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Document Type:
Teaching Aids
School Subject (according to ISCED):
03 - Social sciences, journalism and information/031 - Social and behavioural sciences/0312 - Political sciences and civics
Place of Publication:
Buxtehude
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Document Type:
Teaching Aids
School Subject (according to ISCED):
03 - Social sciences, journalism and information/031 - Social and behavioural sciences/0312 - Political sciences and civics
Place of Publication:
Buxtehude
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1
Politik ganz einfach und klar: Wahlen
by
Barsch, Sebastian 1975-
Published
Buxtehude
:
Persen
,
2010
Edition:
1. Auflage
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: SG-V 36(1,2010)
Format:
Book
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Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
School Type:
Sonderpädagogische Schulform: Special school/school catering for pupils with learning difficulties and other special needs
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 94
"Sonderpädagogische Förderung", "8./9. Klasse" - Umschlag
Hier auch später erschienene, unveränderte Nachdrucke
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2
Fossile und erneuerbare Energien Ressourcen, Umwelt, Technik ; [8. - 10. Klasse]
by
Eggert, Jens
Published
Buxtehude
:
Persen
,
2011
Edition:
2. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: GD-V 364(2,2011)1
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Klasse]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5WH36c/gKe59Ifs9/N8LLWQ8sby4BPsHFfkfGemYJeSPQo/Cd/XyRsFABQAUAFABQAUAFAC0AAOelFkAHPejQAo0AOtJ26CCm3cZ8Xj71f0TN+4eS9z6R/Z5/5JRaf9flz/6GK/IuM2v7R+SPQoL3Tvq+TN+VhQHKwoDlYUBysKA5WLQFmFAWYUBZiZxz6U0ruwWZp2ugavd2UN5Z2Tzwyg7SpHy4cqP5H8q7qeWYiovcjcm6Hnw9rK3lvay2nkvcTeVGzsoBfGfywRVLK6ylaUbCukO/4RrXCwEenvIuSAykEHnH8yPzrV5NiHrGLDmiOh8LeIJZY4zp7Rl+RvcIDwT+PAJrJZXiI35osaaexiIdyhsk5HWuCpBwdmM8VHwFuG+b/hLokH93+z84/HfX6RPj2lT9yNF/ecboHTeG7gfDfSh4SeM6u0MjTtcq3kBhJyPlIb+dFXKf9Zp/W41OTS1rXD2rp6GifiEmONDf/wACx/8AEVh/xD+r/wA/19wfWWIvxCXPOhv/AOBf/wBhR/xD+r/z/X3B9ZY7/hYKf9AJ/wDwL/8AsKP+IfVf+f6+4PrLD/hYKf8AQCf/AMC//sKP+IfVf+f6+4PrLD/hYKf9AJ//AAL/APsKP+IfVf8An+vuD6yxP+Fgx/8AQEcf9vf/ANjR/wAQ/q/8/l9wfWWH/CwI/wDoCyf+Bf8A9jR/xD+r/wA/l9wfWWH/AAsCP/oCyf8AgX/9jR/xD+r/AM/l9wfWWB+IKYP/ABIn/wDAr/7Gj/iH9X/n+vuD6yy2nxTvUj8qOzvI4woUIt78oAyem3j/AOvXRS4OxFBWWJ/APrMRD8U73EINndfuH8yLN5904AyPl9qUuD8VJ8yxGvoJ4iJctfjNq9vHCkWnsqRFim6dGPOMk/u+TwO9dlPhjHRVvrH4E+3iU2+KmoGRHazu2aP7ha8yV4I9PQmuatwnjJaSxH4DWIXQrf8ACwEPyjRmUev2n/7GuZ8B/aliL/If1g7RRmvz2M+SV7HfT21PMfiLx4uuP+uEX8q/XOEuZ5cpT6s8zFfEc9K2yMv/AHeT9K+o5V3Oext+M9DPh/V4LVZGmt7qyhvLeUjG5HQE/kSR+FHKu4WMajlXcLBRyruAUcq7gFHKu4BRyruAnzFgiIzuxCqqjJYk4AHrkkCnyruFibUbW603UJtP1K2lsruE4eGddjg/Q0cttmFiLBzjjNCk+qFyxOm+F/hNPG3jJPDzayultLA0schi8wsy5yoGRzxnr0oUnfYOWJmeL9FPh3xXqmgtc/am0+4aAzbNu/HQ4ycVDi76MfJEy2O0dMknAA6k+gq7adxOKWxe17R9W0DUDp+t6bc6ddBd/lzptJX1HYj6VKjd6oVme26Hpz6netapMsRELS5Kk5wM4wK/A8NQ9vLlPbTsjyT4i8+LJv8ArhF/6DX6zwprgOTszza7vI55xlGHYg5r6QxPSPiRAt58Hfh34mBLNHBNps7noCrFkH/jr/lTA86t457lZ3trae4W3j82YxIXCJ/eOOgpAHl3H2f7T9luTBj/AFvlNs/PFAmRCQYRtr7HBZGCnDAdT9KBF3SNN1TWPN/sjTLzUPJ/1n2aEybfrigCV9F1tNNOpNo1+LMMUabyG2oR1DYHy/jigC/8Nde0Pw9430vX9asptQs7F/NWKFxlZcYV8E/wnnHqBVFH0lf33wh+M9oLNr63i1Zhshd1EF4jdlG77/8Au5NAHz/8T/hx4h8A3xTUojd6XI+Le/jX92w7Bv7jfzpCOf8ADGsSeH/E+l67B9+xu0mxnqAeV/EZ4oBF/wCJOrWWufEDXNZsSPs93cmVee2Bkn8jTGegfAnwnodlp0vxQ8bzQw6Pp7n7BHJyJZV/jx/Fg8KB1Iz2oA534zfEu7+ImqwhbNLPSrJ2NpGygytkYLM3bPpQB6j4BUNrc7liClpIQADk5X1A4r8SySK9tL0Z6k3rY8d8a6Xqmo+K7h9O0y9vFWONC0MLN8wXoSBj0r9G4Rd8JOXdnBWVmN8O/D3xXrV81v8A2bJp0SKDJPeqUUfhjJ/CvprGR7Vo/wAP9Tb4DXHhm7v7Aajpmqrf6fdIPNjRhIGBZGByCC4wQRzRYDQ0q08Q2ep2M11qun6hFbRHzJ2t2juJCPupsU7AoPpnPoKLAbEFzPbRpHbSGJY12KqAKAPTAwMewosBW1C2802s9rOUdZmyBjMGQMsvGeenUdKLCsUNVsrSx07UNYEr+XbI13drFbASOq/edQuMsOvb8eaLBYydF1iPUtOXXbDUGW227nuJZ9vlD0ck4HuO/vRYLGZDaeD9Zk/tK30/w3dyLOx3iCIGSRhgjZgbs+4IpjOL+NPhPS7bTtM1/SdHhskklkttQW2GyMOMFCFBwueeAAOOlAHPad8QPGVlpr6Y2u3Oo6aybWtNR/0lCoH3fnywGOwIpWFY9t/Z8+GXhu88NW/iTWtIs767vt00ccse+K2j3HaqIeMEYOTk+9Fhnpnin4XeBfEOnvaXXh2wtmI+WezgWGVPoyj68HIpgfK/xe0bxDo/iqPwpd3V3qFjYxA6bFHGdvlHodi8Z45PtQBgW3hTxXcR+ZH4X1jZ13mzcL+ooA918DR7tSuXKMwjtHboCPyIOfwHFfimR/xp/wCFnp1PiMXw94/0jw/e6to+vXk1rHGY7m2eOFn3h0wVwo7bf4sd6/Q+D/8Acn6nHiNzr/CPiWx8W6PLqWmC5EMMxiZbkAMuB1wCcA5BH45r6gwO20Wwe2t2bUtyW2oFYEgH3pHJyp68Dgj8aACW58JSpsfTrmBhx8gIKn86AKU0Xhxz+5vtQhGScPEGH6UAQvbaUI2aPWncgcJ9jIJ/HNAFezi8+VrX7ouI5IdzKSBuUrkjPTkGgD5Fmgeze5003DSLDK0TlSQrlSRnH4d6AInjLYWLIkLDZj+92oA9i+zL448T+DvBniLVZbW0nhlkkezCI00ijahOQRk7GHTvQBe+JHgn4MeArKW2mvdW1jWWXEdn9tDMD6vsUBR9fyoA7f8AZl8ZWN/4Og0WV0ivtN/cGFm5MXJVlP8AEAOCfX0oA9iu76CC3aZnUKoyd3GAOe9AHyF8afHV1qPxNTV/D+oTWsdjEIba5h4EhU5Yqe43ZHpQB0fg79ozxJYqLbxTpVrq8e35bm3PkS5/215U/gBQBueCyq6pPxk/ZJNp9Dj3ZR/P6V+I5G/30/8ACz06nxHivxFJHiqd9w/1Efbvg1+jcIf7i/U48Rujv/gv8PbtdUv/ABH4wupdJ8L6TsuJszlYr18b15HDRgEE+pKgd8fUGB0tz8efDuo6ndXF7HfWdtZTg6b5UG8zxgjnaSMN9SBj3GKAOvuta0i/8X3elWcrRzm2j1BEmCxiSGVN+9Tk/KOhOAR6YyaAMax8a+D9Q1W602z1+F5rZyrF43CvgclGUEMM9+/0xQBqpqelvGWjvxKB1EcT88epAFAEmnaraHVbNYre5cmZMFnVcfN6DP8AOgD5d8SzG48T6xO2MvfzHj/fNAB4djEmt2zHkQnzSPden6kUAafj+V4fE1pHCzpJZWNuImQkMGdfNyMdD+9oAwtRs7vT7+4tdRgnhvYmxMk4xJuPOTyeuaVxXLGlRyx2moajFJND9kWNUliYqd7sQACP91z/AMB96Lhctf2nr2pabqIuNZ1OeO0gWV0a4YgqZEQ8Z/2xRcLnffAe08OeL7TU/h14miVHuUNzpV0pAkikAO9UJ7/xY6EK1CBHG/EDwP4g8Ca4dN1qEywsc217Ev7qdfUH+E+oPII7jksZ7V4CWQ6zcNEhd1spcMFZiDgdgM881+I5H/Gn/hZ6dT4jy3UPDqeIPH922oXf2HRbO2iuNTvWICxRc4UHu7HKqvUmv0fg/wD3F+px4jdHQ/E3xFD45+FEUvhiK4sND8MXot7nTN2S8BCrDO47hSCP+BZ7V9OYHkLAGMjPBU8epx0+n+NAHe/EVF1f4deBvFAUtMlvJo90f9uFvkB+qkigDitKujp+o2t7DwIZAfqvf9P5UAe86RKjp8pDKV+VvUHkfzoA29GO3WLNs9J0/LdQB4tpum6NeXus2msWlyZjqs/l3VtMEljAbGMHKsMnuKANK08I2OnrdXVlrxuG8glY57QxFFHzHJBIOcKBigDF1a2bWfjFdafEVIbVvsqnHGyJgi/hhBQBjeLdRXVfFOt6qpJjub2aVDn+Asdo+gXA/CpJOg8S2iaL8LfC1o6lb/XbifV7pSMMsS4igH0I3MPqaBj/AIRafHqt74r05z+8l8LXjQA/xSK0bKP0z+FAHG6dd3NnPaajYSvDd2zrNBKnVGUgg/mP1poEewfFn4w6d44+G9jo50u6g1XzkluZCg8gMqsCUbOTkngelMZ5Dovxu8XLbale2On6DCtnCry+fLiR1JAwgYZJGe3Ir5OPBVCD5oTaOuVe5Ba+Jr/xZatrN5FHbvcMBLDC52Ns+UEg9TXu4DLaWBhyRkc83zanV/DHWJdM8SDTGt2vNP1tBp15bKOXRyQGX3XcSPx9a7yC5e6D4H8OajeaP4i1PxDNqFnMY5ora2WNTg8fMScZ4/OgDrdEj8Ja98E/E+laWmtiPQrqPV1jmZHlGQQxXgfLjcTn0oA8dIUoQgbYBhA55x2z/ntQB7H8P7ln8Paa7klvJ2HJ/ukr/SgDsYZPKnhm/wCebh8/iKAOJ17TE0vxnq9vGVKNdPP8v8Qdg4B9xQBb0nT7u+IjtLOa4Vru3il8pN+1C+4n/wAdFAHEeHPPt/HPiTVLpJreawS9uNsyFGDkttOCARhitAHM+GtJm13XNM0K3yJL+5S3GOMAn5iPYDNAHe/tLyRj4stpVugjttH0u1soEHAVdu8AD23/AKikJkf7Nwjk+MmmW0uDHdWl1C6n+IGFiR+lAHA39k2napfaawI+x3UkAB7bGIFIRCAA24AZ9aYzmfgatqPE+r3NzNGfJ0S4P2YhiZ8jHG1WGR15GCPSrjFQ3Y+WxP8AD0k+FoiQMGaU8HOAWOBUyjBu4XPTfhP5Nn4lvPEN0f8AR9C0+a8YZxukOI4wD6lmGKAIdcZ/EfgyDxO2ZNS05xaasQOXVsmGbHpwUJ9QPWgDof2b7q2b4hXXh6/f/Q/EWlz6fKoPDMV3D/x0OPxoA85uLS50+9uNMvV23VnO8E4/20Yq36igD1DwDOqeFdNZmA4cc/8AXRqAO+tobie3EqW8zRkY3hDgH60AUvE3hzV72/j1Kz06abzoFE4UqCGT5e/qNp/E0AangHSdXsU1FbvT54mYxsCVznG73NAFz4gXyWvgrWZ9TgguQlo0apcxAld2OATyOnWgDyT9mFtEh+J1tea1e29n5FlI9p57AK8p4wGPou7qe1AHOfFbVI9b+J3iLVYJxcQT3rLDKpyGRAEQj2wtDA2P2dZBF8b/AA2x6Mblfzt5KQil8brD+zfi74ktwMLJdeev0dQ1AHH0hHP/ALPj2g8cXonivXnOj3QtzAxwG2jcWUIxII7Arz1OK1ZbE+Hm0eE4CCdrTSEfKFI+Y+n8qghneLdRWPgGSwilVr3VtSWW4CnlIIF+RW9N0jk49IwakCT4faxaaR4gWLVMvo2qRnT9ST/pjIQNwHZkOGB7EU0NGr4H8MeLrD4s2FppOlT393o2pxSSvGNsTRBxli54AZMkH3pjPdvFnwC0fxL8QtS8S3uuXttZXxSR7G0jVW80KAzFzng4BxjrmgDt/CXw98HeFtNgtNM0mMiLO2S4JlkOTk5J9yelAzorhbea2a2khBhcYKjA/wA/WmBzp8IWm7K6ldAdgVBxQBRvfC2oxXA+wTrNF2Zm2MD780gL1t4TXUdLmsvEZ+028pwbfIaNl985/TFAHmPjX9m7Rbky3fhXWp9LfJb7PdnzoPwbh1H1LfhQI8N8X+CPEnhOT/ia2aSW+dgvLRhLA34j7p+tAGj8CrqztPjF4Zur64SG3W4kUu7AKGaF1TJPqxWgDo/2rLQW/wAW2uVx/pVhExx6rlf6UmJnlVIRzn7PklxH8Q55LOBJ7qPSLtkV0DpkJ/EC6ZUAHJz9RitWy2WPBM32nQDdCGKHzrmaTy4lIRAzkgL146/lxUMk2lVi6pFG8kjsERFGS7HoAB1PtUiPevhZ+z+b9I9T8dztCnEi6VBIA+Mcecw6fQH6+lNDR7umo+HvDtkllbmGGOFFjSKD52wOAPfj1p3GbDSgxgjowyPxoGirJNt9xQFyvJcn149KaGR+f7H86YD0vYklijeVA8hwiFsM3GeB+FSK5gDxPeadLe2l5C1xcxyuIpPuqB2yB2oFcoaxr95qsSROqwwj7yoT8x9T7UAZxVHikhkRZIpBtdHG5XHfIPX8qVwueXeOPhFa3ay3/hR1tLnBf7DIcRuQM4R/4D6A5GfSncLnj98b37bKmom6+1xfJItyzGVSOxB5/wA8UmJkR4JBGCDgilcR2PgX4C/F3wleX93pg8DXf260Nqw1CSSRkU9WX5Plb3HWsPrsTflLfhT9nfx/pejR2Vzd+HTIsjt+7uXK4LZH8Hak8bEXIejfC/4QXvhy9fV9emsbrUI/ktUiYtHED1fkfe7VP1yBPKei/wBkXe8u0kZZjlm3HmhYyCGolrRNLFtqEdzeFXjiG5UXnc3bOaPrsB8p0ct/G3QP07ij67AfKVpJyykrmj67AXKVy0pIA79OaPr0ROJWu21AR5sUt5Jc4xKxUY9iBR9eiFjFv9M1u61OPUEks7aaNcBopWz6cZHFP65AOUhHh/VjI7yTQu7HLMXJOfc4p/XIByk0ehX6Llnh59XP+FN42IuUlTR7sDBeH/vo/wCFR9ciHKL/AGRd/wDPSHHf5j/hR9dgHKcj8R/hd/wl1mbi3eC31qJf3Vxk4lwPuvgdPftR9cgHKebL8CPGyqGa60MqBg7Lhif/AEGj65EfKfTNeRZG9gosgsHHpTshcocegpOKHYOPSlyhYOPSjlCwYHYYqVqFji/jV4tvvAvw21HxPptrZ3NzbzQRJHdkrH+8lRCSR04brXTRpqbsZydmYifFbTvC3hrT7v4k6jo0WpX0kxhi0CRr2ERJj96SvRV6E9q0eH1shcxuS/FDwGviJtFXV3ldLE38tzFbO9tFCIjNl5ANqkopIH4daj2EmHOjFHxP07X5vC934V1Jba01G9ntnj1LS5FkudluZFEWcYHQ56HpT9g0w50Zvw++MuiD4aeDNR8c6lHHrmuW8ksgtLRikcYuHiWSTbkImQF3HjNXPD2bsCkeka74i0TRNZ0fSNRuTHd6y8yWKqhYSGKMSPk9htIrndJ9B8yOK1P47fC3TbO1urzXpY1uoVnhAtHJaMyNHux6BlaiNCb2Q7oyfjH8ZNF0K7tPDfhjVrafxA2qWEc6SWpki+zzsM4bpu2lT9DWlPDN3bJcrHslxGEuJF54bAz6Vg0k7FLUbQaBQAUwCgAoAP50CbBSGJUMCwAJUHJGemfTNHLYVzg/j34Y1Xxn8K9R8O6PbQ3N3c3Fo4jlcIGjSdHcEnj7qnitaEuWVyHqch8QvhnrOgeIINV+FPhTQ5LW58OXegXOnSTiBLbz33/aF3fewTyByRkd66KeIi5NSFymBp3wh8aaL4jsbbSPDEEul2ugy2OszDXSlv4hBtGjWB4esZ3tt8zsPm61cMQiWifwN8M/iJZS+F21Kz+zabpWt3Vza6ZcasLt9OtHtGjWMSnG9d54GMgUpYla2CxzyfA/xpBoPhJLrR5dTVdBOj6vYWniAWHkYvJJlcsoKzIVkyU/vDNJ14u/+RXKesfGnwv4w1DVfBGveBbKwvtQ8OXNwr217NtQxTwrFu3Hrjb0qIVIrcGmeceHvg143s9B1W11DTdPluJPAN3osBW6Rh9skumlAyTgArznjpitFiYpk8rGap8JfiZFO2j6dpWjXGkXGr6TrE1210omjkt4kjkhC9wME56enXhPExasNRbPpiZg88jjux/LNcMt7mqVhh4XPH4mpk7Mp6HkXxl+Mtx4E8b2Xh2x03SLlY9PTU9Qa/uXjklieUxiG3VRzL8rN82RjA6110qEZR5mzF1Gjnrv45+PvKuNT0zwDo11o48QroFo8l46S3NyzZVcZ+UbMZYgjPb00+rw7h7SRW1P9ofxDZaRbWc/hzw5Y+JYWv21KG8vJFt9tq23y4SuSZZDkLk4BHPWj6tB7MaqM6SH41Xt1BNeWmhWQtB4n0nSYxIz7xDeQrI7Nz99S2OOPaj6rpuPnOTg/aZv5tH1XV4/DmhzQi3a6023iu5DOka3AiKXIxhXYHcu3j1zS+rJNXZLk2ZqeOfiR4S+KfjzxNqfgvS5ZIbTSJfEFst8SlhCRtXyRn5mKkMT0BVuDWkqMeWz0FdnV+I/j3qOj+Ltd0s2HhjUrKGwvrnTnsbqZ5Y3tk8xUuSQFyy54Q/KTzURw8bbhzNGdrf7QPivQ1so9b8J+HNOuhp6axe2ct84kltpZAsUVvtyGn2ned2BjjrUfU4c17sXOy1+0Zcfavil4SsGk8f3GlXehz3BtvCLhbqR/MXa5UkAqA3J69KqlFK9xtsn/wCFzeItH8Ypo0ng+JvCul61baHd6pc3B+2AyQgpuQnBkHzFuCO3Gc1XsYtahdmLa/tMatLo9/qieG9Fn8yJbrS7aG9keVIvtHlGG5J4EuPmG3ipeFgna4+Zmpqfxr+JGmX+q2t18PtBH/CPHT4NbY37fuLi8f8AdmPBO5dpUHqQcnOOKqOGitbi5mYsXxjPg3S59L8P6Do0F9daxq11MdU1CfyWigcAqpJJ82Q7gq8KCOnNN4eL1Yc7No/H3xJL4ijez8FWL+F01jT9Our5rphcJ9qjVlATP3hlgTjHT61CwsbXuNVGe/SLsldOoU4BxiuKTs7GnM2J1GOfw60tytzh/HXw2sPFHi/T/FUOs6nouqWlqLOWSy8s/abcSeZ5bBwcAEnkc81vCpyqxDgVV+EuiLpMOmjUdT8uHxYPFCsdu77QvSPG37mPxqvbMXKZup/BLQ7m4Ooad4j1vS9U+33d2Ly38tn23JBaHDqVK7gD6ihV3HXcTgGrfAzw5qHjhfFD69r0cq3tlfPZxyqYZLi2UKshXbySFAOPfHWj63IXIRH4EaFDomq+H7fxJrsWh3pzb6fiPZZAyiU7GK7sEj+Inin9Yb3Go2Lfjf4LaD4r8c6j4ovtc163Opvafb7K3kUQ3EduoAR+MkEqp/PFP6wHKZdx+z54ake4H/CR+IUtMXyW1rvQx2qXiMsqoCuTnOeeeOaFiLO4+U3/ABP8KNL1bVNI1Oz13VtGv7DT4tLlmtdh+12yYKq+9SO3VeaSroOUtfET4cReMfEWmeI4fFPiDw5f6fZyWkU2mMiFo3bJB3L6gcUo1rC5SiPhBohSZbnWNZumn1601ueSTYzSzW6bMH5eQ3Vu+TxR7eyCxmQ/AjQ4NEv/AA/H4m17+x5ZkktLEeWY7LbOJiqMV3EZGMsTxmmsRcLHI/HP4da/4g+Ks8/hvwlrf/E1k0+W91NdTSOwbyGGXlhIDF0UYHODnIFbxrK12w5TttU+B+gyLBJpviDWtM1O21C7u4b+ARNIFuSDJFhlwU+XIJGQT15rP29h8pbv/g9oV1FqKNrGpBr7WbHWJHLR8S2qbFA+UcNjJ756VH1h7BynpDsXdnII3HPIwfyrmZaQnPbP4DNKWmxTVjzH4z6z8Q9M8SeHY/BUNzLp5t5ptS8m1EwOJYQo5HXa0hwCCcE9q6acYyjruYtyMe1+JvxIeS1Fx8PXhWXVBaSRC0umlWLA7bAOD1bOCDxyMU/ZRFeQulfEz4lXp0pT8PpxJdSpHIGs7hElzMUcqxXCBEw/7wLuHAGaapRuF5DtK+JPxK1cg6f8OriNItPe5ljvLWeHzJo4VYwoWAALSEqpPFCpLuF5EUnxM+JKlfsngX7ag00XKSnT7uASTEncqqycbeBhsFs5GRSdOK3Gr9TtfDuv+MLrw3PcXvhDztVtdWuLFoY5jbJJFG2EnQyA5VgeMevBrKcY9B6nN+PfE3xD0rxnqWnaJpGo3MUraVcaasNk00Pljzjeq8qjCk4QckHpjrWlOlBxuxNyuUIviJ8WIxLJcfD+3ljEE8gSGCcE+XBFPjkdWDSRgdS6/hVewiK8iK6+J/xVg0+S9PwveJorhI2aSGduGjMiHCqWx9xWYAhW3UuSAe8a/gXXfiJN47lsdetJ/wCxppNUMCzWTrh458Qx+aF2gbOFLYyOealwhbYNTX8e6p42k+HGp3+k6fd6DrVrNH9mjgKXzSpvAJCgcDBJxis4RiUc/N8QPiNY6xqumv4Jme1066jtlvntLiRvK8xV+0FY02ygqxfEZJGMECuhRiDuZuh+Nvi9a21rYzeF/wC0pL67/c3dzYzxeRG1xOh81cDGFRGHTggHJIyeygTeRXtvH/xUPijS76bwprEGmXMixXlu1lI0dsrtbKZQNoc7d0uAM9STwpwvZwSE3I9243MFIIzkEHrmuRvU0i2B5GDRuabjgzAkhiCetHM1og5Q3tt27jjpii8yeUC7k5LGi8w5QLucZYnFF5hyimRz1dj+NPmktwsNPPXmjmuFhdxxjJxR73QOUUyORy7fnTvMOUA7g5DHOc9aXOHKIWY5yScjBo5w5RASDkHB6ZFVewWFDsOjEUnJvRBYXe394ilyzDlDzHxgO2Ccnmi8o7hyjaQWsFMYUAFABQAUAFABQAUAFABQAUAFAAOtNAc98QNU8R6P4VvNU8LaBb69f2iGdrCWZozLEvDbCAcuMggdwCK6MLR55Gc2eR/DX43fEXx14ts/D9p8IRpkc6efPe3t5OsUEAPzSEtGM+w7tiu2eDSTZmpHvitu545GeK8lR5WzaItBQUAFABQAUAFABQAUAFABQAUAFAB2NCE9jnfH+oaTo/hy61rXdfuND0/T42uJriBsSMOAEXuSxIwB1OK78C2pamUmedfD/wCOvgrxz4ns9A0vxz4gtry6i3pFqNlFFE8g/wCWW4Nnc3pkj0Oa9OrJcrM4nsqDA/p6e1fONvmdzoiOplBQAUAFABQAUAFABQAUAFABQAUAHXikwtcp6vpOlatai11jTLPUrdG3iK6iEibgDg4PGRmmqkkHKjMPgjwRGyPH4P0GJ0IKPHYxhlOeCCBwc1rHEStqS4m9jBJwASeQK573Y0j/2Q==)