPs+wbr77n/BuDjXWjXFujHNjnBvj3OQ4NweNdWOsm8OUdTPeeDfGuxlDvJveoe98zjbNNNNMM80000wzzTTTTDPNNNNMM80000wzzTTTTDPNNNNMM21IS1BzEP8Eao4bLge5Pp6jYNzcG6M2eW7nws6O7o6FXfWldYVIc8a8rmWd 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 PmF5uqUG09Nt4HYyPg0L69PaBPPTCLhbGaBGwT3gXnAfGaEeABvBg+Ah8LCyRG0SpqjNwhb1uDBGPaWsUVvA1hrsUc+TQWon2EUmqT3CJrU3wSj1coJVap8wS+0HbyjD1JvKMvVWFdPUOHiPjFPvC+vURwnmqc9rsE99pQxU3wgL1Q9ggmxUB5SR6mfwC/gV/EaGqj/An+AQ+Av8DQ6DI+Af8K+wWB1NMFl11WCzChKMVidVsFqdAk5VdqtZynB1urJcnQHOrGK7mi2MV+eAc8l8db6yX82tYsC6uA4L1kIyYS1KsGFdAa4EvWAJWAqWKUvW1WB5BVvWdeB6cIMwZ61Q9qwcWAn6wM3TsGkNgWGQV2atO5Vd6y6wDqxXpq0RZdvaUMG4db+ybm2sYN56tAb71hPgSbJwbQFblY3rGTJybQPPgu1k59oBXgA7wS6wG7wI9pC5awzsFQavl8ji9Yoweb0KXgOvg/3HMHu9Dd4hw9d4FcvX 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 jOdfFdnOmOucyXQON5T+r7IpU6ZMmTJlypQpU6ZMmTJlypQpU6ZMmTJlypQpU6ZMmTJlypQpU6ZMrYNK5y5uPf3HyehufXX3XP15of5s5jJu1dUvPT+ZXZuM9haj2eTa4nA8O5iP55PR4TFbcXw4rqeNTqbtH0xHe+Pp/mj1SefddWV0MJ3PJrPFm/OzVy6+sBiNR6/PJntHk+l8PB/tTw6v79UXU+mQj7x4MF+M5wenBEiWFFmYC/l4IxfyScyF1PhdMwuL3GA4VhZ54S3ORLAoFpVF0bjDQhRbFqK4c8A4VyDOr0LjexALCwsLCwsLCwsLCwsLCwsLi9M4y4W8ySK7xYT8HHEhv2hhQ34F4L8G8N8gTuS3QlbkdzUv8ocGZuSPhBv5E8OO/JnhR/6SwZD8s+ZI/h1hSf7L8yRv/tPv8Y/TV0zJoMSVvEjYknfXfMl7a8bkfTVn8hJhTT5Q8yYfqpmTDyPu5KOEPfkYw5+8nMGg3AUI 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 06ZNmzZt2rRp06ZNmzZt2rRp06ZNmzZt2rRp06ZNmzZt2rRp06ZNmzZt2rRp06ZNmzZt2rRp06ZNmzZt2rTlbhHiLvIRI+4Ge2/Hur+Ty8h+KtfubgePqZ9cXzO9ZnJD3Yy6BM12wLiGxvppdbuXq6mbNGN6Q1N9Y13NlB/sRm33F9F2SIxoW8h/sSejPJll+SIUTCxRrqh9rlQoUPEscvvtMW/kVBAPhCSNl3zqYpBl+aKDh3CoqUx851ce9yqmjUdtL8u2MowpcL8mRYX1uD72kX8zjsf4/jwp4looYh0FjKEix/aq/WT/8sZHw63E3GXZTrnbxxHi864jy+3OMoXPn0aj0Wg0Go1Go9FoNBqNZm8c0fYJPivadsyg2laH6RLm0DKF274xym3/GOl2cIR2OyxCvD1F1NsRIt+e7ui3oyME3DMdBbc2RcI9z9JwJxQg4l5sqbiXliHjfnq4fyZC7lwPJfd6S8pdGOZGTzH3lgg1d1mE 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 f5U25X8oduT/SOuxtB3fMxk/KM3ED0mbcGoRflLagr8njb8vSntvau69LK27Y2nT/Zm05P5cWnFT2+2vpdX2fcVcmxprU1ttaqr9UDHUmky0f8wwz6bWWdU4q9tmU8usapfNMsqmFlnVIJvaY/8nbbFZptgv5Rhiv6qYYb8pbbCpCTa1wKb219T8qlpfdeOranvNs7yazK5FVlfV6JpaXP/P3tmE1lFFAfjMnUybosVgK1qsdPyPpZi0tgTqT5K21ArlGSuFrCSP+IIPk5f6fK8LqZhFLHXnTleShaCC2G0Ri0gtWNcuXFY3Rd24CKgo4kzvPc3Jfef+zMyLLeUWDnPe/Tn3nDPz5udlej4fcquN2voGIbNSKisSWZcIiZUjsFahr3LkVSSu2iirJrqqTla9SGiqlxQ99QqhpiIx1ZeW6qKkIh31N0VERRoqJaH+QeinJvKpiXrKEU8p4ZTSTZFoWpVmSkmmHMX0aUIvpeRSSi1FYulx 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 dltq3UY6W3+rO28p1Ler1l2ot9POYqc+z1Xn28jSfHutpfn2aaX5aCmUyEOEttV105xYH+9YUzBrCMZWGfGNQThiM/Vd90/FJxxjy4ooadN3nm1M7DnOFLuw5NvHH6HZ4PajYNYSFltRCaHz4gp2NkKqHB9FxlnPHQXOK6xtj+NEOGy42n2Pw0RrT5g5JluClHCLtPiigiIqjItL2irsj/7fPrk+x7FBz6Hot2nfbdSxvqnCfN9zZMQcD8LRr7eb1hLctZLkPfZch7PLxRE75lUV4dHnisGVS9N4KgnTZrIlPP3mpOp9jm2NMt8ZwXwXBRNvUVu2eWV8NJ1bnLa0eQn5XCZfPuuKMnaY+BLDeMHkhMYSu9by9akfbVpcwjKXzYHjmuL63hYRUTB31lhQtJIJQttX3PfMFRN3nxJ5ijAIfbax+VdE9Oclq3jcVxbZ15zfprVM97tFz9XC0r6utAzjmyDPG7GeR81+Ylqbybd+f2qSmIxl 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 fxf8ispC87Xfrp9pGSPTaWZn8I/XKEk8UaP8PMYiXW+2Q923Hk/zy8aV3n7tr/Zf2tGnay6D8VbGdQE/5zqCPHlv6h0qJ3SMtQo+jvFVn5Ml628WaTqjY2HeKM6D+hZbjOcxq8fArhve5oH0Pp6Xb2kLfaNf6BKy5prM03WahvCdXPGnjA/pxE/P0K1nn5fQnaoD8fiF+uCt8Uc6X20gfR/7lliHaCcxvvuRXFtYF/gYShvwQaOW1Be2wctiu4wzPmlydXFZOb/02Ki+9Rdjxuvxee/otVAWXlavPlf5GgBdT78Txpi1MHXMKi/k52OQzAPl2rf7asNzxszHLsx/oZ/rzX59zRDPGV4/sUHwX+G5x+vxmgI5MXZZW9fYS9ODawp5ef3u510u2BFXSNsd7oef1n4lOvGdNL/xu9N9mNCYfs78E/sbr79sKzYX8oN/jssVI9Gpvf0/K9sf7ZOYDrg80rYQ3sHPsFbSdUvI9zgKXe6LIcVG 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 44bfgzdtmdm3/tbxJXbxvmJnur8d/BhtS9Y+g3SvA/2CXxgHLedre98fhI/3M2l/r44DdZCPDcKb8r4XWWM+EL6sT/t+ixFatE5l7P1Apr6vio9nXxOEMPhVvps+wgHSX3KEg595hxvK4qgIabEiQlu8k87YcY8qNl9oED+cYBiGxDhX6D4WzWzsCdUJLRL6hP2m3MAgG1Lj0gitsQmBCjVnkBsfYmNfSPpYtl5og6E5bjT0xkOG1viK0FGhV4Vei1Absak3hL4ndNxQHH8gxK/Vp4ROG5rjGUN0BM3xrNDbQueFfq9ojmX/tNMw/Fg8VOgWoWFCI4RuM3RHjr+Mj1AeOQozWWiqUK3QQqElhvK4VGiZUJPQp4SWCzULrRRaJcQaj98K1gttEPq00MYMOiTrzP123MaRIA8KvRQdvTks9LLQ1w0l8ogdxwEt8ttCrwu9IXRC6KTQD4XOCv1B6I9Clwwx8orQX4SuCv1NY7tB7xmK5D8M 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 BVzEJVxGJKz08ldxDddxAzdxB3dxHw/wGE/xHC/xCq/x1ptawN86d/vDuvzEjcRIgqRIhuQipUUKpIR1i2gqpMb7SIO0SIf0+AAZkBGZ8CGyICuyITtyIhdyIw/yIh/yo4A3fYZREIVQGEVQFMVQHCVQEgFg7hulUQZlURFVUBWfoRr+gc9RHTXwhXXhDmqhtvd/XUZd1EN9NEBDNEJjNEFTNEcLtEQrfI/WaIO2aIf26IBAdEQndEYXdEU3dEcP9EQv9EYf9EU/9MdgDMFQDMNwjMBojMN4TMBETMYUTMU0TMcMzMQszMYczMU8zMcCLMYyLMcKrMQqrMYaBGMt1mE9NmITtoiUD9bf0dvwE0KwE6HYjT3YK9JAhCFcpIKIgJXy7gRO4TTO4Dwu4hIuIxJXcBXXcB03cBO3cBt3cBf3cB8P8NCbbicqlcRjPMFTPMNLvPGmkzDe4p33kquoBwb5w7rcygU3PEiExEiCpEjuvU7KTIGU 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 tUQn/eCkLTbZKiQ42c6ITgYFJ1Vs8k4tNqlCkz3Q0zsRQUF08h7koTf6oK+EKPuhPwZgIAZJnHIwhuA+DMUwDMcIPICReBCj8BBG42GMkajlOAla5mM8JkrY8nFMlsDlk3gKT0vscgqmSvRyOmZI+HImZkkA83nMwQsSw3wJcyWKaQYxF2AhFmMJluJ1LMNyLZK5Au9qkcyVWIXVEsx8X6KZa/EB1uFDrMcGiWl+JDHNLdiG7diBT/Ap1MkAduEz7MFefI59Et7cL/HNr/C1RDi/wbf4Dt8XRjlzfoR67fzk/fFFUqQzG3HkgCsSJXGExDuPRGmUwVE4GmVxjIQ9j0V5VMBx+A0q4ngt+lkJJ2rxz5NQFdVQHaegBmqiFk6VOGgdnIa6OB31UB9noYHEQhuhsURDm6ApzpGA6HloJiHRC3ChERS9CBfjj/iTBEYvxWUSGG2Bv+BKXIWrcY2ER/+K69BSIqQ3oJXESFtLkLQN2uJmtMMt aI8OEiu9FZ1wm4RLc9EZXYyAaTd0l5BpD/REL9yDPPRGH/T1znGa6I8BGIhBuBeDMQT3YSiGYTjuxwg8gJF4EKPwEEbjYYzBIxiLcXgUjyEf4zEBEzEJj2MynsCTeApP4xlMwVRMw3TMwLN4DjMxC7PxPObgBbyIlzAX/8DLmIdXMB+vYgEWYhFew2IswVK8jjewDMvxJt7CCryNd/Au/on3sBKrsBpr8L5EY9fiA6zDemzARmzGFmzFx9iG7diBT/ApduEz7MZefI59+AL78RW+xgF8g2/xHb7HD/gRB/GT94dR6ivqkllQf9ikTn4TRw4SXtBW/R5nyVI4Erx2S5ZJ/iMo9nXF8+dcbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGbuRGv9ZR5qe1K5HmNHX+CdSq6Wd5KzgNnXc+ 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 QnpYIyBJ/agTBKRtoCAlGAXpCZCQukMEJKofSfloL9GPniP6kVKPXgL5aFjEK4x+dJjoR1Hy0b+lHp0A+ejzCPloOuLR+RD16CLIR5PT14+yr7r/R3ft5wEWkHJDFCQqIBUTBalExGIRS5CItJyISLcRFakMyUgVIlYbCklKR6ojOlI9EpKaRDQzUtJmRkpqR1rSllkQkx43UJOeRHJSH+hJTyMdicpIWEE6ANrRa6AdYeUIC0dvEdnoXdCMsGLECUZKLVJS0UlGKqJK0VmQiC6APHQRKUOXQRbCkpBOEZoHWlAB6EBFSAFS+o+Sf0qR9CN1n0oQfmpA9lGij5J8GkP0nlYk9lCpZysIPVjmUQLPLhB3sLaDlZ0BkHaeRbqOknVeQGqO0nIOgpBzGMQbJdt8AGrNZ0ig+QrEGSXMKFnmHGgyl0X8wYguRHMRv3ln57+YbWYzm9nMZjazmc1sZjOb2cxmNrOZzWxmM5vZzGY2s5nNbGYz m9nMZjazmc1sZjOb2ez/lGX+5Ma8hl/ctY2wtTEPXgvhtRheS+A1/EmPedCaWHtPH6Q5Ik0lYWFeS6p/3Y5UqisBK/LvS6WTvcl16Z5etSq3LdGbSvelYPHGpt19yfieZO9TPYm0qqcCP0kyLfN0qisV71HlEvGufvfpkIaPlLxHNCOe2N7flbz+UMl4Kh3fkehO7U4lG+Jt1f/kIyXXhz5S8i7DR0pm+ddnjwZvL8O3tMl/aZfLrRvp7WjefrGf8f6zFQ65/S+4rrww03pmK+jt+ga395FbBWPPB7epsZbR0mZWD14nb7eh67063fWlq7ztdYe4etzlW/YE1+WP+Y9XMeW+lq5yyBjzbbp1Kx2vzMY89xvmfYiZ7TvnUmbHwrehevNbjae37O+Lf3xwDI3pt+EoL3SjcsIhc95fru5Q2FhkOr669wT3P2LffY6zQlz1C0bouNA+6sYpuuyGcdo/vlz94HTHIdg3d86alVXHx+dxeN9o 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 F2Q73d7ck4i1W/fHIOE6Ngrd1qyzWWOOY99d/UaNZ2sTNf906zceT+ak2Wfb2HKbauVYb1z0+BkcE84z5Zqza82u2xj7lM170UbCdryqU65xzT3IZM/MuUb1Y84hfMx2nGtvctx7m1R96PPXUT//rj2woeedY3ldbH3F3Stzj3Lyse8x1nbU+zlqven2xjFWytVGt1P3E2b7OHuUbg+i2rvmo+YS63MibOt4PN0+Ofc77vrkfjK8leMT4a2xxqS6DV+jlGteljknXHPJz3pUX3ouKdc4cfqKOV6u7b45B9uY5r4Y91MF7T2y7b05H9f8wzrOHhbEZ21Bocc31peIe1y2YznaJFpl2G9B9xH1MxhxTKpVjL5PFOnOLScTGZzrkhHvs9jrPlF7ZDuXyHkwPGem4vajrxeymEdS/47saJOv93+m5/Jsx8t076Stdd/UZ33K0j4cx/YzZ7bP9znPRUG/d9P7ULN/HxjXUsdtTyLGz83mueMx 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 L49eGDSX3uzMgfxaFg32z+lFgxBHL/S2750zv7ZFjOfJXX96p9+++tWPv+8DP86r3beg/Y3avryvYZ/Yy1kb/cYlt6GujzNvQkxqr2w+ws916niEaGkK2OfAW/aLGHPrrFeXQW1EjTdqnRDD/u9fLhqc15hP36EKifD+REPQa0yIH20La8Ntq6VJiOYev37d9uz1SRDch7q031O9db3HVSXPX3VjbdwZvj74OHPX2+fEOMdPVL3BwDuWliYhxsb8fjBiaVL9estLJw6kXbuN5I7f+H2WH79DgYN9/NUSIWZtTGL/kmijyn4TU62456V43/892w6f96E0pprMhRBTtiXRTvz+4p8jkn6/SbKtekOIw29Mop2DwWA/L4Pd3/cV53PzMp/jM+5nMbkNn3U/kD9TRz2vQXWCPxMF140av1+94DHN1+KOJe6x6x2f+30+uq41nhE94eu981jp/lvXdIPH0hSpIghrP2xcceZOblfWZ0QdX8Ln 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 QEoS/3SBReCfwJREQGmSAWVICJQjKVAeFEARlMBicB7Jgs4HS8AFJA66CCwFF0sSoUvAcrACXAouA/8DPeBycAW4EqwEq8BqsCZAPrReEhBtlCRE1ykiok1VyohuB3dUICXaSmKi+8EDkqDoQZIUPQQeJlnRI2A7eBQ8RvKix8ET4EnwFHhaERrtAM+C58DzJDh6gSRHL4GXwSskPNoJXgOvgzfALrBbEiHtAW9LQqRe8C6JkfaB98H+CiRJfSRK+kKSJX1dpTBpNEmTxpA46XDQBMaRRKkZjAc/BkeACeBIcBT4lr2zi42qCMPwtt09LVJRSRWlFIu0iKAX1pIgJKbVCxM1qFxgidWwbReo1tYUKljQaEJiiTEWQfxpEfWmEapCjEggYAkkJkqM0QTjH/GHmlSLCYlUY0R8t/ut/TrMzJmzu20pfhdP+p45M3Nm5vx0t5vuMxUUgmmgiIRLV4NiMIPkSzNBCSgFs0jGNJuETHPAXHA9 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 1z3ks870c1i9ZJnLmH3mE+H3i2ObHNuYlTFa96l9OK6n8f619cnb6taYMr8Pht3/ujkEJUg72zF16+u6hmqf6hw1/UXYtqdrQ1l7XkzbrvM3nat0MK2J6/rptk1jZe09tS/d8Vn2dOWG+fjew7rfi6512NiN51g3X2Xbpd2wNdKtZyooxwgr+/iz1VPLdGP2G5NmLdKajzo+Vh4O2pfrsfzKdfWU+Xma7bR/ZynHC/vsN95rbEwu905Gx50OrtdgJsjU/TcWBH1dM14Yb+fhqYDnwvX5k0ofY81oPUdG6zjnK+rfC1i58XlvW7P/+3qer9ju80z97cX1eGn0OWLXlua1bngk5pBplNcd2S71guwPsfcnjuMJG54npv4jlr6s7+tsr1fVekFek7ue91R/zzqM13Npk+5rTt266Pp3Wbsg47D163os03WT7rMs6Nx0c9GNIWR4b5vOeHzaBf5bZTp9Kfeqp1sPv2s4uW2o52mOY3t2RCzX 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 N7J4rmLj6fGhSKZyLNYc3bTbvn40+WxN+Wm3/c8XH1eimb7UfgfK4jg0MyM1fqWMcZqdZh7X3LFr583y8FwzJWWd2yi6Lx2tfa/R86ma6U0zn/MaTbNS7JxUOcfe+ljZ57fyjWNTa5W/OtRaJ/XPdK9Q/3zcEL02R/i12t8m5wrDdlxBiq0Mhu1MD8N2VgMU26eazLEtB84Vlu18i2ZbAfQK0dYnTNsqodr6La5tAFgDDFp0WxUYAUaBMWAtsA64EFgPbAAuAjZaxFttF7gEuBS4DLgcuMLi3jYJ+bZZ2LergS3AVouAuxbYBnzb4uCuB7YDNwgNtwPYCewSJq5G+t0EfB/4gcPF/RC4pSQ27q6cdNx9DfBxDwL7LEZuv1ByDwkn9zDwJ+CgRcs9CtRoxEPAYxY19wTwN+HmjgBPAU8DE8AzwLPA34F/CEf3TyHp/g08LzTdi8BLAaLulQaYuoSom+Nh6o7LSdUdL1zdAjDdYE4Ac6LF 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 QoWZO+MKM8MX0PUW9e2+rHuM6ZhahLmZCzdLFjrulm+7j/rbuFmcayYRSqlqh43DXXhMfaxqq9rnvt5g1Y5t3Rfu6zXfho05atxxo1uLsa6rjdaWzVX43N714uK+9QeiagbrLX2v/1zc8ZqI/vy656q6ZmT1ws45eIyb+y/pjJWxR17VGXN4rd0z8Y+pFb9Ffd6qOv42+m37jsnH5N4Dao8ZnnMXxKu9/+jG1DUXp45qTv1c+1ksnYPF/SvPyffL28tr1/Ype3/p8QObVPV0Y2rudeuyGNd38LV6vlZc99eSta9nrElGNge1c7NxNNhetg377GvbDWyS91X/HMSdZ9V4vd9v8eq49xuXF+9dcc5Hds+T9WciSV2TjA32NjIuec3V3+m3Tf76aUUYe+miiToIkoak+WcN6czU8z0JQZB0RiW/U7ePfi61tP3dr2uOI3W/6+odU9Rx9XyvqGcsYd81663ZaIJ9MvbNuIm6JtLIXDHFc4FG 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 z4XPCw8ID3oyuJYnhbtD5XCnVRL3YZXF3Sn8hVAMSeS6KpNbFWrCI8KjwmPC45587lMdJHT3q4xuWD73BZXQPSgcCkjpvuTL6QaldL+qcrp/J3xdZXW/IRzx5HW/mSCx+w9tMrv/rDG1+0bM3O67CZO7JzPI7i5IkN79ZAf53StynOC9iwzvUGV4BznB+6uQDC8JXhK8nSR4k6Z3D5PfzWV+t9/Tu2R3u5vdfV74qwT53cMJE7xfjZnh/VYOU7xvpMzxHm+T5D0ZM8v7K0+a9+MUeV65Y2w8ItN7QQ9SvWt9ud7JLid7w3K990Yke+9vk+21hC8IBWFHgoxvuUsp32c05ny/LLwUkPV9tctp3293Ie/7Zkji952QzO9PheMq9/vfKvlbz/3+IiL5+6Ev+/s/Kv37v+H537EzzQ+DNjLAC1QKeEQYFRYlyAL/n6aPsEYZcSoMwzAMwzAMwzAMmzP+nYzlzbgmMQzDMAzDMAzDMAzDMAzD 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 JLfjcXRiNL/Aq+NxYu5r1OO5m4s8o/o5i9K27Jjv3tPtDmGac97aRjWaxsLGCFrufX4POt55SrvtsNPN3z29JMvnhXqOLvIt076/OOcq6vWiw31rHxMAAADak/J9rvb3IQC7Ul6P0Bm8D9dPFnOaxZjQeziv/UmS90F5fM80v+lfb4rQ9O9R0z9vPf9utfxbHX8a/vEb/mm6/TT7h6fZn7TX/0xIn9/f5h+WLn+aJj89/uFo8evu8Luqxe9t8He7v6+7uz+szf2TdPfp7tPdp7tPd5/ufh9192nu09ynud//zX16+3p7+7pb+3T2B6+zT2O//xr7A9DXl+PT8+lLDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMMwDMOwtJa8Hj+x8XRz6ZS6d2pC3S5Rtxep28vUbXRtfkIdzcjWclXpIlHHVj+cd7dTm5x2nIKlFiy+xynZrj1ZKrutReNbLNcp 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 yUiWdNtjaSeZnVaJ1YBZQ90kS2rpRLeezGiE6UZey5Nm0sranWbaSJNaNxnPGnkxc/kNGDpqxQ2YsnKJ/6zhtN7snV0767SyWpGPd+vdvIwIoWNpI2sUyeJ5c8uEvqVVBceUFZd5reWpfVXq1PKqZSPV/EDeKLLRrF0OX3vlg+hfNDiniu9fZd3w/MF55QmEvwMPTJuM5pFIJBKJRCKRSCQSiUQikciaRWi7mYycSGQyUFZkrHZOJLKmEd+NSCQyWZRecerSslE4NJD01GWfsqK0X1lXFmqLBnqmWM87BsW5DqZh3cpar1e5yfWxATZE8NAbYWNsguCjp2NTbBZkcrDO2BxbIMGW2CqIYWyDbbEdtscMzAxiFrOxA3bEHOyEuQg+dD52xiB2wa4Ipn037I49sCf2wt7YB/tWQn0B9sNC7I8DsAgH4iAcjENwKA7D4RjCEViMIxGk8tE4BsdiGMfheJyAE3ESTsYpOBWn4XSkOAM1jCDD mRjFWcixBGejjjE00EQL56CNDgp0MY5zcR7OxwQuwIW4CBfjkuqRuBSX4XJcgStxFa7GNbgW1+F63IAbcRNuxi24FbfhdtyBO3EX7sY9uBf34X48gAfxEB7GI3gUj+FxPIEn8RSexjN4Fs/hebyAF/ESXsYreBWv4XW8gTfxFt7GO3gX7+F9fIAP8RE+Rvg84hN8is/wOb7Al/gKX+MbfIvv8D1+wI/4CT/jF/yK3/A7/sCf+At/4x/8i//wv2Xs3WWwVmW/wGF6U4p0d7ekklLSAqIitkiJIiiCgYF0S3d3d3d3d3d3d3iux817nOM7c2bOeT0zvnPWh4v57WfB2s8H1vCw73utf4QIRzjKMY5zgpOc4jRnOMs5znOBi1ziMle4yjVC+0JucJNb3OYOd7nHfR7wkEc85kn4/oEIv4Vf+hH9EjG0GSIyUYhKNMKITgxiEovYPMfzxOEF4hKP+CQgIYlITBKSkozkpCAlqUhNGtKSjvRk 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 LTS/TCEKU4SiFKM4r4TWkylJKUpThlcpSznKU4GKVKIyr1GFqvwHe3cZHMeZIGDYDLHDzArbATtOHI7ZMcfMLNuyLYPMTGtmhpiZmRliZmaImZnZyT0TybV1e/fn6nK1t7X949G80z1qzajUpZa+r6fzko/QaHIBClKIwhShKMUoTglKUorSlKEs4ZSjPBWIoCKVqEwkVahKNaoTRQ1qUova1KEu9ahPAxrSiMY0oSnNaE6LmB+JlrSiNW1oSzva04GOdKIzXehKN7rTg570ojd96Es/fqE/AxjIIAYzhKEMYzgjGMkoRjOGsYxjPBOYyCQmM4WpTGM6M5jJLGYzh7nMYz4LWMgiFrOEpSwjNJtgOStYySpWs4a1rGM9G9jIJjazha1sYzs72MkudrOHvexjPwc4yCF+4zBHOMoxjnOCk5ziNGc4yznOc4GLXOIyV7jKNa5zg5vc4jZ3uMs97vOAhzyKnj8Q64/oXT+2D7FDsyDiEo/4 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 c6QlHc/zAi/yEul5mVfIwKu8RkYy8Tpv8CZv8Tbv8C7v8T4fkJkP+YiP+YRPycJnfM4XfMlXfM03ZOVbsvEd3/MDP/IT2fmZHPzCr+QkF7nJQ17yEU1+ClCQGApRmCIUpRjFiaUEJYmjFKWJpwxlKUd5KlCRSlSmClWpRnVq8Bs1qUVt6lCXetSnAQ1pRGOa0JRmNKcFLWlFa9rQlna0pwMd6URnutCVbnSnBz3pRW/60Jd+9GcAAxnEYIYwlGEMZwQjGcVoxjCWcYxnAhOZxGSmMJVpTGcGM5nFbOYwl3nMZwELWcRilrCUZSxnBStZxWrWsJZ1rGcDG9nEZrawlW1sZwc72cVu9rCXfeznAAc5xGGOcJRjHOcEJznFac5wlnOc5wIXucRlrnCVawm7SiNLe1FJiOwKTUoykpMCB6NSkiphfTDK5z8q9T/vIPX4X7MXNlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoVKlSoUKFChQoV 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 b/mO70nJD/zIT/zML/zKb6Tid1KThrSkIz0ZyEgmMpOFrGTjD7KTg5zkIjd5yMuf5CM/BShIIQpThL8oSjGKU4KSlKI0ZShLOcoTSgUqUokwKlOFqoRTjerUoCYR1KI2dahLPerTgIY0ojFNaEozmtOClrTib1rThra0oz0d6EgnOtOFrnSjOz3oSS9604e+9KM/AxjIIAYzhKEMYzgjGMkoRjOGsYxjPBOYyCQmM4WpTGM6M5jJLGYzh7nMYz4LWMgiFrOEpSxjOStYySpWs4a1rGM9G9jIJjazha1sYzs72MkudrOHvexjPwc4yCEOc4SjHOM4JzjJKU5zhrOc4zwXuMglLnOFq1zjOje4yS1uc4e73OM+D3jIIx7zhKc84zkvohZVRr61Fy8GkYsoYxGbOMTFwXjxSRD1/mA84z/eq/9zwaX9/zdLQYMKKqigggoqqKCCCiqooIIKKqigggoqqKCCCiqooIIKKqigggoqqKCCCiqo 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 teVvFuWvssW6aNa8TFemLy1KyzJDmbG0Kq2b6g6bzVxmKbOW2crsZY4yZ2lT5ipzl3nKvGW+Mn9ZoCxYFioLl0XKomWxsnhZoixZlipLl2XKsmW5snxZoaxY2paVSrvSvnQoK5eOZZXSqaxaViurlzXKmmWtsnZZp6xb1ivrlw3KhmWjsnHpXDYpXUrX0q10Lz1Kz9Kr9C59St9S679Zv9K/DCgDy6AyuAwpQ8uwMryMKCPLqDK6jCn/ZO8uw6QqFwCOg8Quip2YY4MoCmIHIIqNKIrYjsuAg8vuuoGK3d0ddHd3d3d3d3fj/Q07XJ979blfrvd57of3w++ZP+ecfWeY3fmw+55z3udIoxYxalOH54lTlxdIpx4ZZJLFi2STQy551OclXuYVGvAqr/E6b/Amb/E27/Au7/E+H/AhH/Exn/Apn/E5X/AlX/E13/At3/E9P/AjP/Ezv/Arv9GQRjSmCU1pRnNa0JJWtKYNbWlHezrQkU50 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 biQrOzPLC0oeWuLwU8c8ayQvu140J1I6mhwxecBlVfMivjLaIC89UjIj0RnxtHgk03jZOZnRjGgkLS9SP5YRzy115BtQ9aE/vgEFj7whBY+MV8MTHP7fZcdysmJpufH6eel58fwhEoPWi2bEvMxqZcvlj3DU78lFRQr+8TYXOjLqUclRU/PftVit5L9T4hm5sTqx7PzDi/37iyhcpXyZq5L3Mv3Tvhrlyid/ghL3L04p/nespRIEQRAEQRAEQRAEQRAEQfC/UiB/EY//epwgCIIgCP5a/rxi6u/56x8n1kM5PHWZWEC5UGJngfwF1RKLKqUcnikucHjeMTHFmTi2OMcmZ62PT85NnshJnExiHvpUTuN0EvPRJTiTsxKTyYlZZ87lPCKczwWJiWEu4mIu4VJKUioxMUtpLucKynAlV1GWclxNea7hWhLzpNdzAzdyEzdzC7dSITmhXonbqMzt3EEV7uQu7uYe7uU+7qcqD1CNB0lMKlfn YR6hBo9Sk8d4nCd4kqf+wd49RFmW7QkcfmmUXWlblZWqZKUqXelK27ZZadu2bdu2bdvs/uLlW92re9CjHrzBGXyxfnHONPaKe+/577upRGWqUJVqVKcGNalFbepQl3rUpwENaURjmtCUZjSnBS1pRWva0JZ2tKcDHelE53/9SXShK93oTg960ove9KEv/ejPAAYyiMEMYSjDGM4IRjKK0YxhLOMYzwQmMonJTGEq05jODGYyi9nMYS7zmM8CFrKIxSxhKctYzgpWsorVrGEt61jPBjayiZDxiC1sZRvb2cFOdrGbPexlH/s5wEEOcZgjHOUYxznBSU5xmjOc5RznucBFLnGZK1zlGte5wU1ucZs73OUe93nAQx4RMhfyhKc84zkveMkrXvOGt7zjPR8+zQ/84z8+Lf1QfoQKGYYIQ1jCEZ4IRCQSkfmMz/mCL/mKr/mGb/mO7/mBH/mJn4lCVKIRnRjEJBaxiUNc4hGfBCQkEYlJQlKS 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 dMRS6ITO6IKl0RXLYFksh25YHitgRayElbEKVsVqWB1rYE2shbXRHetgXayH9bEBNsRG6IGN0ROboBc2xWbYHL2xBfqgL/qhPwZgIAZhMIZgKIZhOEagCSMxCqMxBltiK4zF1hiH8dgG22ICtsNETML22AE7YifsjF2wK3bD7thj8i+xF/bGPtgX+2F/HIADcRAOxiE4FIfhcByBI3EUjsYxOBbH4XicgBNxEk7GKTgVp+F0nIEzcRbOxjk4F+fhfFyAC3ERLsYluBSX4XJcgStxFa7GNbgW1+F63IAbcRNuxi24FbfhdtyBO3EX7sY9uBf34X48gAfxEB7GI3gUj+FxPIEn8RSexjN4Fs/hebyAF/ESXsYreBWv4XW8gTfxFt7GO3gX7+F9fIAP8RE+xif4FJ/hc3yBL/EVvsY3+Bbf4Xv8gB/xE37GL/gVvzXXD/ijeetHEEm0IFoSUxBTEq2I1sRUxNREG6ItMQ0xLTEdMT0xAzEj 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 cRM3cwu3chu3cwf5yM+d3MXd3EMBChI7TroQscOxC1OE+3mAB3mIh3mER3mMx3mCohSjOE9Sgqfw+c9RklI8w7M8x/O8wIuU5iXK8DKvUJZX8fnPUY7XKc8bvMlbvM07vMt7vE8yH5BCBSJUpBIfEqUyVUilKmmkU43qxI4lr0FNMqnFR3zMJ9TmUz7jc77gS77ia77hW77je37gR37iZ37hV37jd/6gDnWpR30a0JBGNKYJTWlGc1rQkla0pg1taUd7OtCRTnSmC13pRnd60JNe9KYPfelHfwYwkEEMZghDGcZwRjCSUYxmDGMZx3gmMJFJTGYKU5nGdGYwk1nMZg5zmcd8FrCQRSxmCUtZxnJWsJJVrGYNa1nHejawkU1sZgtb2cZ2drCTXexmD3vZx34OcJBDHOYIRznGcU5wklOczjq3IPZVX85sxE7GyE4ObMyZiwQSyc155OF88nIBF3IRF3MJl3IZl3MFV3IVV3MN13Id13MD 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 CZ/yGZ/zBUlIypd8xdd8QzKS8y0p+J6UpOIHfuQnfuYXfiU1aUhLOtKTgYxkIjO/kYWsZCM7OchJLn4nN3nISz7yU4CC/EEhClOEohSjOCUoSSlKU4ZwylKO8kRQgYpUIpLKVKEq1YiiOjWoSS1qU4e61KM+DWhIIxrThKY0ozl/0oKWtKI1bWhLO9rTgY50ojNd6Eo3utODnvSiN33oSz/6M4CBDGIwQxjKMIYzgpGMYjRjGMs4xjOBiUxiMlOYyjSmM4OZzGI2c5jLPOazgIUsYjFLWMoylrOClaxiNWtYyzrWs4GNbGIzW9jKNrazg53sYjd72Ms+9nOAgxziMEc4yjGOc4KTnOI0ZzjLOc5zgYtc4jJXuMo1rnODm9ziNne4yz3u84CHPOIxT/gr+sSr0J/448cidKJVHOISDzviJyAhiXiWxDzH87zAi7zEy7zCq7zG67zBm7zF27zDu7zH+3zAh4TxER/zCZ/yGZ/zBUlIypd8 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 ZrawlW1sZwc72cVu9rCXfeznAAc5xGGOcJRjHOcEJznFac5wlnOc5wIXucRlrnCVa1znBje5xW3ucJd73OcBD3nEY57wlGc85wUvo4YuRr7kjxGNyGGLbsSISSxiE4e4xCM+CXg9atxhjDd5i4S8zTu8SyLe430+IDFJ+JCPSEoyPuYTQviUz0jO53zBl3xFClKSitR8zTd8y3d8zw/8yE/8zC/8ym/8ThrSko70ZCAjmchMFrKSjez8QQ5ykovc5CEv+fiT/BSgIIVw/scoTBH+pijFKE4JSlKK0pShLOUoTygVqEglwqhMFaoSTjWqU4Oa1KI2dahLPerTgAga0ojGNKEpzWhOC1rSita0oS3taE8HOtKJznShK93oTg960ove9KEv/ejPAAYyiMEMYSjDGM4IRjKK0YxhLOMYzwQmMonJTGEq05jODGYyi9nMYS7zmM8CFrKIxSxhKctYzgpWsorVrGEt61jPBjayic1sYSvb2M4O 