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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
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West, Wadsworth
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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
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Understanding American government
Language
English language
Published
Belmont
:
West, Wadsworth
,
1997
Edition:
4th ed.
Catalogue:
GEI
Call Number: USA S-183(4,97)
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Book
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Educational Media Metadata
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 5 - Tertiary education
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Textbook (university level)
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USA
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2
America at odds an introduction to American government [Hauptbd.]
Language
English language
Published
Belmont
:
West, Wadsworth
,
1998
Catalogue:
GEI
Call Number: USA S-188(1,98)
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Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Textbook
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USA
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3
America at odds an introduction to American government [Hauptbd.]
Language
English language
Published
Belmont
:
West, Wadsworth
,
2000
Edition:
2. ed.
Catalogue:
GEI
Call Number: USA S-188(2,2000)
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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USA
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4
American government and politics today [elections '96 ; results and analysis included]
Language
English language
Published
Belmont
:
West, Wadsworth
,
1997
Edition:
1997-1998 edition
Catalogue:
GEI
Call Number: USA S-158(1,97)
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Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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ISCED 3 - Upper secondary level
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Textbook
Country of Use:
USA
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5
America at odds an introduction to American government Instructor's ed
Language
English language
Published
Belmont
:
West, Wadsworth
,
1999
Edition:
The essentials
Catalogue:
GEI
Call Number: USA S-188(1,99)L
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
USA
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included]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEADwAPAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCACpAIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2C5wbx888DrXPg/4SMqm4BV/uj8q629DIPl/uihAJtXuo/KqFYcFX+6PyoAqnUtOGrjSDcwi/MH2gQZ+Yx7tu76ZGKdx2drlsBR2FMloTC9dopkiYXONooEUNA1jS9d01NR0q4S4tnLAOFKnIJBBBAI5HcUJpg01uX+P7oqiROPQUhDW2jsKBCfKewqkwGsR6CnoQRttJ6CloySa6f/THHsK8zB/wkenU3EDjua6iA3gt1oFYeHFNMLAZFAJLAAdSTwKdwPFviDrSQ+JdI8e2cataWVyLV7qNxtlhc4weOQPvAZ/iNZ3d7lpaWIPF3irX18V65/Znii4jtLO6s3tkUxlCsioWX7vzD524OenPStEm2VGCe51Osa1caB4et0k8QtdiVEkeaZmDCSR5R5JkA+ULtTLHng464pqb10BRT1scxZ6x4wuPE2g6Le+KvLae0dnntpIzHNslUqxOPQEHpkA9Mmo5pNkNR3sQeDfE+s38Gm2N3qptoLyS6M2oIQjSTLINu9hgcKSccZ47DFKWtN3dvM3owalzQhzNdLX09DqotZ1648TLFp91eXSpI9reIqkqh3hA+0DCcng5ycc9a836zOWIUYSfVP5Lt09T2p4OlRwLlVgr+7JadG9Ve93puraHT6Vaazo9rMdb1Ce41CLUYbB4i2Y9pQlnHA5zjkcfWunCwqxtKpNttaroeZmWJw9aUoUKUYxTumlZ27PU3S1ekeKG6miZEZeqIGGQZ60rCuJqU6LqTpvAIUZBrx8HOKhy3PXnG+oxZwehBrsuRyi+dz1p3FYJLgRxl2OFUEknsKa1HY5i58U393byXPh/SF1W3jVvMV5fKL4zwvBzkcgH17UPR2BwsWluPDTQrp8jWcLXpEgtJpQrsWz0UnOTg9OuKpJMmzEs7XwzcfLaLZTYBhxFMGwAMleD254quVILSGTT+FGiu0mu9MaOGIRXIkuVIRMnAfJ45B69xS90LMSZ/C1pbpNNcadBDbvtWR7gAI33cZJ69sfhQlHoK0i7a2GjX1xPp1tBbXM7Ynlgjbc49H2g5H1ocY21GuZaodd2Gj2sk0tzDBA0IXzmd9pTGCu7J4PI6881KdPW1vM0dGraN09dvP0Kcl94Zht0nkvtPWJ3NwjtdDDFc5YEntzRz097oj6vWbtyv7iabxRpqanYWCz72vojLBJGQyMMgDkHvnj6Gm60VJRvuL6pN05VLaJ2ZrFpcZIcD6VrzHM6bITIxz82MU+YycCJpPenclxKPih/I8UebJCZIjGuR2PGK+OnK+iep7i0abWhNFaCaAPGwCv80ZIPKnsfoazp4x03Z6msqXMropypJDMUkBV1OCDXpRrKaujmcXF6nSwJbatpL28jf6yIxSEcMpYYNcSr1cPP3WdUeWaPMtHs/EXhjw1J4ZNpqH9oWlyDb31qImguItw67zkErkY2k5x1r14YtT96+hzyg1oReKtD1y7ad7jSGRtTt7eRJY48eXMjjO/ncWCKAvH8WPWumjiqT1uEYNas0dN0PU7XVbi32OYtUjR5yc/u3AUyA4ORkj25PWtHWjKCfUlq9l1OW1rwvdXFlqlrBpd3BfxWL2UCqcwyRZBADM5O3OTlueO5NSm3uS13GnwleXGo2rWmkSRpcaNJasCAB553EAjPAyV56Z/OtIyUWmxRWqNrRtK8V6ZeQalZ2V7b30On/Z45FGCGUvxn0wwx9K58VUcqTVN+8ehgfZQrRddXindrXUr3PhfxVfPcXMFvdI0iQXMW9iDI8eN6kno2ckZ64rlcJKTa62/A3hiIuEISeyktnpd3GL4Zv0vdIuo9NvxbrdSPdRzLyhfAJxk9cEnHHT6Vuo6ppHHOs3GSlLXS1l2LOgeF7/T/AOxxf2kpjspXhuNmWKglSCMdV4bpWEIVVODcdro7K9bDzpVYqWraa0eumx6uBGoA3kBTwFPFelqeNaPcgm8ksW8xgfQrxVK5lNR3uULsRqqtG/PdccVrC73OSrypXTJ9bubSXVJdPvBs3xqUkI6Gvg8WpRnzxPoaUlblZHYvd2rRwTkGJTtjlGOPQH2rl54z16m1rehYu4Gu0KzQBX7MnOP8+lb0avs3dMmcOZalCJbnSrsSAb0HDEDjH0rvjUjWjZmPK4PQ6EmG8iWXJIIBVhwaKbcC9y1a3KxJsdjkccmteRy2EVLx7U6hHcRsFB/1vvXdShPk5WZNpSujjtT+IOl2ev3Gi32kXRkjikmhkWSPMwQ8jGcqSORnGR6V2UqE1sxTnF9ChofxHsZEeaayurGE2wuI5JNrmQd1GOhzx7+1dfseZamKlJPQNG8SalefESdPMuobSW0UiCScyJkb/mXsM8Zx3Heh0o8qsOdS0bnZreP5ZDHJz1NNUkc3tnYqzzM7ZLGtVBWMJVG2PadygBYnHvQoITquw0ynHWmokOoyGRyT1q1FGTmyBzmqSMpO5qaxZW93qWJwR8oAYHBH41+c42q4VND6ulFOOow6fJaxiKN/MGPuseGHt6Vxe0jLU2Ssi7bsUyXBAz0ParT7AyK+ubZn2PIocjhc/Mf8mu2hCpL4VcylJR3ZladfRT2yz2FzDLbuSVeJwyn6EHFezToNfGc8qltiO513ToZriGfUbZZbaLzp1ZxmNP7zegrvp07LRGTk3uOl1K1W1+1yXMS2oiMxm3jbsAzuz6Y5zXRTWupjOTPPo/ArTX66laa351o7yyQ7sHKTnc3IHJ6YPPau1Q6oxeIs9UW08DEw2cU15mGCF7YoDwyHkNnH3hx7cVVne4libO6IvD/9mafrMGoTeK9KuWig8nH2lATGM7Tx9TWLqw7r7zecK0o2UH9zO/8AMGODnNbJHnuViul5byXElukyNNGAXQHkZ6fypRqQlJwT1W5dShVhTjVlG0ZbPvbcmD1pY52w3iiwmxjvVWIbImfmmZs6S8GbxscnYOPWvy/MXat8j7Kh8BG8jLESBvK8gDrjuK4obmrKd7eq8eY2ZT9Pzr0cNRcmY1KlkeafFZpJBobK53DUA2ST/cavpsvpKMZ+hxTlzalGza+8NXUumQ3CxSXqy3SbVGwNkk8HOB7emOa9ByhUj7RrayIbvqYf/CQXGrat/bLRxw3P/CNtI6MgdCy+afungqfQ+tVGyVvMV9hbe+vm1Qz2kkUH/FOmXyWj3IwAlJBB4IJBOMY7VtTjdWM5NNJeZ22gxeJJvDGk3VrbQ2VnKgETjayzOuDIGHJXOQABjuegraE0tEY1IwS1Rc8Pf8JFb3GNduoZd58oCPbsEqgltnyq2MEcMDjAwTzRCbbszGpBJXjsY2u6RNb+MLS7ttJllsfsTQbhGTE8uXZYc9M4A49K46seWrdLoehh6kZ4dKUrPnWvl3Nrwpa+LJ5bSzaKOGOeT7IxugI/s9wAW27RhjwG+XnoOeaxjVxKSt1XXozqnSy5uXNpyzto2+aNn3ut+vmaGk6S/wDaGlX0yyvqF2ly0yXB2BEjRdoIVQRjLZwMnpW1GnyVZVHK7aXb9DkxOJeIowoxgoxi3ZK+73erb6G1JiS7urG2t4