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Drei wasserklare Flüssigkeiten
(65/74)
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Aljii Fatmire
Mittwoch, 18. Januar 2012
Zuletzt geändert: Freitag, 16. November 2012
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Wir haben von der Frau Professor drei Flüssigkeiten bekommen und wir mussten herausfinden was Kochwasser, Salzwasser und Natronlauge war. Wir haben herausgefunden dass Salzwasser und das Natronlauge Strom leiten. Als wir herausgefunden hatten das bei einer Flüssigkeit das Lämchen nicht leuchtete haben wir sofort gewusst dass das Kochwasser war. Bei den anderen beiden haben wir mit Indikatorpapier gearbeitet. Bei einen hatte sich das Indikatorpapier blau gefärbt, so wussten wir das dieses Wasser Natronlauge war. Dann war das andere logischerweise Salzwasser.
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4k5Pm9oGf3Xz5/EBX6tKclD7bQBgUPtNYXxUcHBwc9fp0U0dlaRsZvcqgoKm6Xht+j4XepODgVB6fgdijYbQp2m4TeouF2V+dGKotj+lrfTQ00AEAJAOQDQBYAJANAzP83WU5qXFJEcFt1QVXp6wffAk8ffPfy2YPgFw9fPX/w6uWz9Kzs6vr6jPzClMys8IiImPik7rbynMy4tIiAv/wJiI3OnB8bKcqIiwkJio+KykxKSgwPr0hL3+zsFW9sMGem+XMLIthKU/Gb7Njg4oLX4UkRMWnRUSmRIXEh4Ynhr2KDc4pzyBTCzhYUAp7AoLeGZ4bz8rPfhAfUvo5pz8+crivvyM9a7ajpLy9IjXhZUppT21qZX5ieEP48OOBh+Msn4S+fvAp4FBz4OCEqcKSrNC8r8cmD7x7e++75kwcvnj1+GfAsKz1+c338X2q4XSp+l4qH0/6ltkPGbNOwuzMjnZ2g/NmJjqW5gf8gSwGAGAAI/fc+4z/IqgqzcpNiW8pyQQ0Fb+NC3kQHBz19+PThvRdPHjx5dD8p7XV9S3Pqm9yUzDdR0dExiSlN1XldZamzVTlDncMnKrP6TFH+NjktJv51XFx6YkJcWGhtTu7u6DhzdYU5NcvsHwaVFsQEB5ZlxmfnpEQkRsamxUYmR4YlREQmR4UkhOWW5BKIuJ3tjdWlSSRyY28PCVlDtb3L3hsop093CxbHSeOd3LmB/uLciuqCjoGmpvbK1KTwwKf3nz76/lXA49Cgp6FBTyKCn0eHBr4KfBz0/HHQiyePH90LevE0KOB58MugwOfPosICN1bHOTQUDb9LJyJohH/FjYKFU3FwPALW1lRcXBzR3VGwujAIAO/+/8maK/LKc1Pri7L62ys2WnMpg+9mqzKCHt97/vDesycPEpJSGkGgrKJ3SRk5iQnxz16Glmakqcj7erX+5vrO4fIYLc6poe6ywqrc16kZiQlx4VGNefnwsTH89LRsdXVnZjEhOi4rOjw7NToiKTI2JSY+PT4mNTohMzEuPT4mLTavNA9PwEGW56bGu/HYbSyevgmDw4crd/rKsaMgeF/LXm/TwUDzRGdt/0h7Z39jI6jsVdCzgCePYsLCnj55Eh4cHBcZGRESEBTwODI4MPTl84cPvn/y+FHgixcBL54/ffri1cugwOfPkhLC8KhVFvmATkTQiUg6AUHD71FxcAZxDw5drHmX+i7v5ehgJXR59KvIWmsKKgszagsz+9orhyqyUKAcdHdBZ35C4JMHD+/ff52ZU9vU9PZdWUJ6dnRs9NOn4XQC7+72vdt7bbBdGuw+s+uGzRc319RVFpdkJ8Ylx8RVvS3cnwcjZicHGrvghPOlTer4yOL6Bjw+Pfll1Muo1JjwxMjY1/HRqbFRKTEZb7P2kHtTk6OQxfFT1dH22hqkLftgrGq1o3RnsH53ELRQ+Ha8valnuG14ord/pB3UVvEq6EVWXPj6UE9mYvJQY21tftarF0/S4iMKXsc/eXTv6eMHT588evz48YvnT5MSEgICgoKCgp48fFhXncekIOgEJJ2IpBP36UQkDb9HxyMWZ4b6u2onhprBM71Lo21fRdZU9bamODMvI76xuqAkL72vLHsJlAfrzh0FVVdXlYVERhaVVeaVlEYnp78IDJkeg364u7M5r0zOW6PzRmO75p24+