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 VayG1bEG1sRaWBvrYF2sh/XRAxugJzZEL2yEjbEJemNTbIbNsQW2xFbYGn3QF/3QHwMwEIPQgsEYgqEYhm2wLYZjBEZiFEZjO4zBWIzDeEzA9tgBO2In7IxdsCt2w+6tj8Se2At7Yx/si/2wPw7AgTgIB+MQHIrDcDiOwJE4CkfjGByL43A8TsCJOAkn4xScitNwOs7AmTgLZ+McnIvzcD4uwIW4CBfjElyKy3A5rsCVuApX4xpci+twPW7AjbgJN+MW3IrbcDvuwJ24C3fjHtyL+3A/HsCDeAgP4xE8isfwOJ7Ak3gKT+MZPIvn8DxewIt4CS/jFbyK1/A63sCbeAtv4x28i/fwPj7Ah/gIH+MTfIrP8Dm+wJf4Cl/jG3yL7/A9fsCP+Ak/4xf82pgf8Hvj1Y8gkmhDtCUmIiYm2hHtiUmISYkOxGTEv4jJiSmIKYmpiKmJaYhpiemI6YkZiBmJmYiZiVmIWYnZiNmJOYiOxJzEXMTc xDzEvMR8xPzEAsSCxELEwsQixKLEYsTixBJEJ6Iz0YXoSnQjliSWIpYmliGWJZYjlidWIFYkViJWJroTqxCrEqsRqxNrEGsSaxFrE+sQ6xLrEesTPYgNiJ7EhkQvYiNiY2ITojexKbEZsTmxBbElsRWxNdGH6Ev0I/oTA4iBxCCihRhMDCGGEsOIbYhtieHECGIkMYoYTWxHjCHGEuOI8cQEYntiB2JHYidiZ2IXYldiN2J3Yg9iT2IvYm9iH2JfYj9if+IA4kDiIOJg4hDiUOIw4nDiCOJI4ijiaOIY4ljiOOJ44gTiROIk4mTiFOJU4jTidOIM4kziLOJs4hziXOI84nziAuJC4iLiYuIS4lLiMuJy4griSuIq4mriGuJa4jrieuIG4kbiJuJm4hbiVuI24nbiDuJO4i7ibuIe4l7iPuJ+4gHiQeIh4mHiEeJR4jHiceIJ4kniKeJp4hniWeI54nniBeJF4iXiZeIV4lXiNeJ14g3i 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 y7/Zu6voqq48gMOlSKCl7k4dKhTaUhdq1Ck1SosGCBoIBPfi7u7u7u7u7u7urp3vNplhDTNrXqaz1jzsh2+tX87JvTkPyUPuPvv8i1KM4sRSgpLEUYrSxFOGspSjPBWoSCUqU4WqVKM6NfidmtSiNnWoSz3q04CGNKIxTWhKM5rTgpa0ojVtaEs72tOBjnSiM13oSje604Oe9KI3fehLP/ozgIEMYjBDGMowhjOCkYxiNGMYyzjGM4GJTGIyU5jKNKYzg5nMYjZzmMs85rOAhSxiMUtYyjKWs4KVrGI1a1jLOtazgY1sYjNb2Mo2trODnexiN3vYyz72c4CDHOIwRzjKMY5zgpOc4jRnOMs5znOBi1ziMle4yrWEm5Qj/+4nS5J4r3FSHEiWnBREkZJU3MKtRGao3sbt3MGd3MXd3MO93Mf9PMCDPMTDPMKjPMbjPEEanuQpnuYZnuU5nict6XiBF3mJl0nPK2QgI5H7pV8jclN2Jt7g Td7ibd7hXd7jfT7gQzLzER/zCZ/yGVn4nC/4kq/4mm/4lqx8Rza+5wd+5Cf8/SfLzi/k4Fd+Iye5yE0e8pKPaPJTgILEUIjCFKEoxShOLCUoSRylKE3kTvIylKUc5alARSpRmSpUpRrVqcHv1KQWtalDXepRnwY0pBGNaUJTmtGcFrSkFa1pQ1va0Z4OdKQTnelCV7rRnR70pBe96UNf+tGfAQxkEIMZwlCGMZwRjGQUoxnDWMYxnglMZBKTmcJUpjGdGcxkFrOZw1zmMZ8FLGQRi1nCUpaxnBWsZBWrWcNa1rGeDWxkE5vZwla2sZ0d7GQXu9nDXvaxnwMc5BCHOcJRjnGcE5zkFKc5w1nOcZ4LXOQSl7nCVa4l7C2IfNSXPAmRvShJSYaDyVMQRUpScQu3kprbuJ07uJO7uJt7uJf7uJ8HeJCHeJhHeJTHeJwnSMOTPMXTPMOzPMfzpCUdL/AiL/Ey6XmFDGTkNV4nE2/wJm/xNu/w 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 mrGqV23XskGsRLWqNqv6r+P+G7tUt3Gjqv/J3l3F+lFtcQD+1mqhBYq7F4oVKW2huEvxUgqUup8apYXS4u7u7u7u7u7u7u6ud3HPuSHhvt6Xm/wfvoedmT2zM5lJdrJW5jeu43+W0aPX38uIf4bzd+g9dNyEoRObWqZPnjhm3ISJf1+kqX3PLt2ap+afLZka8feqWv1zVW1HNA0fN3Ri04iWcZsx4yc1jWqa2Hz6VP+8e+vuXTp1bvmV538d6921W8sDbDUtbdr9L6JEGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoa/j811xXb/tkc/9umXUvpMjVniLbWnCU2peZckbb8u+44NaZBO0zbUrSdvqU2OSNmwsyYBbNiNsyOOTAn5sLcmAfzYj7Mj/ZYAAuiAxbCwlgEi2IxdMTiWAJLYil0wtLojC7oimWwLLphOSyPFbAiVsLKWAWrYjWsjjWwJtbC2lgH66I71sP62AAbYiNsjE3Q 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 5g1veRc2uBj6lD9COEKHFt2IEJFIRCYKUYlGdGLwYdjcYYSP+YSYfMpnfE4svuBLviI2X/MN3xKHuHzH98TjB37kJ37mF37lN+KTgIQkIjFJSEoykpOC30lJKlLzB2n4k7SkIz0ZyEgmMpOFrGQjOznISS5yk4e85CM/BfiLghSiMEWw/iMUpRj/UJwSlKQUpSlDWcpRngpUJIRKVKYKValGdWpQk1rUpg51qUd9GtCQRjSmCU1pRnNa0JJWtKYNbWlHezrQkU50pgtd6UZ3etCTXvSmD33pR38GMJBBDGYIQxnGcEYwklGMZgxjGcd4JjCRSUxmClOZxnRmMJNZzGYOc5nHfBawkEUsZglLWcZyVrCSVaxmDWtZx3o2sJFNbGYLW9nGdnawk13sZg972cd+DnCQQxzmCEc5xnFOcJJTnOYMZznHeS5wkUtc5gpXucZ1bnCTW9zmDne5x30e8JBHPOYJT3nGc17wkle85g1veRc2pBz6 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 rnpcJ7r+kjL28bHIJYPVLoSnQ+6p/Jb6LeTB9V18PW3jCB4WcuiKu/j7ypCPCzfWw8cnJM/quyiPeVlxxiWUr8XPlfbVc/HzyV62TVRgc7ZT5LCtxa9INmiTv3QIlZ/yg15S+PhGDvv64i4MLRyN/uKQvqwyh/ylHoK7MCmyXeh8FZIX0p8lm09WX98WjkW6WDxdMlN84gWYi5ePj+EjSZEsPoy4Ha8LbNsQWX3kkteHezR+iVi16hbZrEjvAJmD/CekTsgYt8ZtCXydtirykyLZNW3gP/HS0SXvLDoUtS3qu6wcIeOzTB8uHK1+fbZw2cw311t9+WwfSswjKhiHPh6wn48hHkLmOcCHLe97LZkYc2vP49Lbh4ElZ9l1uozsvj5CeJQpt7D39VGUZ/GZFiu21yxyFLUJxYZ5+jB38Jp5zBvrkZdnqFyhdnKdJaw8mBtC5og48tha67j0CLGFD1+XPh5Zgvrz6WSlHXzm9nFMqOxFPFi2 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 yA6Lp4OincN75bWtdv+pweThGPL2jjEsRM9eTGleFn3Bi/4C3vR+j+bLcOC4gR3jnNFrfyUiLwmRj8e0fqz2AP+o/8uB6UBk9WyN/B37RtiOxCa9GAUcDxlOwKHHozFf27/c55sBnxnec0TdGX/dHZx7NiJyAuR5ZDRDO9qUjVtzYH7ydBNSj2HfOs9DG1exIE/Cj+XkoP94GGNzI4fDCD6xYU5q5EVzC+eMwYkyhspVc7Xd9tZCK1YPxExr2lC+U80dEm81X7byGdMPqUVjZFj1ZQCvSezB4gWOD35WMCRHDu01GcbDza/jw83L8+Wv15cXy6erkz3XfBd+tBkqXZ+/Ysfx3nM9cjwSfnvzin2V/GTwQbllbq7I9PreuV6HJxrd0oNtx8p2JPODIQ/HE4wlclzTZ0NubBi35mo5ycAZGmVZvtF6MjsGhzYQOzE+idAkgx/ySAam6PQEdJ7v0D6I27IHbrOc0PuYS9HgofM1GvxRR8+W 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 fCthByWGpkXLWYvtxYJjV4vc+205vHpauUGYl7iq4KNxt3q0GAy3lqumU6tFJXyroZPVAoffGtf0ezlFNTEaPWic0rWmL1qraG2sccnX04pObskPhH+vjVUni8PS7HFUB1oNIpqZOBKXlF818vRiMrlosa34TE0qwWtplGqhcTG1gRLL4xC1T+z9VuH6DkavS9Nu5arFhWDn1bCSXFXQUQ07L69q+EkxPD7GRhq35qVaevxsLSx/T4sVV0J1tHtzWg2smmi2L8ecX6O2uK3YWo0kuxrg9uooccOIC9LeiyfVrq2vFAPGOIxxrR4aZ3X4GURtLR0Sp6THy9/Sp+Vdg+NSXeHErgpfJe3QYaPVGcKrlovG4flb9dP82ZrC8GXi7OXh9DK0PCxeKK8at+Sr5abFs2wt7dXgqYIuOL7WmMdpadbmNDsrN09LNTg0G4tXq4OnqZLjDc+p96v2fj/+xfPrR+ePnl69d/lkzRbvu59SWrzaNrG2 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 NX6tFqwdM6bVE8RcTz0QvK5SLOPvKZp+hCYT5M8y2HjWurX2ozWHUGPt3oqjzcG5r472nrwqUZOojgw93hxI+xEdHk9vDfb2kvFLHK19VJu1blD82Bxq0B/EuLe20X3xEsbzBo2fVBvpWopradQ4tHyYcRC2o2vN5qyNI6izOjl6tbPyY9cJiiYrHowYcGKPcFv+lZyvji8zzmi4uzf+j4On01ozyx4Be2stNHsYsSoBiYfVINkgYEevW1ADo4mtT+3wteL1xoX8emr0qo3et141er98ffmVy/cvrm+f3K7Z5/1Mwv/rtfZGz/nYQ8L3Rhj0Gc5hIHaUG51+PXEyc84CBuzYZ3/kPWLk/YG1jwDGeNZ6avmwtcjS4WnLitOzXj15MnXszcnSg06+OoBofUbynjmfqSULPfsOg/bs2ffGZtRo91whgUe7j/ha81m8e3NGn7c2tWHjZ61d9ppjsn22/yHhIeWiIbrPM/m8Z9CsvZgVk3mO 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 ytAixWXqKo3BefW4IpBqyO6brHg9fqNxs3RlaMvgXVODti/vxgOdXjg2agzHrscmAgxwQLmmQTxvrHzh2DJ6EfBnAYc3M1ZEk6VRs2F5vTrC4bDW1bNndHl20TkWLD8GfNPmnU+YZdQKgfv2OlIjCD6R9Yz4RfZjNL5UHzavnj0l8UZz69EDwoZBk8Op06t2et981em9+e2fXrG9+84D+UXe6PGOYCb3zHjaUbYeD2xsJOo8FqDDbnj/k/beeozoQMfeqAPw3r5G+KNrc0jIyN/i9uoe5RvVUxcABucPNVZPnKz1R+KeWaImu+dq9DmZoScT9HuC0t5leDK0RP1mrAEOwPYhYcm80WG3pD4pHojrpYDOuSg/mus6CUueT3YdM+NE+EZ0zFyjHqSck8BHxlPzT/io+jRtDvfMWEvwP1Rg8rxmhw6fe0j62V72c9Way6wDArZd6PhFXm2+V2tqPgJvpLYMnzaXybc01tQ++/0LC/hm6HyJ 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 ZHsIODa9ESzx9cvSvBlYStvuM3apmEtiyZyWiIVO+yW0dWOt36xZK+4JJxwiBhofJxAYfN4c889K1ta7dvxjQEaNMjgWwwN//5+1Fu1zaNbPJ04I49ToVRu9b71q9D6/fPz1T94+/+TKfd53D7DPu3cvPBt7v/fsnbfsQeYZiTHyzIIzbs2zcRG0H4H3TJ+toed9JaoPzj0TO7oeTF3hzGv+3h70NM1eU1bPTM72DEX2ySzdves24pMVs7cmGJzvjeWdv15+Zo/MXM/q7KXRGOjwicRn1yWqNVNnBOw+QNPnbbUzuYC4ztJu+WSco1GbjPxZIDg+K95awCTbbGTonLW3rf3q+UTOC4J+Glfk/M0CnLHZGtgaaJoY/2gO2Tm3ehH0EeeNX+jFhBzuoPyc1zsPcF4ZoIFlVztqMFqzaTVfMfYs3l1+KGMIcmg+3p4cwlp/QV3g9nKf8VyI1Jud29M8+Rd6R+ox+/ky297jkNZjRswebTPs 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 TjCD4SnwFzgNzoCzF62Gpf4p/DaH1m5YmgyHt4Oy4A6yHZYHFUBFkAruBveQBfF+UElhQwyBKsyKWBVUIzviI2RIrA5qkCmxFqgN6pA1sS6oBx4HDUBDMik2AU3JqNgcpIEWoBVIJ8tia4Vp8WmyLbZnxsWOzLrYhcyL3YR98QVmYOxJFsYw6AUyyciYBXqDPiCbGRrjIIeZGvPI1pgE/TXWxqFkbhwGXhcGx5FgFBgNxmiMjmPJ6jgOjGd2xwnC8DiFLI/TwPvM9vghmO5ifZwJZoHZCgPkXDCPTJALwZdgEVgMloClYBlYDlaAlQpj5GqQT+bI78geuRasI4vkejJJbgAbwSawGWwBW4VhcgdZJncy0+QvZJvcA/YK6+QBcBAcIgPlYWGhPAaOMxvlSWGk/BucJTPlObJTnv+zukWWSgeUJFtlmYvGyjK418qUu/TbUfj7fPF8j+tWi8x3M01kousXmfvNRNciMvvKRCYykYlMZKLr FZlP3f9LZFb6Zo3MyphsmEgfGV++iUz0X4vMvXrrRGYtTXQjI7P/TGQiE91qkXlfuxkiswomMpGJ/EXm3eJaRia71ztqHLjc9V2j4umteFoxkYkujcy+MpGJTGQiE5koSGQ+OU1kIhOZyESXRsGfNJiSdrTw7GVPHCxPx1Q6PkBH9ycRptBoKndIhvIiocxwkp771zcSS0RCWbnhRDKaiFCplPR4bjInES16fU+7aE5eOJR5/umEmbmRokcGFl2umh6P5SWzE6G8aCiBlgoaDcUiGfHcSF5OMjYonIjnUtnSLbMTkQs17+tyoXhmNC8jN9o3GjtfOJqkArdffCZiUT5dH3tY5alwRjgUwyQvPF0xVBNtx0IZGHY8Ee1/w55t2Pgx/mzDEsLfT0ce26yMPGezsrbA0hx1FLVT5Kj1Ks/HJNvhR1U9R8zDEeOU83Ydr0sZeY2/ljmW9dzO6ebo9tprTnIfqMbrKK7bHujmH6Sen9dy36rG aIl1k3Vl+3zu/JzEbR5u+1GuT5D88HF69W/5LM/3gFs/bvtKt04y95biuqynu4dtl3xaHjnXjY0fHfHaa0y6/eBnPWWftua1rci7qo5qTpbiuttYbI8cWi5H2Z+jyYmjyTO/7pU7W9OvpUDWcTQxb1OXT0fRt63p29aMQeZXtiFjeZ+p8qOap1wLWwOv6yjOW5pybrlQtacbq64ub0PO3fGoK8esm7/MtyP6VJW3NGvn1r7bmunacDzatj3qqfZKwfiZu143Vj9rK+uq9o6qbVvMXRU7in4dhqWpq8JxuWb7rG8HaE/Vt6Nqj9bAUdS1Ff3qxuVVRo5NN37b5ZxbH7oysj+ZwyBtXw26edlX2b7j0qYuF1fbl1v7fvtQ5f1ar4EO1Xu717hszRxkHT/j9npfDorXXrMDtiXHc0lu2O/Llkv7xTkXt34czTlZXpfjIGP3+gy4kG+RI8tHPuwAZXV1g/Shqud41Pc7Dj/Iz4ggfdslvNex 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 LPlptS6x8TygnEnJg3JxW80GxdKGx8Y76KJ8WH+5vdTf0lr7YC0Xyk8Om6TUiq5ab6z9gOqw4pGRYzmc3xVW7qTkJIefVHdycLJ6Q0YulNMbR+QBngerNxK3pNgRiut8lyHVRyBuAvEQturR7lGPeYsX6h//GQ3FTkpOcsynAjtUr2bnvUdKfGneym3F8nDVetziXBF8qez91qlC8kJBdamq2SpZLlTXlipjj1t1pJNTZZilmsnjU8WMlbfLt8/ehb97o9D6e3kC7+O31t7Hy+/Rt7roH9QdenTies189/3p6PTFcjU7+aR6WNWT5jLfJO+qb5L38zfJhqb8yo7q5vhfILvT+nNDo750dDsY3Sv1754UzV6YSxLOP/Mc3Ebwg3Vp+TVefJ1KhlSHx8ey5zaoT1Ic5/om5JPvTZRDi6nZW2si7QFPTu8A/UoOXq51RmuWzRHHm+5nr42Wb3D+rUdWTOQv5fLw7LGGxX0byGeJ+Xmwfoav 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 MYoxvMbrjGdC3t9KxSYyicm8zTSm809m8C4zeY9ZzOEjPuYT5rGARSxmCZ/xOV+wjOWsYCWrWM0a1pKY3fsT69nAz2zKmyea+LOtuB/FS7Azu1CS3didfdiPUhxImfwZwuU4giM5mmMoz/GcwIkYU8VP5UzO5lwu4EIu4mIqcSmXUZkqXM4VVOUqruYaqnEt11GdGlxPYtbyjdzEzdTkFm6lFrnUpg51qcft1OcO7uQu7qYBDbmX+2hEY5rkz4puzgM8yMO05BFa04ZHeYy2tONx2tOBjnSmC13pxlP0oBdP8yx96Mvz9ONF+vMSAxjIIAbzCkMZxnBGMJJX+TujeY2xjONNJjKJKUzlHaYxg5nM4n1mM4d/8SFzWcBCFrGYJXyWN1u8+FcsZxWrWcM3fMt3fM86NrCRTXn/ZVAik8Tc7GyKURw7SuzCruzOnuxLKfbnAEpThoM5hEPJoSyHcSRHcQzlOY4KnMCJnMTJnM6Z+bPdz+Fc 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 QecGvU5OK6ytMyKOh5D6FOrv4oykcViYukRJN+r+5L4IK0dQnBHQl2FtG5JGVlA6qcoXpR3C9hVIJytk32bvMamE1Sld+wSVOSDdrKC8MtI8MjagTIHjLSjPX/MNOybg+JT7CiuovYLaKFW7hZUtOf1UbRJUpuQ8wtokrDxB6SbHUcsSVoegekcpd3IcdF5YXYP2pTsmoJxZIfsC+yAo/aD6BqUVJsoxUW1JWmHnBNUhoH3T/k4alNeWxMl9EaUeYWMh+biguqb6N6xt0o2HsPEXll7B1+naO+jY5HTC8o6STth5yeeH1Slse3I+Yfmlql9QHKW+Qeemqku66yBVfVKUPyu5HKnKEJLGZm0RlGaUtopSn7B9qdo83ftwWLlStV+qPKKem1GgLwO2p+zDsOOSj48yVqLuC4rTlTMs7wLHZUU8LvIY/d9y/M/yAZPzz4mXD8hbPuCGeAmBeAmB/MsoXkIgXkJgeLyMQLyMwA64jMCweCmB 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 DVxQmcHgBccHQXgiC2JwGglkUG1BMIPzp46yzkEN3j3DgQ2+GAThdR4DHPwkCMJbMdDBjiAIbycBD+4kQQ/uCoLwbg/BDx4WAiD8b4aDIBzKAiEcIQRDOGYOB0TYlAdFEIMi3O4QGOE+EhzhL0EQPfAED5JwksdACWe2OFjCxQ4BEy4PgrYrWOCEbXMseMI9rQugEP9DRe0TX9pACo8I/7iSUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVUzmVU3ZKCKMR4J8hjIbamR6Q/HYebCKOazFFda4dHhiubKqcM2wJdLF8zcRYdbxaqY5UN49Xx4aHddCLieHKiuHRyshEHDKjhbEu+q2xLlbSWBfa1yP6qlGIkKRHmMbvlZAeET9ItXxKk7ohu1Ke2ucTLVsQeHAUmKyK9onwjAQ+PC0UZKM8aT7lX+B9JP03 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 KndzD9Wozr3UoCa1qUNd7qMeDbifB2lIIx6icehajVVZNaUZzUP3agsepSWP0YrHaUNb2tGe2FzlJ+lARzrRmafoQle68TTdQ6drj4SPcDLH5pn35Fl6xXW99qZP6HztR38GhP7XgbzAIAbzIi8xJHTDDmUYwxnBSEYxOlFn7Fu8zdi47thxjGdC6JGdyKTQJzuZKaFXdhrTmcFMZvFh6Jr9iI+Zw1zmxfXPzmdB6KFdxGKWsDT00i5jOStYySpWs4a1obf2b3zOOr6K67DdyCY2s4Wv2co3bONbtrOD79jFbvbwPXvZx35+4AAH+ZFDHOYIP3GUYxxP6M7NfJKfE+akn6pMzkBsXn4mMuPCLFnJxtmhazd7XN/ueeQkF7nJk6iD92IuIS+XchlXko/8FOAqCnI1hSgcent/z3VcTxGKckPo872JmylGcUpQklKUoSzlKE8FKnIrt4Uu4Mrczh3cSRXuomroCa5Gde6lBjWpRW3qUDeu S7h+XJ/wL13CjeL6hBuHTuEmNI3rFm5xmm7hX3qF29KO9nEdwx3oRGeeogvdeJru9Ej4+DbLM/QMfcS94jqJe9OHvvSjPwN4gUEM5kVeYggvM5RhDGcEo3iFV3mdMXEdx2/F9Ry/w7uMYwLvMZFJvM9kpjCVaUxnBjNDR/IsPmR26Euew1zm8QnzWcBCFrGYJSzlU5axnBWsZFXoXF7D2rje5XV8EfqX17OBjWxiM1v4mq1sYzs7+I6d7GYPe9nHfn7gAAf5kUMc5gg/cZS/c4zjxDqsT/Jzwvdh/tEBHfseTCYy48Ks2Tg7dENnJwfnch45yUVu8nA+F3AhF5GXS7mMy7ki9EvnIz8FuIqCoXP6GgpRmGtDB/V1XE8RinIjN1OM4pSgJKUoTZnQW10+dFdX5FZuoxKVuZ07qRJ6ratyN/dQjerUoBa1qUNd7qMe9WnA/TxIQx4K3diNE/4WnrUpzWgeurJb8CgteYxWtOZx2tCWdqFT 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 jDPUfWIVQ1BXKJ6B+F7FQHxmsnVpemxtY3J5uzIOr55sfs/WRvzgARuxmjShk/i4pZM4iFdAyS/+O/glf/d9yvok+xEqZvhTxjuOOSXr8L3WNI9UTtP2fHNI5LJtM7eINX8hcrs4QCTqkMjhmjv0Z5FkSI5Trrmk24lVW1sNhYfrUM8V4x6pcDlTUoXtM5Rt3S735TI2uUcu45RLHSYheR5J9LsuR3lujm3vM3kvRBQC3tCU7aesXbKGthxN76vrTaIOmygdbI11+eYOkTd1FELPVaZtSeRxzS9xtoTug0v4nN8m/ZHqs57H9ftRKeYw9PfObGrSa3FZ1zVzMbKsIciakM7nmt9nT0mH1NqTOP9m5d6xGBvJ63w+v6TWi2RIzLfpXOfQ35RRd5Za3t96TkjOQ911mpP4tXLuUzmJH/LwEj9euomf0PzE646O4mcdPcWzHMV99RPHdBOn9BL/okdu4rs8/MQPeDqKjw3cU9zmKJb2E78W 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 aS3jZ3x9JtG6SXozreFbVTtczqbnJz5TpdWZSua97D0yZ3PUFq+p2vfjBnkt1YfoL+N+kGS0Mb43G9rhMvysI+uApdrT5fWeou1rpwzvpl5tn8vD6rptHvI4VXXHlQxsz7TSh8NNytaW2qNYt2Hdt+pTP/fbtIbbBltIyOl5ouw4gvXa5jzyt6y7Q2FZmhOyjvOeJvun9Ccy2SRzRt2T82cG9pF3uGKztucSKstnD97jjOdZkrttbURar+tsH37f2KfW3FEtA8kvofVuh+TJqfwhClw3k2qf2x3vYCmYxqTOE59IW7bSkXUVX0+RDG3v0pRtZU0cYrlJ5zEqp3VstWHwbwbyD0n/JEMfy0I+TqfUc6LBz+s2UPk8BzJaD9yfTCn9De1IzOfVjnOF7MOGe2lT31R/E9lmlHzd9y/19Ltdi/ZFLXuO1mQ9tsbJj8Mps2489qSftEF+fl93E903rlnUhvQve7JF4y9N+TzespQeoLb5vCxj 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 TLmOnC6Aj9iCDywgH2H+FBkNReQhmzaP7K4BGw/gG6TvomPX1pMPqEKHa55Oi+Y9o0kxqAy9JKyYDhdtLZ3/dB/ig37butpbA7YUQUd5xoiwxw3sbxtylO8QPvBiSR46l4KMQtiO1kzBnwSYI0JeHHqxogBZFEFDAPpD6GcF8xSgLxnspw6bY46js8a2l+cVcS9lA/tR3N+EzkbwfZJ5ETxTbhNhbskmh5w4wjollEPYndry8MG7kAdp1FkxAzp2vXm3kHuIb5Qfz5UNw0vuJc/PbHr9799B233Mc9/myUMHde9E+fw2LslwE3uvQ1e2zR42YNtbyCXZv2jtu3Yx96yjv+yDZxVdW55+1sHThvGUtidek6+ipYS2FPz0kvGiCj2Wny0ip9Z5LIs96DyqmBt5l+JzDjlVDnIMDEreW/A3eeSvvD9Xha5GaIuMljzOCsJrvhRsO4M4WcZ6dcyXwdryATXzAXkvbnPPZew7gh8p2fwlxBTd 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 DpTIKrR09MnfDLVUALMjBl4KfpUf9bXtcOuTr1qM2isdt/a9TfMi7tUlduRVwvtdjgXh2r3EFFlzWqrhRz2iBR9xt2LGyfj1R5tAmE1maPUCnkeO0V9cCV393pomeCW+d15lqrtvO6ili11yVVglq5ugLCD7ReQ+6iCvPCvzOs+e23qjg9ZvUy/qftQ7axOB9wRmb86Uhs0mXZaP/Ggym4n1RegxYBKUzpSI9Ms/6ZnHASz3trAZLT4I4rtNu0P5+JuF9rlb958rV0rn5Qi2OxyJ/OiNEvZFli73Ha3IFxPsXf+pur3j6aoqkDYKXAd5bTNZZya8+6PORWzWFf2qaiO8asULsYuJSar0ttOaApokQTEosFg8mBsJm5efeqKe2uUigUmj7RxK2fQVRw7vZ3yBkl63CcVDKu6hA7l8+xjIWw6pr2RwlV4yjjoyHmainKNvOXAPaOzGVqKRaTt2tir8oBe8x8c5U2VZuW7bnrphXkFrVfkR 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 W51M6RJ6wsc5Jx0C4/0p71EpH5YU3EFMmsi3PpTnLodD+IGN8iqqkYOUFQKf/G+bUmbl4kCBEBPEkauKq+99NYY3mzHMd8xJbfh4XwORsn3r7RTwGU5cR1lm9XYMiwHTk099rRnhhFldUwBTqHPUqJq5YMre85ULLlVXvH9q9jSFJdOc6vHsW0c2wQfKGKVAJGavIkCIbj/1IUYET9Huwh0BWp8L55zGU/JR94YlJ/+JYoOxdLuoZowuYuN7/VY8SpD5BLpsXRs6UT9HVA7+9Dd4wrLA2q61wJ1h1Lk4o/3kZaljNJtzL2qy9lZBQ3di4cjzXls8VJswEVN2ZSqaoqwM9vmupZCRtZz4SvqyBRnfbBdWnydu0M2BSiKrOhB8A5c27oFjzP3WL4zo4euj6Wdhe8xrVbYY+EMfLHCLcYAJSayHzWihqDBQHr9c9MHTftNl3J333B5iSjxD/F6XS+AbpgTA2AMJdHXOTdCSjKeOpHNNXLa5 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 Waut5BS0vULhqYDAfs327ecLHXnuCE4hnXtu3OMpqjmmH3yyq00pb6fc0C7wg7KKAWrUT92CC3WVhybD1Rj0upas3UB79gV2VSDjdBYVMrAfLzYoFJFnn0GUZr3NupjnrnCHsS8diiNPneZIdUt76rlw7xkmPNt+EVet3+vC5/aWOaEGIbubpCqvXmz44H+yIiGHzlq0dlg52bpz3K7z8OcrvUiGYMk5ynPj5py6TYP51G3dK5zGtaiWe4Hct8t+NssTT52rJCXKRUImmhDi8B6v2ZpDzzmn2wkBKQtGdgs3yCxqazvqb/0qqvn+HHyp3cWbSswm7cRd8o7PxoD+cyJ90WHtglD05pyl2XnLYd7JwzC3LMsPnCmxc/bmUjx1LppES2lgCZVBVvc0QoZVk4eX3HtwneHna4eGPOZRw5ORJPScfzTuJvxooFBR447OuZ2Smf7U9dKMtMdSmQwSZrPM4q4q+z76CPfb5jAHIbEms6lkvaJt 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 xXfb8932C/5xCcUD7BP8cQnFj/wfl1D8cQnFV1fnu6sv+MclFH9cQvHHJRR/XELxlz8uoXiE/7iE4o9LKP5bXELx+7Wdf/vrtZ7/w+T/lf96/0P++/s3f/M3/9//D3b2aEY= Numar chestionar Questionnaire number Numar chestionar Questionnaire number 1 1890 937.526053215077 930.5 546.956665454831 1804 0 F4.0 In gospod. exista cuplu(sot-sotie) There is a married couple (husband and wife) in the household. Structura familiei Family structure Compozitia familiei: Family composition: 1804 0 Cuplul subiect (sot/sotie) Subject couple (husband/Wife) 1 Da Yes 1547 2 Nu No 257 99 NR No response 0 F1.0 In gospod. exista barbat singur There is a single man in the household. Structura familiei Family structure Compozitia familiei: Family composition: 1803 1 Barbat singur Single man 1 Da Yes 47 2 Nu No 1756 99 NR No response 1 F1.0 In gospod. exista femeie singura There is a single woman in the household. Structura familiei Family structure Compozitia familiei: Family composition: 1802 2 Femeie singura Single woman 1 Da Yes 221 2 Nu No 1581 99 NR No response 2 F1.0 In gospod. exista copii There are children in the household. Structura familiei Family structure Compozitia familiei: Family composition: 1803 1 Copii Children 1 Da Yes 1646 2 Nu No 157 99 NR No response 1 F1.0 Numar total copii Total number of children Structura familiei Family structure Cati? How many? 1 9 3.34508348794063 3 1.7704678951909 1617 187 97 Nu e cazul Not applicable 181 99 NR No response 6 F1.0 In gospod.sta si tatal sotului Husband's father also lives in the household Structura familiei Family structure Compozitia familiei:. Family composition: 1804 0 Tatal sotului Husband's father 1 Da Yes 181 2 Nu No 1623 99 NR No response 0 F1.0 In gospod.sta si mama sotului Husband's mother also lives in the household Structura familiei Family structure Compozitia familiei: Family composition: 1803 1 Mama sotului Husband's mother 1 Da Yes 212 2 Nu No 1591 99 NR No response 1 F1.0 In gospod. sta si tatal sotiei Wife's father also lives in the household. Structura familiei Family structure Compozitia familiei:. Tatal sotiei Family composition: My wife's father 1804 0 Tatal sotiei Wife's father 1 Da Yes 81 2 Nu No 1723 99 NR No response 0 F1.0 In gospod. sta si mama sotiei Wife's mother also lives in the household. Structura familiei Family structure Compozitia familiei:. Mama sotiei Family members: My wife's mother 1800 4 Mama sotiei Wife's mother 1 Da Yes 105 2 Nu No 1695 99 NR No response 4 F1.0 In gospod. stau si bunici My grandparents also live in the household. Structura familiei Family structure Compozitia familiei:. Family composition: 1804 0 Bunic(a) Grandfather/Grandmother 1 Da Yes 26 2 Nu No 1778 99 NR No response 0 F1.0 Numar total bunici Total number of grandparents Structura familiei Family structure Cati? How many? 0 1804 97 Nu e cazul Not applicable 1804 99 NR No response 0 F1.0 In gospod.stau gineri My sons-in-law live in the household. Structura familiei Family structure Compozitia familiei: Family composition: 1802 2 Ginere Son-in-law 1 Da Yes 140 2 Nu No 1662 99 NR No response 2 F1.0 Cati gineri stau in gospod.? How many sons-in-law live in the household? Structura familiei Family structure Cati? How many? 132 1672 97 Nu e cazul Not applicable 1663 99 NR No response 9 F1.0 In gospod.stau nurori My daughters-in-law live in the household Structura familiei Family structure Compozitia familiei: Family composition: 1804 0 Nora Daughter-in-law 1 Da Yes 303 2 Nu No 1501 99 NR No response 0 F1.0 Cate nurori stau in gospod.? How many daughters-in-law live in the household? Structura familiei Family structure Cate? How many? 295 1509 97 Nu e cazul Not applicable 1502 99 NR No response 7 F1.0 In gospod. stau nepoti My grandchildren are staying at home Structura familiei Family structure Compozitia familiei: Family composition: 1803 1 Nepoti Grandchildren 1 Da Yes 455 2 Nu No 1348 99 NR No response 1 F1.0 Numar total nepoti Total number of grandchildren Structura familiei Family structure Cati? How many? 435 1369 97 Nu e cazul Not applicable 1351 99 NR No response 18 F1.0 In gospod.stau si alte rude Other relatives also live in the household. Structura familiei Family structure Compozitia familiei: Family composition: 1799 5 Alte rude sau persoane (specificati relatia cu toate persoanele care alcatuiesc gospodaria) Other relatives or persons (specify the relationship with all persons who make up the household) 1 Da Yes 170 2 Nu No 1629 99 NR No response 5 F1.0 Cate alte rude stau in gospod. How many other relatives live in the household? Structura familiei Family structure Cate? How many? 166 1638 97 Nu e cazul Not applicable 1636 99 NR No response 2 F2.0 Total membri de familie Total number of family members Structura familiei Family structure Numar total de persoane Total number of people 1 41 6.64963908939479 6 3.4917300921374 1801 3 97 Nu e cazul Not applicable 0 99 NR No response 3 F2.0 Cati din membrii familiei sunt sub 16 ani How many family members are under 16? Structura familiei Family structure Cati din membrii familiei sunt sub 16 ani? How many family members are under 16? 