zcnTYrq3yXALspJUA4OODjNdCqStfscjpQ5uVLdfiZ0d2s9xcPF5f2dZCkLJn5wOC3J7nNdFO7WpxVnFSshzODWhhciLe9BNzqrtsXzD1QYr8szR2rfI+1w+sCjezBEZmbaMc9q5aWppJ2MO4uwXLE5/Gvfw0VCJ59Wd2ZWq2dhqmwXVssjRnKMV+Zfoe34V6FOvKHwswbG6jpen6nDFHqFtHcGI5jLgEgnjqfXvWlOpNu0SW+VXZbj8FaG6fbbiwtiViYO7ouNnfeSOR9eK96jhowhzzkccq05y5YkFxo/gfTrKK8u/skiWqOsPlDzW8vksoCgkrnPy9OaKuIoUrPm3NKNKtNuyehraDDaaj4WtpPDmp3kejTlnjEMrxqxBIII47gjBFbxhCavc55zmpHO+NNdXw94hjtb2O6v50h81S9xkRb85GDnBwAfxrWjQjO7i9glGbXvMx7n4gJLEqtZ6gsaHd5SXZVCRzyo4NbSwfVsm0krXCfx+k1zFdT2uoTPE2+ISXpYRtjGVB6HFJYJb3C0n1L3hfxHFqupttOo29yuXR2vHYksDu5zxx/OsamGjTa8xTlUjrc6BSbSKSWEXlzcmPyYzJckhFwRk7j2z2rKVPoiI1ne8t1sFpEltbRW8YwsahRWqVlY55O7uPL0ybibz60E3JfGOo3dh4mLW8hA8lSUPKnk9q/O8dSjUfvH2NGTitCXUrtri2iO3b5i7se1ebhqa535GtaT5TFZmVsKK9WLPPlclDnb1wcdBWykKxZ04pvDMy78d5AD+WP617eX8q239Tjqt31PNvH+seIrbVNQ0N53m0XUpvNRIX3PkIuEPdVyhbA6mqxGJ5ualF7Pr+h6OFw6ioVZLdaW/U5LRLe/tpJprvTb2K3YbbdrmNxHgu27r35z+FcuKjP2UZLY7cJKn7WV+pr6Df+LfCWstq+gSXFnpdy3KkboJO5BQ8Z4IBxnrjpXVhPaexjKRxYyFP20lEa9xcajdz395PLNcXD+ZK8jEksQCT7DuAOACK+gwKbotre55eJbT0JktncELGzADkgZwK6vbxnTbOT2nNHQj8oCFXYEKfukj730ojXiqaa1bK57R8zd8AgJrY4GSjH9KxxKa5b+YVPh1PQQ5xWByiF80CuN3Gi4hC3rRchnU+IdGt9VvSJCY5Viwki9evQ+or8vzPEyo1tNrbH3FCClA569jms4DBKUf7P8hIb5sHofp/jUYepGUrx6irRcVr0MlpfnyGJH8q9KLOCQrfMvZh/tcVrB2ZDVy3ZXagBC+XxjasY2/pzXv4PEppLW/ocdSFuxl61qFh4f1a31DWTDCJd32WeTkJIyFUY8ZAByfqK85839ozavp/kfUUFTnl0Izajvr56nYX+k6Dr3hCF7G4uLq0gf/TbmXDCd8jJDZ429h2B9Sc/RWU4uFV3TPnoSnCSlHcyIdLsb/wtPBkQJI7fvGzi3eM7Vbr91Qy7vaZjzsrx5YlKpaKtFaW/r7z344Dno6u8nrf9Pwa9V5nFeJ9JgsLXStttJFItmkVyBHsy69HPBGWXGQCTkGvayyvUdOSSV79WfP5wvZVlCFmrfq/1NHwHp3h+8W2XUDDdXtzKoiS4ZmgtVL4j+ROZJGIDdQoAXJrGpV9pNye54VStyystG+phfE2LQNOup/7HtktrqGWXDQrIkVztc7wY3JwQS2GUkckccYulN05KSNqE5ylyy1Qvgl2bWI3IUZjJGzp09TXfXcnyuUr+hpO9tWd1u96zuc4jPzTuJjTJRcm43fz1pCO71JE+3FyhY+XjrivyvOP41vI+7w3wGB4ltZ5YWvI8hBtEqg547Mfzx+VZYCrBP2b36E4mEmro5vy0zu43ete4rnmiuN3AVW9jVK/clhA0qHAPkLnJ25Ofwrvw1XletSyMJxb2iXvGnw/j8ceCIIVv3OpwK93pk7oNqjO17dsdiVDAnkFj1ArTEYiOHr+2i7qW56OFg6tBU3pbY8Z8M2fj7SNKuIrX7XYxLIzTwmeVFmfOGLKp2tjAHPYVpPM8O/dUrpnRDK8S1zWtY7T4e6rriJJa63KWuNUkFz5UihQkrBhGpx0SRd