Wr/Bmy3obQwPzkmKyaiKr90G4LeXEVvrdM5YpPS8lFhfG/3fVacXJRUVQeEv4xMjo7PSIhJjY1IjkrPzaSQ8aojiUV/fqG/kIhkuIWunaEqcFvpZF3+7kDz9uzsLl68sjJGPhiDb8/UdpelJoV3ludDelt2JgdW+tub8tOz48MHq/PzU2OfPrwfEvQ8Ijw8ODjiXWFubWXxi+fPXjx79vjho7iYYCIGyqagGcR9BgnFIB0wySgSendkoL2tpXykr3F6vGN+qveryIKDnhVnpxZkJtaU5RRmZ83PjJW/jesoyuDiUTIueQe62NnVXlJVF52SXl3V4/V+MJmtrstP1ssvRufthfNWYfDJdFdKvXtxZrrmbXpOTEhldi4GziYg+PA1EoV9ZvD+cG67Ozf7nVdf1AZ7TEpCQMTLwKhXQVGvnocGzM7OWI1aq1FvutBoNeeiIx2Le4iBzC62FEzW5pXnvd0jSmlcFQGzrhbM7e5MNffU1Na+hfQ0LLbWsJYGd4c65+qKljveDVbkRLwMePro4eNHjx4/uN/YNfauuu/Zk8fPHz988eTh/W+/TYoLpxF2WGQUg4JmkdFMMppNxSF3oAM9zUN9DbMTnavg4a316a8iqyvPrSrJepeTUlf69mBjFYcEP3v2YnFiTsQicag43bGYRdsvramLS82hUA69/hubw+/0fXH4fzK6Pprd77W262OjX227E8g14z1tGWFBNTn5a1PQvS0qGslj8TT2qx+N7g8m10ed9ery/S9L67CX4a8SM5JDYsK6+wf0Or1Gq5Udaw+Vap3m/EipFin0p2fGlcmplMhX0fFpOIqAK1IjkPDtjc6BoaaOrtqWlqKDiU7CdB9lro+1OMae7T4Ya4QN1LcU5UWFhHz//f36Nym7fR0xkQmPHj16eP/7B/e+/fYvf4qLDeYxUTw6gUFGMygYBgXLpuLXIPP9PY3jwy3gmV7YytgebParyEZ66toaikvz0kba6wUUBGRptL93UCGg85lEBhnLIOE4dGxnb8ebtxWnpyaLzWX3vHdf/2K7/JvJ88V2+YPF8/nMfHVu+3Bs9KPxTPASfG5iAwvn4jZpPJz0UGK0+X6wuD/YL7+YPR+slx91Fu/w0EBp2dvGpgoOTyg9Ojk+06r1Fr78/PhMe3x8olCdy1U6Blua/qa4ub1PID3jCE7WtrcHJ3v7xzpaB2oa28rmBhpXm+vAleXQjmbUVM9Kd9XeWJtgfWaguqKlpGC9u4ky0tWak/2Xv/718f3vv//2r3/65pvvv/9rT1cNCQPjMnBcJolNI9BI2JmpkYHu+snRVvBc39baBHJz7qvIekAlnU3Fw53V/W01E4NtQ33dVNwBh4JhUnDYAwSVgGGRUaOjPW8Las7PzVa7x+r64Ln93eH/2ej5wX75k8P3N7Pnk8bxweD5ojS913p/VWouWVgZAy/Do0VivtZ5/ZPV+8nu+2LzfTG5bg2u9zqturervqerXSA6FMpPORKV5FgnO7ngH6rF8lOF8uRQqeWJTza3kJD1XZH0lMaU1TbWl5bljYz3RGWFRcS9qqst3Bru3WmuQ070IhdHIQP1kw1FQsgErLMVOdaPGh846KobLy15fO/+X//857/+5c9JiTEvAl49+u4v0SHPi9+mzE310Ej7GBRieKCzv7tuerx9ca4btjKC2Jz5upQ1vu1pKpgdbih/lxcaFh4dHktBI0lYJBK+jULAqXgUCYsYGurIL6rRaix2l9fq+ei8+d11+3ej90eL90fPza+uq1+M7s8Xnh8Nnp+OTe/tN78fH9sPdlk0wqGEf+64+snh+8Hu/+L0/2h0vjdd/nCkOkfC5xl0LE98xJGeciSndOEpjiGlcBU0voorVkkPj0WyEyyJQ2XwuQIFnix4+OQlAABpwQExsfHDYyPw3f25vpbNib7NqWH4whikrQQ90ChZnWPNjpMnB0lTo4j+zpVOUHlKUvDjx2mxobjp3oWOzsf37z+7/92T7/8S8fLxzHjHGmShHVQx0FMzNQpamuuGQobg0ImvIgNlRXfV5E311zbXl0TGxAQ8CyIiEAImiUHG4/d3yehdwsEOCFRfWFSl1Rgt7vdm7w+Oq189d/9l8f964frsufnNdfOr4+pnvfOzxfc3vfvHM9tnh/9vTIyAsU1hk2XO61/cVz+5rn9yXv1kdH0weL+cm9zghQEKCSc8VHOlZ0zRCY5xCEXSKVwlU3TKEJ7QOEdCkZzOkdOYIiZbso9lPHj64t63f50Z6OQLxLJDBYUm6m8bnB/ohs2MLw8NwGcGCIuT6NEe7swwd3qYOTuOnxyB9rZA+lpG6kt60lOXH0USw9NfPwt4cP/bF48fPH3wbVVJ5sRYb1db1WB/89R4+/Jcz/ba2O7W1/Wy7qbCjuqi0d6Gt9nRwDfAk0ePh7u7hAyikEUSMkh8Gp5DRnd3tawMtmk0Rpvvb0bPjwb3D67bv9uv/651fLL7f3bf/Oa++d1x9bP18kfn1S9G7886z9+sjg+YdczBDs3z/h/e2998H/7hvvtd73p/4f5scN5OjvdQ6Qy2VM2WnNKFJwiScOOAQWBKWaJjtuiEKVSx+HI2T8bhivliZXf/JAAAxSUlXNEhhSEiUvlsgaK+n5xZBs14t9I7fnB4dCqVyHZmpxDdjfTRHvRQJ2wAtNXdtN9YR0zJZb5M5wZlUl6klD8Oun//26cPvnt8/9vY8OfTE93Dg60rMPDy0tjmDmRvbxWJRX4V2cxUX3dLxbvCnKyMzKLC4qSEqNz0ePj6Ep2wT8Xt78O3pibH3hVkoafaVCd6u/eT7+7vNv+vJu9PFt8vWtcPZu9Pvru/e25+9334L8/NL+7rn51Xv9iu/2G9/pXPOyFjxY67v1++/7vn9jfX3e/n9lut85PR/YnBoDK4IqZYzRCdMIRncIIQThAiScIDiojOO6JxZQS6kMmVsthCGoMP3dqcB4M39w72CWwqU0RjiiUy1cwGPwdEKu0kcIVHYtmJUKJioJHQzvq1psqF4qK9zEJqaDbjUTLvWYYwNE8UUSAOya17+vLB/e+e3r/35MH3j+79pbqqaHFhGIPf39peJTJIFDadzON/FRkNj+BRsTIO5VjCMZ3LBqeX0yvG86tHeiZgs+CNXdjS4uxQb2sFuK/lTG0y2K8dV785rn+3+H+x+H6+8PxN5/zsvvndffP75ft/Xr7/u+fmV6f/Z/fd310f/ktnvuLSld4P/+V9/w/H9S/O21/V1psz653B81mqVDP5MqZETRGcYBgyGIaDZ8lYohOGUIUiC/aJHI7omCM6pjEEJDINi4PiiOj1PfzGAQ1H4VE5cpH8DEmQxxfBd1BsxfEZW6AUiBQMNn+ttRMSkUp6nkl+mIaNLcW+aUPHVRECcqhPMqhBb9pehGY8Cnzw8MnTR48f33+QmBhFYaMFhxK2VCpWHmI4IgKP91VkWfXzxa3z1R1zLYNL3WMrPVObWc2wwEJoQP5KdMkii7QnZSKIyGXE9oZGZzG7P5j9v5kuf7b4fzF6f9S6fjy3f7L5f3Ze/+q++4f37p/O699c1785rn/1ff7ftpu/H+mu/D/9P667f1j9P9uuf1UafGfWO5P3i1JnZfIPmRI1lnm4iWVv4/kEppTKlROYUhpPIZKf8SQqBu+IweSjMcTh4a6pycFtCAS6uICA79JR+1zCAYUl7Z/GcAVSOu+IyT1kCY/gs2vbAYmoBwnUQhAXSRHxFGKRSsyRHBHZwv61vaA3S0+jtp4lRz18/t2D+w/v3U9OjsUzKAwBj3OkoImkdJFIcSL6KjIgegyIGgWiR4C4USBx6ru06ZDCxeiypcC8+bDCOfjGsoSLP5WT1cd8tc5q9nw2+37Ve34yeH82eH9QmW5PrR8t3h/s/p8dN787b/9h8f1iv/rVcf2b++Z3m9GtV53adSab97P17h9m/89ynefMemf1/+3CcU3lSunCExRNCkMx98liNFV0QBZSeQqe9ITOPaRzFXSunERmYHHEne2VlYXR/b5qygQI2gWCNpZvtlYQN1cZPCmNLaVzpAyObA9FhEfk7KUUoWAHLK7sUHWuUJyqz3RWm9Nid2ktdgGMsPki/eBZ0sCTqL/e+/4v33xTU1d8pJKxeSzRkYzB4wnlIuXp4VeRPc1ZDHo79yxj7NHr0ftpE9+mTt9Ln496B37bMD86tcyhIHEY+DZskYRFaUweteXafvW7xf+bzvlF4/goOnOK1JdGz2eT9weL/xfb1W8m709W/29m72ctcVe7uXCyOqMETxipRA2FfGG9VVpu1LYPhsufTN5PQqUWRRFtHDDW92lUnpLBV3JExxyhgvJ3gwMAACAASURBVMSS4hliOu+IzpEdHODxJAIPs4GZ6aTOgKTLffT5AXB3x2p32/ZwNw6DoXMVVIYQSWSD+yfROZUCkUJ+oj+SKY/kZ2ca04XZZXH6z3T2o+MLiUpP6FuGPojaeJEQ8fDJn/8MjIw0K5W8oyOBXM4/UoiMdpNE8XVkoe/WOsd32TQ0DntwsL+3i9iDIxBkAuqQhz2WEBRiLHhxfHJ8GIfBa2x3KtOVxv7B5P3R6PlBbXvPVzkEZx617f2F+7PR+5Pt6nfr1e/W23+esKg62Lx6F6pBbKq31yUQ8OHMuFZyfOr6dGx+LzfenNk+SE4tRObhFoYNRVJYAgWTL6dwZHi6mMSSUbmHLIGCyhQiEFjMAYxP3yZMd7PnOiRLfcergxzw0P7kwOZI585EF4XC2EXRweuI9eEJJoEikCiPpPJTtd5odhqsXoPVa7Jfqg2uoxOTSK5n0CUbUbl7T2MTHzx//uJRcV5Kd2clbH2CRIATiXA2G8+g47+KLLoSWtO/qzqkHMvIx2L8qZSgPiSqj8jHUqKYg0YjIO3t7cvzE0KR/Mx6J9dfyrTeQ/2VzvWD5fKz+MzNVjrOzH6r96PZ89nh//HC7OeTqMzZkbPdncPtNQFkgQ9ZFkHXGWsbSqZYovNxVe5jy51U52PIDVSOfBvNQFMEZLaMxpNjaCI0VYiliwhMCZUtw5HZKBRua66fQd5YGmwXLA0IIMOS1THR6ghqtG29q365vXpnomtnD7OxjUYj4WKRTCw6FMrOTnQ2g8WrN7k1BseZyaO1+uUnJoFMI1Do9tsnZh6GvnjwKCcrITfndU9nRV9beeW7N411Rc0NJW3N5V9FFlO50T66LWGhpDzMkRB/LCEeiQh8xj5uf31pYaysujEmMXt6tF+m1KusH8Rq94n5VuP4pLHdmpw3FteN1XHp8V55L6+9vhuP3X3IEmGWF6jT/cq9ncPdLcUuXAKF8sDzhAXwmfW9xvXlyHBzeHEl1vikWg9PcrqNIBHoYipHxhIqeJJjOk9OYkmJLAmJKUXh6Yh97Gpv40p7cW9n88F4p2B1nL82LoeOkJcGZtob1ntbNrprsNB5EonKZjDkchWLpxDLz090dvWF02jxaM1ejdl3rHcpNQ6eRC1SXhA2CdF/fRoa+qytqTi/IHNusmNyGFRXnd9YX1JXU1hbU/hVZPvIfSELoxQTTmVEpYTAY+6jEasQ8NTE2EBfb3tWUW1UQsZAZ6tYfn5i9Fm8P9h9P9m8Hx3eDy7fJ4//vcN96fBcefzvPf47u97GRTNIG6u4iR751pZ8a1O6AWMvQZjQDQFLcqR1HpuuFcabc/t7s+8H5blZLDvGkdkEmpDCllHYMpZQyZUcMwVHJJYESxUgUEQ4AjVYUTJQ9GZhZnx+pJMyPyRcn5CuDUqgw3vbW3NtzasddRjYGpPOkooPRbIzuVKjubBpDE6d0a0zus/Nl2cGr1LrlJ3ZWMLTQ5VhF06NCg1rqs4pL82urMxfnu8Z7KlvqCt6V5yZk5X0JiPpq8hUEqJSTJQLcWzKLhK+Al6cmpwYGR8bHBjozC2qel3YHJHwpq6qgsU9VJxbzK47983PtssPTt9n781Pdrff4vRZXFeOyw+Oy/dalYGMoKAhMPRYD2VumgVHq6Rn6nOb1vFB4/1JqrHTRacq85XZ80Fjf6/QOcWSIwpTQGZJadxDKveQzJJS2FKm4IjKkaFI7L193D4a315U2JyTtbW1sbK8MD/UQZrrPVofPYZ00xEbq0src53NWCyBRmVz+QoG9+js9MxqdZktLqPZqTN71Wbfsd59rHMJlWYmXyVVGlgMHp++J+GgRgc6erqqV8F9vR3VjXWF74qzcnNSc9+kfBUZn3lAI+zsbS6D5yenJkemJsfGx4eGB/vHhzp7moqGW0tHQbkTTa+pWOy59erUdGl03plctxbPJ6f/i8Hh1zuvtRavxfvZ7L4Vis8PkAwkggoZXlia3tlHSZ2f/pfr0/+yXP+mdn48sX9gCpUSld7g/awy+VhHBoFEQaByCQwxiSXB0gRoMu+AxNkncXA0/j6BicFT0GhCc+dkQ8tQW2PLaFPZdH/rXHcDdrF7frCm8E1KT08vZGWDRKLQmVIyTaBQnMgPVRaby+LwX1h9Z2b/mckn1zilpzamWMuWqAVyHYUmQO2uE1CbFPzuxsr4wlRHd3tlY33xu+KsvLy0vNyvI9vdWALPTU5PjU1Ojs3PTS3MT01PjS/Nj++OvcVPvMaNJePG0va6w5GTLWrbB6XOobf5tPbrM+u13nF94bzVWH3nFq/J+8Xs+yQQqrFIDp8pJ6BlUyOIzQ2G2feb4/afRv8vKuudwnxzbr9RaUxyrUPr+nh0bubxhEQah8SSsoRKKkfG4B8xBQo8TYjAM7b2yfto0uYmvHN0BdS3UFtSNl6dvd5d09FS2Tre3jHd3lWVS8Jg1tY3iRQ6k6cQiORmk/n0VKM1X55Zbo4NPpXBd3xxKVXbeYcG/tEF/1AjOjJswNCtTQ297XU9HdWQhd7Z8dbOtvKmhuLy0jdFheklxa+/8ow5MTs1Pjsz2ds3PDk5A1maXYEsDHWUw3viEcOvd/uTd3pT4H1Jy3VhNBxZoXcrzy50tqtz261S71Rbr06N7jOzV+v4YPL9KD02sbFiIVVKxgrXl7EIlMh0/Xf77T/N17+fOj7KTdcq87X76rNaa1AZfRzR8XBZ3trcDJEhEcvPOCIlkSlBkfloMg9JYG0fUHYQWCh0q2dkqXVota66eaAsewlUOtJaUt/XNthWqthfvvnwyWCw0LhHOKpYIDpUnRm0eovefn1quTkx+FSGS7nWw1eaGYJzBv+UKVAzOIrJienqqpJ3JVnVVXkr4L6xoeau9gpQY0lN5duivJSW5ndfRTY3Mzk7PbmwMD8xNTsxNQ1emFoGz411VWz1puwMvN7pSdruStrqSVkDRS42JNLIDNnxxbHOqXV9Pr5wKbR25YVTafQoDV619VZtuyYTJGyqksU54RyajkzvT50/ar0/6y9/OXN+PjLfqu2fXLe/GBzXh2dGAoU9V5O7OdaNwrOobBmdJ6dypGSWGEcT7BNZOygqbBu5tr7ZN7raMQprqe8Yepex2lk7Uvu2DVS9MdpqMpnc11883qtTjZHNkZyoTlUnuuMzk8ZyqbHdnpuujg0+8ZmDIdaS2KdUnpotUh/solZGG0dbs0dA2TN9hRuzTRP9lb2dZc2NJRWlb+rr8hE7619Ftjg3s7o0D11bWlicH5+Ymp+fKC0v66nP2+hIgHYkQtsT1tvi1lrjoR1Jy00R87VRu3O9JNS+SK5R6l1HatOR1n6otct19kONTa5zCFQWnspz4vxR5fhBZf8iN39U2L+cuH5SWD9I9D6Jxm1