1 10 3.32923673997413 3 1.86943019533888 1546 258 97 Nu e cazul Not applicable 258 99 NR No response 0 F2.0 Daca locuieste singur If he lives alone Structura familiei Family structure Daca locuiti singur (cazurile 2 sau 3 la intrebarea 1), specificati situatia: If you live alone (options 2 or 3 in question 1), please describe your situation: 256 1548 1 Necasatorit Never married 6 2 Vaduv Widowed 148 3 Divortat Divorced 20 4 Despartit Separated 82 97 Nu e cazul Not applicable 1548 99 NR No response 0 F1.0 Tipul casatoriei Type of marriage Structura familiei Family structure Tipul casatoriei (pentru cuplu): Type of marriage (for the couple): 1544 260 1 La primarie At city hall 910 2 La biserica At the church 36 3 Concubinaj Cohabitation 598 97 Nu e cazul Not applicable 255 99 NR No response 5 F1.0 Regiunea istorica Historical region Structura familiei Family structure Regiunea istorica Historical region 1804 0 1 Banat Banat 149 2 Crisana-Maramures Crisana-maramures 163 3 Dobrogea Dobrogea 50 4 Moldova Moldova 167 5 Muntenia Muntenia 333 6 Transilvania Transylvania 479 7 Oltenia Oltenia 148 8 Bucuresti Bucharest 315 F1.0 Varsta sotului Husband's age Structura familiei Family structure Varsta sotului Husband's age 16 79 39.2765822784811 38 11.8416332109281 1580 224 97 Nu e cazul Not applicable 224 F2.0 Varsta sotiei Wife's age Structura familiei Family structure Varsta sotiei Wife's age 15 98 37.7809307604994 36 12.7514446581884 1762 42 97 Nu e cazul Not applicable 42 F2.0 Sotul a mai fost casatorit Her husband had been married before Structura familiei Family structure Sotul a mai fost casatorit: The husband has been married before: 1586 218 1 Nu No 1231 2 Da Yes 355 97 Nu e cazul Not applicable 214 99 NR No response 4 F1.0 Daca da, care a fost situatia? If so, what was the situation? Structura familiei Family structure Daca da, care a fost situatia? If so, what was the situation? 358 1446 1 Divortat Divorced 56 2 Despartit Separated 254 3 Vaduv Widowed 48 97 Nu e cazul Not applicable 1446 F1.0 Daca are copii din casatoria anterioara If he has children from a previous marriage Structura familiei Family structure Are copii din casatoria anterioara? Does he have children from a previous marriage? 355 1449 1 Nu are copii Has no children 213 2 Are copii She has children 142 97 Nu e cazul Not applicable 1449 F1.0 Cati copii How many children? Structura familiei Family structure Cati ? How many? 142 1662 97 Nu e cazul Not applicable 1662 F1.0 Sotia a mai fost casatorita His wife had been married before Structura familiei Family structure Sotia a mai fost casatorita His wife had been married before 1762 42 1 Nu No 1416 2 Da Yes 346 97 Nu e cazul Not applicable 40 99 NR No response 2 F1.0 Daca da , care e situatia If so, what's the situation? Structura familiei Family structure Daca da, care a fost situatia If so, what was the situation? 346 1458 1 Divortat Divorced 49 2 Despartit Separated 256 3 Vaduv Widowed 41 97 Nu e cazul Not applicable 1458 F1.0 Daca are copii din casatoria anterioara If he has children from a previous marriage Structura familiei Family structure Are copii din casatoria anterioara? Does he have children from a previous marriage? 346 1458 1 Nu are copii Has no children 153 2 Are copii She has children 193 97 Nu e cazul Not applicable 1458 F1.0 Cati copii How many children? Structura familiei Family structure Cati ? How many? 185 1619 97 Nu e cazul Not applicable 0 99 NR No response 0 F1.0 Varsta sotiei la prima casatorie The wife's age at the time of her first marriage Structura familiei Family structure Varsta sotiei la prima casatorie The wife's age at the time of her first marriage 12 48 17.002849002849 17 2.99571965215596 1755 49 97 Nu e cazul Not applicable 49 F2.0 Varsta sotiei la prima nastere The wife's age at the time of her first childbirth Structura familiei Family structure Varsta sotiei la prima nastere The wife's age at the time of her first childbirth 9 46 18.641642228739 18 3.11780094738446 1705 99 97 Nu e cazul Not applicable 99 F2.0 Cati copii a nascut sotia How many children did his wife give birth to? Structura familiei Family structure Cati copii a nascut sotia How many children did his wife give birth to? 1 21 4.46938775510203 4 2.59309095227706 1715 89 97 Nu e cazul Not applicable 89 F2.0 Din care traiesc Which I make a living from Structura familiei Family structure Cati dintre ei sunt in viata How many of them are still alive? 1 20 3.98648648648649 4 2.11857344286146 1702 102 97 Nu e cazul Not applicable 102 F2.0 Cati copii mai doreste How many more children does she want? Structura familiei Family structure Cati copii mai vreti? How many more children do you want? 376 1428 1 Cati i-o mai da Dumnezeu May God grant him many more 248 2 Nici unul None 1065 3 Un copil A child 80 4 Doi copii Two children 16 5 Trei copii Three children 7 6 Patru copii Four children 5 7 Peste 5 copii More than 5 children 20 99 NR No response 363 F1.0 Metode contraceptive Contraceptive methods Structura familiei Family structure Sotia utilizeaza mijloace de control a nasterilor? Does your wife use birth control? 603 1201 1 Urmeaza calendarul Here is the calendar 68 2 Prezervativ Condom 31 3 Avortul Abortion 357 4 Pilule Pills 23 5 Sterilet Sterilet 17 6 Nici unul None 825 7 Nu stie(in cazul sotului) Does not know (in the case of the husband) 107 99 NR No response 376 F1.0 Decedati in familie P1 Deaths in family p1 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 1291 513 Gradul The degree 1 Sotie Wife 42 2 Sot Husband 117 3 Copil Child 268 4 Frati/surori Brothers/Sisters 125 5 Parinti/socri Parents/In-laws 724 6 Nespecificat Unspecified 15 97 Nu e cazul Not applicable 509 99 NR No response 4 F1.0 Varsta la deces P1 Age at death p1 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 1 98 41.6711356466877 49 24.9950249756167 1268 536 Varsta la deces Age at death 97 Nu e cazul Not applicable 521 99 NR No response 15 F2.0 Decedati in familie P2 Deaths in the p2 family Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 820 984 Gradul The degree 1 Sotie Wife 5 2 Sot Husband 8 3 Copil Child 182 4 Frati/surori Brothers/Sisters 116 5 Parinti/socri Parents/In-laws 502 6 Nespecificat Unspecified 7 97 Nu e cazul Not applicable 984 99 NR No response 0 F1.0 Varsta la deces P2 Age at death p2 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 802 1002 Varsta la deces Age at death 97 Nu e cazul Not applicable 987 99 NR No response 15 F2.0 Decedati in familie P3 Deaths in the p3 family Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 498 1306 Gradul The degree 1 Sotie Wife 2 2 Sot Husband 6 3 Copil Child 104 4 Frati/surori Brothers/Sisters 144 5 Parinti/socri Parents/In-laws 236 6 Nespecificat Unspecified 6 97 Nu e cazul Not applicable 1306 99 NR No response 0 F1.0 Varsta la deces P3 Age at death p3 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 484 1320 Varsta la deces Age at death 97 Nu e cazul Not applicable 1307 99 NR No response 13 F2.0 Decese in familie P4 Deaths in the p4 family Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 299 1505 Gradul The degree 1 Sotie Wife 0 2 Sot Husband 3 3 Copil Child 60 4 Frati/surori Brothers/Sisters 103 5 Parinti/socri Parents/In-laws 129 6 Nespecificat Unspecified 4 97 Nu e cazul Not applicable 1505 99 NR No response 0 F1.0 Varsta la deces P4 Age at death p4 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 286 1518 Varsta la deces Age at death 97 Nu e cazul Not applicable 1508 99 NR No response 10 F2.0 Decese in familie P5 Deaths in the p5 family Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 170 1634 Gradul The degree 1 Sotie Wife 3 2 Sot Husband 1 3 Copil Child 41 4 Frati/surori Brothers/Sisters 70 5 Parinti/socri Parents/In-laws 53 6 Nespecificat Unspecified 2 97 Nu e cazul Not applicable 1634 99 NR No response 0 F1.0 Varsta la deces P5 Age at death p5 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 164 1640 Varsta la deces Age at death 97 Nu e cazul Not applicable 1634 99 NR No response 6 F2.0 Decese in familie P6 Deaths in the family p6 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 106 1698 Gradul The degree 1 Sotie Wife 1 2 Sot Husband 0 3 Copil Child 35 4 Frati/surori Brothers/Sisters 41 5 Parinti/socri Parents/In-laws 28 6 Nespecificat Unspecified 1 97 Nu e cazul Not applicable 1698 99 NR No response 0 F1.0 Varsta la deces P6 Age at death p6 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 102 1702 Varsta la deces Age at death 97 Nu e cazul Not applicable 1698 99 NR No response 4 F2.0 Decese in familie P7 Deaths in the p7 family Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 66 1738 Gradul The degree 1 Sotie Wife 0 2 Sot Husband 0 3 Copil Child 20 4 Frati/surori Brothers/Sisters 30 5 Parinti/socri Parents/In-laws 16 6 Nespecificat Unspecified 0 97 Nu e cazul Not applicable 1738 99 NR No response 0 F1.0 Varsta la deces P7 Age at death p7 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 64 1740 Varsta la deces Age at death 97 Nu e cazul Not applicable 1738 99 NR No response 2 F2.0 Decese in familie P8 Deaths in the family p8 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 40 1764 Gradul The degree 1 Sotie Wife 0 2 Sot Husband 0 3 Copil Child 8 4 Frati/surori Brothers/Sisters 19 5 Parinti/socri Parents/In-laws 13 6 Nespecificat Unspecified 0 97 Nu e cazul Not applicable 1764 99 NR No response 0 F1.0 Varsta la deces P8 Age at death p8 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 37 1767 Varsta la deces Age at death 97 Nu e cazul Not applicable 1764 99 NR No response 3 F2.0 Decese in familie P9 Deaths in the p9 family Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 21 1783 Gradul The degree 1 Sotie Wife 0 2 Sot Husband 0 3 Copil Child 3 4 Frati/surori Brothers/Sisters 11 5 Parinti/socri Parents/In-laws 7 6 Nespecificat Unspecified 0 97 Nu e cazul Not applicable 1783 99 NR No response 0 F1.0 Varsta la deces P9 Age at death p9 Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 19 1785 Varsta la deces Age at death 97 Nu e cazul Not applicable 1783 99 NR No response 2 F2.0 Decese in familie (grad de rudenie) Deaths in the family (degree of kinship) Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 10 1794 Gradul The degree 1 Sotie Wife 0 2 Sot Husband 0 3 Copil Child 3 4 Frati/surori Brothers/Sisters 6 5 Parinti/socri Parents/In-laws 1 6 Nespecificat Unspecified 0 97 Nu e cazul Not applicable 1794 99 NR No response 0 F1.0 Varsta la deces Age at death Structura familiei Family structure Decedati in familie (sot, sotie, copii, frati, parinti) Deceased family members (husband, wife, children, siblings, parents) 9 1795 Varsta la deces Age at death 97 Nu e cazul Not applicable 1794 99 NR No response 1 F2.0 Numar decese Number of deaths Structura familiei Family structure Numar decese Number of deaths 1 10 2.56656346749226 2 1.8635223018045 1292 512 0 Familii fara nici un deces Families with no deaths 0 F2.0 Total frati ai sotului Total number of my husband's brothers Structura familiei Family structure Sotul, cati frati/surori are? How many brothers and sisters does your husband have? 1 12 4.41027351567712 4 2.33203180832633 1499 305 97 Nu e cazul Not applicable 305 99 NR No response 0 F2.0 Din care decedati sub 1 an Of which, deaths among children under 1 year of age Structura familiei Family structure Daca a avut frati care au decedat pana la varsta de 1 an If he had siblings who died before the age of 1 171 1633 97 Nu e cazul Not applicable 1633 99 NR No response 0 F1.0 Total frati ai sotiei Total number of my wife's brothers Structura familiei Family structure Sotia: cati frati/surori are? Wife: How many brothers and sisters does she have? 1 12 4.35487804878049 4 2.3544203717969 1640 164 97 Nu e cazul Not applicable 164 99 NR No response 0 F2.0 Din care decedati sub 1 an Of which, deaths among children under 1 year of age Structura familiei Family structure Daca a avut frati care au decedat pana la varsta de 1 an If he had siblings who died before the age of 1 186 1618 97 Nu e cazul Not applicable 1618 99 NR No response 0 F1.0 Copii cu handicap Children with disabilities Structura familiei Family structure Copiii au probleme de sanatate The children have health problems 1 33 26.7597330367074 32 11.2491440265928 1798 6 1 Mental Mental 130 2 Fizic Physical 48 3 Boala cronica Chronic disease 40 4 Accidente Accidents 69 16 Handicap senzorial Sensory disability 11 21 Combinatii de handicapuri Combinations of disabilities 0 32 Sunt sanatosi They are healthy 1398 33 Nu sunt copii in familie There are no children in the family 69 99 NR No response 6 F2.0 Nr.de copii cu probleme de sanatate Number of children with health problems Structura familiei Family structure Nr. de copii cu probleme de sanatate Number of children with health problems 328 1476 97 Nu e cazul Not applicable 1476 F1.0 Categorii de afectiuni si handicapuri Categories of medical conditions and disabilities Structura familiei Family structure Categorii de afectiuni si handicapuri Categories of medical conditions and disabilities 0 52 1.91176470588235 0 6.09987098823672 1666 138 0 Sunt sanatosi They are healthy 1394 1 Debilitate mintala Mental disability 67 2 Schizofrenie Schizophrenia 2 3 Oligofrenie Intellectual disability 4 4 Pareze, paralezii Paresis, paralysis 7 5 Lipsa unui membru The absence of a member 3 6 Defic.motorii Motor impairments 10 7 T.B.C. Tb 20 8 Afect. cardiovasculare Cardiovascular conditions 18 9 Afect. respiratorii Respiratory disorders 11 10 Afect.endocrine Endocrine disorders 3 11 Afect. hepato-digestive;rahitism Hepatobiliary and gastrointestinal disorders; rickets 14 12 Reumatism Rheumatism 3 13 Boli de sange Blood disorders 5 14 Boli dermatologice Skin diseases 1 15 Boli ale sistemului nervos Diseases of the nervous system 37 16 Surdo-muti Deaf-mutes 10 17 Orbi The blind 1 18 Tulburari de vedere Vision problems 1 19 Accidente, traumatisme de orice fel Accidents, injuries of any kind 10 20 Debili mintali+orbi Mentally disabled + blind 4 21 Debili+T.B.C. Mentally disabled + tuberculosis 3 22 Hipoacuzie+oto-rino Hearing loss + ent 3 23 Tumori Tumors 2 24 1+11 1+11 2 25 1+15 1+15 3 26 11+18 11+18 1 27 11+8 11+8 1 28 4+11 4+11 0 29 1+8 1+8 3 30 20+5 20+5 1 31 1+4 1+4 3 32 1+9 1+9 5 33 Afect.renale Kidney disease 1 34 Spasmofilie Spasmophilia 3 36 15+11 15+11 1 37 5+19 5+19 0 97 Nu e cazul Not applicable 78 98 Handicap fara specificarea afectiunii Disability without specifying the condition 60 99 NR No response 0 F2.0 Sexul primului copil casatorit The sex of the first child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 759 1045 Sexul primului copil casatorit The sex of the first child born to a married couple 1 Masculin Male 429 2 Feminin Female 330 97 Nu e cazul Not applicable 1045 F1.0 Varsta la casatorie a primului copil Age at marriage and the birth of the first child Structura familiei Family structure Copii casatoriti: Married children: 748 1056 Varsta la casatorie a primului