6MOwkB9KwnVUsT67P+vuPVwUH9Us94t/d1+5pSRqw+HbfxpesbfVFNxaQG3gSZXLEB3ky56DPmDJ5ILAYwK9jAzir86urnyWduP1ladNfW7LXhLUV8MPrul6/bGC9mT7M6wpiVIwCqBXOPlIHBBx070pSjGR8xW5qc1y7Hn/jPxDNrup6Z4f0m0uGWwXybaOQGSSTqFUbckkg4966I2aPQw9G0HUk9zR8GQx22tRoqKhCMMYweB0r0cXCEOXlRrU+E7nefSua5zDC4zyadyWNLjsaLkiEg96VwPQr4/wDE3AxkbBuB9K/L84v7X5H3mF+AlubYSRNDIx8iVCuFHA/+vXiQqyg1LsbyipKx5/Pb/Z757KchZFJG4DAP+FfVUq/PBTPIlT5ZcpHLFKjbShx6g8VtGaexm4tEEluSOZHraMkjOULkdnNrkdu0ukKBNb65bok88yoAj275UFiBjKjjnJOe+B6WIpqrhFey7d7np5RGHtlF389Lrl66LW5X8cWF9YLqNzB4g0jUricu7CG7TdDIAFZSjYPUds9+K8mjl7nWhBNPpoz6qtXUcNKooTgrbyTt8mk195zOsOVs7POXkRWhaQnLM0bFfpjuBjjtivuMJlGHxKaqLVbej/4KZ8ZWxlbCqKpv4r39V/wGj1f4BQpNpF7fybILcSmCLABYyEBnYjv/AAfrXDPL3l8nTcr31PCzbFRxOIVRq2ljsvEGieD5oHsrrTftl3c24QBEaS4wM7TkfcOWY9snPvTXc898ttDzXUfhxL4f8Z2niLQbQmO1D+fbmcS3KZjIBYKSM5PbBrRybVhzlN03TOJ0m0uLfxK1teQ3EMqbsrOpV+nBIPOe9ehiZRnCFjqlrA6TfPDxzIn6iuTWJzjkmEh+Q8+h61SlcTYpIHbmncWgwswPFFyT0XXjci5kNmsfn+WCu/vg5xX5nm3L7dc21j7rD35NBNFvdQuoka7h8gHKSIUyd3Yg54+leHWhTi7RdzpjzNamf4msRFi6ADB/kYjnnHH5ivRwFa8eR9Dnrw6nNSSDoMgV7EDgkyB3x05roiZM4zWPEWpWF5qelRLbvZXEsckkMsIcFlXgjPQ/MelfbZfluHxGEg6ivdd/MvD4uthaqqUZcsl1KF14hv7rSo9PNvpsUUZVleGxjSQlRgZcDcevOTzXoYfKsLh5qdOGqLxOZ4vFJqrUbT6Xdvu2M8Xd0bYW2/cgkaQZGTubrz74ruilTlzLfb+vvOCS5oqL2Tv99v8AI63wbrvjOw0fyPD15BbxfaHdjJbLINwVeBlTz0/KvIzSE51E46s55Yai5OU0XLzxh8UdChlsJ9VA89cyTW+nKshLDJJcLuyADz7cdK8ebnF22N6WFw/LtoWdF8VfEa3tUmtddS0twzItuulQkgZyCWPJJ4JJ5571ryVOW5McLR5rRi9SOefWrnVrO51h4ZJCr/MipuZiMnJUZ9OD0ro2Ssc1bBvDJ3Vr+dy+XOOn50+Y4yvLEHO7bgjoRSJcbjBJMnDfOPXoaLtE2aHLcKTzx9RinzBdHpuqQTya4rpKqwiMeYpUkkZPQ54Nfm+byiqln2PucNflNS3tlW0kztAK7l9Se1fOuSlKyOm5mlIbmEwToY0wFUAcD0raDlCXMgkk1Y5PXNLkt2JAYDPbt7V7mHxKmjgrUbbGQdoOCQDXoRdzkkkjz/X7ae68U3EFtFJPNI6qiRqWZjtHAAr9GyipGGAhKTskv1OeSblZGjc+CdYsbVZ9Ul03TQ4+VLu8RGPvgE4/HFTLPMHGVlK/ojZYSq+hianp9zp8vlXCoO6vHIro49Qykg134bFUcVHmpSujKpSnSdpKx2Xw7mK6I8KOin7Uzcjn7q9K48XPkrL0LpUnWjKC8jpPFkV7ruoeebFLm4bao2QqD9zYOcDt714WKnUdS1Nael/1R7WEyujClzVrt9r20+5mjJoOraGws9VtoY5QBIY0YNjPPJHGa6MPFwpcsnq3ciovb1vbQXupWXyOdv7qe/1G1hRJna3klHlZzgFeoH/ATwPWpimpM+fx8E3eIx2bJVgVI6g8EVrc8pqwwt70EsazHHagkhfafagTR7FezeRdMwQM2wdunNfmmdQ5q6fkfc4X4Smbq7llXDxxoBhVJ615fs4xR09SSW23RqkfAx6d+5JpXTFczr6G9ngmjnRl8oqwYdCMYBx+hralJQd0RJcxy99o85uUuN2EwQQBwfz6V7NDExascNSg73NHw9DYaJBLqC2p+23THzJQhZ9o42jHQcV6tTH1JUIU29F0OrC4eNuYoeJNTS/gH2mMeSM4YoCfoOMiuBznJ6M9CMYx6HBnx20F1LZ2uhxTwK3zTNMVDe2CDn8K9Khw1iMcvaxny+f/AAUYTzSlRfLy3C31ApbSXemwxQJJOWEOCcMI1LKCCMDJOOOa9qrDEYaFOhiJ3klv31dvwscDkpTlWoq1zd8MeJjqEsy3EcVvLDIGUs5wUDYOM987evbPFc/s5zl8bO3C+2xdRxk7aGrda+lvNPPNGL8CGLyow2MyK6LyQTjK+YeOnA5q5xjCNuZ39RYrAV6TXLK6aMiC6nS9065FwBcFpWI8vldw+6T3A7fWujCz10dzxMyoSpU4ye7OiW6sNQh8vUlaG4zhZUzj8eeO1d2kjx+aMl7xWvdDvIEM0W24hB4dGB+lJxaM5UXutTIlDKcOpU1Ji0RsARgmmKx7BdyFNSdAFIaMfe9c1+c5vb2y9D7bDL3TPmieRnKjDDBP09q8q1jpL9hLEwZGH74KCVAzwOh/SsqiaVydx80saXQaQbtwIYdiCMVnZqOg3toVr61gELRBtyMS0chzx/nvW9CraV0TJXRiX0Ntb2YuL54o0U7F8whQST0596+moUXVpqSLp1VBWZgXdmuuabC/2pZIrt/LBg5EXBAyRn8/XHFdMcNyu43XutDyzxBo1z4f1F9NulwU5Rh0dexFfpOBxFOvRUqenl2Pn6tNwlZljw/NClrLIz4ljmTywckHcR0wRg/KOfpXzufpuurdjvwNSMFaS0LsDtFG0rW86WcY8yXu5y3JC7s4OSf8a+fTvJK+v9eR6f8AaFOn8ERkmt2w0ua4mCJMm8qpkU7wOB15GSDXU6XM7XCOauUbtak2k6kLzV7VxFLGgjcRiVSN4xyR2xnjj0rpwdP2Tdjws2xTrpXR1JltyvzMU45zXpqcep4NizZ39xYNtgkOw5JjblfrWidhczjsbUK6brMUgiSQSgZZB1BPPH+eaGuZXRquSehi3+iSxN+5YsR255+hxj9ank7GUqVj0PVmVb1twz+7GPz/AJV+cZv/ABlbsfZYX4SoZ3YDO09lOOmO1eSnbc6XFFm1nkSNsBf3gwSRz+dDipGbViKQkMA5w3qR/nNLlGmZ+taxHpwijmiYpI+wsD909c49OK2oUHUu10M6tRU1dnzl8cdcv7zxtfaY99K+nW4h8iAt8o/dK2ceuXb9PQV99k1NLCQbWuv5nnYifNN22Mzwt8QNd8O2os7OSM2oikVYmH8bHO8nuQcfh+dd1TDRm7kQrSjoi34j+JOqa/a2cWoWdo00AIaVQVZs+nPH0x2rowUnhJNx1T6CqVHUtcpWGpz3phjgM8ExcgiJskrjkjjqPpxWePrKtP2kl0sKMmlZHWJdxSag95cSQQzsY4rSJsZjO44yo5PTIBGPn9ga8f2btaO3U2vZWe5FdbrWebVJdXtbeWQEJhGf7QFZDsRhnaxxjkdM5rWKv7lrky0V1oaGi3sn9o21nIiDyA4jIlEhYYySSOOpHYV0UX2OLGfArnQsfMzvY49q3avueaWLLzHdbeM7z23dR/8AWrWnfZEu7Lqrc28gdMq3Zo2xiui0okqJ0Gm655jJbXnyEDAkDcHPHOe9WmpG0KjWjOs1UD7eT1IQcV+aZt/H+R9ZhfgIEtySBJ/qmORg15b7nQ2X1tlktxGkeDxk4+6ff2rJSs7EtsT7MjxFJAd5bIz/AA//AFquU2tGCd9THvtPtrzdZ3hI3LnHUjHRgfUGrhUlTfNEUoqaszn7/Q9Lt1MGoac1/LGimOQxYypLZ+uMD8/SvRo4ms37jsiI4any6vuZVjpnh+Yhl0SNVwc7lJwc8ZH0Gcg/hXW69e3xEyw9NbO5DfWGgYdY9AG4ZAwMgkNjAPuORVRr4jrIf1alL7SX