yv3f4P5vtXuGRemtuar3l3T4CQ2RIaFwpX6LkS5R8kYLCEu+i6Zs7+6ura6CWhoYWUGNl+XDh65XGd70F6cuLMzqH3//5n/bLDyab2+n2n55oTtU6i91nMDnV5stz663afHWk83CPjBTeGYWnZovPiRQ+fH0dPlKEHC9CjmYhh9N2BxL3hlJ2BtOgA1lTrZkri4P8r9zKbqwtQVfB8K21ubnpvr7BmZnRjKz09rJ0SFPUUnPcclMMpDkG0hy73BQLASVCQPGLdWFzteHz9fEEFEag1HNkasm54/DCd3jhl11cqWyfTp0/Kq2fjq2fjq0fT+yftZe/Ku2fBFovT+1kyfRiuU7Ek8uPtCyOaAe6Rdk7oBC4HKGaS1eJ6cd0tpTIEO7j6Eg8c3efsDg319tW0Nua3V6T0Z6XPlic1ZqTPtjVLFJpDZ6Pp0bnudljcvoNFveZ1mpwfTrWe09MfrXl5sR4JTp1UPhqEvuULdJQGRIEErcNWVrrfrMxkAvry9zsTYV1J212J273Ju4OpMB6UuEr43Qi5qvIYAsT8LnRuobKmMjQmsqqqanR3IKc5sKkxdrIxfqY2ZrIuZqo+bro2Zqo+brY+frY+frYheb4qYpgKpEkOjXzj81K8weF5YPC/F5l/aSyfDqxfVLZP546Pp/Yv5zYPl34fxfrLokSDVNpQZEkWDSLgKFiMZT9LSx8ZgEOo0PBu601vWOtiwQoHUvkIIksLImNJrLXt5ALc9MTg1XjA2VjvcVN+Wm1r+MnBoYnJybBC5P84wuV0SPXOU/N3gurT2f26pyfVBe+Y+Plue3uSH9JF2lxzGM6/wxP5O1s7x9gKFsL0wsNsSsdaatdaavtSRBQPAQUu9YeD+3JhDTHgUeb1lY3vooMW5Q4VpSUFfz05dMHuTlvx0aGyyqKyvLfNL4J7ckLniyPmKuMWKyNnK+JnKuNma6KmqyMnKqOHC+PYNA4R1q79Nx+eOE/1PsVxptj092x+f2p/eOp/ZPC8oGj8UsNd2rPz4eW9yi2bI8mguGY4H3M0g58Y+dga5u8s45A7dBpBxLUOgezziITRESWiMQQoUlMGIKwvo2enZ6YGaudHqmcGq7s7Wzvbe+CrME24LjpsQE4AiHTuhRam9rsVV24z60357YPKqPv2OA/MV1xFWY8+4TCPcHiOXsIPApNxmAZiz2109WRC82Jiy2JC01xc3VR83VRi40xS82JczVRkKluwgH8q8ima3JAhcmgvKjn334T9Cq8o72joqIkv7Dk6fPn3wB/evHoXnzw45LEoP6SqInyiIl3IROloRNlYSNl0TyuRGPzHxvcp9a7U+vtqe1O5/qsc3/RuD6fOz8pLHeMMy9b4z91/+3Q+hEvVkMOyK1LG3ng6Zrlyc4VcO/M9mQdaLCpc3WeBJ0no5FsEvuQzBTjafyNXezy5sHSBnJ6cnxmtGZ6pHKk993UzPwGAr+xh1uH43bgiPUVMEOsOtQ6jzRW5YXnxHR9ar5V6C/lWo/wxE4WaMncExJDjiewcTgqFkfbWN0cq04dr4qeroubqYmZqo6arIycroqYroqcrowcLQyc6a4qLqj6ui9MhSE1ZQlt3c31NSVd7U0LC1PDQ90dHS2R0SEPHj269+AB8M03APBNQuLrmvLyuqLMprzo1uyAzpwQifTU4Hl/brvWuT7o3R91rk8Xnh8uPD+c2T8qLHfHtveCCz9X6zt1/8RWu7cInNnN/beTk/lrs3VQcOXa5JPl+vzi1Oac5LUt/OYGBU1gYCj8AxIHCscuQfeWt7HgNcTM5MTUSM3EYNlgd9nM/Mra1sHaDgqOpmzt7K6vbexjiHylQXxiUlx4TszXp+ZbudYrOLFTRBcYuhJNFqOIfAyBg0GTd3cxCyNDA0XhI2XRI2VRI2WRw6URo6Xh42UR42Xho8Vh48UhhRnJ975/+FVkb6uzWnrH6TS29kxpMagNOpVBd3qhPT5WiOVyoUjEJBJRBMI+joDCYLH7aAx0a2t5aRYyO3R0ajy1+hSGyyOD78jgU5lv1Y6PGudnpfmWeeZmn3sEOh9Pe3lo/oARa+B49jRsL2NmpBa2ObmBrl2d/dNSyXfjWdXluZA12NYWBkPlHJB467vY9V3sFhK3tkecW9qanhybHK6ZHCwf7KmaB0PXtva39/FIDAUG24DvHWwj8LsYGpEpFZ2YDnVu4YmDLNTjeBqyQEcVnFM4KhxVgkTRdrb2YbC9sYbSzpygvuKo4bLYoeKIwYLQrjeBnVnPenMCut686Ml5mZGenRsf/XX7srklBpl4KGIopGyVnK9WSbRncp1aYdCeGPSnRv25zWywWY02q8luM9ltZrvdanc6rE6X3mw7N9lPjPZjvU2utR3q7Id6x6HOqTS6pFqHROeSGzyyC49Q46Ec6lAkTlvjeEv1ROsAZB3N7oYjn2yAgKncyukO2Mb25vb+AYUNO6BAEfgNBH5zD7uwjhyfWpkcG5kYrJ4YKO/sqJlY2l7aRK3voHf2sSsrkC34wc4BeQ/HgSEpuzgOinYIJ8jglCMM5wzNOMZQ5TsHTOgmZmUFDlmCLc4s1ReldhbGLrW83eor2ewrrs1NqirN357tmmzM7S+ObcsMyM9Kf5uU8FVkYj5dKWOfyvmaY9HFqVh7Ijk/kWlPj3RnCt25Un9+rFUfa85VWs2pTqvW67Q6nVav1xkMZqPFYbJ7L+w+w+XHC8/thdNvcPl1Dq/W5tHa3FqbR2v3aGwejdWjsTmhUHhFdkttQf/g2B5FpO+BoNIxa8BMdhFsGIFA7+0TcDQWgcHHUlj7eCoCTRieAo+Oz02MDfR3FPV3FHU3VS539kGmF2BIAmR9e35hYROO3dwj7GGY+yTRHkGEIEmR1CMk/XiPcrRLECHxAiSasbWDXVuFr63CR/uHW0teg1tK9ocb90frSSh4WVUzloRXHso5TDqTjCUhN9Fbq5CZqa8iO5HzzxXCi1OpgI1fge2eqI7sBo3NYrGZTRaDwWY22ywWm8Vqs1jtdofD6TWbzUaj6cJo0RvtGpNbZ7BLKVSF7MTs/Wxyv9fZvDqrW2t1aS1OrcWpMTt0VtehwTg6C6nMba4o6JicPBjsg8Y0NQetd/9prGBkD4LDEQgklkSpcvqubF6/zeO1ON16s1VvNqt1GpmMz+WTiNXForfRzOwoysYaQyAiEIlUFg9PYaMITDSZh6GIDsiifbL0gH6EJEuRBNEumr27T4HDsZswxOLUcndR3lRF1kZ3BbipaLWroq+ru7lrQKk85bC4bCaLw2LxmQwRk86nkr6KTHMs0aqkxvMj7Zl4aWunfZVE4h9rVSrdud7n8TrtdpvFajVbzEaLw+FxOFwWs8lqc5jMDpPVpbd49Xq9CjF/LuBZ/D8anVcXdrfR7jXavQaHR29zai12jdmuuDB3dI3HR2W8za6vqh7Lz2oNqCkHIGWP+koPaBgWh8Nk8/myI73FbnZ6zE631eWxeS5t7kvn5Y3Fajw+Ee4WF6uKqziZeeK9bdfdR7PdZbA6dGbbmcGi1BgO1TqJ6lx4dC44OuPJTlhCBYMvo7EFJCqLQGLswbY250bgC6OIxZGp5orWspz4hKShGbDs8ITJ5LHZPCaDzaLR2TQyi0r+KjKL7sRr05s0Ch6TBFtf7h6arOiZelPRNzs1uwmFm/Rmp8PhdDjd7kuPx2c1m21Wu83udnn8Hv+t2/fe7f/kvPubzf/Z5nlvcngtTo/F5bW6vBbXpcnpNTg9Wovz3OJe2UTExryOiy+IiMqNis5um9vK2V3o2ATjseT9XSwJR2UyOadavcHm1JmtWrNVa7ZcWCwGi01zrpSKaQsjvQo0Ez4O5rJoJqtdo7tQ6y7OtHrFmUZxplGeaY9ONfITzaHq/FB1fnh8LjtWy5Rn0iOVVK6UHSmlcoVQIuXzeTwei8WkIvf3tpH7BzgKlkCjM9hMBotBZ7LodBaV+lVkhnMFHgUHz04hdpF8vlh/fn58pkEzRUdKFRKNmJmGWM0Ok8l66bt1OD12h+vy0u/2+K0278mZUXx4LlfqxDKdyXbju/nBdem3Oj1296XdfWn3+Gxun9V1aXJe6m3uM6ONzhPuovE7aCJdJFdozSc608LUUnpcRmpcekbCm/L8WjqDZ/P4NBbbqdmqszr0NofR4dbr1XK5CI3YZe3voXbgepPF5vabbB6D1WW0OUUyJY3FVev0ihO1/Pj0UHkiU6ik8mPJoVIiPRKJZUKRhM8X8LhcLofFZTO4TDqbTmYzyBwmFYvDbGzubMH391F4PJ5MJJAJOMLXvfyZHEch4Oqzc7vDY7O5dRq9Qat1Wk0a9bnRYBgbH6dRxFc3H7yeS9u5XCulEpFbkKXV/v7RpuaOuvrW+sa2pqbO7u6xpWX40bHe47+xubwOj8/h8dk9frvHb3P7LK7LC5tLb3ManV6Dw3NusGhMVo5YVpBXGhUdFxkZFRISEh2ZMDI8a3R4L+yuC4fL4nBbHG6r69Kg13DFfJpcIj05YsnlerPD6b21OP1mp8/s8F1YvAQqV2u0GqwurdGm1plPzi+UpxrlifpIeXx4KJdIZWKxWCgUCAU8Po/F4zB4LCqbSeayqDw2lUUnEXDoPfju5tbu3t7BwcHXnTEPxULTxYXpRH4hIp9R4Co6UXd+fqpUaNRnhvPT7eW5DRj2y4+/0kn7Y10NXa2NVdW1NXUNjY0tzc1tzc2tTc2gxiZQfUNLZXVDbV0HT6Dy3763uy6dXr/Te+W8vHJ4rxxev819abK5jQ6P0eHRmx0Gq1OoOElJf/PsSVB4aERQYPDzZ0EtHf0XDq/J7ra6Lq2uS5vr0ubx63WnbImAI5fIz05IQqFKZ3Bd3hltHovLZ7R5zc4rrvhYKDs22jznF1adyXl+YT/X25TH2sNj/dGp4UhxKpMdSiRisUggEvKEAo6AxxJwGAIug8+h89gUHovMYZAoBPQBYmdzA/pVZDr1ud1ktCg5Fgn2gr1tVSu06nPN2andava4XAIpbx9FP1YqWloaqmrqGpuaW1s72tq7Wls7QKCOpubWxsaWuoaWmvqW5ra+uqbW6tqOQ4X+8vrW4fE5L69cvmuX79p5ee3wXtk9fsfljePyxu7xW92XFw7vHpmVX1EXn5Ydm5JV2tTNkJ2YXV6L02NzX9rcPrvX7/D6NefHNImQr5RJT5R0qfjcZHX739vcV2aHz+L0m5z+8ws7hSnQGW16k0NntJ/rLRqTS8LgMfveiTFbaqPrSKGSySQyqUgi5ouFXCGfLeQxhTymgEvnc6g8JpnLIHEZJA6NQCUcfBWZy+Zw2hwOu9vu8NgclxdGu0Zr1BtseoPNd/VBLJMMDY51dXbU1dW1gFpaQK2g1o4WUEdrWweotaOxCdTQCKqrb6qpa+4ZAfePzFbWNKFw9Ov3n+xun+vy2uW7cflu3P4bl+/GeXntubrzXL13Xl47L69tXr/JfaW2egQnOsGp4cx2aXZf2tyXdo/f4fU7vVc2743bdyNTKRA8jkAlYR0KMBz6yYXJdXlnc19ZHH69xasxuazua5ZAfniscXpujBa30eq+sLh0F9ZzMfuYT1XrrSdnerlcJj8Uy6RCmZgvEXHEApaIzxRyaQI2lc8m85gkDp3ApmLZFOxXkVlNRqvJZDIYzEaj1WK2Wq12u91mtxtNZi5f1NoGKit719TU1Nzc0tQMArV2tLZ1glo7WkDtzS3tzc2tTY3NtfXNtQ2gzp7hnv7R/sFZqULj9F3bPX6X78btv3X7bz1Xt56rO8/Vnef6vff6vefqzu2/cftvHN4rm8fvvLxyXl7ZPZd2r++PtfPyynl57fLfmczWbSqBIOWKj0W8IwGWSxYoj7VGt87kMjv8Oqv3wu63uq7P9FYChXFhdmgMdp3BfmFyai9sWpP33OBSnV2cnhsVCuWRXCyXiWQSgUzMkwjZYgFTxKULOVQ+h8RlELk0HIeCYZPRXzcxNacum9llNZn1utNjhZDLpZIoe7t7CwuL07PzsI35psb65uaW5pbW5pbWFlAHqLUd1NreAmpvAXU0t7Q3NbU1tnQ0t3Z3dA9V1bWPjkNxBJ7B4bd5r52+a7f/1nN1571+f/lH3Xy4vPnwh5rn6u4P0H/Xjdt/Y/ddO3x/ZPPW7fVzZSIki8ZTCFRGlfiIz5Hw8Cy61uw8Pjepjc5D6YmYf2iw++2eW4VcodMZrHavyeIyWNxnOvOp2nCqvlCoNGfnhpMTteJIdnQoOZQKDsU8mYgjEbJEPIaQQ+WzSEI2XsgicsgoFvHrfslTyrlcJo1OwUJWIAuLS7BN6AEaRaXTxBKx02FXySl19TXNLa1NzaDmFlBjU3Nj8x9wnS2gziZQV0tbd0tbd0tbV01TT0199+wMFIHEUjhHRseVy3/n/TeT7/qD7+aj7/aj7+bjf8P933V157q6dfhv3P5bl//WZNKTxJR9+haSva660vE1TLIAReOzjrUXOotHa/Gcnl0cShU6i8/m+XgokFE2F9h7EORM99GhTG/xHJ/qlSfaI+XZ2fmFWq1XnZyenJyqlIrjI7lMIpJL+QoxVyHiHPLpBAwOBsezqRg6fueryER8glTMPFbyFQqh3WZxOq1Ws8FkNFjMRrvNZtLLBgdANTUNTc0tTc2tLaB2UGsnqLUT1NbZDOpoAnW2tHW3947Wto3nlncMD4611XdsbyM394l0rsr3/ovn6oPv5pP/9rP/9ov/7vPV3Wf/3Sff7b/s/pvvv+t/Aui7PjuX73Jh28y+bdYgUriIEoLhzLEt8qLkVOXw/WjzvDfYLs1Ov8HicHm9cpl0fmZ8cX5qoKcJeYCwOvxqrVF1qhPLjuVHJ6dneqVSpZRJeGzusfJom64AY/ibZOEemc3jsvsWcIs7GC6TKGJ8XS8TcIkyCVOuFEglLKlIeqG9+H/LudOgNO88DuC/7X0kbdMjmbSdZpNeOWpzNJdNbC51TTTWIx6p0UQTL5JqAAVEwQNRQRQUBQWUU0ERQfBWzufiEAWcdrvNbrrbzux2pjPd6at9uy+Iqe30Ba+TZ74vnufl9zP/l8//67TbMcSNoW4UcY9p++sZ5Snp6ecSU1MvZ2Vk52XlFGRm52fkFGTn38i+WpaWU/HpxZIjZzLKy4oyPr/4yZHD3X2KJp6IQutY8gQW3V4H6nfjATex4iGCHiLoIVY8+IobD7hxvztqtxEn9kDQjhB2NzZh1PDUTKGZIrHQhucbZbZ60TiFKijgSvkKMy412HvkujGrQ6pYqLqrbGxS2ObsiDc4b0fHJ20LdjeCB5adiH7cLFOo9QaTTjuqlvdRWXyRUGQY1fT1DXb39Ddxu/p6+KLe7l6RgMuoqSq9HhOZpK9T2t+h1gz0S1qZDVWZWZkpiWnFhbeo1fQGZhOTUtrJqcktzE9Oy4o/l3nsdEZC8tUzlwoTLt04nlS4Lz4rLiErNfsatbr4UtLxuINxdAajR6Zlt3VVVjHn3YElt8+OBlzYigdf9RBBxLv6MB5ixUOsuPFoAi7swelzoj67h3BhXrVOyWyrE6upwxN0/VyT1saSiZ7PlwAAB7tJREFUT9KZomtyXd+cAzNOLyrV8t5+0cfHOS9sZ+zY3XQ0oa2rR9Pd1WOZWQx+9d1f7//n2+9+XPvq/rjJptUZRkeNQ1IRpaWHwuYLRIMC4dCAVK4YGJD0CBUSIZtafeSDPRmpsf3GohrqU6tk4+M606TCoJf2ittJVTezcy+fTz7z7