copil Age at marriage and the birth of the first child 97 Nu e cazul Not applicable 1056 F2.0 Cati copii are primul copil casatorit How many children does the first married child have? Structura familiei Family structure Copii casatoriti: Married children: 654 1150 Cati copii are primul copil casatorit How many children does the first married child have? 97 Nu e cazul Not applicable 1150 F2.0 Unde locuieste primul copil casatorit Where does the first married child live? Structura familiei Family structure Copii casatoriti: Married children: 758 1046 Unde locuieste primul copil casatorit Where does the first married child live? 1 In familia aceasta In this family 299 2 In familia sotului/sotiei In the spouse's family 150 3 Singuri Alone 309 97 Nu e cazul Not applicable 1046 F1.0 Sexul celui de-al doilea copil casatorit The sex of the second child born to married parents Structura familiei Family structure Copii casatoriti: Married children: 494 1310 Sexul celui de-al doilea copil The sex of the second child 1 Masculin Male 242 2 Feminin Female 252 97 Nu e cazul Not applicable 1310 F1.0 Varsta la casatorie a celui de-al doilea copil Age at marriage of the second child Structura familiei Family structure Copii casatoriti: Married children: 486 1318 Varsta la casatorie a celui de-al doilea copil Age at marriage of the second child 97 Nu e cazul Not applicable 1318 F2.0 Cati copii are cel de-al doilea copil casatorit How many children does the second married child have? Structura familiei Family structure Copii casatoriti: Married children: 417 1387 Cati copii arecel de-al doilea copil casatorit How many children does the second married child have? 97 Nu e cazul Not applicable 1387 F2.0 Unde locuieste cel de-al doilea copil casatorit Where does the second married child live? Structura familiei Family structure Copii casatoriti: Married children: 494 1310 Unde locuieste cel de-al doilea copil casatorit Where does the second married child live? 1 In familia aceasta In this family 177 2 In familia sotului/sotiei In the spouse's family 99 3 Singuri Alone 218 97 Nu e cazul Not applicable 1310 F1.0 Sexul celui de-al treilea copil casatorit The sex of the third child of a married couple Structura familiei Family structure Copii casatoriti: Married children: 328 1476 Sexul celui de-al treilea copil casatorit The sex of the third child of a married couple 1 Masculin Male 155 2 Feminin Female 173 97 Nu e cazul Not applicable 1476 F1.0 Varsta la casatorie a celui de-al treilea copil Age at marriage of the third child Structura familiei Family structure Copii casatoriti: Married children: 321 1483 Varsta la casatorie a celui de-al treilea copil casatorit Age at marriage of the third child to marry 97 Nu e cazul Not applicable 1483 F2.0 Cati copii are cel de-al treilea copil casatorit How many children does the third married child have? Structura familiei Family structure Copii casatoriti: Married children: 277 1527 Cati copii are cel de-al treilea copil casatorit How many children does the third married child have? 97 Nu e cazul Not applicable 1527 F1.0 Unde locuieste cel de-al treilea copil casatorit Where does the third married child live? Structura familiei Family structure Copii casatoriti: Married children: 328 1476 Unde locuieste cel de-al treilea copil casatorit Where does the third married child live? 1 In familia aceasta In this family 116 2 In familia sotului/sotiei In the spouse's family 69 3 Singuri Alone 143 97 Nu e cazul Not applicable 1476 F1.0 Sexul celui de-al patrulea copil casatorit The gender of the fourth child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 195 1609 Sexul celui de-al patrulea copil casatorit The gender of the fourth child born to a married couple 1 Masculin Male 83 2 Feminin Female 112 97 Nu e cazul Not applicable 1609 F1.0 Varsta la casatorie a celui de-al patrulea copil casatorit Age at marriage of the fourth child to marry Structura familiei Family structure Copii casatoriti: Married children: 191 1613 Varsta la casatorie a celui de-al patrulea copil Age at marriage of the fourth child 97 Nu e cazul Not applicable 1613 F2.0 Cati copii are cel de-al patrulea copil casatorit How many children does the fourth married child have? Structura familiei Family structure Copii casatoriti: Married children: 160 1644 Cati copii are cel de-al patrulea copil casatorit How many children does the fourth married child have? 97 Nu e cazul Not applicable 1644 F2.0 Unde locuieste cel de-al patrulea copil casatorit Where does the fourth married child live? Structura familiei Family structure Copii casatoriti: Married children: 195 1609 Unde locuieste cel de-al patrulea copil casatorit Where does the fourth married child live? 1 In familia aceasta In this family 60 2 In familia sotului/sotiei In the spouse's family 39 3 Singuri Alone 96 97 Nu e cazul Not applicable 1609 F1.0 Sexul celui de-al cincilea copil casatorit The gender of the fifth child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 71 1733 Sexul celui de-al cincilea copil casatorit The gender of the fifth child born to a married couple 1 Masculin Male 31 2 Feminin Female 40 97 Nu e cazul Not applicable 1733 F1.0 Varsta la casatorie a celui de-al cincilea copil casatorit Age at marriage of the fifth child to marry Structura familiei Family structure Copii casatoriti: Married children: 70 1734 Varsta la casatorie a celui de-al cincilea copil Age at marriage of the fifth child 97 Nu e cazul Not applicable 1734 F2.0 Cati copii are cel de-al cincilea copil casatorit How many children does the fifth married child have? Structura familiei Family structure Copii casatoriti: Married children: 63 1741 Cati copii are cel de-al cincilea copil casatorit How many children does the fifth married child have? 97 Nu e cazul Not applicable 1741 F1.0 Unde locuieste cel de-al cincilea copil casatorit Where does the fifth married child live? Structura familiei Family structure Copii casatoriti: Married children: 72 1732 Unde locuieste cel de-al cincilea copil casatorit Where does the fifth married child live? 1 In familia aceasta In this family 15 2 In familia sotului/sotiei In the spouse's family 13 3 Singuri Alone 44 97 Nu e cazul Not applicable 1732 F1.0 Sexul celui de-al saselea copil casatorit The sex of the sixth child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 36 1768 Sexul celui de-al saselea copil casatorit The sex of the sixth child born to a married couple 1 Masculin Male 14 2 Feminin Female 22 97 Nu e cazul Not applicable 1768 F1.0 Varsta la casatorie a celui de-al saselea copil casatorit Age at marriage of the sixth child to marry Structura familiei Family structure Copii casatoriti: Married children: 35 1769 Varsta la casatorie a celui de-al saselea copil casatorit Age at marriage of the sixth child to marry 97 Nu e cazul Not applicable 1769 F2.0 Cati copii are cel de-al saselea copil casatorit How many children does the sixth married child have? Structura familiei Family structure Copii casatoriti: Married children: 0 1804 Cati copii are cel de-al saselea copil casatorit How many children does the sixth married child have? 97 Nu e cazul Not applicable 1804 F1.0 Unde locuieste cel de-al saselea copil casatorit Where does the sixth married child live? Structura familiei Family structure Copii casatoriti: Married children: 36 1768 Unde locuieste cel de-al saselea copil casatorit Where does the sixth married child live? 1 In familia aceasta In this family 10 2 In familia sotului/sotiei In the spouse's family 8 3 Singuri Alone 18 97 Nu e cazul Not applicable 1768 F1.0 Sexul celui de-al saptelea copil casatorit The sex of the seventh child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 16 1788 Sexul celui de-al saptelea copil casatorit The sex of the seventh child born to a married couple 1 Masculin Male 5 2 Feminin Female 11 97 Nu e cazul Not applicable 1788 F1.0 Varsta la casatorie a celui de-al saptelea copil Age at marriage of the seventh child Structura familiei Family structure Copii casatoriti: Married children: 15 1789 Varsta la casatorie a celui de-al saptelea copil Age at marriage of the seventh child 97 Nu e cazul Not applicable 1789 F2.0 Cati copii are cel de-al saptelea copil casatorit How many children does the seventh married child have? Structura familiei Family structure Copii casatoriti: Married children: 0 1804 Cati copii are cel de-al saptelea copil casatorit How many children does the seventh married child have? 97 Nu e cazul Not applicable 1804 F1.0 Unde locuieste cel de-al saptelea copil casatorit Where does the seventh married child live? Structura familiei Family structure Copii casatoriti: Married children: 16 1788 Unde locuieste cel de-al saptelea copil casatorit Where does the seventh married child live? 1 In familia aceasta In this family 6 2 In familia sotului/sotiei In the spouse's family 4 3 Singuri Alone 6 97 Nu e cazul Not applicable 1788 F1.0 Sexul celui de-al optulea copil casatorit The sex of the eighth child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 13 1791 Sexul celui de-al optulea copil casatorit The sex of the eighth child born to a married couple 1 Masculin Male 5 2 Feminin Female 8 97 Nu e cazul Not applicable 1791 F1.0 Varsta la casatorie a celui de-al optulea copil casatorit Age at marriage of the eighth child to marry Structura familiei Family structure Copii casatoriti: Married children: 12 1792 Varsta la casatorie a celui de-al optulea copil casatorit Age at marriage of the eighth child to marry 97 Nu e cazul Not applicable 1792 F2.0 Cati copii are cel de-al optulea copil casatorit How many children does the eighth married child have? Structura familiei Family structure Copii casatoriti: Married children: 0 1804 Cati copii are cel de-al optulea copil casatorit How many children does the eighth married child have? 97 Nu e cazul Not applicable 1804 F1.0 Unde locuieste cel de-al optulea copil casatorit Where does the eighth married child live? Structura familiei Family structure Copii casatoriti: Married children: 13 1791 Unde locuieste cel de-al optulea copil casatorit Where does the eighth married child live? 1 In familia aceasta In this family 1 2 In familia sotului/sotiei In the spouse's family 7 3 Singuri Alone 5 97 Nu e cazul Not applicable 1791 F1.0 Sexul celui de-al noulea copil casatorit The gender of the ninth child born to a married couple Structura familiei Family structure Copii casatoriti: Married children: 7 1797 Sexul celui de-al noulea copil casatorit The gender of the ninth child born to a married couple 1 Masculin Male 3 2 Feminin Female 4 97 Nu e cazul Not applicable 1797 F1.0 Varsta la casatorie a celui de-al noulea copil casatorit Age at marriage of the ninth child to get married Structura familiei Family structure Copii casatoriti: Married children: 6 1798 Varsta la casatorie a celui de-al noulea copil Age at marriage of the ninth child 97 Nu e cazul Not applicable 1798 F2.0 Cati copii are cel de-al noulea copil casatorit How many children does the ninth married child have? Structura familiei Family structure Copii casatoriti: Married children: 6 1798 Cati copii are cel de-al noulea copil casatorit How many children does the ninth married child have? 97 Nu e cazul Not applicable 1798 F1.0 Unde locuieste cel de-al noulea copil casatorit Where does the ninth married child live? Structura familiei Family structure Copii casatoriti: Married children: 7 1797 Unde locuieste cel de-al noulea copil casatorit Where does the ninth married child live? 1 In familia aceasta In this family 2 2 In familia sotului/sotiei In the spouse's family 3 3 Singuri Alone 2 97 Nu e cazul Not applicable 1797 F1.0 Nr. casatorii Number of marriages Nr. casatorii Number of marriages 739 1065 97 Nu e cazul Not applicable 1065 F1.0 Tipul locuintei Type of housing Locuinta Housing Locuinta este The home is 1774 30 1.Proprietate 2.Chirie la stat 3.Chirie la particular 1. Ownership 2. Rent from the Government 3. Rent from a private landlord 1 Proprietate Property 1184 2 Chirie la stat Rent from the Government 537 3 Chirie la particular Private rental 47 4 Cort Tent 6 99 NR No response 30 F1.0 Total camere Total rooms Numar de camere Number of rooms 1 7 2.63214487832484 2 1.25396182371278 1767 37 F1.0 Are bucatarie It has a kitchen Bucatarie (nu improvizatie de vara) Kitchen (not a summer makeshift setup) 1792 12 1 Da Yes 1078 2 Nu No 714 97 Nu e cazul Not applicable 6 99 NR No response 6 F1.0 Are baie It has a bathroom Baie Bathroom 1794 10 1 Da Yes 508 2 Nu No 1286 97 Nu e cazul Not applicable 6 99 NR No response 4 F1.0 Are apa curenta It has running water Apa curenta Running water 1795 9 1 Da Yes 775 2 Nu No 1020 97 Nu e cazul Not applicable 6 99 NR No response 3 F1.0 Are electricitate It has electricity Electricitate: Electricity: 1791 13 1 Da Yes 1618 2 Nu No 173 97 Nu e cazul Not applicable 6 99 NR No response 7 F1.0 Starea locuintei Condition of the residence Starea locuintei: Condition of the residence: 1786 18 1 Buna Good 446 2 Modesta Modesta 689 3 Proasta Poor 651 97 Nu e cazul Not applicable 6 99 NR No response 12 F1.0 Mobilierul Furniture Mobilier Furniture 1667 137 1 Piese disparate Miscellaneous pieces 1058 2 O garnitura A set 398 3 Mai multe garnituri More gaskets 211 97 Nu e cazul Not applicable 6 99 NR No response 131 F1.0 Calitatea mobilei Furniture quality Calitatea mobiliei Furniture quality 1662 142 1 Buna Good 282 2 Modesta Modesta 692 3 Proasta Poor 688 97 Nu e cazul Not applicable 6 99 NR No response 136 F1.0 Are aragaz It has a stove Aragaz Stove 1802 2 1 Da Yes 787 2 Nu No 1015 99 NR No response 2 F1.0 Are frigider It has a refrigerator Frigider Refrigerator 1802 2 1 Da Yes 367 2 Nu No 1435 99 NR No response 2 F1.0 Are congelator It has a freezer Congelator Freezer 1802 2 1 Da Yes 90 2 Nu No 1712 99 NR No response 2 F1.0 Are masina de spalat Has a washing machine Masina de spalat Washing machine 1802 2 1 Da Yes 270 2 Nu No 1532 99 NR No response 2 F1.0 Are aspirator Has a vacuum cleaner Aspirator Vacuum cleaner 1802 2 1 Da Yes 284 2 Nu No 1518 99 NR No response 2 F1.0 Are TV.alb/negru Tv.alb/Negru TV alb/negru Black-and-white TV 1801 3 1 Da Yes 523 2 Nu No 1278 99 NR No response 3 F1.0 Are TV.color It has a color TV. TV color Color TV 1802 2 1 Da Yes 341 2 Nu No 1461 99 NR No response 2 F1.0 Are radio It has a radio Radio Radio 1802 2 1 Da Yes 525 2 Nu No 1277 99 NR No response 2 F1.0 Are casetofon/magnetofon It has a cassette player/Tape recorder Casetofon/ magnetofon Cassette player/Tape recorder 1802 2 1 Da Yes 615 2 Nu No 1187 99 NR No response 2 F1.0 Are pick-up It has a pickup truck Pick-up Pickup 1802 2 1 Da Yes 326 2 Nu No 1476 99 NR No response 2 F1.0 Are automobil Has a car Automobil Car 1802 2 1 Da Yes 144 2 Nu No 1658 99 NR No response 2 F1.0 Are motocicleta Has a motorcycle Motocicleta The motorcycle 1801 3 1 Da Yes 13 2 Nu No 1788 99 NR No response 3 F1.0 Sotul este calificat Her husband is qualified Profesie/Scoala/Venituri Occupation/Education/Income Profesia (calificarea) sotului Husband's profession (qualification). 1587 217 1 Nu No 919 2 Da Yes 668 97 Nu e cazul Not applicable 208 99 NR No response 9 F1.0 Profesia sotului Husband's occupation Profesie/Scoala/Venituri Occupation/Education/Income Profesia sotului Husband's occupation 663 1141 1 Profesii industriale Industrial occupations 262 2 Profesii in constructii Construction professions 129 3 Profesii in servicii Service-related occupations 37 4 Profesii in agricultura Careers in agriculture 29 5 Conducator auto Driver 72 6 Angajati militari Military personnel 7 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 11 8 Bijutier, argintar Jeweler, silversmith 12 9 Caldarar Caldarar 76 10 Spoitor, cositor Tin, tinplate 7 11 Florar Florist 2 12 Lingurar Spoon 1 13 Lautar Fiddler 8 14 Potcovar Farrier 2 15 Alte ocupatii traditionale Other traditional occupations 6 16 Caramidar Caramidar 2 97 Nu e cazul Not applicable 1126 99 NR No response 15 F2.0 Specificul locului de munca Job-specific requirements Profesie/Scoala/Venituri Occupation/Education/Income Slujba sotului Husband's job 1589 215 1 Salariat Employee 610 2 Patron cu angajati Employer with employees 32 3 Afaceri pe cont propriu Self-employment 400 4 Pensie Pension 127 5 Somer cu indemnizatie Unemployed person receiving benefits 69 6 Fara lucru Unemployed 286 7 Este inchis It is closed 34 8 Militar in termen Conscript 5 9 In strainatate Abroad 25 10 Angajati in armata Employees in the military 1 97 Nu e cazul Not applicable 210 99 NR No response 5 F2.0 Felul pensiei Type of pension Profesie/Scoala/Venituri Occupation/Education/Income Felul pensiei Type of pension 129 1675 1 De varsta By age 66 2 De boala About the disease 58 3 Alt tip Another type 1 4 Nu are pensie Does not receive a pension 4 97 Nu e cazul Not applicable 1672 99 NR No response 3 F1.0 Motivul pentru care nu lucreaza The reason why it doesn't work Profesie/Scoala/Venituri Occupation/Education/Income Motivul pt. care nu lucreaza The reason for which does not work 1674 130 1 Nu gaseste Cannot find 291 2 Este bolnav Is sick 44 3 Nu vrea Does not want 4 4 Lucreaza Work 1074 5 Nu e cazul (fara sot, pensionar, militar) This does not apply (no spouse, retired, military personnel) 229 6 In inchisoare In prison 32 97 Nu e cazul( are pensie) That's not the case (he receives a pension) 127 99 NR No response 3 F1.0 Cate clase a absolvit sotul How many grades did my husband complete? Profesie/Scoala/Venituri Occupation/Education/Income Cate clase a facut How many grades did he complete? 