tag:blogger.com,1999:blog-70743886591845282532024-03-14T04:54:17.629+01:00ThuisonderwijsLaat gerust een reactie achter, dat vinden de kinderen heel leuk!Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.comBlogger383125tag:blogger.com,1999:blog-7074388659184528253.post-90146062140973520362020-07-30T15:17:00.001+02:002020-07-30T15:20:38.258+02:00Werkboekje rond al hadjKlik op deze link voor een boekje rond al hadj (Engels): <a href="https://app.box.com/s/l8igiu47dkiywzymettoofkhnjxc26zm">https://app.box.com/s/l8igiu47dkiywzymettoofkhnjxc26zm</a><div><img alt="" height="240" src="data:image/png;base64,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" width="240" /></div><div><br /><div><img alt="" height="240" src="data:image/png;base64,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" width="240" /></div><div><img alt="" height="240" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7MAAALACAYAAABB3yW0AAAgAElEQVR4AeydB1QV19bHL73ZezdNTTPJi4kvKk2TvMitNMXYa+xiA+lNwQaCCAIKCqJY0YiVXgRF7D12k7yUl568fO8l8SX/b+0ZRi4GAc31yoU9a82auTNnztnnd869zJ99zj4y8MYEmAATYAJMgAkwASbABJgAE2ACTMDACMgMzF42lwkwASbABJgAE2ACTIAJMAEmwASYAFjMcidgAkyACTABJsAEmAATYAJMgAkwAYMjwGLW4JqMDWYCTIAJMAEmwASYABNgAkyACTABFrPcB5gAE2ACTIAJMAEmwASYABNgAkzA4AiwmDW4JmODmQATYAJMgAkwASbABJgAE2ACTIDFLPcBJsAEmAATYAJMgAkwASbABJgAEzA4AixmDa7J2GAmwASYABNgAkyACTABJsAEmAATYDHLfYAJMAEmwASYABNgAkyACTABJsAEDI4Ai1mDazI2mAkwASbABJgAE2ACTIAJMAEmwARYzHIfYAJMgAkwASbABJgAE2ACTIAJMAGDI8Bi1uCajA1mAkyACTABJsAEmAATYAJMgAkwARaz3AeYABNgAkyACTABJsAEmAATYAJMwOAIsJg1uCZjg5kAE2ACTIAJMAEmwASYABNgAkyAxSz3ASbABJgAE2ACTIAJMAEmwASYABMwOAIsZg2uydhgJsAEmAATYAJMgAkwASbABJgAE2Axy32ACTABJsAEmAATYAJMgAkwASbABAyOAItZg2syNpgJMAEmwASYABNgAkyACTABJsAEWMxyH2ACTIAJMAEmwASYABNgAkyACTABgyPAYtbgmowNZgJMgAkwASbABJgAE2ACTIAJMAEWs9wHmAATYAJMgAkwASbABJgAE2ACTMDgCLCYNbgmY4OZABNgAkyACTABJsAEmAATYAJMgMUs9wEmwASYABNgAkyACTABJsAEmAATMDgCLGYNrsnYYCbABJgAE2ACTIAJMAEmwASYABNgMct9gAkwASbABJgAE2ACTIAJMAEmwAQMjgCLWYNrMjaYCTABJsAEmAATYAJMgAkwASbABFjMch9gAkyACTABJsAEmAATYAJMgAkwAYMjwGLW4JqMDWYCTIAJMAEmwASYABNgAkyACTABFrPcB5gAE2ACTIAJMAEmwASYABNgAkzA4AiwmDW4JmODmQATYAJMgAkwASbABJgAE2ACTIDFLPcBJsAEmAATYAJMgAkwASbABJgAEzA4AixmDa7J2GAmwASYABNgAkyACTABJsAEmAATYDHLfYAJMAEmwASYABNgAkyACTABJsAEDI4Ai1mDazI2mAkwASbABJgAE2ACTIAJMAEmwARYzHIfYAJMgAkwASbABJgAE2ACTIAJMAGDI8Bi1uCajA1mAkyACTABJsAEmAATYAJMgAkwARaz3AeYABNgAkyACTABJsAEmAATYAJMwOAIsJg1uCZjg5kAE2ACTIAJMAEmwASYABNgAkyAxSz3ASbABJgAE2ACTIAJMAEmwASYABMwOAIsZg2uydhgJsAEmAATYAJMgAkwASbABJgAE2Axy32ACTABJsAEmAATYAJMgAkwASbABAyOAItZg2syNpgJMAEmwASYABNgAkyACTABJsAEWMxyH2ACTIAJMAEmwASYABNgAkyACTABgyPAYtbgmowNZgJMgAkwASbABJgAE2ACTIAJMAEWs9wHmAATYAJMgAkwASbABJgAE2ACTMDgCLCYNbgmY4OZABNgAkyACTABJsAEmAATYAJMgMUs9wEmwASYABNgAkyACTABJsAEmAATMDgCLGYNrsnYYCbABJgAE2ACTIAJMAEmwASYABNgMct9gAkwASbABJgAE2ACTIAJMAEmwAQMjgCLWYNrMjaYCTABJsAEmAATYAJMgAkwASbABFjMch9gAkyACTABJsAEmAATYAJMgAkwAYMjwGLW4JqMDWYCTIAJMAEmwASYABNgAkyACTABFrPcB5gAE2ACTIAJMAEmwASYABNgAkzA4AiwmDW4JmODmQATYAJMgAkwASbABJgAE2ACTIDFLPcBJsAEmAATYAJMgAkwASbABJgAEzA4AixmDa7J2GAmwASYABNgAkyACTABJsAEmAATYDHLfYAJMAEmwASYABNgAkyACTABJsAEDI4Ai1mDazI2mAkwASbABJgAE2ACTIAJMAEmwARYzHIfYAJMgAkwASbABJgAE2ACTIAJMAGDI8Bi1uCajA1mAkyACTABJsAEmAATYAJMgAkwARaz3AeYABNgAkyACTABJsAEmAATYAJMwOAIsJg1uCZjg5kAE2ACTIAJMAEmwASYABNgAkyAxawe+sD333+PoqKiWvfbt2/XasmZM2dqfV7Kn8p60EZlSOlqO9ZlS23Pat97kB10XVe2NDYu9ekrxJjqzRsTYAJMgAkwASbABJgAE2jKBFjM6qH1X3vtNchkslr34ODgWi1xcHCo9Xkp/8LCwgfmQ2VI6Wo71mVLbc9q33ugIQB0ZUtj40Ltp83wQedUb96YABNgAkyACTABJsAEmEBTJsBiVg+t/yBBon29LgHZ2EQbi9maOx6L2Zq58FUmwASYABNgAkyACTABJnA/ARaz9xN5DJ9JiNK+cePGx5A7Z8kEmAATYAJMgAkwASbABJgAE2h6BFjMNr025xozASbABJgAE2ACTIAJMAEmwAQMngCLWYNvQq4AE2ACTIAJMAEmwASYABNgAkyg6RFgMdv02pxr3IgISNGcObpxI2pUrgoTYAJMgAkwASbABJhAvQiwmK0XJk7EBBomASkwGB15YwJMgAkwASbABJgAE2ACTYkAi9mm1Npc10ZHgMVso2tSrhATYAJMgAkwASbABJhAPQmwmK0nKE7GBBoiARazDbFV2CYmwASYABNgAkyACTABfRBgMasPylwGE3hMBJqCmJ07dy4cHR3h6elZK0Va+orS1bXXtkQWzT2u6/n62EK21ief2uY668oWQ+Pi7OyM77//vta21udNageyqa52b0jtRXzq0/8oTW2bLuqkizzIRl304/pyCQkJqQ0L32MCTIAJMIEGRIDFrB4aQyaTgfbg4GA9lMZFNCUCTUHMSt8fqmttG32/pLS1HWv7HhYWFtYrj7pskdqlNjvoHpX3oE1XtjQ2Lg/i9biua/Orrd0bUnsRi7r6nnS/Nm66qJMu8iAbtdtBsr2mY23fb11xqY0Z32MCTIAJMAH9EmAxqwfe0h/cuv7I6sEULqKREZBEU20v2YZeZen7o9Foaq0KeW6IQ117XZ7Zup6n+3V5iel+ffIhr9WDNrpXnzzqsqWxcXkQr8d1XVtEjRs37oHFNKT2IiPr03coTW2bLuqkizzIRl30Y11xqY0Z32MCTIAJMAH9EmAxqwfe0ss4i1k9wG5iRdDLKPWvul5KDRkLf38MufUM33ZtMUteRt6YABNgAkyACTCBhkOAxawe2oJfxvUAuYkWwWK2iTY8V1tvBFjM6g01F8QEmAATYAJM4KEJsJh9aGQP/wCL2Ydnxk/UjwCL2fpx4lRM4FEJsJh9VHL8HBNgAkyACTCBx0+AxezjZ3wvEAcPM9YD7CZWhDQ3s655k4aMhf8ZZMitZ/i2s5g1/DbkGjABJsAEmEDjJcBiVg9tyy/jeoDMRTRaAvz9abRNaxAVYzFrEM3ERjIBJsAEmEATJcBiVg8Nzy/jeoDMRTRaAvz9abRNaxAVYzFrEM3ERjIBJsAEmEATJcBiVg8Nzy/jeoDMRTRaAjQvmPbaltRptJXnij1xAtpLwtAyM7wxAX0T+P777xESEnJvr+u3UDttbee11YMid9f2rHSvrgjfUrq6jrXZcvv27XrZwlyq+og2b+aiey70neSt4RBgMauHtmAxqwfIXAQTYAIGTYCEoqOjo7CzaDTopjRY47X7YEOqBK1vLL1H0JH+uVfbpp22tvPa8tAekVBbHpSutq22Z7Xv1ZYHCWbttA86Zy6yGjkxF91ziY6Orq3L8j09E2Axq2fgXBwTYAJMgAn8mYD2C2td3p4/P900r/zzn/9ETm4efvjhh8cC4I8//sB//vMfzJgxG2VlRx9LGQ0pU+0+2JDsIjGiLeBYnOhenGjzra3tWeTXTKepcanrnzg1U+Krj4sAi9nHRZbzZQJMgAkwgXoT0BYSLGbrxlZWVoqB/ftB7fQuLpw/X/cDj5CioKAQarUzmjdvhczM3Y+Qg2E9ot0HG5Llkph99dVXQTbWNXKB0tRnr62ONLS3PnlQutq2+uRBaWrbaEhnffJhLjW3O3PRHRfpnx4sZmv7xur/HotZ/TPnEpmAzgjQH6mioqI6X250ViBnxAQeEwF6WZVeFOp6uX1MJhhUtu++MxiDX+yM17tYwOntwbhx44bO7P/ss88QF78Wb77ZH72fexbNbawRFhqis/wbakbafbAh2SiJ2bo8sg3JZraFCTRGAtLfKBazDat1Wcw2rPZga5jAQxHgl5yHwsWJGzABbSHBYrb2hrp69SrchjrC/QVTjHvdEj1amGD0yBGg6391O3nyJKZNm4a3hziiTXMbeDjL8VyPrujeudNfzbrBP6/dBxuSsfw735Bag21pygTou0h7XUG1mjKjJ1F3FrNPgjqXyQR0RIBfcnQEkrN54gS0hQSL2Qc3x6bUVPzD0Q6qvjZYZGcK/8GWGNO/Oez6tEC/3j2wMXk9vv32mwdnUMOd33//Hb/88gvme85B76d7wsJIhg4tLPFm785YvHAq+j77FMyMjXDu3Nkanm48l7T7YEOqFf/ON6TWYFuYABNoaARYzDa0FmF7mMBDEOCXnIeAxUkbNAFtIcFituam+vHHHxHs54v+XZvBc6A5AuyNEGgvQ6CjGebZWsHleXN4DO6HJYF+OFZaips3b+Kbb77B3bt3a8zwo48+Au07t2/D1HGjMPCVPuhkbYoO5kYY2LsdbHt1wsqF49HvuS6wNjdGQUGBEBCqxswawUXtPtiQqsO/8w2pNdgWJsAEGhoBFrMNrUXYHibwEASawkuOtF4eC5yH6BgGmFRbSDSktiZbpD5YV7Cbx419/br1GPTys3Dpa4aAd8wQ5CBDsIMRQuxlCLU3gp+DGWbYtsAbnczwfPducBoqx4qVq7B3717cvHlDmFd788YNlBUXI//wYcwcPxrjhsmhePN5vPesFYa+3AI92lphYE8TDO/fEW881RXL542Gbd926N3CGLExMfj4zsePu5pPLH/tPvjEjKihYE9PT2FoIx15YwJMgAkwgeoEWMxW5/FYPlGAHtqf9IvQY6kcZ/pECTQFMcsBF55oF9Nb4dpCoiGJWe0lJ560Xe852OLd3i0xw94CfkNkCLan3QiBDkbCOYlbH0dzjHzNCm1lMliZmKJbu3Z4rWcnKAc8B5dBfTD2nRcwzvE5TH7neUxy7Ilpdu0wY4A1Zjq2x8BuFujd2gyTB5jB+UVrvPZ0DwRPHQ6ntzpB3sMU7w15l8Ws3r4RXBATYAJMgAnUhwCL2fpQ+otp+GX8LwLkxx9IgMXsA9HwDQMjwGL2wQ1Gc1pJyA53eFUI+OTtaIxgB5ngkQ2yN0ZApYeWxKyfownmOTbHgPYyPNfcHMP7dYSnbQsssLeG3xArYUhykAN5dS3h62iBpX83gv9AGd5+pTm6WZlgZC9j+NoZw76nBd54ridmur8Ldf/2mNLPCi/17IG8vLwHG2rgd7T7oIFXhc1nAkyACTQZAixm9dDULGb1ALmJFsFi9uEbniK+5ubkIftwLnKzc5GfnY/8nEIU5BYhTzgWIye7QLiXJxzzkJ9dgJzsfNDn7MN5yMkW0+cKzxYI1/Nyi1CYdwT5dMwvQlFBKQ4fPqy1ZyMvr0jYc3LyUJBbiLzcAuTnFaIgvxh5uSXIyylFXk4xcqnc3HxQnnm5hcJnsreAnhc+Fwr25OaQnUXIPpwt2iB8zhNsEO3NR1F+GYqKjj1w3uTDE3w8T2ivJUnnDWV70p7Z//znP9i7OxO9bGSY+GZz+NibI2SwDMF2MoTaGeF+MRvoIIPvYHPMsWuGtzsbY9zL5vAdZIoQRxNB/IbZybDEVoYIeyMstpVh8SBjjH3FCK1NZBj0jA0CbC0RZG+KF9oY4x9vvoThQ/rB7fVm8HJsjl7NjRHg493g+9Kj9h3tPvioefBzTIAJMAEmoF8CLGb1wJvFrB4gN9EiWMw+fMNHrVwFpZMKKicNlE7O0Dgp4SJXQiNXQjlUfm9XOcmhclJA6aSEaqgS8qEqKIcqoHByEc7VciVcFc7Cc2onhZCPfKhSmKcoHyoH7U5DnbR2uqaE0kkDNwWVr4Az5U1HuRLOTiponNRQO6mhclJDSedyFyiGUlrxGqVVC+UrhPzVcmconVyF+siHOgm2U5nKoZQPpaW8VVA7OcNZ6QoXlTtcVR5w07wPd9fxcHUeizEjJmNJ2FJEhK9ExJIoZO09hCuXr+PK5av4v5//7+EBN7InnrSYLczLg7PdGxj3N2v425PQNEJIpVc22M4EQfYmCHAU586St5bErB/tg80xq785xj5vghmvGwuf/RyN4e9AQaNMEGxniuBBphjzpjl6tTLC37tYY4atuVCGj10LtLeQYYr7PzD41ecw+nUb+NlbQNXHEhOHu+DMqVONrJW5OkyACTABJmCoBFjM6qHlWMzqAXITLYLF7MM3fOTKVZA7qaAQdiXkTnIoneTCkc4ftJOQFO+Jz4jPqSB3Ej8rBOGruff5z/lUpaO0dF9RuUvncicSy1I5f7ZFTE/5UBo6SueUF9kiPqNwIjuqnqfnNE4kaknAa6CWa6CRi4KaBC/VTRDVChVcFWqo5MPhqnTHmFHjMW3yTMSvScKW9AxsTt+G33777eGhG/ATT1LMXr96FSr7t6B+wQb+js0Qamd8b24sidZAOwvBixpEYta+at6sv4MM/o5G8HcwgfcgMywcZAa/wabwG2x877q/vTmm/t0Gr3Yxx/PtzTF7UEuE2csQYG+BmW9Yw8pEhvAFE/C3pzpg4mvmggd41gAL2D3bDilr1xpwi7LpTIAJMIFHI+Do6AjaeZ3ZR+P3uJ5iMfu4yGrly2JWCwaf6pRAU4hyqevvz6rIWMG7Sh5MudwJcicnKIaKwpI8s05DFZDLRa+q5GElLy2lEb2tdBQ9p4IXVBCg5JElLyw9d79HVts7W/2cRLTSSSE8S2XKlfV/VrB/qPis9rmc7Bc8yZJNVE+yWfTcinVyEj7fXx6lU8rlUMhVUFTmIbBRVAr+oU5QKVRQK12gUbpCo3KFj6+vTvt0Q8vsSYnZ3379FfFRKzD4aWvMd2iDJUMsEGJLwZ5kwhzZAAdjBAieWtN782cpIBTNmw10lAkeWH9h6R4aiixDmCNFPJYJXl3y4Po6mOHNDibo1UyG99+0QuBgGZbZGiHY1hgje5nA3MQI61Z6o097G0zrZ4FgexP4O5pD0csGDq/1xf/+97+G1lRsDxNgAkzgsRLQ9fvIYzW2CWXOYlYPjc2dXw+QuYhGS0DX35+olTGVXlnJi0lCTQ2Fk1rweNKwYslTKopNMR2JTtolj6fk0aQjeUhVWp5RKU1dR/KG1uQVVrkooVBVeVZry6fKIyt5akmYU11qf167bqKX+sHpqd7k3ZXypPTESeGkxPjRExtt36OKPSkxGxEWClW/ZzHz75YItDeuFLFGCHKo2kVvrJEgZmmJHmmvSkPClwSwMcJsjbDYToYgR2MsHNwMw/o2Q28bI7z/kgn8hhhh0WAKHmWOQFsrOHQxQ+fWNoiP9sKLba0w5S0T+NmZwt/BGB+8aYpXW5kgOTGxUbc7V44JMAEmcD8BXb+P3J8/f340AixmH43bQz3Fnf+hcHFiJlCNgK6/P6tWrhbmoZIXVvA6Ch5XGmZL3kvyaopzTcmTSQJOmCcrpCFvpuShFT2bJPJIzIpe2epe1/uvifNpq6cRBGI9PbmCB1kQuJSHtgdXOqejdF69nPttkWwW6ljpDab8708neXnpuujRVQleXxrGLAxlHqrEuDHTqrVXY/vwJMTs6YoKTHZ/D+//rYUQ8EnwtlYOHSahKonWuo70HO0kekNtaaiwKbwHm8C5jyn6tzWFW98WWGBrgRBHI/jZy4Toxt4DzfFqKyP07d0d4YGT8XJrc0wbYCII2SB7Myyyt4D7K1Z4sXs3fP7ZZ42tuRtkfWhII611zEMbG2TzsFF6JHD37l188vEnuHLxCs6fv4TTZ87h4uWPcPHKVZy7dAVnLlzEqfMXcOLMWZw5dx7ffPOtTq3T9fuITo1rwpmxmNVD43Pn1wNkLqLREtD19ycqcrUoxEi8yuVQKSSPa+X8U4UaCoU47FgYXnwvEJR4jQSoQil6Kcm7qZJXn59K3sv756yK1/7sLdX2dpItVK7k/azrKNkgpavy0MqhVCv+lJe2J1byMEvlP0y5UnnScfyY6Y2271HFnoSYXRXki/GDOsFrcHPBqyoEdhKGDpM4rb+YpWHHIXYyUARjWovW29ES0wa1wsAOpnDsYYKFg63gZ2uMMHsjBNnSMGJLzB5giueayeA44GV4TnHG623NMGugmTB0OcSOvMTm8Bxshn6dZDh/9myjbvuGUrmmEBuhobBmOxougf/+8gtOnT+PQwUF2L3/AHbt3Yct23diy9YdSEvPQGLqZqxI2YSouESsiYxGSmw8bl+/pdMK6fp9RKfGNeHMWMzqofG58+sBMhfRaAmQmKCd1oDUxZYQGycEORKEqCRUhbmn5NUUoxELw3SHqqGg6MWCt5bm1YreWDpWeTDJm1s1N1W8TtdUWmnE9Aon52rXBC+vkxxqef08u1VlOkGuED2wwlxYJ5r3W2mDlneVvK60i17VynnBlfN+pSHS5Jkmwa6dt5SePNeSd/r++2IasZ7jxszURbOAlkUpKioS9oa0NA/1O6kP3r59Wyd1fVAmF8+exUinwZj9Tnd4O1giwMGkcgix6GGl9WQfTswaIczWEqH2JvB5V4bJb5lhYEtjuL/UHLPfNRGGLoteWxqGbIxARwtMetMC3a2NMPb9oXhv0Auw7WKGeYNMRQ+vrSVC7CiQlAyz32kOd/t+uH1Lty+LD2Kjj+vafVAf5dW3DBaz9SXF6RorAZqj/9GN6zhUVIg9OfnYeTAPm/dkIXVnJtZtycCajSmITkzC6uWrkbjQH+HOzggbMwbff/2NTpHw+7xOceosMxazOkP54IzoDxHtPETowYz4DhPQF4HEuBQ4K92F+a8qOS15Q8vlSFGJaf4rDTnWQC3MCxUj/tKyPeSJFLyylUfJM6mkpXK05pOSsKRle6pfo2erog1L96T8pM8POio1VXN1hTQU0KlamdU/k0CW8ibhSuckWknA03PSZ2FodeVn6Z6Ur5im+lxZ4VnBe6yAQk7zjDUYN+YDnTQdiUbpRUFX/7jQiWF6zCQrYyM+sH8aXrYWwjxZWoZH3GmocGXE4ofyzBohxM4MAfbmmDvEFOo+RnivmzlmvdUcQYPFgFA0H5fWqqX5tIEOZhj1Nyt0sjTCrBka9OvVHu89YwkvYZ1a8vKaI4TWtnWQwXuwGUYM6Ibt6Zsazbqz2n1Qj81eZ1EsZutExAkaMYFff/0VZ85fQF5JCQ7lFyDzcD627stG+vY92JyWgZS4BESHhGHFjFkIfcMWXq06YqaVFQ4mrNE5FelvFP2Dk7eGQ4DFbMNpC7aECTABPRBYsypBWL9VqaD5rrR2rBhRmAQtrelKR3VlcCNR6IpruopzRskbKaaXohuTmKVASPfua59XekKFeyRmtT9XngtDfu+7LgRkoqHM912XPiuUCihUf7ZLui8dheWEhsqFeb3CNS0hK4hdoS5SOZIXmuoi5l2TbVI+chLsNGd2PItZXXTb9JREjBzQA97k/RSW2TFCgL0x/O1NEWhvKkQTDhaEpCgmaeixFOiJvKs0jJiiFgsRje3FYcXCXFtHGbztraDqaYF3u5tgup0pAh2NEPGWCUJtjeHrYA5af3aJIwWLMoX7yzZoZ26MhfOH4enW5lD3scSiQSYIGyxDiL2ZUAZ5ZyntpIFmCJk/ET/88IMuEDzxPFjMPvEmYAOYQDUC5JG9+cnHKCkvR15hEXKyc5F5IAu7PtyFPevXYccif2xQuGHlUy8hvEVHhJlZYLGRBRa2aoOfv9WtV5YMYzFbrXkazAcWsw2mKdgQJsAE9EEgdtVqqJRKKOUKaOS0xI7otSRvLIlSEnkk4gSxp+X9pDmq0jU6VnkwpUjIVdekew86Sp5TqRyNvLrnVSl301pLtoZ86/DMiuvQVs9T8KpW2k11lupSZSPVmeoiepDp/v3e2qq0ZBOx0mD8OBazf7XfJkWuxFj7DljgYIIQW3EtWRpS7O9gBD8HEwQ4msLfzghefzfGooGmCCHRaitGKhaGItsbw9vRGqH2RlhqS6LTCD4kUu1pXmwzuL5sA80zlpjR3xR+tCatgwyhtuS1JcFsDlrmh5bu8XU0h/p5a7Q2kSFg4Qx0tTTC8JfNhKWAQhxlgqgmL26InThEed4QE4xx6IKLpyv+KoIG8TyL2QbRDGwEExAI/Hb3Lq7fuY2SUxXILylCYXYu9qdswodzvZH6DyVi+r6GyO49sLJ1Cyw1NcFyUyOEG8sQaGKOspTUx0KRxexjwfqXM2Ux+5cRcga6JPDHH38I6xfSf+Nop8+8PZgAR7l8MJsH3UmITYSLwk3wwKqc1JWeWYpS7CIuvSN4Q6vmyGrPPVVqzUMlz2zVXFI61/6sPa/2z+ckEoVoyjXMV5Xy/PNc3Pvyofmx8vuu3ZsjS3N2RZsouJMwx7VSyEr5S3OApc/ikebvkldWKawzS3mQl7Z6GqlMuqfEuHEzHoT6oa5rCwk6bwrb77//jp2b1sPt9U6Y72Ahzkul5XPsZQgQPKVGQhRhPztj+DuaYWpfI8x+g7y0JCgrxay9qbh+LHltK4cMBw+iPIyxwM5KiFxs27yukrQAACAASURBVFGGeY7NEDjYTByuTGvR0nBlYRgzRTk2FgTyoiEWePdZK7QyliF0kRe6WhhjeF9T+DvKQGI2wN4EgfYmwnPkAfYZYoKpttYYOfiNRrHurHYfbEj9j4cZN6TWYFv0QuCPP/D1F/9C2bGjKCw6hCO7NqE4wAcH31Fga+ce2GDdHOssrZFgaYVYc3NEmpoiwtQIAWZG8GvVFldLjjwWM1nMPhasfzlTFrN/GSFnoAsCJFpp//XXX3Dnzm2cOFGBTz65g19++YUFbS2A+SWnFjgPuJUQnQJXhTuc5S7C2rDSeql0lDylkldSOpJHkobsiuvC/nkeqej1rIpWTM9V92JW/0z3Je9sbel0ck/LiyvZdc8zq3VPuyzJQytGZa5eX4kD5aVwcsF4Hmb8gJ5W9+W9W1Mx2rYzFjlaIIwEpS2JV5kgHgMrBafXW0aY/5YpfBytMelVc0x4xVwQlcGVYpbEJUUrXk6eWnszeA1uBj97MwQ6mMD9eTO8090YMwdYwNfBDCHk+bWXgklJYpYErjFCHEjwWuKtbhZoa26EYO956GxpjGF9LeHnaFQpZo3Fsu2NBQEdPIQErSW8VS/hRGlx3RVu4ClYzDbwBmLzmgaBu3fx05XLuLwlFfmz5+CAwz+ws+tz2NyqHZJbNUdq82bYaG6J9RYWWGtmgdVm5og0McMyExMEm5th1xxP3P3118fCin4jaH/cwQAfi/GNOFMWs424cQ2paiRkf/753/j4zm1UlJdh1/atSNuwHsePl+Pnn382pKro1VYWsw+POyV+M1yUrlA6OYM8s8L8WGH9WJozK859lSIWi95LcbgteSfpszhXVvJOVh2FyMI0B1XYlUJgqZo9mk735rCSIHxQmvuva3uI/3yPvKeiJ7baPa3oxuTFlWt5clWVHuhq6QXPM+VF0ZGlPJ1EL7JQL636DnWCUu6C8TpaZ1ZbSNB5Y95OnDiBxLVxmPj2i/B0MBfmoy4dKEPIQGP4DTYSxKwwJ9ZehkUDjTDxBSNM/7sFJvRvDY++NvC2MwOJWUHw2psg1M4IYXY0PNkIPo5WmG3fHE49TaB8xhSz3jKHv714L9SOhiCLzwU4kpglD64oZml+7Qw7S7zQ3gQ929vAd+40tDc3hvoFKyxyEMVugL2RMCQ5iAS0vUwYmhzsaARfextELRyHLwx83VntPtiQ+h//zjek1mBbHieB3378CddTUlAyahgOvjsQe3o9hey2HZBn3QL7m1ljS0tzpNlYYqOlFZItLRFvboEYMzOsMDHFciNTrOvXHzeOHGEnyONspAaYN4vZBtgoTcUkyRv7++//w48/fo9PP7mDy5fO4dTxMuQe2odt6alIWZ+EExXHQdHsKD1v1Qk0hZccabkWXf0nNHnNFrgpRwjBn8g7Kgz5dVJUekol76x0XfLIVs0xlby32p5M4ZzWiXWi52jeKXkzq9aflaIhS89IHlLpKF0XPb/VvbjSPdET+ud5sOL96teF4FCV3mHKU0hD9snF+bBSHe4vv6a8pOcpLT2nbY/SSYMJE3Szzqy2kGhIYpb6ndQHdbFk0Oeff45Zs2ahQ5tWcOvbBnMdrBA0xExY6zXE3kTwzNJ8WRKzgvC0N8X0fuawby2DvHczyPs0wzxbC+G+KGaNEWxHgZwsEGQng68dRS02x4AuppgxwEoYQkyiVZhnWxkgip4TyhA+07BlCiAlw7j+5uhkI0O/l3vAc9oYtDY1wtvPWmCBrYkYXMqRxCwNZ6ZnZII3lzy69PmDt1ph7lg3fPH559V/pAzok3YfbEhmN4Xf+YbEm215MgR+/+VXfL5mPU498xJyOrVBTvu2ONiuNT5s1xI7WttgeytrZNhYIN3GCqlW1lhnaYk4cwusMjPFClMzRBhbIHPURPzfd989mQpwqU+MAIvZJ4aeC6b5YiRSv/rqS9y4/hFuXL+Ey5dOo7ysCIV5h5B9cC9278hAasp6nDx5QkjL1KoTaAovObqeo5Iclw539Sho5BS1mCIaUyAoCmYkelPFozikWBJwkugVxaYkdMXht9qCkM5VFBXZSQVVZVCn6mKwangxCV4pv+oCsUrMSnlTOulcSnv/URSootgke6leNaWRrtFcWsV9gafonhBJWThWlUllk73Ss2I6UbhPnKCbdWa1hURDErO0BIPUB+uyi37TatroOk2ZyMrKwrJly7Bnzx4MsbdF/zbGGPZiK0wb2A4LHazgR8LQ1ggUtZjEZyh5Ue3MsNChFYb2NEcvSxn6dTLDbNtmCKC5tTQUmbyudsYIHGyBBXaW8HjBFI6djODp0Ar+dlXDikUBWxn1mMRypbANpjQUCMpRhmF/M0dzMxmGvv06po53QwsTGQZ1M8d8O0tBKIc4GleWaSoMaaY8yQaac+tt3wLz3O1RkJuLf/3rXwY5h1a7D9bUjk/qGsVGoH7Iy/s9qRbgcvVB4OcrV3DG4W2Ut2uH0tYtUNqyHYqbt0Ves9Y4YN0Se6xbYJuVDdKtbLDByhqJFhZYY2GOVebiEOOo7j1xraBIH6ZyGQ2MAItZPTSIo6MjaOc/RNVh3717Fx999BGuXL6Iy5fO49LF0zh5olQQs8UF2SjIPYjSojzs2LoZKSnJOHfuHAeFqo5QWL+YXrRJ1DbWTRISulrXLXbVWqgVHoKXkaIIk2eWxCKJUBKEkviUBKTobZXuk+eWhK8CmsrIx1J6SeiJoo/yFXdBWAqRkymCsriurcLJuTJyMOUlzrWVBKMkGqXP1fOtErrSdelIz0mCVxS2VXN4xTRKKOTO9wSpkD8t/3Pf/F4pmjFdp3zuv0+fRdvo6IKJY1nM0nfvq6++Ag0f/s9//nPvq0i/cZ988gkOHz6MuLi4e/OsVq9ejZ5dOmJM/+YY3M0Cr7Qyxnu9TDC9vzGCBpkgqHLIcIi9MQIcLDDfoQ0+GPw0nrMxQt+2ZpgxgJbvIRFJQ3zNscjeCtP+bglVHzMM6G6F8QPaItDOCIuF+bFGQtAmKXhTIC37Q2LZTgYadrzY1ghLyKPraIx3epvDwkiGWRPcMFLzHqxkMvRpaSwMcQ6xlWExBYwSvLrkQRYDQ1FwKIq6PP1NC3g4vImk+HgkJa3H7t2Z+Oabb6rxuAemgZ40VDHbQHGxWUxAZwR+KjiCk737oLxzO5R0aIOyth2R36Y9clu2QXbzljhg0xy7m1ljq7Ul0qytkGxlhbUW5lhtboYoMzOEGxljvYMDfvzqK53ZxBkZDgEWs3poK12/jOvBZL0UQXNhjx49ilOnTqCwIBdFhdk4UpKLovzDyMvej/ycAyjOz0bO4f3YlJaK7du348svv8SDvB96MbqBFcKe2YdvkLiVcXCWDwMJWRUFYqr0zooijsQbicIqEScKRPFzlVAVRaAk6rQFn3hNXK6HzsnrS+VIIrAqLeUpLYMjHSvXhL1PYFY982fxSfe0RacoZOkaiVmpHlQncSkdlYJsq8qnSrTTNUqnLa6r561thyie1Rg7esrDN0INT5w5c0b4pwz1aTpvKFt9PbP0+7R7925BwJHtN27cQE5ODsrKynD8eAX++c9/3qvSvHnz0O+lZ+DjYIk5b5nDo68F5L0t4PSMJTTPmGDUi6aY2d8U820tMf4VM8iftUK/zs3QyUyG/l2bwdO2NQLeMsPs1y0w7MXmsO9ujT4drfBSSyO80NoMjs+1gJ+9BUJtZcKasgGOxhB2B9EzS5GMxXVpzRBhKxPE7HzHZni1i6UgZpd5TYfzkEEwkcnQ3sIYY/s1R+ggGSIqoyRT0Kl7Oy0d5GCCMa+bYbRKie+++w5ff/21EO+Ahmfn5eUhOztb4HEPQOUJ/QOgpKQEnzWQubbaffB+W/kzE2ACj4fAj0fLcPb5V3ChQ2ec6tAOx9u1R2nbjsht2xYH27TGh61bYGer5tjWwgabm1kh1doK660ssdbCGKvNjbHCzASLLS1RtHTZ4zGQc23wBFjM6qGJWMzeB5mmvv4B/PvfP+HMmZM4f+4UDh/ah5zs/SjIP4ySwhyUFucJQ43zs/fj4L49SE9PRWrqBsGzwXNnq3iymK1iUd+ztVFx0MjdBQFIgpbErCQApfVZaU1ZEm6SWBXFnyhyRVEoicQqUSgJPbpPwaXE5+kZUaCSaBSCTQn5Vt0XBSQ9Qx5i5T1PqFj2g8uRyqvpSM9SXmK9JFGrhJw8w3KXe3WjZ8kuSidFOJYrxDLF8v9cv+rlaTBu9KT6ojfIdPUVs8eOHRNGj9y6dQtbtmxBZGQkNmzYgN9+++1P9SYx6+zkAG87K4TZGmEZDfMdaIxJb9nArldz9O9kiiFdZHDpbY73ehhjQGczvNTeCi92soTTi9aY+FozjH7OFO90NUbftqboaG6ELpYyvPecJfp3McdrHczhO9hGGIrsM8QIvkNk4j5YBp/BMvhWHhcOthYCOpEYnTW4A7payWBjaoINy70xdOBrMJYZw1pmBPVLrbDIlta3JY+uKULszKrtwXZmmDbIBtPe98And+7cqy/9w/LixYvYv3+/wIO40Jxhafv000+Rnp6O2NhY6RIfmQATaEIEfjxejvOK93CiR3ec69INp9p1xPG27VHSpg3y27bFodatkdWqFXa1bIFtzZsjvZkN0iytsd7SAnEWMsSayrDSzAx7p8/AnfLyJkSOq6pNgMWsNo3HdM5i9j6wWmL27LnTuHH9Cgrys3HyxDF8dPk8Tp84iopjJcJ+6ngJSkvysGN7BovZ+zDSRxazNUCp41J85BqoaZivnLyO0hBjEnDSToJSFIIk3EjoCUJUTsOQ1ZXDjOsSeeJ9elZTuVNZomisEqgKpQIKeXUBS2VJ5YpHMS/yhNLz1cVkzXYIAlouCmlRrKoqy1FArqiqN6Wj/EThWpW3ZGttgla8p8aY0RPrIG7Yt+srZqmW5Nnbtm0bDhw4UGulL168ALVKiYEvdMD4QR3hTQGdbGVC1GGvt5th/pA2mGPbDJNfM8aIXjJ49JHB7QVTeLxmjkmvy+D5BglSI8z+Rxu4D2yHvh1NBc+ul2MLjHjFCv941gKBb1sKQ40DaEkeW/PK3QJBtrRbIdCOltwR58D6OljC4/XWaCaTobmlJTKTguH4ei8Yy8xhLrPA3zraYKpta8wfbAEvRyN4O1TfvRxMMHNIZ6gH/g0fa4nZ+yFkZGRg6tSpuH79ujCHmMQuTTUhkcsbE2ACTYvAL599jivjJuJUjx640L0HTrftgFNtO+BY23YoatMaea1b41CrVshq2QK7WjTH1mbNkG5jjXQLCv5kgRgrI8SbGiPSxAKXDhzAlzdvPHaAISEhoL2u+AmP3RAuoBoBFrPVcDyeDyxm7+NaKWZ/+ulHVFSU4/q1y7hy+TwunD+N4+WlKCvJF+bNHinKRX52FvJy9mPr1s0sZu/DSB9ZzNYApY5L0VFrBVGqkqvFIFByJdTyyqBNlfNORe+reI0EJAlJ8nTS/FdJ4CnUCgjL8VR6XpUqMSKy5OEkoSoKRcqnSsiKQ5UfJELF/LUFqzicV1M5x5aGCIvn2mlqOhcEuBDcSiEEo1IKdaR5s6J4FQWrKGylIdbatlG6mvKVrikUFOTKHePG6GaYcR3N9sRu11fM0vzQvXv3ori4GD/99FO97K04fhzLwoIwb8JwjP9HX4x7qw0mv2aCuf1N4T2AgixZIMDO9N6cV38HMwTZmQrDh4PtLTDl9eZ4u5MZRr7UDAsdbEBL5kx5zRTDX7RA4KDKtWBp7uwgIyy2pTmyxgi2pYBRFI3YFBTQKcTRBLP/boXnrGUwlxmhdas2OJS+HINe6g5jIwsYG9mgnYUpXuloigE9zfFWd9Nq+4Aephj0lBkcnm0Juf0buFOLmP2///s/wVO7b98+JCQkoKCgAKdPn+bl1+rVWzgRE2g8BO5+/wNueXnjer/+uNy5Oy516ILz7TvjRNsOKGvbDoVtWiO3TRtBzO5t0RI7K8XsJmtrpJtbI8nKEtFWJogzNUdMx2745NRpvcDh93m9YH7oQljMPjSyh3+AO38VM0HH/gFhmR0aZnzxwllcu0pRjM8Jw43PnjmBY6WFOH60WPTQHi3CsbJCbNmyicVsFcZ7Z00hyqWuvz+rac6sQg1nQcRSJGNx7iwFdlIKQaBEESsMF5ZroJQ7C8v4iOlIoEoitUrsUVoSeSRa6SgJWjFtdc9r9SjD0hDnqsBMklisyk/Km4QuLfdDx+rBnarnKdpBc3XJZsnLKopyaW4u1Vn0NKvlFIyKyqiqW5UNYl3Fz5LQpms0/5aec8G4CSxm6QtJc2Ip2BMJNfI2PuxWcbwcmzckY8mCWYgLmI2g8XKMG/Q0NM+bw+NlC4z7mwUm9bfE9EHmmGtvgUlv0lxaU7i/YIF5gyyxcHAzBDqYYWxfU6ifp8jIFsK82IWDLeHpYIlpA0wx/g1TvP+aCYa9agrXvmZwe9kcw/pawbabBWxkMhjJjNC1Y3sU71yDt57vgt69++C5Xi/i3cGD4ew0FKOHD8O8WbMwd9YsxMXEwNfLC2FBQYhcuhRes2ZhW8aWegt5mkdLrGhuMUW1540JMIGmQ+DHuPW43v1pXOrWBVc7dcel9l1wtn0nVLTrgNJ27VDYtkrMZrWsErNp1tbYaGmNJAsLrLYwxUoLK2ROnoa7v/yiF3i6fh/Ri9FNoBAWs3poZO78VZBJzNLiFb/jD/z00w84fer4Pc/spYtnxXVmK8qEObNHjxSgrDgX5UeLkcFitgpiEzvT9fdnU2IS5s+YgYWzZmHimEnwcB0OZ5UrNCo1XJSuUCvdBU+tUukMtdwVzorhcFG+D7XCDWqac6pwgYuChu0qQN5Y8mbei3CsUEKpEIclK+UUvdgZSspD7gxnpSs0Cnc4K4dBKXep3EkQVuYhd4FaoYFKEJcKKDXidUFUO0vndCTvrBhRWXpW+6hU09DlSm9s5dBkcWkhEutKKDVku5iHUq6BWhD1rlDJhwmeVrqmoDooqK5uUCndoZS7QSUfDrViOJRysQ6jPEZgxtTJCA4JbdQ9sr6eWYJA8/kpqN2jDkGj4HY09Jb2r778EreuXUVBzkFsS0uBj+cMvGfXH2/07ornWhmjm7URnmphCtvulnB+1hTqF8ww/AVjvNXBCG92s8FMhzYY2dcY/TuboGdzE3SwMkJbSyO0MjdGM3NjWJuZQDH0Hbzv7oyJY0cjJTkFyckpyMvNwXef38a1KxcFoUlikwI0UfA98j5L9lF9//vf/wpzgiW769sRKDDU+vXrhejP9X2G0zEBJmD4BH779lt8FhiKr/q+gU+6dsOVbl1wpVN3nOvQBSc7dMLRdu1R0rYtCtq0Qk7r1jjYsiX2tmhxzzObam2NRAoAZWGBRBMzbJMrcSk/H7//7396gaPr9xG9GN0ECmExq4dG5s5fBVlbzP773z/gxPEyQcCeOV0hCFvyzJ4oPwIaYkxRjYvyDiI/9yC2bE5jz2wVxiZ1puvvT97BTGxcFYyUFYFIXBGMqCXBiFuxBPERwYiOCMKqxf5YERyAEJ8A+M+ZinnTp2DWpAmYPmYsZowfiSljxsLDfSScNRo4KzVwU2ngolAKQthVSWJUBVeVEs5Kd6gUSmGIr4tcCdrJ80tiVK0m4egKlZMzVDQPV+4KpcIVKo0GKrUUHEoFpYLOxXm35PWlocN0JI+rthf4nmdWLgabInFLc3UpvThnlta3VQnLCVFaCgKlEcokMasSbFApXKEWdme4qkdizLCRmDB6DGZMmYSFMyfAy3My/Bd6In5lODasCsPalcFIig7Enk3rG3V/fBgxq0sQFAmZ5t9SkCTtjYYxh4WK/0AoLS3F0dJSJCYkgM4DfH2hUSrh7qKGu8YJ40eNwoply4S1bek+7eQ9ftLbtWvXnrQJBlV+U5hOYlANwsY+EoG7P/0bPx0pxXdqN3zSoytu9uyKG1274XKXbjjbqQsqOnZCaft2KG7XFvmtWyG7dUscbNkcWc2aIbOZDTKaNcMGGxvEtG6JmOYtEdeqPXZPm46fv/v2kex5lId0/T7yKDbwM38mwGL2z0x0foU7fxXSamL2px9QfrQEly+exYmKoyAhe+H8KZw7fRzklaXhxqeOH0HZkXxs27aFxWwVxiZ1Ri9ytOtqnebsvRlIXbkI26P8kZ0YhKy1Qdi+0hebwr2RvnQhNobPwc6kUKTEhODDhFDsWBuKjVE+iFvmhbWRvliz0g/xK32xPMwT0UvmIWaJJyKXzMPq0NmIDZ8rpEuJDkLcCj9sWBmEdUt9EL/YF7Fhi7DUdy5CF82Fr+c0hC2YCf95s+E78wN4z5mOOZMmYOroMRjn4QEPZxK/KrgI69Kq4SyIWlHMSvN2aegvCVVpuDSJWxKmwrBotUoQ2GrysMoVcFOo4Kqga2ohjbvGDaOGDceUseMxY9IkLJo1HUu8FiIqwAdk+/aEJdibHI6spHCU7UzC6f2JyN8eg+xNK3EgOQTHtoajOD0MR7cvwakPG3ckWup3Uh/U55JBtNTPwYMHBY/o/yq9DjR8mbyaJHLr2iiKMG+NgwCL2cbRjk25Fr///DO+238QN/q8gn/1eBq3n+qK69274nqXrrjUpTPOdOqEio4dcKR9exS2a4+ctq1xqG1z7G9pjQ+b22BL8xZI6tAB8b17I+rdoYiaNhMxoYtxuuKEXrHy+7xecde7MBaz9Ub16Am581exqz5n9kccLSvBxQtnUFZaJEQzJkF7qqJMELIkZkspCBR5ZrdswsaNKbw0TxVKPntEAnl7t2FvQjC2Rc5C1poF2J/ogx1R3tgXF4StkT7YumIeUpcuwo74QJSl++HstjAUrQ/AkbRQ7Ivxwu5oH5TvjEbWhkBkrQ9A2rKZ2B3nh40Rs5C0ZCby0ldge/Q8HNwYgLwNgTiQ7IPUpdOQkxyIHbGLsDZwOlJCFiBh8TzsTl6CHcnLUZq5Brnp0dgT548P1/kjc0MM9m2KxM51EdgQE4TkFb5YHe6FqGAvrFsehuRV4Yhb6oOVIb4ImT8VIbOnYcnCWfCeOglzJozB4oXTBRGdFhmC9OhwJC4NweZVgfhwbSj2r1+B8swEHMtMQlHGalTsT0JpZjTyN4WiZNsynNsXi4s5a3Hp8Arcyo/BF6Wr8cmRWBSlB6JkWwjOHViGM9uDcHZ7MM7sDMW1HN14ZmlorvRb+ajDdB+xSzTIx2i9VvLOnjhxQpiHevjwYaxcuRLnz59vkPY2BqO0+2BDqg+L2YbUGmzLoxD4OmMbvho/Fd91641vu3YXxOzVHt3wUZeuuNC5E8506oiKju21xGwbHGzVHlndnsaufv2RLldj3fgJiPOcixj/IKyIWIa9hw7hux9+eBRzHvkZ6W8UjdjhreEQYDGrh7agP5C03759Ww+lGUARgqIFKJrxiRPHcevmVSGKMS3NQ2vOSkvzXDp/qtIzW8Bi1gCa1VBMzMvajoxl87B3zQJkrfHDnthF2BA2F9tWLsTe1QHISYnC+iULkbhkNg4kzcOemJko2xKO3LX+OLIhCLvifZAf743MRF8c3hiIg2sWoSAlGGWpi7FnxQJsjPBEcvgcnNu7CtezVuJsRjhuHlqNKx+uxJndK1GxYzlOZa7Azvj5KCNRnBCIw+tCUJwei3NZyajYHoPtq+ZjY6QXkiNIFC/FnnWLsT9lCbatDkRJxiqkrpyDjGhPbFqxEJG+c7AhdA42LJmPtGULsT9pOXK3hqNsVwLyNq3CvrXBKM9cjYLNK/HRobU4um0ZyjYvw6X9Mbh0YCXuFK/B50dW45PiNbh1YDn+WRKPSzuW49qBCNwpjsXXZzbj46K1KM9citLMMORv8cPprGW4lhOJKwci8c3pnTppem0hQee8QZijevz4caSmpgprtX799dc1rlvLrHRDQLsP6iZH3eTCYlY3HDmXJ0Pg1xs38a83nse3z3XBtz274ptuPfBF56dwu9MzuNahBy526IqzHbvgZNuOONaqHXLat0NWn2eRONQVmxb4IjVuDWI3JGNF4nosi1mHJTEJCFwRhc+/+JfeK8RiVu/I61Ugi9l6YeJEOiVQKWYpmvHx40dx88ZHwtI85KE9e7pCWJqnpDBHWGe2vLQQxYU52LRpI9LSNrJnVqcN0TQz27MjA1HBCxC/NBCrg32wJmQu4pYsQnSIJ3at8cWG5XOwIzECOxMDsX9dGMrSw5EZ64O0sBnYF++HndFzULohELkJfihJDUJuoi/Kt0ZgX6w3dq72wu61XtiyYgYqdoaiYmcEjmQsRsXOpfjoQAJO716KD1fPw+U9q1CxNQAnd4XizE4SjRH4tCQJFRm+OL7VG6c3+eHU7gDczl+FC/uX4FRmsOAlLtrgg7JNc/DlsTgc2+aPvORFOLYtAAVpgSjbuQxZSQHYtXweruTE4fjOIJzICMQXxfH4V9k6fJoThS9K1+LTomh8mheLz4rjcacoBjezo/H9mXR8fXwDbh6OxO3cOJRtXomrB6PxaWEizu1agU+LU3AuKwrH96xC0dblOJS+CrtSY5EUvQwJ0VE66UjaQoLFbBXSzZs3Izw8HElJSaBAS7w9PgLaffDxlfLwObOYfXhm/ETDIPDb2fP4QT0M/+vxLP7dswdu9+qOi3264eIzXXCjW2dc69QJZzt1Rnnn7ijs3gu7Xn4dW4a7IT8pCgVp6cjcsBEbUjcgOiUFy9euw7JViQhYGomla9biy399pfdKspjVO/J6Fchitl6YOJFOCWiJ2VOnKwTPLAWAonVmj5UVC0OMKQgUeWjPnjqG0pJ87NyxlYcZ67QRmm5mcWsSMGrYaMycMgnzp82A/7zpWB0RhMSopdiwehmSo4KwaXUYMuKWYUvkYmxc4oVda4OQttQLsX5TkbbMExkrZyFj8XTsjPJGTqIfzuxajowVC5EZtxj526JRkLYUFbujUZK+GCczVyB/3SKUZ4TizJ4IHN0ciux4b5zeG42ii3W1pQAAIABJREFU1BCUpATgaEYAzuxagiOb/HA2MwSlW4JxJnMxPjq8CpcOhOKTgliUb/bBqV3BOLbVB2d3R6BiRyiObPJBVoI3ju8IxfWc5bhZuBbnMlfh87IUfF2RiC9L1+L78lR8XpyIO7mr8GnJanxfkYyP81fh+5PJuJG7Ep+VrsU/y9biTlEsPitIxMeFSfjoUDKObQvHwY1BOJy2HEd3JyJ361rs3BiN2IhgzJkwFcNd3KFRuWDyuJk66UzaQoLFbHWktCarv78/zp49W/0Gf9IpAe0+qNOM/2JmLGb/IkB+/IkQ+O2TT/DzjFm4+0wvfP/sc/jq6WfwZY+n8Fm3HrjdtRuudeuOc32ex7G330bR5AkoXroEhRtSkb37ADbv3IvkXbuwNmMrYjduQlRSCpatTsDiyDUIWRGNTz/77InUicXsE8FeZ6EsZutExAl0TkBbzJ46gesfXUJRXjYqjh7B8bISIZoxzZs9ebwU50+XCx7anTu3cQCoGhqCX3JqgFLHpaio1VAphkE+VA7lUDHCMC2546IcDmcFRShWw1k5Qoj866JUYaT7SHwwdhKmjBmHaRMnYfYHM+A7dw58585AmM98LA/2xurF87F2qTeSVnghLsIXa8J9sGZlEOKWBSB+iT82RC0RvL3b45Zge0wQMtcEITMhBHvXRSA91gfl+6ORn7ESRanBKNsYgKx1wdgUMRX74+bg2JYw5Cb54tjWEJzKDEduihcKUnxxek8EyrYEoygtCAVbg3Aw0Q85aX4o2LQYH+XE4kIWDQOOwdVDUfiyLA2fl67FzfzV+PRYCq5kr8aVgmSU7VyJ0/vjkLslAvs2hWN7QgTWRS1F4Jx5mDZ6CkY5e8BN5SosK0RLCmlUw4VIyLS0kErpArlchUljP6iDeP1uawsJFrP1Y9ZQUh0+fAgew9xRWFSkM5Nu3ryJpUuXYdWqGPygp3lx2n1QZxXRQUb8O68DiJyF3gn8MMcT37zcB/99uht+fKYnvu3+FL7q3hu3+/wNl96W4+yUKTgREYGTO3agPC8HuYezcTgrF3t3ZWPL1gNI2L4HcZt2YM26dETHpyA8Zi0Co6KxOXMPfrt7V+/1oQJprizt/DfqieB/YKEsZh+Ihm88NgJaYpaGGV++cFYQsSUFtBxPNgrzDqG4IBs01Lg4/5Aw7Jg8s6mpG3iY8X2Nwi859wGpx8e4NbFwVntA6SSHQq6EQknL56iENVZpjVclrc1Ka77KaU1VcZ1VhRNFCaZlbFyhlrtA7kTL3GjgLBejCWvkbtAoaE1aDZwV7tCoh8NNMwKuajeMULthrIsrRrq4YNyw9zH5fQ/4zJ6FYM8FCJ4/B+FeCxATMh9rFs9GWlQwdsVHISs9Fpvjw5EW64MP1/viw8RAZKUE4NDGCHwYH4gdMQHYleCLbTFe2BnliawEP2StD0L68oXYEu2P3ORwFG1egby0cJR/GIW8jEiU7VqBYztiULBjLXYlx2BDzDIkRi1GZGAgZo+diZFuY+CheR+uShe4KEfCWUEMnKFSjIBaWINWLSzno1G4QKVwx/vuk+HhMgbTx7OYrUe3a9RJFgf44oVOlpg7exY+//zzv1zXg/uyMH70KHRo0xbTpk5jMevgIARHo9973piAIRD4dew03O31Cn577gX837Mv4faLL+HUW2/g6rzp+OfWVFzLO4xzxUdw+sgpFJWcxr7CY9iTU4S9+7Kxa1cW0rbuQFraLqxbl4H4+DRErVmPsOg18ItaheLjFcKa3obAgW3UDwEWs/rhzKVoE9ASsxcunMWnt2/g0rnTOHvyOMpLiwURS5GMaXkeWme2/Ggxdu3azmJWm2HlOYvZGqDUcSl/32bsTgmE2skZCiclVAo1xnu8jyX+QRjhOgJKJ1dhLdiFMz+A/9zZmDNtMqZMHI8J4yZh7MixGDF8FJQKNVQKcU1ZlUIFlZrWilUK67UKy+M4kSh2E0QxrSurUbiJ673KnaFRkHdzBNRO5BUWl80RltVROAvL55AgdlUNg7PSAxqlG5QKBdyV7nBTauCudMUIFzdMHz8RsydNFva5kz/AjIlj4Tl5HBZMnYTZk8dhyugJGK0ajmEqNYY5u8CDjipnuChd4KYUl+gRbKKlf+QKQbS6KtwEAU8inbzUGsX7UCnckBDlixWBM7FuVQhS4oKxPTFY8NB6z5gGv9lTMWni7DqI1++2tleM/+tdP2ZPOtUff/yBtORkOPRqhekObfFUMyOE+vkJQaqk5YQexsb//ve/SEpMRMdWLdGjXSs4DbHD20MGg7y0+ti0+6A+yqtvGfw7X19SnO5JE/jj7l38N2Ed/vfC6/jplZdwx9ER18ZNwa11Sfi6OA9fXDuHS9cuouL8eVRUnMOpojMoyyvH3rwibM3Nxdb9B7BlVyY2bs7Axo2bEZ+0EZEJ67FkzVoERcVgVVIyzpy/gN9/pxdJ3piASIDFLPcE/ROoFLM//fQTTp8+gZvXruBEeRmOHz2CovwcFOUfFryxR4pyUZh7ACVFudjO68zW2E5N4SXH0dERtOtqndmiwzuQFrkQrioPQWzSkOM5U8YKQ4WnTRgHhYK8kR6ICvPHmgBPbItahJ1xvshYHYLt8T6ICpmOEO/ZCJ4/A0GLZiLEezrCA2diVehCeLgNg1qhgrOchKk7xg0fDTcXN8idFNCQF1iuwWgXZyjJw6ugYc0kbF3hQl5QxTBh+DOVrXJRQSPXCKKa1pOltWXlTrRGLAloF6jkwyAXxDCdkweVhLESSjl5T4dV5usi5EseVpWTEhqFu1AWiW1ab9ZV6SrsbgoXzJgwGfM+mAV3zSjBA70mbBGGacZArRiJXclLULQlCIVbwlCwNRTHdkfDWT0C4T4LERm4CFMmLayxbz7sRW0h0ZDELPU7qQ/qc53Zh+X3JNJfuXwZI5XvYIZDB/jZmWDigDZQvt4dYd6eSElKxI8//lgvsyjd0dJSOGuc0bVzZ7SzMcG7/V/B1FFu6NqxA3KyD9crn7+aSLsP/tW8dPl8U/id1yUvzuvJEPjjt9/w7w/34xv30fjnaA98tiwA3xZk4evL5/DNldv47NItXL98A+cuXUHF2QsoP3kGhWVHcai4EFk52diXdRB7du1D+vbdiM/IQEJqGqLWJ2NJQiKCY9cgeFUM9mfn4Zdff30yFeRSGywBFrN6aBpa5J52XpqnEraWZ/bcudO4fesaKAAULctTfrQE5WVF9/aykjyUHSnALp4zW2NPbQovOboOuHBw50bELfGEi8IVSiUNmfVAiOc8xAdPQuCCmVDLyUPphpWhntgduxDlqYHYHzkLuyPnICtyDjaFT8X6oJnYETUTu6LnYW+CL/atD8Le9YEY5UoeWaUw33bh5HE4mBKB4BnThWG6rgqai+uBzWtCsXN1EDas8EFM2FwsmT8N4YtmYmXAXIQtmgO/ebMR7DUZvvOmwGfudAQsnIOZE0YJAlZJw36d3CEfqoDSSQMVeX+daO6qHCqlG5yVLoIYdVG+DxcaFu3kDJoPTILZXe0OjdIDrgpXLPHxQkq4L1IifHFg41Jcyo3DtvgwjB0xGm6a4TiU4ofR7qPhongfu5K8ceFgBI5tjcDVwytQkh4OZ8VIjB85DiOHjcakyY1bzNL8KKkPNiSRXeMPgh4vVlRUwHe+J2x7WGLBICuE2xrBz8EC8+2bweMVa2je6g1vz9nCOrk3btz4k2W0ju6FCxewMyMD0RHBsH+tF3q2tsJTrcxh19sGkzT/wPSRKjQzlWHrli1/ev5xXGioYvZx1JXzZAK6JvDfL77Al/Fr8W36Fnx1vAKf3LiJm7du4/bNW7h18w6uX7+FS1eu4szFiyg/fRolFceRf6QMh/OKsO9QLjL3HkDGrg+xcdsOJKZvRkJKGqISkhGxZh0CImOwal0ybt65o2uzOb9GQIDFrB4aUXoR4kWWK2FridkzZ07iypULwjqzx8tLUVyYi/ycA1V79n4UFWRj29bNPMy4hr7KYrYGKHVcOnJwO9YuWyDMbSVPKXlJ506ZhYh5czDGY4w4T1bljqglnkiPmIGs1V7IXz8PpVsi8OHqBTgQvwBFSf4oTgnFjsh5SA2bjKMZK7Aj1gsTRo4QPKbD1COxJdIX5ZuDkJcSgGEa0TvqqhyBpAhvHEoIweal87AjNhB7EsKxKdIbuxPCsC1pGVJXheJQaghSls1C8or5yExagUNp8YJnVSknz68HZk+ZDC/PWSDRSsOYSeS6a4YjwmsWEpcHIDZoLpKC52PccHe4ylV4320yvBfMwkiPCSDP7Prlwfi4MBpXDy/Dx9lr8GlOHDJjQ/H+sNGC2C3fE4JJY8ZBo/BAyY5VOJUVifLdK3B6XxwOp0bDRU2caDi2MyaMnVUH8frd1hYSDUk0spituf08XF3h7vAGJr7ZCkH2VggfIEPoIBnC7Izgb2+GabZt8GwrS9gOGoglYSFITkzE2VMncebkSWRuy0BSbCxiwkMwwqEfNK+1w/C/t8FrbawwpKc1hve1wKIJGswY8R56tjZHwprVNRuh46vafVDHWXN2TKBRE/jt11/xxc1r+PJMKb68egG3btzEtduf4Oatj3Hn5i3cvHkbV6/dwPmLl3Hy3HmUnTiBwvJjyCkqwcHsAuzdn43te7KwaUcmkjO2IX5jGuLWb8DKOFpXNhGBK6KRkbkb333/faPmyJV7NAIsZh+N20M9xWL2PlxaYvb8+TO4fOkcjh0twckTx3C8/IgwZ5aGGlMAqGNH8nGsrAgZWzaxmL0PI31kMVsDlDoubV6/AR+MHi3MaVXIVVAMVUCtcIaLSg25kwYKJYnDEVjuMx/rFs9DlN90JPjNwpblXshKCsPhjaHISVuBqPkjcSA1CPuSvJAQPg9pETMxecwoIUKym3oU9qwLRPkWL+xeMx9uGlfQcF5X1XBsXOGNLcs+QGa0D8q2rMCF/XE4sm0xctMWoyB1MXav9kFmlCfyt4UiO9kbuev9sXdjtCBa1UKwKg32bYpG8qr5mDFxPJRO5Hl1x2jXEUgN90RJij9KU3xxNH05po96H2onFcYN/wBb4/0w94OpkA9VIz0mEndyYvF1cQLu5ETjq/IN2BkbiLEeY4ShzGmxS+DmPAJqpTOWBi2E99wJmPPBBEyaMApjh42AQggCRWJWg7Gjp9RB3LBvs5j9c/udrKjAZNUQTHzFEkH2pgixlyHIQYYgexmC6dzeCD6ONlA/b4EXWsowuJsJJrxhialvmmHOQHPMG2QOL3trBNpbItjOHFMcOqBPKxn6tTPBqH6t8V7v5vBfOAIfOA2Epq8FPCeNEUY3/dkSvsIEmMCTJvDLL7/gyy++wHWKf/L5dVz65BY+uvMprt3+FDdvf4ybt2/h+s1buPLRNWG+6/EzZ1BaUYG8slIcKijE/kN52JN1SPDKpm7biXXpGViTshGrk5KxLDYBoaviERy5Gofy8590Vbn8BkqAxaweGobF7H2QtcTsxYvncPWjizhaViysM3vm1HHQXNnS4jxhvdmKY8U4WVGGtLQNLGbvw0gfWczWAKWOSzGRa4VhxDQ8lwJAKZwUUAlDcV2E4E80JJfml9Kc1+HOHnjf1QNj3UdijPtIjHUfhskj/5+98wCP4jr396qCwOCaxN1x73biRpO0EjZFWhV678U2HUSRUAFRbIzpYIrBYNyIux0njjs2HUzHNrjFLYmT3JLk3pvkfx0n9/d/3rP7idGyohghBJ55nu85s1POnDk7uzPv/L7vO100pHc/FQ4brPJhwzSvbJwWFI/Uw/dN0IBOXZSfTebjPA3p111LZ5aoeNjdat+mm3Kz8tUxr4ueXTRe7/xshl59qESvLSnWC/MKteuXC/TSkkKtmjlUq2YW6Jl5Jdr69P16+v7hWjZ1hJ5cPtVlUs4NkWE5X2uem6E3HpmoiaOHuFjcvJzu6tKxnR6ZPVabV03U+y/O16oFk9S7c0fh3ty3cxe99ti9GjN0qHLz8rVi5mR9+Mty7fvFRO19dZbefHK6Hp1drt6duisv1FXt2nRy8btke87JIoaYeN72kRjekLKzQ3IvArLy1KtH30P0+Im92ofZyt/fb7/6SgM7t1e7607X2CZ1NCkt4GC2NBinsmC8g1mAtjg9UUOa1lfo0iR1vjpR45o30Pj0ZJWlJ2hielwYetMCGtOsjrIvP1VX1ktUj1sTNCA1RY3Pq68Jo3uq8y1XqH/jFF11RrLuvXdq5Yb4n/we8HvguPfAP/7xD/32d7/TZ198rk+++FwffvllRJH9jT777Ct9+uWX+gi4/eRTvf/BPm3ftVubtm/XOxs36vV1a/XyG285VfaZ53+hJ55+XsufeFKLH3lM85Yt16xFD2rq7AWacP98LXho5XE/V78BtbcHfJitge/Gh9moTvbALDGz+/bu0durX3dxs9ve3ehAdsPat9zwPBvWvKF1a950MPvww8v9oXmiutKH2agOOYyP8+YsVn6I2NY8ZbtxZrNdDCousyRSys3Kda7CZBsmcVIOw/K47MRtFGqd52JUAeFct307FyObm50vhqxhSJ9Qa2CWuNtctc0lKzBD9hDbChD2UPnou1U2aqimFg/QA/eM0NxJI/VA+XA9OnOsHps5Ss8uGKcXFhbqV8tK9fzCEq2YWaBXnyxXdmvalaec/GwtnDBKj84dr7t7D3DtzQ91VIfcHD1QOkDPzB+r7S8s1Mr7CzWwG7GzbdStXWfNKB3v3KiJt72ncJyenF+qFbOKNG74APXp3lOd2jIED+fQ2fVLbnZXd7yQg/5wMir6iGGJ6DfawnyPnr0Po9dP3E18mN3/3ZFteFZ5qe645FQVBM9SWXqyg1ngtTQYr9JgglNlJ6UHVJ4WjqEd0ihZ3a+KU0GzOioLJqkc+E0Nq7iF6Ulqd02ybmwQp543n6FxmXHqe2uyrjg1SUWDOuqOC0/TiIyG7njEzv7ud7/b3xh/zu8BvweOaw+gyH79hz/o119+4UD2088/1xe//lKf//pLffbZF/r15yz/Qh99/pn2fvix9rz3gbZu36kN776r1evX65V33tZLr73uVNmnnv25Hn3yWS17bJUWrlip2UuW6v4HFmnKrPmaOH2edux+/7ieqx3cf563nqhdpQ+zNfB9+Bd/VCdHYJZsxh9/vE+ffrLPxczu2L5FW7dscMmfGJpn25b12r5lrRuix4+ZjerDyEcfZmP3y8GWLpi7RG1yw2PIuvFjI0Pk5GYDaGQNJitwtsgizNA5AC2AS2InVFyWM5QOqi6gm5/dRm1dRmFAkIzDAB/7h+ty9eQyHxLHC5fUZRYeq7ZtTq7a5eU5d+eO+e3VrXMn9ejSXoMG9tLAXm2V55I75bpkT/k5DN/TzimmbszbvG7q3C5fT88frufmDNfXq+fojeXlzjW4jQP3XLUhAVUIGEeJbqP83Dzl5uSpTS7LGGe3rTuXfIDWASxtzXYJssLnYueUrexQuB/oq56+Mnuwy+2kWvfR3r3qlXmjhjY5RUVpdVSeFl8lzKLYosCWpsdrTFqyCtOSNTEYF1ZygwkqzkjW3Y0a6oZTk9T6yiQVNk/WxNQkdb++vi48PUlDu4fU9MwEFQTrauBtZ+nasxI1bcrkk6o//ZPxe+BE7YF/fPMP8Qz3KS7EX3yuj774zEHtF5997pZ99OWv9fFXnwnA/fSTz/T+3g+1c/d72rx1m9Zu3qw316zVy6tX68VfvarnXnxZq556XiufeEoPPvK45j+0QjMXLta0+QtVPmOe5i1dqU8+qx2Jn/zn+dp5xfowWwPfi3/xV+7k//s/uQGv/+d//lu4GX/y8V598N5O7dq5VRvWva3Vb/wqrMqufUsb1rypt974lZ54/BHnZvzZZ5/5g2VX7s6T/lN1/37mzXnQJX+ycWZzAM/WobDa2Jr58Gegj3hazA1745TI/IgyGd4uF6it2Mf2zVZeFvtQ5/5l4fr2b89+sfb17nPIeQfE+a79bULtVDJyoO4bd7fG9O+uorv7qmM+Y+kC4oD0/rZYvXZ8W2efbf1BywjY9+jR86S+Bn1lNvz1Mm5smyY3qvt1yW4YnonBeKfChl2G49x8WXqcJgTD86i1zoIBlQSTnGqLYjspGHAgOyLjdGWek6A7LkjW4IwEjQ8GVN6kntpc2kCXXHCquuWkq8kPkzQuM0klGQ3U7aY6Ct50o774/LOT+nrzT+7AHmA8Y6/961//0nc1rmP29ZbR83w+lH377bcHbBNr2aHqibWeesysrZw/2/LZ2xcHmz+wJ49uCcfi+P/xH//hxn7meczZ55/r8y/CFv78WcVnxoj+6KOP3HA8W3e+pw3vbtc7GzbrtdVr3TA7z//iFT353It67KlntfzRJ/Tgike0YMkyzVywSFPnLNakGQu0ZuMW/YsHx1owVffzSC04pZOiCT7M1sDX6F/8lTs5/Kf8LzcG4d597+vDD/bog907tHXTem3ZsEZbN6/Tu5vWasfWjdqxdYOLmbUEUPwx8mfqT9+fHqju38+cOUuVl93BwR2Ka1ghzY2M5WqKLKop7sKR0qm1Nu4rCm62cokbrRgDNryfLXdjyjp1Nryc7QBKxovFlblNdo7au/FocyodN5ST7ZRX6jl8C7cnrJ7SJsaztfParyR76ws5pTh8Diw3JdpB7SGOzb7hPssTLsg9e/U5qS9GH2alD957T08uX6JuP22o8UGSPpHwKc65FofjZMMxsIAtyZ9wOWZ5GWDLdum4HwcEzJamxWtU+ilqfVld3XZWooY2OkVjcT/OwP04SdmX1NUN11ym9FuuUfCiBipsnqiJqfEquj1BWTedp5eef/akvt5indyIESPcWMeUJ9oUvt//U8RWfvPNN/r73/+uv/3tb/qf//mfCvvP//xP/fu///sB9m//9m/CvvzyS3311VdiiCdgCTj68MMPne3bt0979+6tZB988IEwhn7C9uzZo927d2vXrl1iSKnt27dr48aN2rZtm7Zs2aINGza4ZevXr9emTZvcsjVr1mjz5s1iGUMrMk+2a5az7I033tC6devcMj5jr7/+ulu2du1aYWxrxr7Y6tWr9dZbbzl78803XT3s99prrzl79dVXhb3yyivOaBvbcx60Y+vWrWK8a87Jzotzc7Zrl3btQhjYqd07duqzjz/VR3v36UuSMH3xG336JTGsX+jXX3zu3IO//PI3+v3v/yD6//e//73+/Oc/u++EcZ8JKcD4vvjMut/85jfuu+A5jO+B4Sa/+OILV9q8g9nIOpZ98skn2rtvn3bu2ast23dp3aZ3tXrtBr3yxmr94pXX9czPX9bjz76gh3/2jB585Ak98NBKzVm8VPfNXagpMx/QtHmLtXPPB7VGxKju55ET7fdcW9vrw2wNfDMn+sV/sDd/9paQN4bcrIihsD9B+yO0mxc3MOyvf+VG9lf98Y9/EDGz27ds1Lq339Tbb7yqtavf0JaNa5yLMVC7ZcPb2rJprVNmiZnlxvXXv/7V1WP1UT/mPS7t4MbJ203aaO2s6lxq4DLwD/Ede6C6fz/zZy8VrrS4DDvXYRc3S1bj/coliqtTY1vnuGzAbvibCsU2R6FQeNswpO7fDyWTfSspmhXuymGYzc0KuaRN7JufTRuyHdxW2gfVNgvFlfjUqPpifM7JaX/Q7UK4TdPmSLup052va1uUQpwd9dmOZ5DLvqFchbLzlJ2d57sZf8fr+kTaber4URpw+2UqCqbIKbKRzMXAKomfXPKn9DgXDzsxLaCydOJnE50aS8KnSakJmtAsoLLm8SpIb6DcH9dR8IcB3dU0WSXpiSpLraOJqQkqTItX8KJEZTZprGsu/KFaX9FQJRkJmpwWUElmgnreVl/3FY9w//UnUv8dbVtPlHAS7q88B+B+inoHoP7hD3/Q119/7WAUKAWEABxgNBpC+QyEvv/++xUgCqQBbQCcGTBqBtwBqGbAKeAJlGJAK0AIbAKfZgabACJmoHm4sGnA+atf/UrYL3/5S2e/+MUv9NJLL+nnP/95JXvhhRf0/PPP67nnnnP27LPP6plnnnH29NNP66mnntKTTz5ZUf7sZz/TqlWr9MQTT+jxxx+vsEcffVTYI4884mzlypXCHn74YS1fsVzLly/Vygcf0qOLV2jFkhV66MEVWrp0heYue0yLHlyh5Q/M14oFs7Vq5UotWbJSD698wh2X/WnHiy++KNr28ssvu/OiZBnnxTlyroA3IE5f0Xf0JX1M3/N97Nixw31nfI/2Xe7YtUeb392mtes36a23GY7nDf38l7/Sk8+/pJVPv6BlTzyjBx5+XHOXrdSMhct0z+wHdM+sBXrhl6/qv/77v4/2J1Rt+1f380i1Nex7XpEPszVwAZzoF78BIMAKMIaB9K8Vb/B4a+c13uD95S9/cWbzf/rTn4Tx+U9/+ouz3/zmK+3avd3B7DtvvqYNa1Zr8/p3IlmM1zqoXff269qwbrWeeOJRrVix3P0xUg9vEr11Uq/X7PjedvEm2EAY+AV07dxq4DLwD/Ede8DeaPOWtzqm+TOXuORP+cCYAzRiX8MqK4DpVSdRIEkUFR7+BvDEZTesmqKyMo+qaft4571KKNuxDWquqbOALCptuJ4w4Hr3ARZzcoFGi0+NqLy5h6na0i4UWEA2EgNcqf5QthzkRmDbzsu7TcW8pw6nHnM+KNOhfPXq2a86vhb3+7UHS37LtWXiurNrsDa1q6b6581fvqS7sm5UQUZDlWfEC1hlGJ6JAG0woLIgyZ/CQOvcillv7sYRl+PJzeJUno4im6Qu16ao+Q/iNaRRPQeouCZPbpakSWmJGpmapMbnx6vNHZm6qGGy2l5VX2UM/UPCqMwkjUyto9CNP9RTqx47JqfP92vX4DE5wHes9ESAWaD1j3/8Y4Vy9/HHH1coqLyENgNYmTfl1BRGPpvSaNBKCRgZuKKkAktAE/NAK2bAyjxQBWSJFS/rAAAgAElEQVQBigAi8GXgikpaFbjyG0dtjVZLvdCKWgrcmQF4GOAK6FECfoArBrgChpS0B1jEgFYzoPWxxx4TJdAKvAKrzFMarFoJdK5YsSIMr8uX66GHHnK2dOlSLV26RA89uFiPLFyq5YtWaN7ShzRr2YOat2Shlj6wQE8UFWtpbhvdG0zXPf16a8G8BZo1/wHNmzdPc+fO1Zw5czR79mxnM2fOlNmMGTMUbbaOctasWZXM6qA+jLYveXCZlj20Qo88+rieWPWkXn/jLT397PN67Mln9NATT2nxI09owfJHNHvxct03b5Emz5ir+Ysf1O++/n2tcTHm53uiP89/x7+gWr+bD7M18BVxI8L4E6qtE1BnCiYl4ArwGQwaKAKJtsyAkXXM8zbW6zpk8AhAVjbU2b+7zJT7cDPeu0d7dm3T+3t2aPvWTSKTMUPzMM7s2tWvuqF6SACFMsvb3Mp1heuOPi6faSftsrZbO22ZwbWdD5DOeVtfME9f+NPJ1QOzZz2onFC+y0wcVj2JbQ3Ht3rV2bB6GY6ZzXOZj0PKNZUyUgKogLADwYjameNZZ6oq61Fk2ZZl+ZGS4x2g5NoxgGYg0j5b6VFXD1h3qG0MatmO+m17U2o9n81t2W1j7fCWLl44Xz17VA/M8jBpDwrM+9Px74GdWzZqSJt0FbY8T4XN4lWemeAg1mJhAVqLjWWs2ZKMOJVm7Iddt56Y2bSAioMpuvuW03THD+PU/6Z4FafXUWlaUtj9ODVe5WmJGtasrppekKweeS11fkpAXW9kLNowzJakx6swo466/fQUPbZo5jHpHO81eEwO8B0rrY0wy32SezEQi/uvuf3iAowBrKa8mtpqKp2prZQAq8Eq80CqqayU0UqrKa4Gsaa4Aqrm9gtYmmroVRJx1zVYZb259uLma269bA/AAqlAK3V5oRVYRXkFUJlHbcWAVgNYg1ZKU1+BVQNYINvAFXhFZbXSFFeeF5k3eAVgveC6bNkyLVmyxBkgu2jRIi1eskhLFs7XivmL9cADSzT9wUWav3iOVk6bpBeGD9D8yy7XA6edremXXamVhaM0f850zZo7S7PnzHYwCpgatE6fPl1m9913n6ZNm+bs3nvv1T333ONs6tSpmjJlirPJkydr0qRJKi8vdzZhwgSZlZWVqaSkpJKNHz9excXFKi4r0/iJk1RcPlklk6aobPI9Kp00VaXlk11buIbM+8487b7jz6hadrN7FOEn/lR7esCH2drzXRzXlgBu3JhM9cRFCPgD9AwGqwLWqqG1sjuwuQX/7W+ou/9Pv//91/r1Zx/r448+0Afv79LuXdu0eeNaB7O4GpPRmKF5UGaJmQVmedu7v56w27IpxdGQ6wVcQNtrBroGtvaZ88boB/bnz9OfTq4emDNniXJzusgNM+PU1XBWYVMhnftxNpCKmhqOPSVrrxuSJqLKsi0gG1ZbLWY1tmLKNsTQosIyb8cJK7MowpWVV9a3CR1YJ67NoZyI0uqpx+qrVAK8gKfBK9tHfz5oHbSLcw9nNDY1tqK+SF052SH16l0948x6QcKH2eP/m/vs4w/VM/0qjUxDkU1y6mhZMMG5EBP/WpoeJ1RV4mTJXDyZsWU9MFseUW6B26Lb43TXzXXU7oIE3X1Lsoqax6mUIXrS6rr9Ga4HaB142ynKuPxH6t8pWxc3jFPvWyIwCwy7oX4SNSZYX3fdcY3+8z/+o9o7yXsNVnvlR1FhbYJZwne41+I6bAAbDa4Gr954VcCVmFWDV+YBRyDQ4NCUT0ARkAQEDR5RPVkOIDIP/LENAAkkUhffH2DKMmAVcGUb4BR1kGOxP0ooJbBoiihAaO671L18+XK3DQAJSLKPASZ1LVy40C0HKp3yuGSJ2//BBx/U4sWLHXgCm6zHUD8BToy6FyxYEAbQxYvd/AMPPOBKlEzW3X///Zo/f36FWsr+pniihLIdJQDKcoBzxuwZun/2/Vo09wHNn79Ic+fM1KqJpXo2r42eu+h8rWpwuhb+8CItaN9BD8y+R9Nn3KtZM+53x+J4wKsXWg1cgVYDV6A1GlwBOwx4LS0tdWbwCrACrmZFRUVuvrCwUGPHjtXYcWM1ZuxYjR4zRgVjRodt7GiNGTtGhVjhWBUVjhPbv/DCi+5lRzhe9wt9+dVXLmYX93WLq/7Nb36r3/72ty6mlxhfrlOuV16+VMfkw2x19GL11+HDbPX3aa2tkR8zBrhixLYAqrgGEfxPogXcdzEDWEqAD9gzGDRojAWV9gYtuvTGs/6///eNMI736a8/Dmczfn+X9n6wW3t2b3dD8xAvu3PbJhczyxA9Tz75RAXMeuuKPg6fY7UrGngNdO2cKDlHr3HelpSCeW7iplpX1x9jrb1YTuKGzZ6xIAyyqJHZYRdjU0xNmUVdDaumxNLauKqU+zMU57XOlqmwXoWzYh5YjCidZDemPo7jYmYjyqw7TiRu1baxfSitPd5lB8xHjhNrW45HO1GUK0A6F6COALRXia1yPnLOAKypwsyzfShbvXpWTwIoL0j4MHt8f4Dv73xXRV0ydHfj+ioN1gkPv5OKS3GCStOTVJKWoGE3xamgcaJK0xPd+ikAJzBrLsgAaka8xgUTNahJgtpfnKiBN6aoKD3ZqbeotuWpyZqYFu/clcdnJKn7DfXV8rofa3CPHF1zVpIG3BZ2M0b9DY9jG6cJGQkafFs9Fd