t6PaqrLm+rKPs+4cvNWXkVFUUVV2bnU9IRL2clZRTerac18AZfXSiovOHrswKFjn5Tdrqxv6RANamrqOY2t3UtEZMnjd6JBN7bmwUMIEUJ9a9Eg3lXEF4Vb3Th9wYdwDoRACL9YKkq7QSq8U8lsLRcN1vB7y9jtRbUN19V67bzdM7PoME2MKmWc1Cvtu+K4uz9qefoNSkVFQ7+wXm+eJSLff33/p3vf/3zvh//6Qn83TFj1eqNU3Fdbx2XzRe1dkqpaXkElJyWv/moJk0xvziuuzSioKL5ZGtMV1hGNVK/XTUyazZYRlarbZrU6XB6Hyz1uHifdpQp72rncqjMXko6fTuKymkLEwphGrFX1apTDE6b5dpEiMT3308SL5/NIF/KoJBqL3dHVJdVWk2kynXkRCy2jK04s6MHXEGIN9YYRXxj1hzD/b+w8xNrGuQt6iKALC9hRwo7gWoPqJoN1MCOfyuW2dAuolOo6el0DiztqskwvOqdmlwzGMaWMd+WLtovXNIn5qs9SeTKJQKOSa002h/+btb/9dO+HX77558/r936anHGqVRpRdxeF9KVM2ofjiH1p1mjUV9A7s0tot8pqUjIrUtKL0jKKYroorVP36EeGzRaT2TIyMakwGA36iSm9ySpXylhN9UJxx4CcX0sjXbiYfupM8rnE9NTMGxm55SlZxWfTytOvVl3JLyGzOi6Xt2eWsWmt3XypmsKoZzRyJh3BJXTVga26sVWECCHeEOoLob4w5g9j/tCD+EKoN4QQIYQIId5f4ZxYwI565Vq1WGcqbWzuFAl0tmWpxtwhNTB5Quusze5BFpyIZaBF05575BRj27str+5t+0smTT86OKyf1FvnrQ6/O3h//btf1v/x8/q//mexTHeRP+CwSFRGI7Pmzti4ye3xul0u59LckHyg8jY16VJhWlpefk5OTNfx9TqpcWzYNjNunZ2cmtGbLEajZXrMPK1UD7JZZGFvl1jMq2NST6YUH7pQkV9cRaosIZUW1lKry8rJt26SCguukxuaK9mCynpeQ9dQPaeVxWENTSHT7qADDznxNQ++hhAh1BvGfGHMF8F8Ecwfxv0RzB/BfBHMG0G9YcQbQr0hxBtCiFU3HnRgK04i2Dkg58vGyFxxn1QyZLHX9Y80D+rZwsGaTitHMidULfPvlLbe+TyztD/luvrY5Z6qmsbRMa1mcnrUtmBZJubQdST0g++rHwPf/mI0TXV++QabSWps6aCQq/PzsiRK7ahxdtw07XQh1ikTnc48ey7t3PnEmEYfDKOy8TGZbXZsbtE8PWcy22bM03MG87RqRN3GqeUJBCJRZ0tTXe6N8v1nyxOzyVTynQYaiUa+XVpaQiKVMxi0+lY+vUNS1dJHbWhpE/AkE86J5RU7tuYiwm4ihBAh1Bt6gOWL4P513B/BA9GXdcwfwfwR1BdBfGHEG/YQIRe+akdX7FiwWy1rHVCSGvhDQ4MLDqvKMDw8Iq9msvdnD8VlKQ9fUR5IHzpb0FPZpMsljXxxV5lf1igZ0oxaZnVTC8Z5z6wnvOT91rVy3x789+iIXNa0n9XAYLGbG5q5lRVFAomsrIySdyWtouxuK4fPaxMlJ6WlJJ6JaVrEoB82jitmF8wzC9MWm9U2v2SZnpuwzuhM5n5xWyevmcfvbOWwaXR6fjH1WgmZQaM01tfQasnVd6nUWkY9u4kj6G+WjPWrVSK5Qmhwjy0GltFVFxFxESEPEUKJMOoNY74I5o/g/nVsZR0PrEe9cP865l9HA+uYL4L4I4gv7CLWnA/IVpW2yWYVt4hObmjhyuRSWf+d219eraTfii8Y3H9RHHdZvCep9+w1IVcxx9dh7YqFj1PI7WKF3jIzYl0YsS1PLnkX8K8X8W9m8XsytaaqIrv0NptKYyqG5SqtTqY2UGobc3IKzp+9cOLk+fj4xJMnTiVfSIhpwAZgC8ArANsB3gbYA7AX4GOAIwDHAeIBTgGcBkgASAD47JFLtNdpgFMA8QDHY5pJAngB4CWA1wF2AuwCeA9gH0AcwGGAowDHAE4AnAA4+Ygm2u4YwFGAwzGNcQE8D7AVYBvAdoC3AP4M8B7AXoADAHEABwEOARx+pHMI4CBAHMCBmCbfAJ4DeBHgZYDXAHYAvAWwC2APwPsAHwLsBdgHsA9g/yOaaLu9AB8CvB/TsCDAMwDPA2zZUNsOsBPgbYB3AHYB7AbYDbDnkU604y6Ad2KarwR4GuDZTWrbAF4H2A6wA2AnwE6ANwHeBHjrEU20XbTpjphGUgGe2qT2IsBWgJcBXgHYBvAqwGsArwG8/kgn2vFVgG0xTfECPLGh9gzAcwDPA7wA8CLAFoCtAFsBXnoMEm26JabB543vJzfBPQvw3AbfY5Vo62c3YT25yetXsuhHVC0KF7V7ekPwMcnDyk9tYD25CetXr81qf9oQfcj3eOaJ356s32P9Idzv+B6r/A7hD57/A+oeIwqPx5kmAAAAAElFTkSuQmCC)
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Kategorie:
MS St. Leonhard 2A