1 17 6.72023374726077 7 2.75959907954493 1369 435 99 NR No response 205 0 Nici una None 0 F2.0 Sotul stie sa citeasca My husband can read Profesie/Scoala/Venituri Occupation/Education/Income Stie sa citeasca: He knows how to read: 1592 212 1 Bine Okay 888 2 Cu dificultate With difficulty 407 3 Deloc Not at all 297 97 Nu e cazul (fara sot) That's not the case (without a husband) 206 99 NR No response 6 F1.0 Calificarea sotiei The wife's qualifications Profesie/Scoala/Venituri Occupation/Education/Income Profesia (calificarea) sotiei: Wife's occupation (qualification): 1761 43 1 Nu No 1564 2 Da Yes 197 97 Nu e cazul Not applicable 37 99 NR No response 6 F1.0 Profesia sotiei Wife's occupation Profesie/Scoala/Venituri Occupation/Education/Income Profesia sotiei Wife's occupation 196 1608 1 Profesii industriale Industrial occupations 91 2 Profesii in constructii Construction professions 12 3 Profesii in servicii Service-related occupations 59 4 Profesii in agricultura Careers in agriculture 13 5 Conducator auto Driver 6 6 Angajat militar Military employee 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 4 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 1 10 Spoitor, cositor Tin, tinplate 4 11 Florar Florist 4 12 Lingurar Spoon 1 13 Lautar Fiddler 1 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 97 Nu e cazul Not applicable 37 98 Nu are profesie Has no profession 1564 99 NR No response 7 F2.0 Specificul locului de munca al sotiei The specifics of my wife's job Profesie/Scoala/Venituri Occupation/Education/Income Specificul locului de munca al sotiei The specifics of my wife's job 1763 41 1 Salariat Employee 275 2 Patron cu angajati Employer with employees 5 3 Afaceri pe cont propriu Self-employment 150 4 Pensie Pension 79 5 Somer cu indemnizatie Unemployed person receiving benefits 33 6 Casnica Homemaker 1217 7 Inchisa Closed 2 8 In strainatate Abroad 2 97 Nu e cazul Not applicable 39 99 NR No response 2 F1.0 Slujba sotiei The wife's job Profesie/Scoala/Venituri Occupation/Education/Income Slujba sotiei: The wife's job: 1801 3 1 Salariat Employee 198 2 Patron cu angajati Employer with employees 83 3 Afaceri pe cont propriu Self-employment 0 4 Pensie Pension 6 5 Somer cu indemnizatie Unemployed person receiving benefits 2 6 Casnica Homemaker 1112 7 Inchisa Closed 364 8 In strainatate Abroad 36 97 Nu e cazul Not applicable 0 99 NR No response 3 F1.0 Felul pensiei Type of pension Profesie/Scoala/Venituri Occupation/Education/Income Felul pensiei Type of pension 81 1723 1 De varsta By age 47 2 De boala About the disease 18 3 De alt tip Of a different type 16 97 Nu e cazul Not applicable 1721 99 NR No response 2 F1.0 Total clase absolvite de sotie Total number of grades my wife has completed Profesie/Scoala/Venituri Occupation/Education/Income Cate clase a facut How many grades did he complete? 1 12 5.98326693227092 5 2.4596664439741 1255 549 99 NR No response 549 F2.0 Stie sa citeasca He knows how to read Profesie/Scoala/Venituri Occupation/Education/Income Stie sa citeasca He knows how to read 1751 53 1 Bine Okay 711 2 Cu dificultate With difficulty 418 3 Deloc Not at all 622 97 Nu e cazul Not applicable 38 99 NR No response 15 F1.0 Nr.total de alte persoane in familie peste 16 ani Total number of other family members over the age of 16 Profesie/Scoala/Venituri Occupation/Education/Income Altii din casa peste 16 ani: Other members of the household over the age of 16: 1 9 2.53868471953578 2 1.57575796885101 1034 770 99 NR No response 0 0 Nici o alta persoana peste 16 ani No one else over the age of 16 0 F1.0 Pozitia in familie(pt. alte persoane peste 16 ani) P1 Role in the family (for other people over 16) p1 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 1034 770 1 Tata, socru Father, father-in-law 172 2 Mama, soacra Mother, mother-in-law 94 3 Fiu, fiica Son, daughter 579 4 Ginere, nora Son-in-law, daughter-in-law 96 5 Nepot, nepoata Grandson, granddaughter 28 6 bunic, bunica Grandfather, grandmother 12 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 47 8 Alte persoane Other people 6 97 Nu e cazul Not applicable 770 99 NR No response 0 F1.0 Profesia P1 Occupation p1 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 248 1556 1 Profesii industriale Industrial occupations 88 2 Profesii in constructii Construction professions 23 3 Profesii in servicii Service-related occupations 33 4 Profesii in agricultura Careers in agriculture 13 5 Conducator auto Driver 22 6 Angajati militari Military personnel 1 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 6 8 Bijutier, argintar Jeweler, silversmith 9 9 Caldarar Caldarar 30 10 Spoitor, cositor Tin, tinplate 3 11 Florar Florist 1 12 Lingurar Spoon 0 13 Lautar Fiddler 5 14 Potcovar Farrier 4 15 Alte ocupatii traditionale Other traditional occupations 1 16 Caramidar Caramidar 1 96 Elev, student Pupil, student 8 97 Nu e cazul Not applicable 774 98 Nu are profesie Has no profession 781 99 NR No response 1 F2.0 Slujba P1 Service p1 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) 1. Salariat a. Necalificatb. Calificat c.Maistru/tehnician d.Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. Professional 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed (receiving benefits) 6. Homemaker 7. In prison 8. In the military 9. Living abroad 1026 778 1 Necalificat Unqualified 104 2 Calificat Qualified 77 3 Maistru, tehnician Foreman, technician 2 4 Functionar Civil servant 0 5 Intelectual Intellectual 2 6 Patron Owner 6 7 Afaceri pe cont propriu Self-employment 193 8 Pensionar Retiree 70 9 Somer Unemployed 28 10 Fara lucru, casnica Unemployed, homemaker 490 11 In inchisoare In prison 14 12 In armata In the military 2 13 In strainatate Abroad 17 14 Student, elev College student, high school student 13 15 Militar in termen Conscript 8 97 Nu e cazul Not applicable 776 99 NR No response 2 F2.0 Scolarizare(nr.clase) P1 Enrollment (number of classes) p1 Profesie/Scoala/Venituri Occupation/Education/Income Altii din casa peste 16 ani Other household members over 16 years of age 757 1047 Scoala clase: School grades: 99 NR No response 772 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P1 Can read p1 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 1027 777 Citeste Read 1 Bine Okay 537 2 Cu dificultate With difficulty 194 3 Deloc Not at all 296 97 Nu e cazul Not applicable 770 99 NR No response 7 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P2 Role in the family (for other people over 16) p2 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 740 1064 1 Tata, socru Father, father-in-law 32 2 Mama, soacra Mother, mother-in-law 129 3 Fiu, fiica Son, daughter 330 4 Ginere, nora Son-in-law, daughter-in-law 173 5 Nepot, nepoata Grandson, granddaughter 17 6 bunic, bunica Grandfather, grandmother 5 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 48 8 Alte persoane Other people 6 97 Nu e cazul Not applicable 1064 99 NR No response 0 F1.0 Profesia P2 Profession p2 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 145 1659 1 Profesii industriale Industrial occupations 66 2 Profesii in constructii Construction professions 12 3 Profesii in servicii Service-related occupations 27 4 Profesii in agricultura Careers in agriculture 6 5 Conducator auto Driver 9 6 Angajati militari Military personnel 1 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 3 8 Bijutier, argintar Jeweler, silversmith 3 9 Caldarar Caldarar 9 10 Spoitor, cositor Tin, tinplate 3 11 Florar Florist 2 12 Lingurar Spoon 0 13 Lautar Fiddler 0 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 4 97 Nu e cazul Not applicable 1067 98 Nu are profesie Has no profession 592 99 NR No response 0 F2.0 Slujba P2 Service p2 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes 1. Employed a. Unqualifiedb. Qualified foreman/Technician. Civil servant e. Intellectual 2. Employer (with employees) 3. Business on own account or with others 4. Pensioner: 1. Age 2. Illness 5. Unemployed with allowance 6. Housewife 7. In prison 8. Is in the army 9. Went abroad 731 1073 1 Necalificat Unqualified 69 2 Calificat Qualified 48 3 Maistru, tehnician Foreman, technician 1 4 Functionar Civil servant 2 5 Intelectual Intellectual 0 6 Patron Owner 0 7 Afaceri pe cont propriu Self-employment 116 8 Pensionar Retiree 19 9 Somer Unemployed 14 10 Fara lucru, casnica Unemployed, homemaker 420 11 In inchisoare In prison 9 12 In armata In the military 7 13 In strainatate Abroad 13 14 Student, elev College student, high school student 7 15 Militar in termen Conscript 6 97 Nu e cazul Not applicable 1071 99 NR No response 2 F2.0 Scolarizare(nr.clase) P2 Enrollment (number of classes) p2 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 543 1261 Scoala clase: School grades: 99 NR No response 1071 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P2 Can read p2 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 733 1071 Citeste Read 1 Bine Okay 373 2 Cu dificultate With difficulty 139 3 Deloc Not at all 221 97 Nu e cazul Not applicable 1066 99 NR No response 5 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P3 Role in the family (for other people over 16) p3 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 412 1392 1 Tata, socru Father, father-in-law 30 2 Mama, soacra Mother, mother-in-law 20 3 Fiu, fiica Son, daughter 213 4 Ginere, nora Son-in-law, daughter-in-law 80 5 Nepot, nepoata Grandson, granddaughter 11 6 bunic, bunica Grandfather, grandmother 10 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 42 8 Alte persoane Other people 6 97 Nu e cazul Not applicable 1392 99 NR No response 0 F1.0 Profesia P3 P3 occupation Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 83 1721 1 Profesii industriale Industrial occupations 30 2 Profesii in constructii Construction professions 9 3 Profesii in servicii Service-related occupations 17 4 Profesii in agricultura Careers in agriculture 2 5 Conducator auto Driver 6 6 Angajati militari Military personnel 1 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 1 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 6 10 Spoitor, cositor Tin, tinplate 4 11 Florar Florist 0 12 Lingurar Spoon 0 13 Lautar Fiddler 2 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 5 97 Nu e cazul Not applicable 1397 98 Nu are profesie Has no profession 324 99 NR No response 0 F2.0 Slujba P3 Service p3 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 407 1397 1 Necalificat Unqualified 31 2 Calificat Qualified 27 3 Maistru, tehnician Foreman, technician 0 4 Functionar Civil servant 1 5 Intelectual Intellectual 1 6 Patron Owner 1 7 Afaceri pe cont propriu Self-employment 67 8 Pensionar Retiree 11 9 Somer Unemployed 11 10 Fara lucru, casnica Unemployed, homemaker 229 11 In inchisoare In prison 6 12 In armata In the military 1 13 In strainatate Abroad 10 14 Student, elev College student, high school student 6 15 Militar in termen Conscript 5 97 Nu e cazul Not applicable 1397 99 NR No response 0 F2.0 Scolarizare(nr.clase) P3 Enrollment (number of classes) p3 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 307 1497 Scoala clase: School grades: 99 NR No response 1396 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P3 He knows how to read p3 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 406 1398 Citeste Read 1 Bine Okay 217 2 Cu dificultate With difficulty 73 3 Deloc Not at all 116 97 Nu e cazul Not applicable 1396 99 NR No response 2 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P4 Role in the family (for other individuals over 16 years of age) p4 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 231 1573 1 Tata, socru Father, father-in-law 11 2 Mama, soacra Mother, mother-in-law 15 3 Fiu, fiica Son, daughter 85 4 Ginere, nora Son-in-law, daughter-in-law 74 5 Nepot, nepoata Grandson, granddaughter 5 6 bunic, bunica Grandfather, grandmother 4 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 35 8 Alte persoane Other people 2 97 Nu e cazul Not applicable 1573 99 NR No response 0 F1.0 Profesia P4 Occupation p4 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 37 1767 1 Profesii industriale Industrial occupations 15 2 Profesii in constructii Construction professions 2 3 Profesii in servicii Service-related occupations 5 4 Profesii in agricultura Careers in agriculture 2 5 Conducator auto Driver 3 6 Angajati militari Military personnel 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 1 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 3 10 Spoitor, cositor Tin, tinplate 3 11 Florar Florist 0 12 Lingurar Spoon 0 13 Lautar Fiddler 2 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 1 97 Nu e cazul Not applicable 1575 98 Nu are profesie Has no profession 192 99 NR No response 0 F2.0 Slujba P4 Service p4 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 228 1576 1 Necalificat Unqualified 20 2 Calificat Qualified 11 3 Maistru, tehnician Foreman, technician 1 4 Functionar Civil servant 0 5 Intelectual Intellectual 0 6 Patron Owner 1 7 Afaceri pe cont propriu Self-employment 39 8 Pensionar Retiree 1 9 Somer Unemployed 3 10 Fara lucru, casnica Unemployed, homemaker 134 11 In inchisoare In prison 4 12 In armata In the military 0 13 In strainatate Abroad 9 14 Student, elev College student, high school student 1 15 Militar in termen Conscript 4 97 Nu e cazul Not applicable 1576 99 NR No response 0 F2.0 Scolarizare(nr.clase) P4 Enrollment (number of classes) p4 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 158 1646 Scoala clase: School grades: 99 NR No response 1576 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P4 He knows how to read p4 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 227 1577 Citeste Read 1 Bine Okay 117 2 Cu dificultate With difficulty 33 3 Deloc Not at all 77 97 Nu e cazul Not applicable 1576 99 NR No response 1 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P5 Role in the family (for other people over 16) p5 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 95 1709 1 Tata, socru Father, father-in-law 4 2 Mama, soacra Mother, mother-in-law 6 3 Fiu, fiica Son, daughter 22 4 Ginere, nora Son-in-law, daughter-in-law 45 5 Nepot, nepoata Grandson, granddaughter 4 6 bunic, bunica Grandfather, grandmother 2 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 12 8 Alte persoane Other people 0 97 Nu e cazul Not applicable 1709 99 NR No response 0 F1.0 Profesia P5 Occupation p5 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 18 1786 1 Profesii industriale Industrial occupations 9 2 Profesii in constructii Construction professions 0 3 Profesii in servicii Service-related occupations 2 4 Profesii in agricultura Careers in agriculture 1 5 Conducator auto Driver 2 6 Angajati militari Military personnel 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 1 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 1 10 Spoitor, cositor Tin, tinplate 2 11 Florar Florist 0 12 Lingurar Spoon 0 13 Lautar Fiddler 0 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 0 97 Nu e cazul Not applicable 1709 98 Nu are profesie Has no profession 77 99 NR No response 0 F2.0 Slujba P5 Service p5 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 94 1710 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 1 Necalificat Unqualified 9 2 Calificat Qualified 6 3 Maistru, tehnician Foreman, technician 0 4 Functionar Civil servant 0 5 Intelectual Intellectual 0 6 Patron Owner 1 7 Afaceri pe cont propriu Self-employment 19 8 Pensionar Retiree 0 9 Somer Unemployed 3 10 Fara lucru, casnica Unemployed, homemaker 52 11 In inchisoare In prison 3 12 In armata In the military 0 13 In strainatate Abroad 1 14 Student, elev College student, high school student 0 15 Militar in termen Conscript 0 97 Nu e cazul Not applicable 1710 99 NR No response 0 F2.0 Scolarizare(nr.clase) P5 Enrollment (number of classes) p5 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 64 1740 Scoala clase: School grades: 99 NR No response 1710 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P5 He knows how to read p5 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 94 1710 Citeste Read 1 Bine Okay 49 2 Cu dificultate With difficulty 8 3 Deloc Not at all 37 97 Nu e cazul Not applicable 1710 99 NR No response 0 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P6 Role in the family (for other people over 16) p6 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 55 1749 1 Tata, socru Father, father-in-law 1 2 Mama, soacra Mother, mother-in-law 4 3 Fiu, fiica Son, daughter 12 4 Ginere, nora Son-in-law, daughter-in-law 30 5 Nepot, nepoata Grandson, granddaughter 4 6 bunic, bunica Grandfather, grandmother 0 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 3 8 Alte persoane Other people 1 97 Nu e cazul Not applicable 1749 99 NR No response 0 F1.0 Profesia P6 Occupation p6 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 11 1793 1 Profesii industriale Industrial occupations 5 2 Profesii in constructii Construction professions 1 3 Profesii in servicii Service-related occupations 0 4 Profesii in agricultura Careers in agriculture 1 5 Conducator auto Driver 1 6 Angajati militari Military personnel 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 0 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 0 10 Spoitor, cositor Tin, tinplate 2 11 Florar Florist 0 12 Lingurar Spoon 0 13 Lautar Fiddler 1 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 0 97 Nu e cazul Not applicable 1749 98 Nu are profesie Has no