/DGXcadpKLK40pNsbY5Xt/e+ldca9V7s5Z4aPNbm6X/4BVa20t22tpafexkg4+v8vzrZVanczlh4JX5v608/P8GRNbaS0Y3aSASM4wevPH58fjVKtUWtxPDQbtz9/wA0u/zJLCxsUuSba38hwDtYcZFWsRU7nNVw8Uk073NExTqDhtw9DW0MbKO+pyyw6ZFHP5cwbow/Wu6jioyem5zTpOJeivkAP8OeoP8ASvQVdW1MeUaZYpSQkiP/ALO4bvwoU4y2Jkmem667LqO0DICA471+e5qk6y9D7HCv3CxpLtMmxmxhTt9h149+K8ma6G7F1DWYoZ3jj00vEDxiUANx3rvhTwlldMxbqXKVnqsklysa6fJsYMGLTgc8Y6fjVKGEg00m0Jub3HXTFLWL7Vp/nSByxKS7ccjHelB4a7umF520KcuvQ2KrI2hPdSKuObgemDgY/wA4ranSwl+pE51EhNMntL+1GoR28ckxBV4t2za+Rwfw/SsafLRquNRXiV8Ubx3K81zEsmybRyr70LMZhyB94ceoNdqlh7e7czfPfUqzPCkcpuLGO4DHABYJtGCPf2P+cVrSnSu7omcJNaHP31xp42GPSSAmQ5S4BLDORnA5IFd8XS2aZxzjJEReK5hgCWixlY/3jZyWbao/mGP41FRxtoiUXGvdORgf7EDbUCDE+ATtwWxjrVqVJrVAUrq+sl2bNMcFWQsGuMhgM7geO5x+tVH2V9ETJlKG909Injk0lpT57OGNztYJtwFzjnB5r0cP7NK6Wpx1X3Ib29s5bby4tJaGXaAJPtJIzkZOMc8ZH5eldEmmYNx6IypQd+ckEHII7VmSe5a2pOo5BHCDGfr0r43Nnav8j63C/AJZSJDgRtzk9fxryd3ex0NFW6iJuQu8bW+4SeCK2v2IXmOSIAskZYOCenXIqW3YejZYL7QHY7lkUAL1JNKMroVhl7ZRpKrHhJBlQeQPamptbCtci/se3WeO4iZI3YeXJsHDocY6dCDgg/hWka72RLgjm9flt9CuZLi++1lDE9q/2eEykbirAldy8fKeTnrX2XDeIp1HOlJpdddNtP1OWpTkyraeNNMZ5JrnT9RvbXIKpJaxgDG3cpG8kLnHJJPTmvfqY/D05OPPt2u1+COqnk+JrU1Om07/AN5J9e9uxXRItS1O91CKKWG3nWPy1aMIMiMKflBIx8uOv+FfN5tjo16sXF6JHCoNpplO4BtZijZx2rjg1NXOaa5XYbuVxlTkVbEU7iFyxI5FXFozkmU3hcn3FdFOdmZSjcYSRkOMmu+FaL3OWVJrYW3iimkKOyoSDtJPGfetoqMupnZo9n1xSL/cvZQce/rXxWa/x16H1uF+Az8gAMCTyT9TXmuJ0koeF3LyZ2KcqQfxoabVuoti5a7FLMNzRkhhjrk9+OoqHfZ7kPuQ6zJc22mXM1hbCWWMBgo7jIyfbjmrwtOnUrKNV2XcJytG6MifxPObN4G0ucSIRtc9B15I69MHGe9elDLKSld1Uc7rN9Bg165SF3bSrhZIzyFYAMufvDPTjHHPWnLAUVOyqqzGqra2Ib+/fURNGukkPHEChZv9YeSefTpitIYSjSt+80v9xPPKXQ5jU/tRklnt7e7s2cYcoRh8bcbh2Py9vQda9PD06cNPaXNo5hXhBU7JpXtdbXv6Pqy1Y3clvBBbLZTBI1C7uvrk4+vaoqUKUry59Thu1sivf3VxPBiTT2WQD5sNwcHn6d61hh6MZaVNPQio3JbGS1zcQSlUtZCmOhODmun2NFrWp+BztNE9vd+dEpaNkfHIxXNKKjJqOwr3JPlbORQS0RSQoc8dapSaJcSvJapg84q1Nolxue063/x+H/crxc3+OP8AXU9zB7MyW+9+P9K8pHU9yN/+PaT6imt0DLmkffg/D+Yqau5n0NHR/wDkDL/15xf+ixWH2iXsY2of8g1v+uJ/9FmumIdDRv8A76f9esX/AKAtEtxxKtj/AMhCH/rkf5itJ/CJEFx0k/3R/KtobIh9TBtfvfi3/oTV1voZdx8n3G/H+VaxM2Ymo9a64bHNPcoH/WD6VozIc3WkgYxulNCI3+4aoXU//9k=)