profession 44 99 NR No response 0 F2.0 Slujba P6 Service p6 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 55 1749 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 1 Necalificat Unqualified 7 2 Calificat Qualified 1 3 Maistru, tehnician Foreman, technician 0 4 Functionar Civil servant 0 5 Intelectual Intellectual 1 6 Patron Owner 0 7 Afaceri pe cont propriu Self-employment 7 8 Pensionar Retiree 0 9 Somer Unemployed 0 10 Fara lucru, casnica Unemployed, homemaker 37 11 In inchisoare In prison 0 12 In armata In the military 0 13 In strainatate Abroad 2 14 Student, elev College student, high school student 0 15 Militar in termen Conscript 0 97 Nu e cazul Not applicable 1749 99 NR No response 0 F2.0 Scolarizare(nr.clase) P6 Enrollment (number of classes) p6 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 41 1763 Scoala clase: School grades: 99 NR No response 1749 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P6 Can read p6 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 55 1749 Citeste Read 1 Bine Okay 28 2 Cu dificultate With difficulty 9 3 Deloc Not at all 18 97 Nu e cazul Not applicable 1749 99 NR No response 0 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P7 Role in the family (for other people over 16) p7 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 31 1773 1 Tata, socru Father, father-in-law 1 2 Mama, soacra Mother, mother-in-law 2 3 Fiu, fiica Son, daughter 8 4 Ginere, nora Son-in-law, daughter-in-law 14 5 Nepot, nepoata Grandson, granddaughter 2 6 bunic, bunica Grandfather, grandmother 0 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 4 8 Alte persoane Other people 0 97 Nu e cazul Not applicable 1773 99 NR No response 0 F1.0 Profesia P7 Occupation p7 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 7 1797 1 Profesii industriale Industrial occupations 1 2 Profesii in constructii Construction professions 1 3 Profesii in servicii Service-related occupations 0 4 Profesii in agricultura Careers in agriculture 1 5 Conducator auto Driver 0 6 Angajati militari Military personnel 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 0 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 1 10 Spoitor, cositor Tin, tinplate 2 11 Florar Florist 1 12 Lingurar Spoon 0 13 Lautar Fiddler 0 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 0 97 Nu e cazul Not applicable 1773 98 Nu are profesie Has no profession 24 99 NR No response 0 F2.0 Slujba P7 Service p7 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 31 1773 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 1 Necalificat Unqualified 2 2 Calificat Qualified 1 3 Maistru, tehnician Foreman, technician 0 4 Functionar Civil servant 0 5 Intelectual Intellectual 0 6 Patron Owner 0 7 Afaceri pe cont propriu Self-employment 7 8 Pensionar Retiree 0 9 Somer Unemployed 0 10 Fara lucru, casnica Unemployed, homemaker 20 11 In inchisoare In prison 0 12 In armata In the military 0 13 In strainatate Abroad 0 14 Student, elev College student, high school student 0 15 Militar in termen Conscript 1 97 Nu e cazul Not applicable 1773 99 NR No response 0 F2.0 Scolarizare(nr.clase) P7 Enrollment (number of classes) p7 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 24 1780 Scoala clase: School grades: 99 NR No response 1773 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P7 Can read p7 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 31 1773 Citeste Read 1 Bine Okay 13 2 Cu dificultate With difficulty 6 3 Deloc Not at all 12 97 Nu e cazul Not applicable 1773 99 NR No response 0 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P8 Role in the family (for other individuals over 16 years of age) p8 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 18 1786 1 Tata, socru Father, father-in-law 0 2 Mama, soacra Mother, mother-in-law 0 3 Fiu, fiica Son, daughter 3 4 Ginere, nora Son-in-law, daughter-in-law 10 5 Nepot, nepoata Grandson, granddaughter 3 6 bunic, bunica Grandfather, grandmother 1 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 1 8 Alte persoane Other people 0 97 Nu e cazul Not applicable 1786 99 NR No response 0 F1.0 Profesia P8 Occupation p8 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 3 1801 1 Profesii industriale Industrial occupations 1 2 Profesii in constructii Construction professions 0 3 Profesii in servicii Service-related occupations 0 4 Profesii in agricultura Careers in agriculture 0 5 Conducator auto Driver 0 6 Angajati militari Military personnel 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 0 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 0 10 Spoitor, cositor Tin, tinplate 2 11 Florar Florist 0 12 Lingurar Spoon 0 13 Lautar Fiddler 0 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 0 97 Nu e cazul Not applicable 1786 98 Nu are profesie Has no profession 15 99 NR No response 0 F2.0 Slujba P8 Service p8 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 18 1786 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 1 Necalificat Unqualified 4 2 Calificat Qualified 0 3 Maistru, tehnician Foreman, technician 0 4 Functionar Civil servant 0 5 Intelectual Intellectual 0 6 Patron Owner 0 7 Afaceri pe cont propriu Self-employment 6 8 Pensionar Retiree 0 9 Somer Unemployed 0 10 Fara lucru, casnica Unemployed, homemaker 8 11 In inchisoare In prison 0 12 In armata In the military 0 13 In strainatate Abroad 0 14 Student, elev College student, high school student 0 15 Militar in termen Conscript 0 97 Nu e cazul Not applicable 1786 99 NR No response 0 F2.0 Scolarizare(nr.clase) P8 Enrollment (number of classes) p8 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 11 1793 Scoala clase: School grades: 99 NR No response 1786 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P8 He knows how to read p8 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 17 1787 Citeste Read 1 Bine Okay 6 2 Cu dificultate With difficulty 3 3 Deloc Not at all 8 97 Nu e cazul Not applicable 1786 99 NR No response 1 F1.0 Pozitia in familie (pt. alte persoane peste 16 ani) P9 Role in the family (for other people over 16) p9 Profesie/Scoala/Venituri Occupation/Education/Income Pozitia in familie Position in the family 10 1794 1 Tata, socru Father, father-in-law 1 2 Mama, soacra Mother, mother-in-law 0 3 Fiu, fiica Son, daughter 3 4 Ginere, nora Son-in-law, daughter-in-law 1 5 Nepot, nepoata Grandson, granddaughter 2 6 bunic, bunica Grandfather, grandmother 1 7 Frate, sora, cumnat, cumnata Brother, sister, brother-in-law, sister-in-law 2 8 Alte persoane Other people 0 97 Nu e cazul Not applicable 1794 99 NR No response 0 F1.0 Profesia P9 Occupation p9 Profesie/Scoala/Venituri Occupation/Education/Income Profesie: (calificare) Occupation: (Qualification) 3 1801 1 Profesii industriale Industrial occupations 1 2 Profesii in constructii Construction professions 0 3 Profesii in servicii Service-related occupations 0 4 Profesii in agricultura Careers in agriculture 0 5 Conducator auto Driver 0 6 Angajati militari Military personnel 0 7 Alte profesii nespecifice tiganilor Other occupations not specific to the romani people 0 8 Bijutier, argintar Jeweler, silversmith 0 9 Caldarar Caldarar 0 10 Spoitor, cositor Tin, tinplate 2 11 Florar Florist 0 12 Lingurar Spoon 0 13 Lautar Fiddler 0 14 Potcovar Farrier 0 15 Alte ocupatii traditionale Other traditional occupations 0 16 Caramidar Caramidar 0 96 Elev, student Pupil, student 0 97 Nu e cazul Not applicable 1794 98 Nu are profesie Has no profession 7 99 NR No response 0 F2.0 Slujba P9 Service p9 Profesie/Scoala/Venituri Occupation/Education/Income Slujba: (ce lucreaza) Job: (What they do) Note: 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate Notes: 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 10 1794 1. Salariat a. Necalificatb. Calificatc. Maistru/tehniciand. Functionar e. Intelectual 2. Patron (cu angajati) 3. Afaceri pe cont propriu sau cu altii 4. Pensionar: 1. Varsta 2. Boala 5. somer cu indemnizatie 6. Casnica 7. In inchisoare 8. Este in armata 9. Plecat(a) in strainatate 1. Employee a. Unskilled b. Skilled c. Foreman/Technician d. Clerk e. White-collar worker 2. Employer (with employees) 3. Self-employed or in business with others 4. Retiree: 1. Age 2. Illness 5. Unemployed and receiving benefits 6. Homemaker 7. In prison 8. In the military 9. Living abroad 1 Necalificat Unqualified 1 2 Calificat Qualified 0 3 Maistru, tehnician Foreman, technician 0 4 Functionar Civil servant 0 5 Intelectual Intellectual 0 6 Patron Owner 0 7 Afaceri pe cont propriu Self-employment 5 8 Pensionar Retiree 0 9 Somer Unemployed 0 10 Fara lucru, casnica Unemployed, homemaker 4 11 In inchisoare In prison 0 12 In armata In the military 0 13 In strainatate Abroad 0 14 Student, elev College student, high school student 0 15 Militar in termen Conscript 0 97 Nu e cazul Not applicable 1794 99 NR No response 0 F2.0 Scolarizare(nr.clase) P9 Enrollment (number of classes) p9 Profesie/Scoala/Venituri Occupation/Education/Income Scoala clase School classes 5 1799 Scoala clase: School grades: 99 NR No response 1794 0 Nici o clasa No class 0 F2.0 Stie sa citeasca P9 He knows how to read p9 Profesie/Scoala/Venituri Occupation/Education/Income Citeste Read 10 1794 Citeste Read 1 Bine Okay 2 2 Cu dificultate With difficulty 1 3 Deloc Not at all 7 97 Nu e cazul Not applicable 1794 99 NR No response 0 F1.0 Sexul copiilor sub 16 ani, de varsta scolara P1 Gender of children under 16, of school age p1 Profesie/Scoala/Venituri Occupation/Education/Income Sexul copiilor sub 16 ani Sexuality of children under 16 1064 740 1 Masculin Male 598 2 Feminin Female 466 97 Nu e cazul Not applicable 739 99 NR No response 1 F1.0 Varsta copiilor sub 16 ani,de varsta scolara P1 Age of children under 16, of school age p1 Profesie/Scoala/Venituri Occupation/Education/Income Varsta copiilor sub 16 ani Age of children under 16 0 16 12.2368421052632 13 2.79098059986417 1064 740 97 Nu e cazul Not applicable 740 99 NR No response 0 F2.0 Situatia scolara a copiilor sub 16 ani P1 School status of children under 16 years of age p1 Profesie/Scoala/Venituri Occupation/Education/Income Situatia scolara a copiilor sub 16 ani School enrollment of children under 16 1061 743 1 Merge cu regularitate la scoala Goes to school regularly 453 2 Merge din cand in cand la scoala Goes to school from time to time 146 3 A intrerupt scoala Dropped out of school 279 4 Nu a frecventat deloc Did not attend at all 183 97 Nu e cazul Not applicable 739 99 NR No response 4 F1.0 Ultima clasa absolvita de copii sub 16 ani P1 The last grade completed by children under 16 p1 Profesie/Scoala/Venituri Occupation/Education/Income Ultima clasa absolvita de copii sub 16 ani The last grade completed by children under 16 881 923 99 NR No response 750 0 Nici o clasa No class 0 F2.0 Sexul copiilor sub 16 ani, de varsta scolara P2 Gender of children under 16 who are of school age p2 Profesie/Scoala/Venituri Occupation/Education/Income Sexul copiilor sub 16 ani Sexuality of children under 16 692 1112 0 Nu e cazul Not applicable 162 1 Masculin Male 306 2 Feminin Female 386 97 Nu e cazul Not applicable 948 99 NR No response 2 F1.0 Varsta copiilor sub 16 ani,de varsta scolara P2 Age of children under 16, of school age p2 Profesie/Scoala/Venituri Occupation/Education/Income Varsta copiilor sub 16 ani Age of children under 16 641 1163 97 Nu e cazul Not applicable 951 99 NR No response 212 F2.0 Situatia scolara a copiilor sub 16 ani P2 School enrollment of children under 16 p2 Profesie/Scoala/Venituri Occupation/Education/Income Situatia scolara a copiilor sub 16 ani School enrollment of children under 16 855 949 1 Merge cu regularitate la scoala Goes to school regularly 302 2 Merge din cand in cand la scoala Goes to school from time to time 103 3 A intrerupt scoala Dropped out of school 129 4 Nu a frecventat deloc Did not attend at all 159 97 Nu e cazul Not applicable 949 99 NR No response 0 F1.0 Ultima clasa absolvita de copii sub 16 ani P2 The last grade completed by children under 16 p2 Profesie/Scoala/Venituri Occupation/Education/Income Ultima clasa absolvita de copii sub 16 ani The last grade completed by children under 16 528 1276 99 NR No response 1116 0 Nici o clasa No class 0 F1.0 Sexul copiilor sub 16 ani, de varsta scolara P3 Gender of children under 16, school-age p3 Profesie/Scoala/Venituri Occupation/Education/Income Sexul copiilor sub 16 ani Sexuality of children under 16 391 1413 0 Nu e cazul Not applicable 290 1 Masculin Male 172 2 Feminin Female 219 97 Nu e cazul Not applicable 1120 99 NR No response 3 F1.0 Varsta copiilor sub 16 ani,de varsta scolara P3 Age of children under 16, of school age p3 Profesie/Scoala/Venituri Occupation/Education/Income Varsta copiilr sub 16 ani Children under 16 years of age 389 1415 97 Nu e cazul Not applicable 1122 99 NR No response 293 F2.0 Situatia scolara a copiilor sub 16 ani P3 School enrollment of children under 16 years of age p3 Profesie/Scoala/Venituri Occupation/Education/Income Situatia scolara a copiilor sub 16 ani School enrollment of children under 16 681 1123 1 Merge cu regularitate la scoala Goes to school regularly 160 2 Merge din cand in cand la scoala Goes to school from time to time 55 3 A intrerupt scoala Dropped out of school 67 4 Nu a frecventat deloc Did not attend at all 108 97 Nu e cazul Not applicable 1121 99 NR No response 2 F1.0 Ultima clasa absolvita de copii sub 16 ani P3 The last grade completed by children under 16 p3 Profesie/Scoala/Venituri Occupation/Education/Income Ultima clasa absolvita de copii sub 16 ani The last grade completed by children under 16 277 1527 99 NR No response 1419 0 Nici o clasa No class 0 F1.0 Sexul copiilor sub 16 ani, de varsta scolara P4 Gender of children under 16, school-age group p4 Profesie/Scoala/Venituri Occupation/Education/Income Sexul copiilor sub 16 ani Sexuality of children under 16 173 1631 0 NR No response 382 1 Masculin Male 78 2 Feminin Female 95 97 Nu e cazul Not applicable 1248 99 NR No response 1 F1.0 Varsta copiilor sub 16 ani,de varsta scolara P4 Age of children under 16, of school age p4 Profesie/Scoala/Venituri Occupation/Education/Income Varsta copiilr sub 16 ani Children under 16 years of age 173 1631 97 Nu e cazul Not applicable 1245 99 NR No response 386 F2.0 Situatia scolara a copiilor sub 16 ani P4 School enrollment status of children under 16 p4 Profesie/Scoala/Venituri Occupation/Education/Income Situatia scolara a copiilor sub 16 ani School enrollment of children under 16 559 1245 1 Merge cu regularitate la scoala Goes to school regularly 70 2 Merge din cand in cand la scoala Goes to school from time to time 19 3 A intrerupt scoala Dropped out of school 24 4 Nu a frecventat deloc Did not attend at all 60 97 Nu e cazul Not applicable 1244 99 NR No response 1 F1.0 Ultima clasa absolvita de copii sub 16 ani P4 The last grade completed by children under 16 p4 Profesie/Scoala/Venituri Occupation/Education/Income Ultima clasa absolvita de copii sub 16 ani The last grade completed by children under 16 111 1693 99 NR No response 1632 0 Nici o clasa No class 0 F1.0 Sexul copiilor sub 16 ani, de varsta scolara P5 Gender of children under 16, in p5 grade Profesie/Scoala/Venituri Occupation/Education/Income Sexul copiilor sub 16 ani Sexuality of children under 16 51 1753 0 NR No response 444 1 Masculin Male 26 2 Feminin Female 25 97 Nu e cazul Not applicable 1309 99 NR No response 0 F1.0 Varsta copiilor sub 16 ani,de varsta scolara P5 Age of children under 16, of school age p5 Profesie/Scoala/Venituri Occupation/Education/Income Varsta copiilr sub 16 ani Children under 16 years of age 26 1778 97 Nu e cazul Not applicable 1776 99 NR No response 2 F2.0 Situatia scolara a copiilor sub 16 ani P5 School enrollment of children under 16 p5 Profesie/Scoala/Venituri Occupation/Education/Income Situatia scolara a copiilor sub 16 ani School enrollment of children under 16 29 1775 1 Merge cu regularitate la scoala Goes to school regularly 9 2 Merge din cand in cand la scoala Goes to school from time to time 1 3 A intrerupt scoala Dropped out of school 4 4 Nu a frecventat deloc Did not attend at all 13 97 Nu e cazul Not applicable 1775 99 NR No response 0 F1.0 Ultima clasa absolvita de copii sub 16 ani P5 The last grade completed by children under 16: P5 Profesie/Scoala/Venituri Occupation/Education/Income Ultima clasa absolvita de copii sub 16 ani The last grade completed by children under 16 26 1778 99 NR No response 1755 0 Nici o clasa No class 0 F1.0 Sexul copiilor sub 16 ani, de varsta scolara P6 Gender of children under 16 who are of school age p6 Profesie/Scoala/Venituri Occupation/Education/Income Sexul copiilor sub 16 ani Sexuality of children under 16 16 1788 0 NR No response 0 1 Masculin Male 8 2 Feminin Female 8 97 Nu e cazul Not applicable 1788 99 NR No response 0 F1.0 Varsta copiilor sub 16 ani,de varsta scolara P6 Age of children under 16, of school age p6 Profesie/Scoala/Venituri Occupation/Education/Income Varsta copillor sub 16 ani Children under 16 years of age 15 1789 97 Nu e cazul Not applicable 1789 99 NR No response 0 F2.0 Situatia scolara a copiilor sub 16 ani P6 School enrollment of children under 16 p6 Profesie/Scoala/Venituri Occupation/Education/Income Situatia scolara a copiilor sub 16 ani School enrollment of children under 16 16 1788 1 Merge cu regularitate la scoala Goes to school regularly 3 2 Merge din cand in cand la scoala Goes to school from time to time 1 3 A intrerupt scoala Dropped out of school 2 4 Nu a frecventat deloc Did not attend at all 10 97 Nu e cazul Not applicable 1788 99 NR No response 0 F1.0 Ultima clasa absolvita de copii sub 16 ani P6 The last grade completed by children under 16 p6 Profesie/Scoala/Venituri Occupation/Education/Income Ultima clasa absolvita de copii sub 16 ani The last grade completed by children under 16 8 1796 99 NR No response 1788 0 Nici o clasa No class 0 F2.0 Numar total de copii sub 16 ani Total number of children under 16 Profesie/Scoala/Venituri Occupation/Education/Income Numar total de copii sub 16 ani Total number of children under 16 886 918 97 Nue cazul Not applicable 918 F1.0 Cine aduce venituri in familie? P1 Who brings in the family's income? P1 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 1739 65 1 Sot Husband 1380 2 Sotie Wife 284 3 Fiu/fiica Son/Daughter 41 4 Ginere/nora Son-in-law/Daughter-in-law 3 5 Parinti Parents 26 6 Alte persoane Other people 5 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 65 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P1 The value of that permanent income p1 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 1 1000000 14086.5028022418 10000 39824.1070947739 1249 555 1 Salariu fara declararea sumei Salary without reporting the amount 4 2 Pensii fara declararea sumei Pensions without reporting the amount 7 3 Alocatie copil Child allowance 1 4 Alocatie somaj Unemployment benefits 6 5 Castiguri realizate pe cont propriu Earnings from self-employment 34 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 555 99 NR No response 0 F7.0 Valoarea veniturilor ocazionale P1 Amount of occasional income p1 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 533 1271 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1271 99 NR No response 0 F6.0 Cine aduce venituri in familie? P2 Who brings in the income for the family? P2 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 1264 540 1 Sot Husband 2 2 Sotie Wife 615 3 Fiu/fiica Son/Daughter 524 4 Ginere/nora Son-in-law/Daughter-in-law 33 5 Parinti Parents 70 6 Alte persoane Other people 20 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 540 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P2 The value of that permanent income p2 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 1 150000 5980.31157894736 1300 10562.876124866 950 854 1 Salariu fara declararea sumei Salary without reporting the amount 5 2 Pensii fara declararea sumei Pensions without reporting the amount 6 3 Alocatie copil Child allowance 263 4 Alocatie somaj Unemployment benefits 6 5 Castiguri realizate pe cont propriu Earnings from self-employment 15 6 Pensie de urmas +alocatie Survivor's pension + allowance 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 854 99 NR No response 0 F6.0 Valoarea veniturilor ocazionale P2 Amount of p2 incidental revenue Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 337 1467 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1467 99 NR No response 0 F6.0 Cine aduce venituri in familie? P3 Who brings in the income for the family? P3 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 851 953 1 Sot Husband 0 2 Sotie Wife 1 3 Fiu/fiica Son/Daughter 686 4 Ginere/nora Son-in-law/Daughter-in-law 58 5 Parinti Parents 50 6 Alte persoane Other people 56 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 953 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P3 The amount of that permanent income p3 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 693 1111 1 Salariu fara declararea sumei Salary without reporting the amount 4 2 Pensii fara declararea sumei Pensions without reporting the amount 2 3 Alocatie copil Child allowance 439 4 Alocatie somaj Unemployment benefits 4 5 Castiguri realizate pe cont propriu Earnings from self-employment 7 6 Pensie de urmas +alocatie Survivor's pension + allowance 5 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1109 99 NR No response 2 F7.0 Valoarea veniturilor ocazionale P3 Amount of p3 incidental revenue Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 158 1646 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1644 99 NR No response 2 F6.0 Cine aduce venituri in familie? P4 Who brings in the income for the family? P4 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 591 1213 1 Sot Husband 1 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 466 4 Ginere/nora Son-in-law/Daughter-in-law 33 5 Parinti Parents 35 6 Alte persoane Other people 56 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1213 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P4 The amount of that permanent income p4 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 504 1300 1 Salariu fara declararea sumei Salary without reporting the amount 1 2 Pensii fara declararea sumei Pensions without reporting the amount 1 3 Alocatie copil Child allowance 387 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 4 6 Pensie de urmas +alocatie Survivor's pension + allowance 3 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1300 99 NR No response 0 F6.0 Valoarea veniturilor ocazionale P4 Amount of p4 incidental income Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 0 1804 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1804 99 NR No response 0 F1.0 Cine aduce venituri in familie? P5 Who brings in the income for the family? P5 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 405 1399 1 Sot Husband 0 2 Sotie Wife 1 3 Fiu/fiica Son/Daughter 310 4 Ginere/nora Son-in-law/Daughter-in-law 21 5 Parinti Parents 23 6 Alte persoane Other people 50 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1399 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P5 The amount of that permanent income p5 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 363 1441 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 297 4 Alocatie somaj Unemployment benefits 1 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 2 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1439 99 NR No response 2 F6.0 Valoarea veniturilor ocazionale P5 Amount of incidental income p5 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 41 1763 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1761 99 NR No response 2 F5.0 Cine aduce venituri in familie? P6 Who brings in the family's income? P6 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 250 1554 1 Sot Husband 1 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 188 4 Ginere/nora Son-in-law/Daughter-in-law 15 5 Parinti Parents 12 6 Alte persoane Other people 34 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1554 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P6 The amount of that permanent income p6 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 227 1577 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 180 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1574 99 NR No response 3 F5.0 Valoarea veniturilor ocazionale P6 Amount of incidental income p6 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 20 1784 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1781 99 NR No response 3 F5.0 Cine aduce venituri in familie? P7 Who brings in the income for the family? P7 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 137 1667 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 98 4 Ginere/nora Son-in-law/Daughter-in-law 11 5 Parinti Parents 7 6 Alte persoane Other people 21 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1667 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P7 The amount of that permanent income p7 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 130 1674 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 98 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1674 99 NR No response 0 F5.0 Valoarea veniturilor ocazionale P7 Amount of incidental income p7 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 8 1796 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1796 99 NR No response 0 F4.0 Cine aduce venituri in familie? P8 Who brings in the income for the family? P8 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 62 1742 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 35 4 Ginere/nora Son-in-law/Daughter-in-law 8 5 Parinti Parents 9 6 Alte persoane Other people 10 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1742 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P8 The amount of that permanent income p8 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 53 1751 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 39 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1751 99 NR No response 0 F5.0 Valoarea veniturilor ocazionale P8 Amount of incidental income p8 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 8 1796 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1796 99 NR No response 0 F5.0 Cine aduce venituri in familie? P9 Who brings in the income for the family? Q9 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 37 1767 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 16 4 Ginere/nora Son-in-law/Daughter-in-law 7 5 Parinti Parents 4 6 Alte persoane Other people 10 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1767 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P9 The amount of that permanent income p9 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 30 1774 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 14 4 Alocatie somaj Unemployment benefits 1 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1773 99 NR No response 1 F5.0 Valoarea veniturilor ocazionale P9 Amount of occasional income p9 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 5 1799 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1798 99 NR No response 1 F4.0 Cine aduce venituri in familie? P10 Who brings in the family's income? P10 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 19 1785 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 5 4 Ginere/nora Son-in-law/Daughter-in-law 3 5 Parinti Parents 2 6 Alte persoane Other people 9 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1785 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P10 The value of that permanent income p10 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 16 1788 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 1 3 Alocatie copil Child allowance 10 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1788 99 NR No response 0 F4.0 Valoarea veniturilor ocazionale P10 Amount of occasional income p10 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 3 1801 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1801 99 NR No response 0 F4.0 Cine aduce venituri in familie? P11 Who brings in the income for the family? P11 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 8 1796 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 1 4 Ginere/nora Son-in-law/Daughter-in-law 1 5 Parinti Parents 2 6 Alte persoane Other people 4 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1796 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P11 The amount of that permanent income p11 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 6 1798 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 5 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1798 99 NR No response 0 F5.0 Valoarea veniturilor ocazionale P11 Amount of occasional income p11 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 2 1802 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1802 99 NR No response 0 F5.0 Cine aduce venituri in familie? P12 Who brings in the family income? P12 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 2 1802 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 0 4 Ginere/nora Son-in-law/Daughter-in-law 0 5 Parinti Parents 2 6 Alte persoane Other people 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1802 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P12 The amount of that permanent income p12 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 1 1803 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 0 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1803 99 NR No response 0 F4.0 Valoarea veniturilor ocazionale P12 Amount of incidental income p12 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 1 1803 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1803 99 NR No response 0 F1.0 Cine aduce venituri in familie? P13 Who brings in the income for the family? P13 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 1 1803 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 0 4 Ginere/nora Son-in-law/Daughter-in-law 0 5 Parinti Parents 0 6 Alte persoane Other people 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1803 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P13 The amount of that permanent income p13 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 0 1804 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 0 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1804 99 NR No response 0 F1.0 Valoarea veniturilor ocazionale P13 Amount of occasional income p13 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 1 1803 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1803 99 NR No response 0 F1.0 Cine aduce venituri in familie? P14 Who brings in the family income? P14 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 1 1803 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 0 4 Ginere/nora Son-in-law/Daughter-in-law 0 5 Parinti Parents 0 6 Alte persoane Other people 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1803 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P14 The amount of that permanent income p14 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 0 1804 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 0 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1804 99 NR No response 0 F1.0 Valoarea veniturilor ocazionale P14 Amount of occasional income p14 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 1 1803 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1803 99 NR No response 0 F1.0 Cine aduce venituri in familie? P15 Who brings in the family's income? P15 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 1 1803 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 0 4 Ginere/nora Son-in-law/Daughter-in-law 0 5 Parinti Parents 0 6 Alte persoane Other people 1 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1803 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P15 The amount of that permanent income p15 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 0 1804 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 0 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1804 99 NR No response 0 F1.0 Valoarea veniturilor ocazionale P15 Amount of occasional income p15 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 1 1803 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1803 99 NR No response 0 F1.0 Cine aduce venituri in familie? P16 Who brings in the family income? P16 Profesie/Scoala/Venituri Occupation/Education/Income Cine aduce venituri in casa? Who brings in the income? 0 1804 1 Sot Husband 0 2 Sotie Wife 0 3 Fiu/fiica Son/Daughter 0 4 Ginere/nora Son-in-law/Daughter-in-law 0 5 Parinti Parents 0 6 Alte persoane Other people 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1804 99 NR No response 0 F1.0 Valoarea respectivului venit permanent P16 The amount of that permanent income p16 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea venitului permanent? What is the value of permanent income? 0 1804 1 Salariu fara declararea sumei Salary without reporting the amount 0 2 Pensii fara declararea sumei Pensions without reporting the amount 0 3 Alocatie copil Child allowance 0 4 Alocatie somaj Unemployment benefits 0 5 Castiguri realizate pe cont propriu Earnings from self-employment 0 6 Pensie de urmas +alocatie Survivor's pension + allowance 0 97 Nu e cazul (nu e nici o persoana cu venit) That's not the case (there is no one with an income) 1804 99 NR No response 0 F1.0 Valoarea veniturilor ocazionale P16 Amount of occasional income p16 Profesie/Scoala/Venituri Occupation/Education/Income Care este valoarea veniturilor ocazionale? What is the amount of occasional income? 0 1804 97 Nu e cazul (fara venit ocazional) That's not the case (no occasional income) 1804 99 NR No response 0 F1.0 Tipuri de venituri in familie (si cele cumulate) Types of family income (including combined income) Profesie/Scoala/Venituri Occupation/Education/Income Cate venituri permanente exista in familie: How many sources of regular income are there in the family: 1736 68 1 Salarii Salaries 124 2 Pensii Pensions 111 3 1+2 1+2 42 4 Alocatii copii Child allowances 3 5 4+1 4+1 330 6 4+2 4+2 18 7 4+2+1 4+2+1 139 8 Alocatii de somaj Unemployment benefits 11 9 8+1 8+1 4 10 8+2 8+2 7 11 8+2+1 8+2+1 3 12 8+4 8+4 22 13 8+4+1 8+4+1 23 14 8+4+2 8+4+2 4 15 8+4+2+1 8+4+2+1 11 16 Afaceri personale (cu venit regulat) Personal business (with regular income) 123 17 1+7 1+7 19 18 16+2 16+2 26 19 16+2+1 16+2+1 1 20 16+4 16+4 1 21 16+4+1 16+4+1 7 22 16+4+2 16+4+2 1 23 16+4+2+1 16+4+2+1 2 24 16+8 16+8 4 26 16+8+2 16+8+2 1 28 16+8+4 16+8+4 1 31 16+8+4+2+1 16+8+4+2+1 1 32 Venituri ocazionale Occasional income 397 33 32+1 32+1 48 34 32+2 32+2 96 35 32+2+1 32+2+1 20 36 32+4 32+4 7 37 32+4+1 32+4+1 44 38 32+4+2 32+4+2 9 39 32+4+2+1 32+4+2+1 15 40 32+8 32+8 6 41 32+8+1 32+8+1 9 42 32+8+2 32+8+2 1 43 32+8+2+1 32+8+2+1 1 44 32+8+4 32+8+4 5 45 32+8+4+1 32+8+4+1 4 48 32+16 32+16 21 49 32+16+1 32+16+1 3 50 32+16+2 32+16+2 6 53 32+16+4+1 32+16+4+1 2 54 32+16+4+2 32+16+4+2 1 61 32+16+8+4+1 32+16+8+4+1 1 97 Nu e cazul (nici un venit) Not applicable (no income) 68 99 NR No response 0 F2.0 Nr. salarii in familie Number of salaries in the family Profesie/Scoala/Venituri Occupation/Education/Income Nr. salarii in familie Number of salaries in the family 856 948 F1.0 Nr. de pensii in familie Number of pensions in the family Profesie/Scoala/Venituri Occupation/Education/Income Nr. de pensii in familie Number of pensions in the family 525 1279 F1.0 Nr. de alocatii in familie Number of child benefits per family Profesie/Scoala/Venituri Occupation/Education/Income Nr. de alocatii in familie Number of child benefits per family 653 1151 F1.0 Nr. de alocatii de somaj in familie Number of unemployment benefits in the family Profesie/Scoala/Venituri Occupation/Education/Income Nr. de alocatii de somaj in familie Number of unemployment benefits in the family 120 1684 F1.0 Nr. de venituri pe cont propriu in familie Number of family members with their own income Profesie/Scoala/Venituri Occupation/Education/Income Nr. de venituri pe cont propriu in familie Number of family members with their own income 0 8 0.205654101995565 0 0.642678087203302 1804 0 F1.0 Nr. de venituri ocazionale in familie Number of sources of occasional income in the family Profesie/Scoala/Venituri Occupation/Education/Income Nr de venituri ocazionale in familie Number of sources of occasional income in the family 699 1105 F1.0 Bugetul si satisfacerea nevoilor familiei Budgeting and meeting family needs Profesie/Scoala/Venituri Occupation/Education/Income Gandindu-va la veniturile totale ale familiei, puteti spune ca va ajung sau nu ? Thinking about your family's total income, do you think it's enough or not? 1768 36 1 Nici pt. supravietuire Not even for survival 715 2 Ajung doar pt. a supravietui I'm just here to survive 829 3 Reusim cu sacrificii mari sa ne mai cumparam cate ceva We manage, with great sacrifice, to buy a few things here and there 151 4 Ne ajung pt. nevoile familiei They're enough for our family's needs 73 99 NR No response 36 F1.0 Ar dori obtinerea/schimbarea locuintei? Would they like to find or change their housing? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Locuinta Housing 1 Da Yes 728 2 Nu No 1068 99 NR No response 8 F1.0 Dar a mobilei? But what about the furniture? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Mobila Furniture 1 Da Yes 736 2 Nu No 1060 99 NR No response 8 F1.0 Dar a imbracamintii? But what about clothing? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Imbracamintea Clothing 1 Da Yes 811 2 Nu No 985 99 NR No response 8 F1.0 Dar a frigiderului? But what about the refrigerator? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Frigiderul The refrigerator 1 Da Yes 404 2 Nu No 1392 99 NR No response 8 F1.0 Dar a congelatorului? But what about the freezer? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Congelatorul The freezer 1 Da Yes 202 2 Nu No 1594 99 NR No response 8 F1.0 Dar a tv.? But what about TV? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 TV. TV. 1 Da Yes 304 2 Nu No 1492 99 NR No response 8 F1.0 Dar a aspiratorului? But what about the vacuum cleaner? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Aspiratorul The vacuum cleaner 1 Da Yes 147 2 Nu No 1649 99 NR No response 8 F1.0 Dar a casetofonului? But what about the cassette player? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Casetofonul The cassette player 1 Da Yes 151 2 Nu No 1645 99 NR No response 8 F1.0 Dar a pick-up-ului? But what about the pickup truck? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Pick-up Pickup 1 Da Yes 61 2 Nu No 1735 99 NR No response 8 F1.0 Dar a automobilului? But what about the car? Care dintre urmatoarele lucruri, pe care fie nu le aveti, fie le aveti, dar nu va satisfac deloc, ati vrea sa le obtineti/schimbati daca ati avea posibilitatea, facand mari economii? Which of the following things-things you either don't have, or have but aren't at all satisfied with-would you like to acquire or replace if you had the chance, by saving up a lot of money? 1796 8 Automobilul The car 1 Da Yes 210 2 Nu No 1586 99 NR No response 8 F1.0 Are pamant Owns land Ce proprietati aveti What properties do you own? 1796 8 Pamant Earth 1 Da Yes 156 2 Nu No 1640 97 Nu e cazul Not applicable 0 99 NR No response 8 F1.0 Are cal Has a horse Ce proprietati aveti What properties do you own? Ce proprietati aveti What properties do you own? 1796 8 Cal Horse 1 Da Yes 200 2 Nu No 1596 97 Nu e cazul Not applicable 0 99 NR No response 8 F1.0 Are caruta Has a cart Ce proprietati aveti What properties do you own? Ce proprietati aveti What properties do you own? 1795 9 Caruta The cart 1 Da Yes 197 2 Nu No 1598 97 Nu e cazul Not applicable 0 99 NR No response 9 F1.0 Are atelier Has a workshop Ce proprietati aveti What properties do you own? Ce proprietati aveti What properties do you own? 1795 9 Atelier Workshop 1 Da Yes 51 2 Nu No 1744 97 Nu e cazul Not applicable 0 99 NR No response 9 F1.0 Are unelte proprii Has his own tools Ce proprietati aveti What properties do you own? 1796 8 Unelte pentru profesie Tools for the trade 1 Da Yes 127 2 Nu No 1669 97 Nu e cazul Not applicable 0 99 NR No response 8 F1.0 Are autocamion Has a truck Ce proprietati aveti What properties do you own? 1795 9 Autoturism de teren (autocamion) Off-road vehicle (truck) 1 Da Yes 33 2 Nu No 1762 97 Nu e cazul Not applicable 9 99 NR No response 0 F1.0 Copii au conditii bune de viata? Do children have good living conditions? Copiii dvs. au conditii bune de viata in familie? Do your children have good living conditions at home? 1693 111 1 Da Yes 574 2 Nu No 1119 97 Nu e cazul (nu au copii) That's not the case (they don't have children) 81 99 NR No response 30 F1.0 Daca nu au conditii, ce le lipseste? If they don't have the right conditions, what are they missing? Daca nu are conditii, ce le lipseste ? If they don't have the right conditions, what are they missing? (Celelalte coduri din baza de date sunt combinatii ale acestora.) (The other codes in the database are combinations of these.) 845 959 1 Alimentatia Nutrition 41 2 Imbracaminte, incaltaminte Clothing, footwear 161 3 1+2 1+2 303 4 Locuinta Housing 88 5 1+4 1+4 14 6 4+2 4+2 22 7 4+2+1 4+2+1 46 8 Dotari locuinta (mobilier, aparatura) Home furnishings (furniture, appliances) 9 9 8+1 8+1 4 10 8+2 8+2 11 11 8+2+1 8+2+1 3 12 8+4 8+4 10 13 8+4+1 8+4+1 1 14 8+4+2 8+4+2 4 15 8+4+2+1 8+4+2+1 5 16 Canalizare Sewer system 0 18 16+2 16+2 1 19 16+2+1 16+2+1 1 20 16+4 16+4 2 32 Combustibil pt. incalzire Fuel for heating 0 35 32+4+1 32+4+1 3 37 32+4+1 32+4+1 1 40 32+8 32+8 1 64 Jucarii Toys 1 66 64+2 64+2 5 67 64+4+1 64+4+1 10 69 64+4+1 64+4+1 1 79 64+8+4+1 64+8+4+1 1 97 Nu e cazul (are conditii) That's not the case (it meets the conditions) 670 99 NR No response 289 F3.0 Op. priv. ingrijirea medicala a copiilor sub 1 an Special note: Medical care for children under 1 year of age Sunteti multumiti de felul in care copiii dvs. de pana la un an sunt tratati la dispensarul medical? Are you satisfied with the way your children under one year of age are treated at the health clinic? 1792 12 1 Nu are copii sub 1 an She has no children under 1 year of age 1453 2 Este buna It's good. 231 3 Este proasta She's stupid 108 99 NR No response 12 F1.0 Daca nu e buna, din ce motiv? If it's no good, why not? Ce reprosati dispensarului? What are your complaints about the clinic? 104 1700 1 Nu se dau medicamente gratuite, lapte praf No free medicine or powdered milk is provided 44 2 Coruptie Corruption 11 3 Lipsa de cadre medicale Shortage of healthcare professionals 4 4 Consult si tratament necorespunzator Inappropriate consultation and treatment 25 5 Altele Others 4 7 Tratament dicriminatoriu Discriminatory treatment 16 97 Nu e cazul Not applicable 1684 99 NR No response 16 F1.0 Satisfactii/insatisfactii pt. ingrijirea medicala a copiilor Satisfaction/Dissatisfaction with children's medical care Dar de modul in care sunt tratati copiii de varsta de 1-7 ani? But what about the way children aged 1-7 are treated? 1056 748 2 Satisfacut Satisfied 746 3 Nesatisfacut Unsatisfied 310 97 Nu e cazul (nu are copii intre 1-7 ani) That's not the case (she doesn't have any children between the ages of 1 and 7) 737 99 NR No response 11 F1.0 Daca nu satisfacut , din ce motiv If you are not satisfied, for what reason? Ce reprosati dispensarului? What are your complaints about the clinic? 296 1508 1 Nu se dau medicamente gratuite Free medication is not provided 139 2 Coruptie Corruption 25 3 Lipsa de cadre medicale Shortage of healthcare professionals 11 4 Consult si tratament necorespunzator Inappropriate consultation and treatment 49 5 Altele Others 17 7 Tratament discriminatoriu Discriminatory treatment 55 97 Nu e cazul Not applicable 1485 99 NR No response 23 F1.0 Satisfactii/ insatisfactii fata de scoala Satisfaction/Dissatisfaction with school Sunteti multumiti de modul in care profesorii, la scoala se ocupa de copiii dvs.? Are you satisfied with the way the teachers at school take care of your children? 1794 10 1 Nu are copii la scoala Has no children in school 1035 2 Este satisfacut Is satisfied 612 3 Este nesatisfacut Is unsatisfied 147 99 NR No response 10 F1.0 Daca nu e satisfacut, din ce motiv If he is not satisfied, for what reason? Ce reprosati profesorilor? What do you hold against teachers? 134 1670 1 Diferente intre copii de tigani si cei romani Differences between Roma children and Romanian children 55 2 Lipsa de interes fata de copii cu probleme Lack of interest in children with problems 32 3 Coruptie Corruption 3 4 Incorectitudinea profesorilor Teachers' inaccuracy 23 5 Altele Others 21 97 Nu e cazul Not applicable 1650 99 NR No response 20 F1.0 Situatia plasarii copiilor (institutii, familie) Placement of children (institutions, families) Aveti vreun copil la Do you have any children at 98 1706 1 Orfelinat Orphanage 22 2 Spital handicapati Hospital for people with disabilities 20 3 1+2 1+2 2 4 Scoala de reeducare Re-education school 5 6 4+2 4+2 1 7 4+2+1 4+2+1 4 8 Infiat de alte persoane Adopted by other people 17 10 8+2 8+2 1 16 Infiat de la altii Adopted from others 10 32 Plecat de acasa Away from home 16 97 Nu e cazul (nici una din aceste situatii) None of these situations apply 1696 99 NR No response 10 F2.0 Are copii sub 3 ani Has children under the age of 3 Aveti copii sub 3 ani? Do you have children under 3 years old? 1789 15 1 Da Yes 594 2 Nu No 1195 99 NR No response 15 F1.0 Daca da este unul nevaccinat? What if there is someone who hasn't been vaccinated? Este vreunul care nu a fost vaccinat? Is there anyone who has not been vaccinated? Daca ati raspuns "Da" la intrebarea 47: If you answered "yes" to question 47: 590 1214 1 Nu a fost vaccinat Was not vaccinated 167 2 A fost vaccinat Was vaccinated 423 97 Nu e cazul ( nu are copii sub 3 ani) That's not the case (she doesn't have any children under 3 years old) 1193 99 NR No response 21 F1.0 Daca copilul s-a nascut la termen If the baby was born at term S-a nascut: Born: 586 1218 1 S-a nascut la termen Was born at full term 555 2 Inante de termen Ahead of schedule 31 97 Nu e cazul (nu are copii sub 3 ani) That's not the case (she doesn't have any children under 3 years old) 1197 99 NR No response 21 F1.0 Durata alaptarii copilului (in luni) Duration of breastfeeding (in months) Cate luni a fost hranit la san? How many months was he breastfed? 514 1290 99 NR No response 1269 0 Nici o zi Not a single day 0 F2.0 Cand copilul are febra When a child has a fever Cand un copil are temperatura, ce faceti? When a child has a fever, what do you do? 1613 191 1 Il las sa-i treaca I'll let it go 33 2 Il doftoricesc eu I'll take care of him 740 3 Il descant The spell 57 4 Daca nu-i trece il duc la doctor If it doesn't go away, i'll take him to the doctor 244 5 Il duc imediat la doctor I'll take him to the doctor right away 539 97 Nu e cazul Not applicable 159 99 NR No response 32 F1.0 Are pamant? Does he own any land? Aveti pamant? Do you own any land? 1792 12 1 Nu No 1633 2 Da Yes 159 99 NR No response 12 F1.0 Daca da, cati ari? If so, how many do you have? Cati ari? How many ares do you have? 171 1633 97 Nu e cazul Not applicable 1633 F4.0 Daca da, produce cereale? If so, does it produce grain? Daca da, produceti: If so, please provide: 150 1654 Cereale Grains 1 Nu produce cereale It does not produce grain 31 2 Produce cereale Produces grain 119 97 Nu e cazul (nu are pamant) That's not the case (it has no land) 1633 99 NR No response 21 F1.0 Daca da, produce legume? If so, does it produce vegetables? Daca da, produceti: If so, please provide: 142 1662 Legume Vegetables 1 Nu produce legume It does not produce vegetables 42 2 Produce legume Grows vegetables 100 97 Nu e cazul Not applicable 1633 99 NR No response 29 F1.0 Daca da, produce carne, lapte? If so, does it produce meat and milk? Daca da, produceti: If so, please provide: 144 1660 Carne/ Lapte Meat/Milk 1 Nu produce carne, lapte It does not produce meat or milk 86 2 Produce carne, lapte Produces meat and milk 58 97 Nu e cazul Not applicable 1633 99 NR No response 27 F1.0 Destinatia Destination Destinatie - cereale Destination - grains 125 1679 1 Pentru destinatia gospodariei For household use 112 2 Pentru vanzare For sale 2 3 Si pt. vanzare si pt. gospodarie For both sale and household use 11 97 Nu e cazul Not applicable 1626 99 NR No response 53 F1.0 Destinatia Destination Destinatie - legume Destination - vegetables 103 1701 1 Pentru destinatia gospodariei For household use 92 2 Pentru vanzare For sale 2 3 Si pt. vanzare si pt. gospodarie For both sale and household use 9 97 Nu e cazul Not applicable 1676 99 NR No response 25 F1.0 Destinatia Destination Destinatie - carne/ lapte Intended use - meat/Milk 61 1743 1 Pentru destinatia gospodariei For household use 53 2 Pentru vanzare For sale 0 3 Si pt. vanzare si pt. gospodarie For both sale and household use 8 97 Nu e cazul Not applicable 1718 99 NR No response 25 F1.0 Gradul de satisfacere a nevoilor gospodariei Degree of satisfaction of household needs Gradul de satisfacere a nevoilor gospodariei - cereale The degree of satisfaction of household needs - cereals 124 1680 1 Partial Partial 11 2 Total Total 113 97 Nu e cazul Not applicable 1671 99 NR No response 9 F1.0 Gradul de satisfacere a nevoilor gospodariei Degree of satisfaction of household needs Gradul de satisfacere a nevoilor gospodariei - legume Degree of satisfaction of household needs-vegetables 102 1702 1 Partial Partial 10 2 Total Total 92 97 Nu e cazul Not applicable 1693 99 NR No response 9 F1.0 Gradul de satisfacere a nevoilor gospodariei Degree of satisfaction of household needs Gradul de satisfacere a nevoilor gospodariei - carne/ lapte Degree of satisfaction of household needs-meat/Milk 66 1738 1 Partial Partial 38 2 Total Total 28 97 Nu e cazul Not applicable 1729 99 NR No response 9 F1.0 Neamul The family Neamul The family 1408 396 1 Rom ( nedeferentiat pe neamuri) Rom (not classified by ethnic group) 577 2 Cocalari Cocalari 8 3 De vatra, vatrasi From the hearth, hearth-dwellers 251 4 Lautari Musicians 20 5 Florari boldeeni teisani Florari from boldeu and teiș 22 6 Bidinari Bidinari 3 7 Ciurari Ciurari 1 8 Spoitori Spoitori 68 9 Argintari Silver smiths 15 10 Rudari, lingurari Rudari, spoonmakers 81 11 Ursari Ursari 49 12 Laiesi Laiesi 9 13 Caramidari Caramidari 28 14 Gabori Gabori 25 15 Caldarari Caldarari 108 16 Turci , tatari Turks, tatars 18 17 Ciubotari Ciubotari 17 18 Nomazi Nomads 11 19 Zlatari Zlatari 5 20 De matase Silk 59 21 Pieptanari Combs 13 22 Fulgari Fulgari 5 23 Cositorari Tinsmiths 4 24 Tismanari Tismanari 6 26 Racari Racari 3 27 Geambasi Geambasi 2 95 Evita sa declare ca este rom(romanizat) Avoids saying that he is romani (romanianized) 213 96 Evita sa declare ca este rom ( maghiarizat) Avoids saying that he is a romani (who has been magyarized) 122 99 NR No response 61 F2.0 Zona Area Zona Area 1804 0 1 Banat Banat 149 2 Crisana-Maramures Crisana-maramures 163 3 Dobrogea Dobrogea 50 4 Moldova Moldova 167 5 Muntenia Muntenia 333 6 Transilvania Transylvania 479 7 Oltenia Oltenia 148 8 Bucuresti Bucharest 315 F1.0 Localitatea este The town is Localitatea este The town is 1794 10 1 Oras City 1300 2 Sat Village 494 99 NR No response 10 F1.0 Daca este oras, acesta este If it's a city, this is it Daca este oras, acesta este If it's a city, this is it 1300 504 1 Mare Sea 739 2 Mijlociu Medium 467 3 Mic Small 94 97 Nu e cazul Not applicable 494 99 NR No response 10 F1.0 Judetul County Judetul County 1792 12 1 Alba Alba 0 2 Arad Arad 51 3 Arges Argeș 50 4 Bacau Bacau 0 5 Bihor Bihor 56 6 Bistrita - Nasaud Bistrița-Năsăud 0 7 Botosani Botoșani 0 8 Brasov Brasov 52 9 Braila Braila 0 10 Buzau Buzău 88 11 Caras - Severin Caras-Severin 55 12 Calarasi Calarasi 47 13 Cluj Cluj 50 14 Constanta Constanta 49 15 Covasna Covasna 49 16 Dambovita Dambovita 29 17 Dolj Dolj 50 18 Galati Galati 1 19 Giurgiu Giurgiu 58 20 Gorj Gorj 0 21 Harghita Harghita 1 22 Hunedoara Hunedoara 65 23 Ialomita Ialomita 3 24 Iasi Iasi 51 25 Maramures Maramures 67 26 Mehedinti Mehedinți 48 27 Mures Mureș 110 28 Neamt Neamt 74 29 Olt Olt 50 30 Prahova Prahova 0 31 Satu Mare Satu mare 38 32 Salaj Salaj 50 33 Sibiu Sibiu 99 34 Suceava Suceava 0 35 Teleorman Teleorman 45 36 Timis Timis 53 37 Tulcea Tulcea 0 38 Vaslui Vaslui 1 39 Valcea Valcea 0 40 Vrancea Vrancea 40 41 SAI Sai 11 42 Bucuresti Bucharest 301 99 NR No response 12 F2.0