/ZSV9X87iz3mvw+H4DlY9eW2CW+yjQAMQawEaDqxdgDV7NXdhchnEVRoEFXgFPlE+g1WCWZUCoqZ8Wg4oCCuDyGYClZFvAFAUV5RW1le0AWNyGAV/qQgk1V1/mV61a5QAVcMWAVoAVwGU94AroArIYyylZjgGsfAZUKYFYSpYDscCxF2aBVQAYYx3AasuYxwxeAVcUUkqgFVitBLOz52gWNmu2Zs4EaGdp+v0zNGPm/bp/1nTNnjdf82fP1lPFhXo9J6TVF12qtxucqlWnn6O5t2VqQVGxpsy8R9Om36v7p92n+6ZNE+DqhVdTXCkNXk159cIrqqtXeTV4BVrNAFGzcePGOYgdM2aMRo8eLcpxhYUqKSl1MDxp8mRNv3+6Zs+Zo7m4P8+br1mzZ+ve+6arfPJUjS0q1pjC8RoxaowKx5equGyiJkyaoomTpmrSlHs1aeq9mjhpisYVFmnq1HvcdYX7enV52fkwW/m/qbZ88mG2tnwTx6gdBrCU/JhRGgE24JW3V4AsZvEuNm9ZBIE5i081qDUllhsb8OiFS+ZJvhRtgOB+I6vhPxwofvjhB/row/e1b+8evbdnhzasf1tvvvZLp8puXLdaa956RavffEUrVy53Q/OQOMLqiT4Gn6PbYp+90Guwa1BupQEuZTTccu7WVwC+ubt4+/d4AC4PCcQAUfrT4fXAglkLlZvdLmacbDjmNRzXSgKmMACGVVKSQGEGgjnZ+Q5M9yuiAOKBKqutR521mFmyGdtyjtGOhEou/vbA2NmK7UyZPaiiul/5ZT9ifonJzXZtD7s6u+XZeeEETiivgGnMOk2d5ZzDWZ0rzo943GzGps1Tz2qKmfWChA+zh3ctH4ut9uzYppFdMjUura7Gpya67MMosGVpYRvfLEFF6SnqfU2S+t9YV0XBeg5Ip6aFY2cBT7IWE1s7PqOOBt5SV6EL4jTglmSNTUvUhCBxt2GAnZAenifutjAzSW2vrK/WP7lCI/rm6vqzknRno/oOlg1midFlaJ+itET1uO1U7duzq1q7wHsNVmvFR1nZ8YZZngFsiBVvUh8DV6A1GlzNddjiXKMTNcVKzmQuwxbjGiu+FbUVA1yBVczchQFYDMDFlRd4RY01N2FKANjgGIBmWwwABp7ZHmNfjHrMAGgA19RcgBjwxVB1TdkFfFFrvfDLPIqsuQoDv0AtJQb4AsJmKLiArym2lAAtBuDNmRu22XPmadbsuc5mErs6c4YeuG+GVg4ZqTdbtNTmiy/Rxh+cpTfPPFWPXnW9Huo/VDOn3qPyGVM0ZdoU3TP1Hk31uAobuJq7sCmuqK4Grqiv0cor4BoLWIHVgoICB63sh4syijLn6fpj+XI9sHCx7p02XeWTJmvsuCINHjJMvfv0U+fuvdSuU1e169RFbTp0Vk6b9srOa6vWuW3VMjtPrXLaOMvKDS9jeevcNiqbONldEyizPO/yzFddkw+z1dWT1VuPD7PV25+1rjYDWEAPIMPlAgNmKQHaaPvd735XsQ0AB9ia6y0gx5+DAa3BLPUbZMYqUYEr7Jtv9Y9v/ukg+aOP9+nDvbtd9mKUWIbkQYllnqF5dm/foi2b1uv55551Nwdic6ifumIdx5ZFg65BLaWBrUGtlVVBrVe9ZR4XZPqFkuNYbO3xgNnj/ZBT6y74w2jQ3NkPKC/UqUI1NaUzlrJp62KVKLY5kXFoY6134Beldjo4tmURN2XvvtYGy3Jsn902poqyv0f1rdgfKGVoH6v/KEvG181uDXSjKldWpVFkw+7ROerZ587D6PVDb+IFCR9mD91fx2KL93btUl6jq3Vn2lmakh6vKelxKkkjvjVRJWQnTovTiJ/GaVijuup+fYo6XllHYzMbakJ6glBmgU4yDzM/IZikYc1S1PaKZHW8oo7G3p6iCS1IHBWvial1NQGVN4OhfBJUlhFQYfNk3XFhXWXfcrVG9cvTdWfGa+CtKSpLS3SuyOFhfgIiNrcsI0EFd5yhkV1aVms3eK/Baq34KCs7Xv/zPD9wf+QlMm7CBq+WqMkA1hRXADYaXol5NbN4V5I0eect2zAQS9xr9HA2fC/Aq5kBLKUNa4OqC9Tibgy0AqjAKcosqi3mhVhA1mAWeGV7A1mUXkAWeGUemDWQBWAxU3QBWRRdzGAWkDUF10ovyKLmArKUsWDW3JEBWINZlFtTau+59z5NLJ+s0rKJKimdoOKSMmfjSktVOL5YiwYX6M1gSB9dfLU+PPcCrTnnHP38R6fpZ80ztahgrCbdM0XF0yer9N5JKp8ypVKsazS8mtswpYtxJc414jpsAGtqK27DpriiuhrEAsKoy5yrKdycD0pvQcFo9e03QO3ad1QoJ0+tWmerZass3dGilZq3zHKW2aK1bm+VrRZZOa7MbJmt5q1Cur11jjM+Yy2y8zRl2nTt3LW72pTYo/zp+rvXUA/4MFtDHV3ThzHF0CAWeDUDXhmzzTs+GBk7zVjOerYDeFFtqwJabnQAohdmK6DVA7AomRX2j3/q23/809W7d9972r3zXZfwiaRPGAmgNm94Ryiz6995U5vWr9GzzzztYJZYCasn1nFsmUGtlbHg1qDWymioBW5NrfUCrbkiA/ZAPi8J6ANu/DUNtMfrIaemr+fqPN7C2YvUJtTFqY3OvdijSjp1tNLncDxtWJGNrWA6QPXss1/lDCd8cq6+kYzE0dtGf96/7/4xYG1ZTl7Vqi/qakVcK22xTMYx2xX7POw4B5axFedQiPFs89WzZ/9q+Xq8IOHDbLV06WFXwn8dYHJHo5+q/XX1nfI6Oa2OG1KnPI1MxEAkQ+/Eq+CWeLW7LEHBy09R5iXEsKY4iCWOdnJq2HA9Hp7eUKFLE9Xt+iQVpidFxpwNZ0EmznZiMM6NRTspPVHTUgMan1FP152domDjGzSsZ54uSgmo50/raWJ6sian0oZwOwBmbELzBI3Ivkivv/S0e6F42Cd7kA291+BBNqvxVcfjf557Hu7EwCKGGgrQGrhaCcCSqMmyDFuGYUvQRKZhyzaM8mrqK6qrKbDRWYa90MqxDV5NeQVcgVYz3IgtUZMXWAFZg1pTXqPVV4PVaGCNhlWv+uqFVgNXlNdo9RVgNVu8ZKmwRYsfdEokaqTNz1+wUBgq6/0zZmnafferfNIUFYwbr7uGDFfPvgPUsWsP5bfvpJahPDVvnavM1nnOMlrlCmuela9gVq7SsnLUukW27mzeUgubpOrtKy7XnjMa6O3TTtdDV16mBQN7q2xyqcagzpZN1ZSSSZpQtj/W1VRXA1ZiXQ1aUV4PBq6jRo3SyJEjxXjIw4cP16BBg5z1699fHbp2V6hNewefXhAFSO/IihhwCqSaRWDVoPUOtm2doxatWqtVq1bOuNe1a9dOnTt3Vq9evTR48GB3Ldb4j9Q/4HHtAR9mj2v3H7uDoxYCZ8AWIIqSiOJKvAvQissQKidvXL3GMtaxDdtaAD0g7AVaAA7Qi4ZZYNJg00qL0bXP3377T3377b/0hz/8Xh9/vE/v794mYmTJXuxci1e/5uaB2nVvv6GN697Rqiced2/0AG2rz0qr10CWzzZvpUEtJWBrSq133qCW0sDWSlNtvVBr8yi09A2Qy/FqcjoeDzk1eX4ci4cejGuyOibib3Kz20YSPO2PgUXRrKSEOgW08vpwzGz0slhqaOXxYS1jsWU95ljEzjqYjSiouZGkU15l9YD2eNVWr1LrXe7aHatNR7mM4wHHkeOGWjNkUTv17HFyK7Ncd3YN8gLrZJr4H1/zzjt66qlwMpz0W36qJuckq9OVybqrcaJGBpNVmJnsxoydlJqsKU3rakJqffW5+VRdUjeg287C5biOU2OdK3J6ksanJevOm5OUe3miul5fV2OaJriMxcBrtE0Ixqk8GOeU3IKMU3XBKQlq3uwWDeyYrdMTAsq9poHGZ5AkKjLcTxpZj+Pc8YDnQcGGGtIzWy+99KJ7OcuL16OZfJiVu79yPwMOidvEtRRlDfdQQNTchVFbgVQDUYNWL7CishqwUtrviORMGNBqLsOUXqUVlRV4BVwBVFNSaZepr+Y+zHovxAKuZrHg1QA2Wm01xdWUVq/aaq7DprQauJriamqruQzjNmyGSy3wiuEefN/0GZp6zzRNmDhJReNLNHLUaA0bPlL9B9zp3Gu7de+p9h06KbdtB7XOya9QJFEnseatcxzQOqhtFZ7PaBnSHVm5atuhs3r26qvRd96l2f366PEOuXr8tuv03PkXa94lV2h2126aWlKswokTVVw6UaXFYZfhWPAKuKKwAqdAKoBKieKKGbx6AXbYsGEaOnSohgwZooEDB6pr165q266dcvLbKZTfzp0T54XLMMZ8XruOFcZnM+DdDDdjs7btOjiAbd++vXr37u0STqFm851wfSLE1LSwcDT/O/6+R98DPswefR/Wqhr4AaMQAl/EuQCzgCw/bkAQUCUjsDcLIYkcMJaRUh+4BWpRQb1Ay4OCxdDyUAfMcRzgDzgEFA0eAUqDzQNLhv75l/74R1L6f6R9H+zWewDtlg3auP5tB7JkMsbleOPa1dqw9m099mh4gHAU4wPrCye0Mqj1ltYeKw1qvUqtge3hwKzF0xrIUgKx9AsqNmBbkwrt9wFmqztGZc6sRcrJbufALJYyWnlZBDgjCicw6lVzK4bbiaGAhmNVw9BKTOyBiuf+pEy4FVc+bhgcOZYtz8lnXNcjVVUPY/tInQfUjbpr62LE1ZJZGWW2d+8B1fIf6AWJ2qTM4nZn12BtateRdDpAHutlEG5+KGjcG5hy0m5Vl5vPVPerEnVrwzi1OD9Rdzaur7EZ9VSckeiU1MLgKRqQdoHOTwro5tMSVZRWTxPSEsXyYcEz1enaFN16ZkBNLkjS3WmnaVIwIRxDGwNmJ0aSRRWnx+vujB/ptISAWqQ2VrfQ7UoJBJRxST2Ny6ijCZHhfhi+Z3JagqYQl5sRUNcbEjWwSzvt3rVLc+ctcN47RwO03mvwSPr3WG9LTgTadqxzI3DvAmRRWwEwb/Zc5oFPU1wpAU2LQwVEgVVA0xRUwBPVlO2AS0pTUFFNMfa3ebZBSQVccfk1d2GUUANMQJT1lGxjsa3RgEpcq6mrVlodXkilbsxiXA1OiW01QK0qttXcgYltDce3LnTAuuCBhTKbM3eeiwedOOUejS0q0aChI9Sr7wC179RVeW07KAtYbR3SHYBqyyxXMs8yB64s88w711uPiy0qJ+61WXnt1KffnRpdMFpFpRM0rqxMpSXjde+4Ubp3YE8tur2FpjdvqWk9+2pyAVmCx2lsYTibsKmtuAibm7DBqqmrAC2Qeuedd1Yor4CrF14BWJTRu+++u8IA2gEDBqhPvwHq1aefevfpr9599xvLevUOW8/efdW9Z+8K69ajl8y6du8pZ916qmvXbk4hpv95IcG1yLMYz3L+9P3sAR9ma+B7twchHoqO9cTNCCizGFcvyAKoNv4bGQhjGVDLNgCvKbTmcow6S33mWsufB3AXC2a9wEmbKtk//6V//fP/3E3z15+hDO/T++/t1I7tW7R+HfAadjPe/u4Gvbtxrda+/ZYef/wxd7NBKaZub33eY9m8F2iZN5ilNKC10sCWP0Iv0DIfrcwC79Gux8AsfQLMon7TL7SvJiYfZo+8l2fNWqCc7DbKseRH0apmxWcU2LDFUkiBTGeWKbhiv7AC6iA0sszGmXVAG1nGWLPUi2rLerIZW2nqbKzjunXRsbGmmJpqmpXv3KitHlcacFdqZwyVOVJHpX2BWTP2dwmgQnJD8/Q6uceZPRlgFrggcQ//7ShpJHcBZKOnni0aaUzmmSpPT9SIpmerw6Upuv0Hccq6IEk9f5KofrclqNUFAV1dN6AfJQbU4pL6GhM8XYNurqOcy0/Rtacm6LyEgC4/LVlnJwXU/roUlQWTqobZiOJakMmQPMkOYEPN09ShRbrqBgL6yemJGocymxFQeQbxuEkqT0sWii4xtHdlnqsZk8tdqAfngtJs6h+qYPQEWB1sqq0we7A2V+c6QBZXYlRXAAGzRE2xXIWBTSCWawoQBWSJ8bQ4UDLxEucJ6KHwspz1JABiGetQLy2ekmFhUIOJp6QEbIFUVFEAFkBFGWUZ621f6iQTsDcjMPVTL8vYjmPSHoagYX7u3LluWBvaAMjaGKsMcUNWX/YlGRLbYyyjfVbadixj2BqGtZk0abJzDyaOFaW1U+euyg7l6o6WrXU7QBrlNnuozxYjalBLCdhiQC0lyuXg4aNUNmmqxpeWqXRCmQrLynTniFG6e8RoDR1eoJHDRmj8kDtVPOxujRsyWKMHD9GooUM1fMggjRg2VIMHDXZKqimqBqWAbL9+/XTXXXc5aLXPrGdbwNVgF4BlOwzgBWINZPv3769+/Qe42Ng+ffvLjGHdevbq46wHEAu8Aq3derhllF26dlfnLt3UsVMXV949aIi75mrqGas6f19+XceuB3yYPXZ9W1FzTcIssAZYcVMywAJGUVkBVGAViPUmciCZA5952GGdAS0KLUDLW3tzNzaY9SaCioZZ4DEaOL3w+S9g9l//VzHO7K8//dCB7M4d7+rdzetdAigbmodkUOvXvK2f/WyVu6EB1FXVbQDLepu3MhpmDWABWps/FMwCsVXBLP0NyGLM19QfrQ+zFT+zw56ZNXORG5onPyvHwZhXMSX7L5/DZeUYVWCTdabMmmIa3j6sgBqYsgy11daxLePMkv3X9jPl1lsn89/FDhpPa3UCqRGl1bXLMx/+XPl8HbzSF9Hb5e4/r5xQvnpVUzZjVCeuZ+xYK1CHfbFIbvxE+w8/UZVZAI97AGDCg3tV6uXI3u3VL/V8Db61nkakJqogo47uapSkTlcmqt1lSWp/WYryLkxU1o+T1PySFHW5Pll33RCv7lfF6fZLknXt6YlKuyBFnW46y4EubsbF6UnOTTjaxZjPxOJOyEjUneln6oIGAdWNCyivRTPlZjZWQiCgH9ePV//bUlSQlqRRackqSE1RQeopKkirp4K0FHW55TSNHdS3Amb5Xjk34n85T86bee5hqIqc/8Em7zV4sO1OxnXcuzh/g1eSMlliJl4MeF2GgVd+C8Am7sC4DOPOC9h63YDN9ZfSlFaglG0pTYVFXTW1ldhVyyLMelx/cR9lfxRWFFPmUVP57C2BXkswxHL2A35NdWVfS7xk83xGjQW0UaNR+wBhABhINuOzuRhzDOrHqJt9AOSS0lINGT5KvfoNdDGuWblt9quqzjUYl+DDN4NXb9kqlKeOnbqqX/+BGjGyQOMKx2t8cWkkCVSpikqKVTS+WGPGFmnc2PEaN3q8xhUUaVhhgYaNG6URY0aqYNRIjR4xSmNGjFTBiFFOabU4V1yJTW0FVg1KgVansPbpUwlgAVeDV9ZjDl779XMg3LdvX/Xp08cZLsHEtZr17NlT3bt3d9atWzfnkmwlsIx7O98Pij7XHN4lPNf6k98D0T3gw2x0jxyDz/YgVBPKLKogNyVUQlxfmcdVGFUWN2IvyPIG1gygxQxo2fZQMGtxs0cMsyRK+tf/ubbt2/e+A9ltWzdp67sbtfrNV7Vm9Wt6+81X9M5br+rtN17RK7/4uR59NHzz4EGlEhh7VF8DV1Nnq4JaL8B65w1mKc1MnTWItdLrbkw/0C7rd0rqrYnJh9kj7+VZs8Iwm2eQh+JYSa2MKKsRxTXsWrx/G/c5sj3wauop9THPeuoDWs1cEqgsht/JiQznY9C8v95YbahYRp3edgKYEYXUwa+1H8UWIEdRdmW2QrmRbSPtcvt562Pe6rN6rLRjRpeRfTifPtXkZnzk32TN7HEyKLM8fAMJJNM52PTxhx9q2YK5KhvWTyXdM9XlhhT1v7WehqfV1+hgA41Lb6jxaSkqTK+vEcHTNZ4xaINxKgwmK//aegqem6ihTRqqKK2+7rouUcNuTlJZeoJTUhmSp8xZQni82iCxtGRKTlHudaeqXlxAdeID6pCdruzgLQokJqhhUkA//UGC7ri0rm6/PEW3X15HLS+vo9DlSWpzZbLuuLKBCocPqASz3vMDYgFazp+YTF7U+tOBPcB9zQuuxLdarKsp3ZTeWFdeDgCduAijyKKWWowr8ME8y1HDLUETUOt1K/YCrbkYUwKrZrgEA5qUQCdwg2sp1zOga3GuNkSOuRADmnzvwKZBaGwXYjIKL9USB7NLNH/+Ajdu6733TtPEieUiARJqLPUC17TPDCg3ox+efe4FPf38z/Xoqt6pT0YAACAASURBVKe08MHlmjhlmkaMLlSHLj2U6UnaZMmbDl7mOjdjXI5bh/LUpn0ndenRWwPuHqKxheMrMhgTc4sBtYXY2EIVjR2n8WPGqGj0GI0ZPVqjCkapsGCMxowsUMGoURo1qkDDRxRo5IjRGj48nLDJXIZNlTXVFVBFnQVIAVPmvfBq4Mo6A1eg1cAVYDUzcKU0aO3SpYurD3jFYwTFnRcICCw8w3Jt+pPfA4fqAR9mD9VD1bC+JmCWWFkAygAWoDLA4oZ+ODBr6uzevXvdTd9cjdkfddfq5BjEhhrM4ooL9KFw0oZoqDwAPiNuxl9//Tt98slH+vCD3dqyYa02rFmtjWvDsbK4GO/avlkb1ryld956w8EsNybOKVqZNXj1HtfmraxKmTVVltJglnMx87oZm3uxF2R5eUBssrkYUxKfjOtxTUw+zB55L8/DzTgLN9ywAmtKaXTGYotX9SqxFWALzHlglXmUVupie0vu5CC2Ih42nBmZbdtkh2No7dgsO6QBlBwzl1jVg28fPheAOTy0ziHrjnV8jnGI4+Rm5VabMnvk32TN7HEywCz/4ShuPJDjanywB0T+C/lv//1XX2jXprV666Wn9eDMCXrp0XnqmHG1U2TzrzhF3W5soH43p+iuRnUVuiRBOVfX16Amp6gwo54bX7b/VXEaclOiioLJGpVeT/1vTla36+upzZX1lXPVKbrjkiS1vDxFmZc20EWnJSshLqB6dZPVvV2WBvfupD59+yo9LVV39+ujScXjtGzhPGe/eO5Jbd/wjnZsfEdPPbpCn378obsnVHU1cD6oiriocl7+dGAPcM/3JmhCdTVwpeRFQKwETcCpqavAHBBr4GqxscAr2wGuBq8GhYAg0Eppsa+UFv9qwIrCipIKjPIcYIqsqaMsA1gpTY1lW5YZwJoiSxwsKisqLNA0Y+ZslU2aoiEjRrlYVrIGt+3YRXntOiiU31bZOXlu3NPFS8LDygDHmB2T+m3Zw4wtu/IRPbzyEa14OGwLFy3RkKHDldkqpOatcnR7Vu4B6izrzFgfns9WVihH3Xv20rDhIzRq9GiNHTsuAq2M6VqkceMK3TKWjxkTHhZnTMFojSko0OhRo1QwcqRGjhyh4SOGazR1DB2uERVxrsM0ZMgwDR48xLkYo7xarKu5CpvqitoKxHrtYODao0cPp7ZSkgAKeKXEyDpM2alTJzdWLdcGz6f8R+HVxm/0YP9PB169NbvEXu7EykFQsy3xj+btAR9mvb1xjOZrCmb5A8ANF6AyA0CrgllTY60EZlFujxZmAUeDSAPNyiUJoP7PtfGDve9p9/Z3tWfHVm3bvEFr3nrdKbNuWJ41b7psxmtWv6kVK5Y7lx5cTCrXdaBLsR3bC7DMA9pmBrGmwFppSqxBLCX9ikVDLMCKuzV9Tj9bn1MC+zUx+TB75L08bzYJoNpG1FhUzKgxVCOqpCmuACdwiqLp4NNUy8MoD7p9BIYr1NfDqM/rJlxJqbV9nTIbQ+31QqltixrLcj57YfZgn21fU56zQ+pVTePMHvk3WTN7nAwwaz2Fl87RTGvWvKNVjz6ivu3bqkdWhjpm3qLrf1RH56XE66Yfn66sK09RKGJNfpSsttefrnY3/kCpP26oa85M0oUpAf0gMaBT4wNqmZGhrMwMtcrI0OiRI52Cinvne7t36W9/qz41hv9nXI39KXYP4H4O7AOwBrGWZTgaYL3Kq4ErsIpFw6sldTKARc00eDXVFWg1A1xRXKMzDKO4euHVgJXSINJKgNWgFcgEXM1wBSZOlvhWkhwBaAzpAjASm0oMKu68GPMsY+xSPvftP9BBL/G3FpdLSbwtddry6JI4XraZdt99Gl86UT369A+rrZG4V0vsZG7EHBMju2/fgXerYPQYpwzb0DiWqInxXDEyDZtZwibLMGxuw+YybPGwKK5mBq8W72rwarGuXpfhaHhFeTXFlRJwRW0169ixYwXA0jbgFRWd75sXazx3nohTTTzPn4j9crzb7MNsDXwDNXHxo37yRssLVMyjElrMLG7DuFnhSmwAayUg64VZ3t7HcjNGGT2UMgswGkgaWFICoZT/+Me3+uabf+irr77Uhx/u1a8/2quP976njz7Y4xRaxpglCRTZjHe8u1FbNqzT8oeWOZjl+ICoHSNc3z/c8bzzVcGrQSylV4m1eS+8eiHWQBaANYhFkaU90X0O2NYUzHLDAmgpT9apun8/c50ym+cy8aLQhlzGYGJZUVb3W1iZ3f/Zu+5w5nOdIhveP6zaHn5duW1zwgqspz2Vjkndoaj6WOY5pm1PPK3NV5Sxto0si7m9tx1kMbbP2bnq3XvgyXrpufOqLTALlE2/f3rMrMRH8wXg5ldefmAyqOg6edG5c+cO4VFj07Zt2/TzF1904SoA44b16/X6q6/qhWef1diRI1U0apRm3XefHl250gEl22D8t9bk5KsoVfc2zweME0u8K/GvuKLbsDgGr+YubMBq7sLRLsPR4Grw6lVbvcCKWm5uwgBrtKswwGrQ6t2OeRv3FcXWwJIkTiRr4qUIx/Sqxl64Zp511DF3/gIHmgPuGqwu3Xspv33HSCbhLDVvGU641KVbD5VNKHfDEzFEkRkJokikZp+rKkkOtWDREo0YPVbNW7SuyFhsWYtxI2bomq49ertsx6PHjVfB2PCYroC3gWs0sHqHxLFYV4NXcxeuSnG1WFgDVnMXRn01cMW12OsubIqruQl7XYX5H2E/6gOcaXNJSYlT9Pn91VQekaqv9OpZU93PI9XTKr8WH2Zr4BqoiYsfUEQlBKS8RuImblbeuFmDWYuXpfS6GBMvi4sxrh/8CcUanqcqN2MDTVNADSpZDijilvunP/1Zf/zjv+mDD97Xe+/v0nu7t2vr5vXauW2z1q95y4EsyqxLArV1kzauW6OHV4RdeYBsklABktTldW82gLZjU3rh1QDWq8KaO7FXkTUV1tyKOQ7mhVjcYYDYaEXWlvlJCqrvh1Xdv5/ZM+YrhJuxy1QcpWKaa62LfQ1nG/bGwcZUUVE1Tc30KJdeGLZxZmPtbzG2bp0lW/LUk31A5uL9GYhDXiUWpTeSdCrWcQ5nmdvfjk1bqoqljZxvKDtHA6spAVT1XTHVW1NtgNl//vNbjR41XKefmqwXXni+Wk6Q//YlixfrrDPO0KTy8kPWiYJHgiCSAvJfiscP8OK77h6y6456A/od90bK6p74LrmnksEYtRVw9cKrF2CBQL5zr5niGg2uXldhr9oKtJrh9m4WK8YVl2FgFmi28WspgWmgFcUSlRGIwnW1Q4cOAqr4zRooA77M0wabt3Wu/NmTemLVk3rk0cf10PKHdc+994lxTFu0bK3MlgBtltp16OSSLRUWFrpjWmnD2PA5lqGk0kYyOd87bbpL2tS4STMFM5qrdVbIjSV7192DNYqhcoqK3bizQDPZkEvLJlYcCzDkWMCsAa0XZL2qa3R2YYtvNbUVaDWj38y84EqCJlNbDWC94GruwqitHI8s0bxA4BrlOuIZk2ekk/E5qLqfR6r79/x9rc+H2Rr45mvi4gdmAUzgCoDFgFAeOHgIAUxRWoFB3IiBV96Qc3PEDGi92YwtjoG6UHhRBqKzGQN5QCowCCRGwyPL2Qb4ZH/Amnr37durzZs3avuOLdq+bbN27dyqd7ds0No1bzqYXb/mTQG0m9a9rc0b1zmY5caGEoC6zLlQF8ooEA94cqzo4xu4Wsk2GG02i1ZgvRAbDbCxlNhYyizn6k/V0wPV/fuZPWN22F3Y61obma+AQ+cCHB4q51BxrcSwVnLTjbglV6iXkSzI0dsc7DNjynrXO/imTaFcZRmwxmp/jGNZ+6KzEnvrd/NuXFnPcb2uyRwr8tnq43MolKO+fe6qni+6ltZSG2D2jVd+pavOqqPbr22gPu2z9enHH3/n3uIBk//PguHDNaBvb1107jka0K/vYdXHQyr/w3jK1PbYtsM6oRNko5oIJ+G+yLMAWWMBWFMyTcVEyYyOdTXF1cDVq7oCjmamuFICr95YV3MRJr7VXVvLl7v4WNyDUV0BTuJ2vQmpaF9paamaN2+uyy+/XJdddpmuvPJKXXXVVWrUqJEDXOJivWbZilnG/P51zO+3OXPmuhjSLl27qXVOG+cWnJffTr379HMxpaZ0AtGAIkqk1103ep7t8ZwCalE0MzIz1bVbN+EOjEfEzJmzNGNGWFEG0KdPv1/Tpt2nqffc41yip0yZ4tRf/ofI7gsYY5w/yicJqsz9mDo5voErbcNixbpWBa/e+FaLbaXkJQEuzbSHWGNeMKDg83zJcxLPU9+HqbqfR74PfVYT5+jDbA30ck1c/LjYArPmVgzI8idjAAsAArFmPJQAtF511gu0ls3YlFkgGUDjbRtgakPzAKrAIH9kBoyU3BhZbjGl1ANIc0wGZN+8eZNWr35Te/Zs165dW7V71zaXzfjdLeudezEuxiizWzet07ub1ruHJ2JgiOkh3oI6qAsFGagFsjkWx+TY1hbmvRYNsGxv8EppCiwPapwnD36cs0EsfWAWC2JNFWedP1VPD/Agh/GwUx3TzBkzFWodVmZDps5Gq5+mTkaVgG2lOFhv3GnUtoejhHq3ccProAjn7Vde968PKTu7jVq3bu2sYnksJdfaYbDr/eyZD+VQZ1hVdgmlolRYd55Ry/YrtZEY4uwc9aymcWar47s9FnVw3dk1eCyUsUO1mf/OZfPnqdetZBBuqMwf11H37Nu1Y/t25x1yqP2963/39dd68cWXdHvz25USH9ANl1+kW6+/SldccpH7z/RuG2uel6PLly3T8889E2u1v+wY9UBNwKw1ne8Y9TNacSXO1QuvXoA1aI3lKmyKq7kL83vygqslaLKhcgBNg01K6kT19Sq/Bs2AFX1z3nnn6cILL9TZZ5+tK664wg39QiwriqEZ48YyfA5my2KVxLgS6wpgDhs1VncOHqau3Xu6MWNRLA0CKS1O1LL3RpdszzLgEvhlH5IrAaVk7qUESg1Mi4uLHaBSAqkAMIbqa8BqanC0Qgsw42IMYKO2ciwza5cprqa6Aq6YxbkatAKuJGoi7pV2006+Y15sIHhgJ4vbsF33h1vWxPP84bbF325/D/gwu78vjtlcTVz8KLOAl7kUG8gCpQCsuRZbjCylgSzzgKGVbAv8el2NvcpsVTBr0Agg8qaO2FpUXYCa+lFVAVHe/BKf8/LLv3DK7Acf7NbeD3Y7oF3zzhta+/br2rT+7bC78drV2rDuHT344BL3lpa3geyLOwt17dixw/2xovYCkvSBvSU0cKWkTV6LBlggFoDlhQDtNoAFYg9mXrA1kKUErv2pdvbArIgyi9pp48pWUimjFUmDwlilbWtlBHYPpeZWOl6seqOW5ea1U05uW2VlZTmLtb9XVXZAHFUH+9g2DNeDcmz1xGpvpWWcn4Gz1RsKuzXzQFcdE6CYkZHh7HhAY3WcQ3XXwX9Wr06dFLrhDBVm1nVD2xSk1deA1LPU6sbzVFowWG8cYrgd2sT94c3XX1ePzp102Y8vUb34gC44LVFdQnfoJ1dcogt/dOZh1UNdn376iWbOnlXdp1or6vNeg7WiQZFG1CTM2nnbC2iG7EEJRZVFJTUDMgGcg6mtqK4Grl7VFXBFebWETQavqKXesV5xXQUsAVCGbMGIP6UkPpYY1fvuu0/Ei7Zp00aXXnqpg1kSOwGIQJgZaiZKZvRyW28lkDlt2jTNmDlLPXr3092Dh6ljx85q2aq18vLylJ+fr9zcXDdP3gL+k1nuNVtvy3B/BhqBSgATqDQzsOR/1ODY4BKYxJUXo4727dtXGOdo1rZtW7ecbdiWY1GvwWusug1c2Q74tThXvk/ipnmm4hrgecif9vdATTzP7z+aP3e4PeDD7OH2VC3fjrdkgJy5FvNHZC7FwCngam7FAKDXWM56L8wCwBY7CxgDyUAaYMdxLGYWCDQwNFg0kKUt1EG9xFHgJkR2ROJxwi5Mz2vb9s36YM9ObduyUTu3bdHmDWscyOJiTCKoHVs2unUPLQtnKeTNMPtSBxkXeYO8detWdwygGegGRAFT2kWbTHG1dtJmL7wC5/xhG8QColUZdWPe9Qa7gK3FzPo3gNr7g5k1Y76ys/KU3TpHIczgDNUSaMNMwTxYaXB4sG0i63joceBo23JMmyczMCoppSVw4rNHLQ4PtZNfoczm5KAsWx2h/WPJ2jIH1eFETW47O8eo4+6vw+ryxMlGAN2NU2t9AtACsS7mODyuLg9O1THhdWEPCsx/3yf+0zetX6/c265Xr1sYjzWgKRkBTQwGVJqWqOHN6mvK4PZa+dBSLV32kAODzZs2uf88e5G3YcN6PbPqMT3+4AO69fxTdfM5Kbr+rIa6tkGiQtefpmE92ummK87TZeedqV/8/MXvrdpi15r3GrRltaE8HjDLeZOHgvsd93LABvdSlEGgEDjELRbFE4XUkkZFx916x5nlZbTXiH1F4UV1xf2Y0hRcA2GUWzIRA7SM98pxiSFFibSkRyQ7Qv3kvzstLc0BJzGlFmNKaTGm7Odd7p3HTRdXWoCX47Ro0VItWrZUixYtnALMyzZcmykzMzPdsVJTU908n1lnxmdbBvAC20AnAMq8fWaZwait90KqrbdlBrSAq8EuKipqKioqbsWcI+dLP6HyAuokqiJhFS8B7IUBLxN4luK655mPZ0a+b753f4rdA3aPwu3bn2pPD/gwW3u+i6NqCePM4mYLdOIm5IVZVFHeOAOwuOfGMtaxDWALfALABrT8wdlbOpRWoC0aaA1qAVngEPAFLqmLTImALIoqf5wkj3jmmaf1zDNPacfOd/XJvvfd8DxbN63X2tVviHjZde+8Eba339C6Nau1LAKzvDXk5sdbYi/QovpynrQToKV9tMWglb6hXQauXhg1QD2cMhp42cfqMpilBPb9qXb2gFNmXSZgQBbg2z80TQV0sixaifRuFyNO1imf1BuBQFM9bbn3c/S8HbcCZg1+K44ZVgBMmc0KZSm7Qlndr7C6eg1CIxmH3fE97XVwWlFvBKSBX2JgY7Q9uq18zgt1lY3LW13KrBckfJiVdu/cqVCzxupwXQMVNk9WaUZAE9IDKk8NaEpaQGXBRN3ZuIGuOStJdeLidU79BHVp2Uiziwdp4aThWjx5hPrnNlKLy+qo/20NNCR4hkKXp+jqlIAGpp2rrjc11PiBHZRx7Q+Ued25Kh03zkFL7fzV1kyrvNdgzRzx8I5yvGA2unXAEsDYtGlTB3JAHaEPlLw45mUu90TufzyHUHJ/5LmBl8ncm3n5ywtyM/MAwxuM+zfPHZglvOI7IWYWWObZAUUYwDX3W0u8BGSjNvbq1cvBbHTcqGXrRYW0WNKqStx1AWVUS6ARhZX9gFPO/7bbbnN2yy236Oabb3ZxurfeeqvMiNtt3Lix6xcbogbYpA76EICmnSwz12DOBxdhjguEouIC1ZgpypT2IgHYRrXmhYIp26jgqN4Wl8yQSyjrmzdvds9hPCPxLGQvuwjH8qcj6wEfZo+sv2pqax9ma6qnj/FxgFnADYi0eFkglNgGgNJUWUAW8POaF24BWq9KawmhTKXlZsNNiBsVx7GbEzcwABLjZsU6bk5A8saNG93NiDe2vIkl9mbVqif0s589rj3v7dDePTv13s5t2r5lo97duE47t21yhjK77u03XMzs4sWLXMIG3tbi5kQd1MUNDnWWdnO+vD2mTdxUgUqv0a5oYDVF1truLQ1+Kb3LbR+ry2CW+jkeN+6auklw3nbTP8aX2ElT/ewZs5x7cUWCJtRQ73AzNuyMlaaWZhn8eoamsW0OUubkRg+Zk7t/aJsq9stp4zlWfhTIOlfjbDdWbthVOtIeaydldkg5dk7e5d7hfCLb0Q8V21p72Jf1tJ1l9tnqimwH2PrK7LH5aSycM1PNL6mnUc1SVBYEXgMqCQY0IRhQuSvjNC6jgXrderbODgTU8Zq6GtQoRSOaJGlcWpKK0pI0Pj1ZpelxGpeepC43nKnbzkxQ22uTNTDjDLVvcoFKBnVSm+saqPvNp+iqc8/Ryy//6ticzAlSqw+zh/6ieMbg+YF7OyUgBSjWlol7P2oxiiYgaoaiaSqnLYsu2YZlACTgjDgQPXH+eINhKMao1byox02XfXHJ5r7MxHOSTUC7TTwjAJ24NPPc4E8nTg/4MFs7vysfZmvn93LErQJmASj+GPkDBupQRnnDicoKzBrIopR6LRps+SM212P29QItdTI0gxdoOR5/zkAkf/TcTDA+R7cFUOZ4JIBat36N3v9gt/a9v1u7tr2rHe9udq7GDNWzZ+dWbXt3g3Zs3aw9u7brpZd+7m4YgCv70ybawXE5ptfs+Aay9IkBp4GolQapXnA92Dzb277ArNXLMTA775pKjlBb3tgf8QV7HHfAzTgnu41z+zVFNJb6SOZgYmrDyi1Ql18RYxpze1yDTfE8iMIJHLIdGYvt+DltPPtaHZGSbVBBK1TZSNxsTlabiDoaSeQUtV9FW6yeg2RBdtvSZgerueG+qVB+9yvX0XXSJl+Zrf6Led/evXpy6RyNanGeSjKSHcCGYTbexc3ialyeDtwmaXTGWcq6ME4dL0tQYWY9ld9eVxNSA2FLD2hy84AGp5+hq8+oo9sviNf4JnEakXmaMm+5XKN6tVGX607T4LQE9c9rrPf37BL3ku/r5MPskX/z9FmTJk1qzRBNPGPgVtuqVatwyIj7X8uuCNFgefR/Keoyy1BdiTklr0cskI3uHWLRAVYEA1RS/gvxQkMNJdTJO/FMxfOULcc1G5WW5xjqsWc0LwB79/fna0cP8MyFoYL7U+3pAR9ma893cVQt4QEEgAK0gEiUUf4kUVRxLeGPEggkdpXESaillGYsB3DZBugFaLkpRMOsuQRRN8DMH29VMGtQWXUJ+P5OXwPAXmOZ1zyAXHVdYYC29V6ABToNQA8Gr7hExTIv3MaCWY5l4AxUsz03p5qYfJg98l6eNWuecrPbuZjZrNY8wKB8hpMjhR9oshQKtVGWiz/NEdtktc5RTnY7hVrnuQce9zDEcgeKocg2keRM2dmVPlds6+qhLjPiVNk3ory6edpj68MlbsGWxdhK2hY2z7YRyK2o3z2cRdoUCreJ4XlsPW7KHDu7dRtlt86rWG7rK8pIe3jQs3OhjdYWX5k98muwqj34D//i88918zkN1bdRQ40LnqKytDhNTDdlNkGl6UmamB6nSWkBlTYJqKhZvEY3S9KwJskqaJygCWlxmpQaUDnr0+I0LLWBml6QpNvOrqNRqafqnmCCBjU7U81+epUGd2ih7jf8UKNvj1O3pvU1fvid+u1vflNV80765T7MHtlXzL0PdRE3XGIxec443hP3YEARwCae1axZs2bCcJG2ZZQso2Q58a4kf+I54HAmoNeGvsEF2dyuuS/jKmzTq6++6l5comATa0m4FC8pcUHmM27TuCsDw7g28/zmT34P+D1w+D3gw+zh91Wt3hKYxYiFAOgAWkAT+ETFNJgldoK3hjZmG3/GGJ9RPYFctsGFBjei6PjZWDDLHy9Aa8qsqaQGljVVGlAayJobMCAbDbGxoDXWMgNZ29+g2OpGmTWY5TxRikmeUFPqhg+zR/6znD1nrnOhNZUxlI0Cm6dQFmU4yy8utrb+YGXYVTmnYlvvfi4G1bn6VqFsEqOaw/HyIkpoTtid16vwRlRVB5EGq1lZysnuoOwsjhtWUWljuC372+0UXYu9jagTbjsyGbt25cvU3VBORI2NKMou23FkX+85WV+Yoky7fGX2yK/BqvYgVGTp3Nm6q+npGtMsWaXBRAeywOyEYJxKg/EqDSZoQnqcU2YnpQfcelyPx2ckqySY6JYTV1ucnqBhTZLU/OIUXZIc0N23Jqm0WZzGp9ZX/vWnq8l1l6pX66bqeeNZKmwe0IiMFN3dJkMrlj5YVfNO+uU+zB7ZV8xzBcmGCP258cYb3TPEkdVQ/Vt/88037tmHl/KANjGpxNICizfddJMzYl3JGIxKyzZkWma4H86H+/jhvoxesGCBi3tl+KELLrigIuswcayAMWFZTCRjIgsz7s/E0zKUEImmGD6ItrAtJfUAs0899VT1d4xfo98DJ3EP+DB7kn25vNkHwABLwAr1lFhS1FngFAXWYJYbNxmBzUiyQPyluckY1KLSotDiskxduBpb7Cz1G8x6XY0B2pqCWI4DyB4KYr2wShKEWObdhnmD2UNBrIEs+9Tk9H2AWR42MK7X6phmz14QUUT3q5pOIa2ARY/SWqGi7t+2QrE8zHWmtGZ7VNGq64hSXCOqqKmgVobVVFTV3LBCm4WaHFFdOQ/aFikB0wOPB2ADsFhOxbYHbpflgNvqc+qsO+/9avHJrsxy3dk1yP/dsZp4CH/20WXqmXqpxqXVcYpsGYme0uMcyDqgdVAbVmnL0uM1IT3eZTfG7bgkArmTcT9uGtCYYH1lX15Xjc6MU5dr66ukeYKmZAZUkt5QqefX1fWXn6+cptepx80NVJyBipusDtfW0ePLFhyrU6z19dZWmAUY+a+nrE0TL8xJwHTHHXe4Z4faoMzG6h+eXZjwPMNIRgXsHu3E+QLFqLIkW+LlP2orai8v/GwiQzNADbSiGvOcRYInsiSjBBN3zP816jD7+67G1nN+6ffA4fWAD7OH109HtRV/XNixfBCyBqIIWjp94NKAFkUVIPUCLW0CZBkux2tALTd1oBalFgA2lRaVF6A9njDrVX69aqzXndjUWINRg9RYAGvLbBvbh9IUWVNiKYFmrxpLe1CmWfftt9/aV1Ej5fcBZqs74cLM+2d7MgGbaooqSjbfXOWEwkqpqZBHW8ZSNquqs5K6yhA4LgFTxL23ArYjrsMuphUldr8a663XjSnrlNZwIie2c0MAofZGlh+wb0SZpR7LbEwbAF6L9XXrnJocjuM92ZVZ3ADtzQLGmgAAIABJREFUGqyuFyqx/hxe/dWv9PDMCRqZcbomBuNUTvbiiBJbFox3CixxshMzwjCLalsaRL1NUBnLPGot2w9sfIpuOzdOA29M0YTMFI3ITFBpMKB7U+P1k5Q4/fiSs5V248Xqk3aKipslaGrTehrUKE43nht/2GPOxjqPE3lZbYXZE7lPv49tN0X2UOcevR0ZoXm28Ce/B/weOLIe8GH2yPrrO21tD0I1OS4Vb/mBK1RTgJY3ffxx8oaSt4m4EUcrtAa0BrhALS7IuB+j0vJGk32BYlNoj4cya6qvqbH8+XOupp4agBqUGqQatFZV2va2P6XV6U30ZACNGktb6F+2+9///d/Ddk/6ThdSjJ18mI3RKYdYxPdXUlyizp06O+vYoaNyQ22Uk52nnOyOFS7DXjA8+vlcZWdHXIKB5pz9rsmx6rbswayLdjHms3ONtvoirsgV9VQAaUi5OW0VymqnnCxcituGz431Xjdq99mgPlwayIZhN6zgWjsA4bzcfHXq1NklMCHDeHVMXpA4ltB4pG2tCZglZ0Cji5I1NK2+SlPNdTjOJXsCVp2lJzhgRYUlGRQux6ixWGkwThPSEzSZxE/BJA1IO0PX1Y9Tz+uSVObWBTQxNcnF0xakJ+jiugGdc9aZuuq8czTotiSVZySpJFjX1TOscZxefuYJbdq0+Ui76oTf3nsNnvAn45+A3wN+D/g98D3pAR9ma+CLPh4wi0KLSgjIWYImwJYsxICoqbQkfTKoRanlZg7EmusxywBaXGhIFgUEm9sxyaUsEZQdwxs3e6zcjL0QC2QCsgazBqIGppQGs1WVtq3taxBLnQaxlF6I5dzMlRs4tjjZmoqVtcvWh1nrie9e/u2vf9Oad9Zq9Vtva/Vbayt5KUydMlWjRo1S4eix6tym03cG3XBWZAA2PORNBXhGQLSSIuviX7OVE8pRTm4YgA0krcwNdXOZlqPr4bMpwdQJxIbjgcND7Nj2oWyU6JzwWLqW2ClK+bVj5ee30ahRBVq6dFlF3xC2UN0TvyP+fzDma8t0rGH2z//575oxfpjuSj9V4zPralIwnPCJJE8Y8bFhw604zrkVEyMbbZOA3IwkDW1SR3eck6Su19dVcWZ9Tchg/4AmN0tUWWqCRmTU04VJAV1y7g91xdlnaGSjRE0MJqg4s66D3ZKMRM0vvctlka8t30FNtcN7DdbUMf3j+D3g94DfA34PHF0P+DB7dP13WHsfD5i1hgG0f//73x2IWZImg1pgFKgFToFUYBWwBVwBWEAWw92YZeZyHK3QGtCiUBrMHiuQpV6DWQPNqkDWC68GrLFKg1hTYSkNZFF9MY5p54QaSx+ynOGQSBaB1TTI8h37MGtX+rEv/+sv/1URZ03Ck7lz5jobOWJkhcrbrm27QwKvJU8ysDzc0uAy16mqHtdip8SGlJsXGTooosw6N+No1RZ34dxwRuZwFudIbG0EZHNzc10SE2JE58yZ4zw5SEr0fZ6OJcz+5U9/0tyy4bqz6WkqzkhUaVpAJS57cRhknVtxekAkesKAUqe0Bvcvs3VTMuI1MthQ2ZckKe984mbjVZyerOJggnNRnpQW79yJRzY/U+cnJajZTdfoqnPqaXSTcHbk4kzidAHiRI1ofrZmFw3Sv/3xj9/nr94/d78H/B7we8DvgROgB3yYrYEv6XjCLKcHZJEYyjIdm4pKiVJLQifLeExSBNRa3Ipt2B7vMD7EzwKzADDqDG7LxONSj7k0mxuwwV91lFZnLJCtCmZjgSvLDF6tNIg1gAWSY0GsuWuzjhcE9OnxnnyYPd7fQOXjc32au763JAEICi/G2IKHC7De7QxmvctsPgelNRI7a6WtoyQ5VG5eG4VCJHsKuy6TgIT2LF26tKLNx0JxrdxDJ96nYwWz3/zv/2r5zInq1/hUFaXFu6F2GB+2JJ1Y2ASVpCZq7K1hl2OAlcROJIHCpRhXY4bmYdlkVNr0gMY1DqjV+QG1v+FUFQcTdW8qcbSJDpLZDytMS1a/207VeclJ6px/h645N0Vjmia6MWlLMpJcJuQytm2eoj4/raOZZQU1ngfgxLtC/Bb7PeD3wPelBxh+CfPHma1d37gPszXwfdQGmDWgBcCIp8WdigdvA1tiX4Haffv2ObWWrHwAK4mfgFcM0MVYRuysway5GxOXS32Ap8FndYAsdVh9VcGsAa2BqYEqpS3zlmzvtWiA5TgYx0ZtZp7BzlG66UPseCix0Zdrbc1yGd3Oo/l8vH8/R9P2WPui4vP7M1v4wMIKlXdg/4EVKm80lB4SZrMPjMO12Nd27dpVKK6MacixifH2p0P3wLGA2b/86T80vWi4ev00SWPTk5zLMFDqYDU9UUXpdTQ+WEeDbozT6FvDbseotECrg9kI3JYH4zQ+mKCCYF31uq6uOlyWqGFNU1ysLbA7IS1eE9KSNBHFNRjQuIx66nhdA12QUlcFg7rrqh8laWyTBDGUD7G3HAOYHd8ooOLMU7Ty/iIfZg99ifhb+D3g98D3pAdOtueRk+Vr82G2Br7J2nrxA2TEev7Xf/2XUysBNtRHFFZch4mtBW5RX1FucUnGmGcZ6wBZlFm2N5g9Fq7GBrOmmJqLsbf0wmlV897tqcuAFWhl3paxHSouKfwB2NoArjVwqdbKQ9TW38+x7ixc/L3qrs0vmL+gQuXt37//ASpvn7593PrS0tKK/XG596fv1gPVDbN//P3Xml50l/KvTtaEjDDIko24xCV1Cqi4aUB33hivEU1TNPDGOhp6U6JK0xlbNpyx2GAW8CzNSFBBRn21vSpZrS9OUlFmfU12CaHiVRSs42C2PDXRwWxpRkAFwXrKODtRV56Woqklg3XlWfEa1yTewSxqsLkylzNubXqyJvdO00fv7/puHefv5feA3wN+D5xkPfB9fR6p7V+jD7M18A3V1ovfFEZviWoLwPHwC9ABeeZeC7Ci3gKvZEbGWIaLsWU1PlZxswazAKdBp4GtlV5QjZ63bdjXwNW2AXxRcIF6XLHpA2+fALI+zNbAD6WKQ9TW308Vza3RxbyM4vfqNZb5U/X1QHXC7O+//lpFg3qof9oPNS5YX2XpdVWSlqyS9CSVpiWprFmcypsGNODKgDpfkaKuPzlLfW9OUXFGnBt3tjStjiamxzv34qKmcRqd0UDdb0xW6KKAhqfWU1kwQZOdChuv4mCSSxhVksZYtHVUnhbQqODpuvbUJN146VmaVjJUl5wZr7FpKZqZiatxOMGUi8ENxqk0PVEjUuup1+1XVV9n+jV9px7ApZE4dt+18Tt1n7+T3wPV1gP+80i1dWW1VuTDbLV2Z+zKTuSLH7Bj7DOSwOCaCPQBgUChZfNFyUWVPZbKLAAabQa23pJtAF/aFg2tuBkD6ZwH4AoAEPvKw//xSuAU+4rxl3p74ET+/XjPw58/MXugumCW/9GHVzys1k1vU6uLEzU6tU44mVNGnIrTAioOBlSSiXtvQBMzA2pzabyuPzVRnW+sp+L0gMpxGU6tq/L0BE3KSNDYtHrqdHU9tTo7oHHp9SKxtMTTVrbxmQGVpyfrntSA7r6toc6tm6jmqddp4sgBOrtuQMMa19X9ZEJOT9S4jBSVZsQ5JXcqMbnBOA1ObaAXHn+oxocdOzGvlmPT6u9DboRj03N+rX4PVG8P+M8j1duf1VWbD7PV1ZMHqedEvvhNlbQSxRK3WyCXTL7AIA9pgCGAaMALOKJ4GviaIgpkGgSj4mLE2VZlto2V7OtVaVFcOQbHwi0YWCW2lfagstI+jPhA2mzQaucTXR7ka/RXHaceACYwhmzxp5O3B/jvsAzqzNeWievOrkE8UKqaYmV95r+H/6W//PnPeuWVV503S+fsNDU9N0V5P05Qz2sCGnRrnEYHk1WUmaSijHiNDwY0Kq2OOt/yA52XEFD7a+u5LMeT0uNUkp6iMan1NLRJinIuSVDo8joa0ewU3ZMWjreNBln3OSOgKc0CmpIWUOerE3RmYpzu6p2vwd3b6rRAQHc2OsXFypZkxGtsZorGB+upOA335zg3ru2wYEM9vniWtm/d6sIw+C8+WSfvNVibztGH2dr0bfht+T73wIn8PH8yf28+zNbAt8uNCDuZXYSAQi/oAo/ArpUGvgAmBgB75/lcldl2VhqgUlq9lMCqr7LWwAXtH8LvgWPQA0CjPSiciC8uGMIMGOJ/iYn/opdfftm9qANm+f/69OOPNbJbKw0JnqXhjesp++IGSv9BokIXJGtM2pkqTmuowsZJ6vGTOrr1ghT9MDGgttc3VFFakoqDdTU07XTlX1VPPzk9zo0Ve8NZSbqzUX3dnxkeqicWzJII6t60OE3ISFbLixN1elxAEwvvVMfs5qofiFOnm05X6e0JmpiBghuvKamJmhBMUmlGvMalx6lro1P03JOr3MtKXh6SDPD111935xV9GQD0ZMM/USfvNVibzsGH2dr0bfht+T73gN2jeMHpT7WnB3yYrT3fxQndkmiFszZ8PqE71G+83wPfsx7wgsSJCLMMYUaWd4YvA+ooyTHASz6bPv3oIw1t20xDm9RTaXqSxqbV1XASPd2coo5XJ6nVBQlqcUGcWv44QY0uqqNbL66j/KvrqtflCepwaZxaXFZXN5yZpEvrBNS28cVqfNEpGtD0DJWkVq3MTg2iyiZqzO1nqNGFddUwENDsqQXKymiihECCbrn4VA1Kq6eyjDin8E5LDWhq04Ab2ocMy0MyTtUjDy6yU3CeOYSbcK6WlMxW4iHz2muv6amnnrJFJ1TpvQZrU8P/P3vnARbVua1/7CXJTU65p91/cpNzY9fYk5hyYrpMoXcQqYMo9m7sGjWxG6MmamInltiNXbFiBwXBgjRRsGHXaHLO+3/Wxj0OiEh3z/Du59nOLl9Z3299wLyur1DMaskbtKUiE6CY1ab3KWa16RdaRQIkQAIVioClkLBGMSuRVxGwq1evVlaCz895SWfOYMbEr+D7YRN0/uwVDDX+N4Y7/xXd2tZASJuqCGzzPHxa1oapWXWEvFkTwe8+h25vP4feLWojrPUL8Hrrv/He32vDqU5NdPvo7/BoVBudRBi3lUWe7B6bLyuRWln4afBHL8KvzV/wzz9Vw3N2dlj43Si0bd0Elewq4Y+1q+DzJn9G6Ht/Qqd3XkTYu39G+DvPo8fbVdGjTRWYPvhvzJ769WPNkSj03r17lbZKBFrErUwvkZXuJYJrjYdlH9SS/RSzWvIGbanIBChmtel9illt+oVWkUChCHCVy0JhYiIrIGApJKxRzEq0Mjo6WpnTXxDu7OyrSE9LQ+yRI1ixaC5WL56Nr7r64MvAjzDC7Q2Et6iOfm/VQr8PaqDPRzWVLXKGfvA8QlrWxIf/qIzgli+i/3u1MOThPrQ921TFkE+qYoDMu/2gJvq1rYXeH9RGj/drodt7tdDjg1ro+ME/0OLl51Crsh1q2tlh04pZeK9ZPVS2s1NO+7bvweHDd2H88F18/uF78HAxwOHTf8H1s38hwNMBkyY8LmYt2yhrIoiQl+i0LARorYdlH9RSGyhmteQN2lKRCVDMatP7FLPa9AutIoFCEeCXnEJhYiIrIGApJKxRzMrQYhG0skidbFn2tEOGH8viUJcuXsTli5k4l3wG+6M2Y/zwAfhmaC98N6onpg+PwLQhYfik/h/Q298Zb/+9uhKV9WpYC+71q0H/SiUEtKoN/xbV0O6fNfGvl2ug9d+qY+Kgrhg3qCu++qIrRvTpiPHD+6N/7x7o3rWrcp6Oj8G3k8bjiy++UIYEr1yxAqdPnVKirLK/uCyyp26/JqvCy3Dpgg6Jyi5btkxJJ4vvWeth2Qe11Ab+nteSN2hLRSYgvyPkLGgxwIrM51m1nWL2WZFnvSRQCgT4JacUILIITRCwFBJyba2HrBcgq6YX9ZB86hclWTzq6pUrWLtyJebMmInZM6ZjwQ8/4MeZM7Bw1nT8MG0iZk+dgAXff4N1y37EsvnT8cOM6ZgzfTpmTZ+OBXPnYuH8uVi0YAGWL12Kn5cvx549e5RFqaRsqUtWpZdTjuLYa9k+GVos+43LUGtrPiz7oJbawd/zWvIGbSEBEtAaAYpZrXmE9pBAEQhUhC856nYt/J/QInQMK0xqKSS0JGal36l9sCy3DJKI5ooVK5ShuiIuRWju2BGF2bN+wKpVa6zQo9ZnsmUf1JL1eX/Pd+vWDW3btn3qGRMT88RmyBSVwpTxtF0YClOGpCnoEDsLU460u6CDXPKnQy5lxyX/kvm0vAlQzJY3cdZHAqVIIO+XnFIsWjNFcY6KZlxRpoZYCgktiVnZgkHtg2Vtlww9jo+PR0LCCaxftw6rVq1S9s0uU/As3EzAsg+aH2rgQgSl9ENVWKq/99V++aTPgvqrZb9+Un55LukKOgrKa/muoDIsuVvmyXst7S7oIJf86ZBL2XHJv2Q+LW8CFLPlQFz9H0f1D1E5VMkqKggB9Y/U0/7IWzMO9QvN075UWXMbaTuUIbaqrwv6El7erCy/9JeHXenp6Vi8cBkWzl8Ea55/Wt5+Ko36LEVVaZRXVmVIpE1+5z/tfFpk9mn55f3TvrcUpgxJU9AhdhamnMJEZgtTDrnk33fIpehcCurXfFd+BChmy4G1+gWNX8bLAXYFq0L+cEv/etqXBWvGwp8fa/Ze4W23/EJb0JeqwpdYOinLW8yqVo8YOUK95Gc5EbDsg+VUJashARIgARIoIQGK2RICLEx2fhkvDCWmKQ4BitniUGMeEig8gWclZgtvIVOSAAmQAAmQQMUlQDFbDr6nmC0HyBW0CorZCup4NrvcCFDMlhtqVkQCJEACJEACRSZAMVtkZEXPQDFbdGbMUTgCFLOF48RUJFBcAhSzxSXHfCRAAiRAAiRQ9gQoZsuesXklTPlSxIMESpNA3lUuS7NsrZTF/wzSiicqph0UsxXT72w1CZAACZCAdRCgmC0HP/HLeDlAZhU2S4A/PzbrWqtoGMWsVbiJRpIACZAACVRQAhSz5eB4fhkvB8iswmYJPO3nJyUlBcOGDXvq+bQtJgpThqQp6CgtW8TWwtgj9T3pKC1bCmNHeXF5UlvL8nlhxKyW/CXbyxTGZ0/bZqgwZTzN77bIpSz7GssmARIgARIoOgGK2aIzK3KOp30ZL3KBzEACFYiAzAuW80li1HJvSPVnLb9PKaOgI788+T0rqIzSskWdC51f/ZbPChIkpWWLZX0FXZcHl4LqKKt30u/UPvikLYO05C9L8V2QvyRdQUdBeS3fFVSGLXIpqL18RwIkQAIkUP4EKGbLgbn6h/9pXx7KwRRWQQI2R8AWRZuWRID6++tpnwV1rNLyUUF1PMt3WvIXxWz+PaG0uORfOp+SAAmQAAk8KwIUs+VAXr7IyVnQkMByMINVkIBNErh27Zry86X+nD3p80lRNRXKk/Llfa6mz++ztGwRW/PWm9+91Peko7Rsya/e/J49yQ55Xlq2FFTHs3ynJX/J35n8/JP32dP+HuVN/6T7grjbIpeC2st3JEACJEAC5U+AYrb8mbNGEiABEiABEiABEiABEiABEiCBEhKgmC0hQGYnARIgARIgARIgARIgARIgARIofwIUs+XPnDWSQKkRUOfqyScPEiABEiABEiABEiABEqhIBChmK5K32VabI0Axa3MuZYNIgARIgARIgARIgAQKSYBitpCgmIwEtEiAYlaLXqFNJEACJEACJEACJEAC5UGAYrY8KLMOEigjAhSzZQSWxZIACZAACZAACZAACWieAMVsObgoKioKcj5tK4RyMIVV2BgBilkbcyibQwIkQAIkQAIkQAIkUGgCFLOFRlX8hHZ2dpBTNm3nQQKlSYBitjRpsiwSIAESIAESIAESIAFrIkAxWw7eopgtB8gVtAqK2QrqeDabBEiABEiABEiABEgAFLPl0AkoZssBcgWtgmK2gjqezSYBEiABEiABEiABEqCYLY8+QDFbHpQrZh0UsxXT72w1CZAACZAACZAACZAAKGbLoxNQzJYH5YpZB8VsxfQ7W00CJEACJEACJEACJEAxWy59gGK2XDCzEhIgARIgARIgARIgARIggQpEgHNmy8HZFLPlAJlVkAAJkAAJkAAJkAAJkAAJVCgCFLPl4G6K2XKAzCpIgARIgARIgARIgARIgAQqFAGK2XJwtypmAwICEBUVle+ZkpJSoCUxMTH55stb3rVr155YjrzLmz6/e6mroCO/PPk9K6gMaW9+efI+q2hcSstHBbHnOxIgARIgARIgARIgARKwBQIUs+XgRVmk58UXX4QqavP7HDp0aIGWqAv95JfX8tmOHTueWI68s0z7pGupq6DjSfnyPi+oDGlv3vT53Vc0LqXlo4LY8x0JkAAJkAAJkAAJkAAJlAeB3377Dbdu3UJGRgaSk5ORlJT02Hn27FlkZmbizp07+Pe//10ksyhmi4Sr+ImfJkYrmmijmM2/L1HM5s+FT0mABEiABEiABEiABKyDgAjY1NRULFq0CP369YOMTnVzdoKPgwHdXPUY4mHAKE8DRnoa0NfdiABnI9xdXWEymfDjjz8qwrawLaWYLSwppiMBEiABEiABEiABEiABEiABEsiXgERVJcK6efNm9OrVCx4uzvA26DDYTYe5PvbY2kGH2CAdTofqkGLSIdmkR3yIHrsC9Zjna0SEiwEB3l6YMmVKvuXn95BiNj8qfEYCJEACJEACJEACJEACJEACpUBAIpUPHjwohZK0W4QMEV64cCG8vLzg6GCEycWADQEGRbReDdPhUpg9MkwiZPWINxlwIsyI0yYHZJj0uBimQ5bJHhfC9PipvQOcjYZCN5RittComJAESIAESIAESIAESIAESIAEnk7g4sWLWL16NXr27Ing4GAEBQUhLCwM/fv3x/jx47FhwwbEx8fh2rXspxem4RQSjZX5sGPGjIHR6ICuzkasaG9AhskeJ0N12Oivw5du7dDRUQd/ow4ueh2cdPbKKdf+jnr0dTNgfZAjMk32SAzRYbwnxayGXU7TSIAESIAESIAESIAESIAEbJHA/fv3sXfPHvTt0wddIsLxw4xJmDt9EqaO/xKD+vVCYIA/XF1c4O7ujsDAAEXsjho1CsuWLcPhw4dx48YN/P7771aBRtp6+vRpDBkyBJ7OTljkZ0BciB5RAQZM8dKjo7MeHgYdHPR6+Pn5oUuXLhg9ejRmzpyJ+fPnY8H8+Zj2zTfo2b07vByNWNDeiFOhOkQH6wvdfkZmC42KCUmABEiABEiABEiABEiABEjgyQSuXr2KL774Au3atcMX/XvhauoxPLh4Er9dPIn7mYnITj2Kw1Fr8d208ejSqSPc3Vyh1+uh0+ng4OCgLIIkYu/EiRO4efNmkVf3fbJlpftGhk2LjZ07d0aIixFL/B0QE6zHYHcDDPbtYG9vD29vbwwePFiJUJ85cwa//vqrcsqwaxHscsp1dna2Etn1cDRiuUR1Q9sV2liK2UKjYkISIAESIAESIAESIAESIAESeDIBmTsqu1PIkGIRqX4+3vhm/JdI2L8FdzPicD8z4eGZiFvnjiPr5AHER2/Bup9+xJSvRyKgQ3s4OjrAxcVFWQV4+PDhylzUmJgYRQg+uebyfXPs2DEEdeiAAW4GLPV3wARPI5wNORHYqVOn4uDBg0hLSyuUIBdRK9vz+MjiT14GnDcxMlu+3mRtJEACJEACJEACJEACJEACFZ6AzCGVocJr1qxRhhAbDAZlQaTO4aFYPOdbJB+Nwp2HovbXCydw/0ICHmQl4l5GPLKTjyJm13osmv0tRgzujw7tfeHk6KgIW9m2ZtasWThw4AAk+isRzWd1SFT266+/RqCDHhsDjBjkpoebkxNkuPT6deuQnp5epIiyzC/+7rvv4OjoiEleeqSbdIVuGiOzhUbFhCRAAiRAAiRAAiRAAiRAAiTwdAIiaiXaKNvMyHBbGUYswrZrp45Yt+RHRbiKiBUxm+vMSsBvl07h9rk4nDy0DfNmTkH3iHC4ubkqZchqwYMGDVKG7p4/f77c59dKFPXIkSMwBXTAt35OmO/vAA93d0WMiiiVdhf2kLTShu+//14Rsp5GPVZ3MCAmlAtAFZYh05EACZAACZAACZAACZAACZBAqRP4z3/+o0RQRbBt27YN3bt3V4Ye63U6eHm6Y/LXI3H68A78qgw9PgGJ1OY6MxOUexmefCXpMPZvW4WZU75CSIC/ImydnJwQERGBuXPnIikpqdTtlwLv3r2rDBc+efIkZGjxqlUr4e3thR4uehwINsLbaI958+crQ6ClvYU5srKysH79emUxKBlOrdPZo6OLQdlz9mCQDt2dOcy4MByZhgRIgARIgARIgARIgARIgATKnIDMpZVIrQw/ltV/JUorCz4FBfhjwphhiN27ATfSjuF+ViJ+vSAi9tGpzrOVZ9dTY3H2aBS2r/0Jk78aiXBTMFxdXdGxY0eMHTtWKf/cuXNFipDmbfylS5fw888/Q+br9u3bF+Hh4QgJCVG2F/Ly9FRWKd7UQY+EED38HPRYtny5ItrVBZ1koadbt27hypUrihCOj49XtiKSfWhlKLIIcE9PT7g6GNHdRY+FfnokhupwNFiPMR56OOg4zDivT3hPAiRAAiRAAiRAAiRAAiRAAs+MgEQu7927B4lyLl68GAMHDlREnQjb8LBgzJ42HmeO7MCt9OPKIlG5orQWUVsRt79mnsDlpMOI27cJs78dj769usHL00MpTwSo7GObmZkJEdEynLegqKm8kzQiQi9fvoy1a9cq4tXXqIPJSY8uzgZ4GmSPWHslIrstQK+sOHwyqB0iXPQY0L8/FixYoCxUJVvuyNxeGV49YsQIdOvWXVmh2dPDA65Ojko5JkcdhrjpsNBHj8NB9jgZrMM6fx16OOvhajQgNDS00D7inNlCo2JCEiABEiABEiABEiABEiABEigdAiIeZZ7pihUr0KlTJyVa6+LihMFOH7IvAAAgAElEQVT9euHg9tV4cPHxKK1lxFaulahtVgLuXjiBi6cP4pef56N3jy5K1NfDwwO9evXC7NmzcfToUWVlYbFcxOvt27eV+aqbNm1SROiYMWMwYMAA+Pr6KnbI1jopJj0yTTpcNOlwIkSPmGAdMkw6XDDZK2eGyR6/BBrQxcUAD4MBXka9cvo5GtDB0YBOLgYM8jBgoq8RKzsYsTtIh9MhOqXM7DB7nAnVYY6vpNWZ5xTLwlIZGRmFBkwxW2hUTEgCJEACJEACJEACJEACJEACpUdAjdZKFPXwoUNKVFOG4bb380OPbp2w4ef5SD22C7fP5URr71tEaB+P3Cbg3oV43Ew7hti9GzF72kR0iwiHj5cnnJ2d4e/vr4hm2Rs2ICAAbm5uMBqNcDAaEeDvi17dIzB1/JcYO2IQfB0M2BcgwrVdwWdoOySH6HDm4ZkUokNKiA5poTqcC22Hc6H2SA+1x5lgexwOtMdqP3tM8rRHFyd7eOnt4erkhOCgIMyYMQPR0dHKnrNFWUSKYrb0+iJLIgESIAESIAESIAESIAESIIFiE5Atd2TO69KlSyGi09nZCT26hGPBd1Nw+cwRZbEoWTAqb4Q2771EbCWye+n0IezdtBwjB/dDQHtf6PU6SNTV8vTy8sDezStwPeUoHlw9g/S4vYjw88auQAMumuyR+fDMMtnD8pR3cl4KyzmzTDqcM+mViG58iB47A/VY6a/HTG89Brjp0MFBB4Mup35Z+Emi0UuWLIHsoXv//v1iMdOkmI2KikLe89q1a+YGynXe93JveaSkpDyWRkBZHvmlkWeWh+TJW5fle7nO+z5vPfnZm7eewtiStx65J5fH+ReHS34+yuvH/HyUN01Z9Ze89eRnb94+VRr9Jb968tpCLjm/r8gFyu+jvP2OXMjFsk9Y/v3U0u+X0vpbbtlW9VraaXmozy0/Ld/nx0XSWh5l9Xs3bz1Sp6Wdcp33Zzo/e4v69yi/evLakl89edOQy6Pvz+wvpaMVpL/n/RmwZFuYvptfmqf9HO3evRuyCFN2djZkDmpYWBjef/99ODs5YM60cTh1YDMyT+zB7XPHcq1+fCF+N/KeEr1VhW1q7C78PH86enXpCPt2n+H999/Dm2++CRdnJ2xetVARynF7N2D00P747F/vYbbxHexwfgc73P+F/cFG7A42IirQgBVu/8JCh3cx2/gephvew7h2bTDJ24Bh7np0czEgyNGIf73dBm3eegvvtGmDd999B23btoVsK9SjRw/MmzcP0sYJ48dj48aNynV+v1/yss7vXpNitnLlyrCzs8t17tixw2y/XOd9L/eWx9ChQx9L88EHH1gmQX5p5JnlIXny1mX5Xq7zvs9bT3725q2nMLbkrUfuyeVx/sXhkp+P8voxPx/lTVNW/SVvPfnZm7dPlUZ/ya+evLaQS87vKnKB8vsob78jF3Kx7BOWfz+19PultP6WW7ZVvZZ2Wh7qc8tPy/f5cZG0lkdZ/d7NW4/UaWmnXOf9mc7P3qL+Pcqvnry25FdP3jTk8ui7M/tL6WgF6e95fwYs2Ram7+aX5mk/R23atFEiljIEWSKWFy5cUFYWfuutt/DCC8/jpf96AS0a18ecb77G+cTonHmzmQlYMWfcY6cI2TOHt2PzzwuwY+0iLPp2NFbMHo/5U0dg8ojecDV8Ag93N/w4YxL2b12N1q1aoFIlO4gee6FWLfz3Sy+iUd26CAsOQlhoMDqZTGjRtClefeUV/PPVV/H666+jQYMG6N+/v7Lg08SJEzFn9mxlAakuXbooEWBpz8cff4wTJ04oC1JJ9FnalpdtXi55Wed3n/u3Y34p+IwESIAESIAESIAESIAESIAESKBEBGTrGln06ebNm8qqwbL/7NmzSYiLi8P+/fuV/xT+5ZdfsHLlSuVcvnw5Fi1ahB9//BHTp09Hnz59IHvL6nQ6GA0GRYQO7NMDO9ZG4lzcHsh8WhGvlnNpryQdwZSvR8HX2wudw0Lx9ZdDcGTXL7j3cO7tpdOHYQoNQlhIILpFdFSGNcsqyzL8V/aCXb/+F2zZuhW7du3Cvn37cODAARw6dFhZUOr48eNISEhQ9riVkREy7zclOVmJKsuqzUWZ+1pcsBSzxSXHfCRAAiRAAiRAAiRAAiRAAiRQAAGJrMpWPOvWrVO2q+nevTsCAwNz9ll1dVXEqew3K9vzyKnX6xWxqs5p1dnr4O7qgrCQIIwYPADfTRmHrWsjEbP7F4iQNRqMMOj18PJwx9gRQ3A2do8iZu/LSscXEpTIbf/e3dGzZ09888038Pb2Rgd/X2Sd3I/7mYnK0OJvxn+pzKWV+r/99ltFjBbQJE29opjVlDtoDAmQAAmQAAmQAAmQAAmQgLUSkCG0Z8+eVRZwGj16NIKDg+Hq6qqIVBGqTk6OaO/ng+4RnTBySH8lavr91HFYNOsbLF8wExtXzMfuDctwdOc6nD68Defi9+HymcO4nhKDOxlxuHc+PkesZiYoqxYf37cJ34wfDVnESSK2bm6uGNC3BzatWIh7mQm4e/4EJoweDidHR2XbHVnVWCK011JiciK4WQk4uHU1HB0dFaErkVcZAmwtB8WstXiKdpIACZAACZAACZAACZAACWiWgCzaFBkZCZPJBHd3d/j6eKFH186Y/NVILJ83E9vX/oTjezcg6ch2nE+IxuUzhxRRKVvpyNY7ili98Eis3s9KwIOsBMincmbmRFvVqKs6pFiE6YnozVi/dC5GDe6P9n7e8Pb0wJfDBmLp/JnY+csyLJw1FVPGjUTkD98iIXqzIoqVcrISIEONgzr4w8/PTxk+rFnA+RhGMZsPFD4iARIgARIgARIgARIgARIggcISSEpKwuTJk5W5rH17dsOOdT8hOXanEv18kJWI+1mJOZFQmdeqniJO8ztV8ap85uSVMh7IdjvqOzXfhZw5shKBvXM+Hjcy4nF87yZ8NXIw2rVrpyzA5O3ljilfj0TigW24dT5eKUcVwjK/9rdLpzB+9HAlOiurJ6tzemVotMzb3bx5Mw4fPozU1FRlXuyNGzeUhalkTuyzjuJSzBa2hzIdCZAACZAACZAACZAACZAACeRDYNiwYfDx8VGisZtWL8bF04eRdfIA0uL2IOloFBIPbkfcvo2I3bkOB7etxt5NP2PHuqXYvHIR1i+bh58XfY+lc2dgwayp+GH6RMyc/DWmjh+FiWOH4+tRQzBm+CCMGNwfQwf2xsC+PdGvZ1f07NoJXTuZEG4KRmhwAIIC/OHv5ws/Hy+4u7kqw45laLOnpyc8PDzg4uwMU0gARg0biJ3rlyIjfi8UkZyVsx/tsEH9lDm8sr9tt27dzPN4ZS6tzOuVIcpubm7KcOXw8HB88cUXmDRpElavXo1Dhw4pi1o9ePAgHzpl94hituzYsmQSIAESIAESIAESIAESIIEKQODnn3/GoEGD4OLiguCgDhjUr5ciOnt1j0CXTmHoFBqqCMmQAH8E+PvB388Hvt6e8PL0gIe7K1xdnJWVhB0dHGA0GqDX6WCvs1ciq+piUOqnCFSj0ahEUkVgypBmEaz+/v4IDQ1F165dla1yvvrqKyxYsACbNm3C2rVrMX78eEWISl5/X28MHdBbEdIZJ/YiOzkGs7+dgPbODvBz0MNZr0NXZwO+9dHjGx8DRnro0d1ZjyAHPdwMOjiIffY59olQlrnBI0eOVOrbuXMnZKVmWdG4rCO3FLMV4IeLTSQBEiABEiABEiABEiABEig7ArLlTmJiorLw0+DBg5XIZkhIiDIPVYSmLAIlwlMWWpJTIp3qtXzKljsihEUYyorD7du3R1BQEMLCwhAREQFZBblfv36KYB4zZoyyMvHcuXMhInr79u3K1j6yvY+cZ86cwbVr13JtjSNDgm/duoUNGzYoolairSJGRRh36WTCd1O+RrB/e/zoZ8T+YAdE+jsiOtiIrDAdLobpkGnSIdmkx/FQA9YGO+I7P0f0cTUiyMkAg/6RsJVFqKQtIqgXL16M+Ph4ZW/ZsiJPMVtWZFkuCZAACZAACZAACZAACZBAhSEgUUjZS1a247l7964iKC9evKjMM83OzsaVK1eUbW9koai8p7y7evUqMjIycOHCBUg+uZf5q7dv31ainFKuDOOVTzll5WSpT+otbARURK2UJ/Nf16xZg759+yriWfcwChzoqMc3vkbsDXZAZqgOmaH2uBBqj4uh9rgUZo/LYfa4Ysq5l3fnQu0RH6LDjgA9xnsZEe5igPGhuBVhK6JdIsYyn1j2qRWbS/OgmC1NmiyLBEiABEiABEiABEiABEiABDROQMSvCOWUlBRlvuu2bduUiK3sgets0KO9gwHf+TogMVSPTJM9VvobMc5Dj9EeBkz3ccBSfwfsDdIjwWRAlkmHiyZ7pIbqcDzEgK2BBkz0McDkpIfh4XBkEbUBAQGYOHGiEq0tLVFLMavxjkbzSIAESIAESIAESIAESIAESKAsCYi4lTmuEhWeMGGCsnjULF8DkkP1OBRsUASuzLWVU4Yn6+ztYbDXwcuow3BPI5a2NyIxRI+MUHtF/F4KtUdyqA4rOhjRx90h1xxbGUI9bdo0SLS6sBHlJ7WdYvZJZPicBEiABEiABEiABEiABEiABCoQARke/f333yPQyYCjwTol6jrO2xF9+/TFjh07IIs7LVq0CKNGjVIWfZKhxMrcW509PAw6dHE1YnEHB5wJMyjDki+ZRNzqsCXIAYM9HRURrIhhnQ6yIrJsaVSSg2K2JPSYlwRIgARIgARIgARIgARIgARshICsfNze1xeTvAxIDZWhw/YIdneG7D8rkVt1zq4MUc7MzERycjJ2796NJUuWKAJXBKqHqwt8jHoMcTfgp/ZG7As0KPNuZRhyVKADerkazZFaWSzr1KlTxY7QUszaSMdjM0iABEiABEiABEiABEiABEigJATmzZuH9m4uWBvgoAwXjjcZlFWW161bV2CxsrDUnTt3lBWdly1bpqzmLPNkZc5sB0cDtgUacN5kjyyTPWJCjPja28G8mrKsyCyrQRfnoJgtDjXmIQESIAESIAESIAESIAESIAEbI/Ddd98hwNUJe4IMykrG+4NzxOz69esL3VJZYVlWTN67dy9mzZoFLy8vuOp1mO1rVMqUVZAzQnUY6JYjaGfOnKksRlXoCiwSUsxawOAlCZAACZAACZAACZAACZAACVRUArI3rMnTDXuDZZViexwK1sPJwYjIyEhlO6CicBFRK6slixCWvXZDHHW4oMyhlW1+dBjr7agsNLV06dJi70VLMVsUjzAtCZAACZAACZAACZAACZAACdgogaioKIQHdMDy9gZlZeL4IHuEOBnQv39/ZUsdGU5clENWKxZBK1v+dDDaK1v4ZIXaIynUAJOLA2Rl4wMHDhR7/1mK2aJ4g2lJgARIgARIgARIgARIgARIwEYJXMzKwsQJE9DVxYCUEB0yTDr81MEBznod/P39sX37dmURqMI2X4YbjxgxAvb2OkzxzpmHe86kw1w/Iwx6PcaMGYOsrKzCFvdYOorZx5DwAQmQAAmQAAmQAAmQAAmQAAlUPAIyNHjLli3w9fDARG8jTobokB5qj3ntHeHlYICzszNkjmtcXFyB0dQrVy5j1apV6NixIxwNBszxy9mH9kKoPXYF6dHJ2QBXV1csX74cRY32WnqFYtaSBq9JgARIgARIgARIgARIgARIoAITSE9Px5w5c+Dj6oJJXg5IDzMgLUyPzYFGfOnpAC9XFwQHB2HkyJH47rvvFUEqqx2LeJ07dy7Gjx+Pnj27w9/THT1d9fjJT49Uk05ZHflSmD2m+xhh1OuUfWpjY2NLRJpitkT4mJkESIAESIAESIAESIAESIAEbIeAzHOVPWT79u0LvU6PwV6OiH24INRFkz2Ohhgw3deIHm5G+Bh18DDq4WbUw9Wgh6veHp5GHfq4GrA7SI/zofaQObISkc002SM6xAiTkx4GgwFjx44t9sJPKm2KWZUEP0mABEiABEiABEiABEiABEiABJQhxBcvXlTmtOr1Ovg6GDC7vQNSOupxOSxnv9hMkw4y//WkyYjjoUbEhOgRF6pHkkmv7Ckr4lVOdQXjU6EGdHm4HU/Xrl2VocoPHjwoEW2K2RLhY2YSIAESIAESIAESIAESIAESsC0CMo/1/v37iI6ORq9eveBgMCDQUYevPA2ICtTjdIhO2brnskmErQ6ZoTol+qpGYGUvWeX6YUQ2LVSHdQEGuBh0cHBwwKhRo3D16lXIHN2SHBSzJaHHvCRAAiRAAiRAAiRAAiRAAiRgowRE0J48eRJff/01PDw8lH1h3YwGDHQ3Yr6/ETuDDUgMNSIjTI+sMJ1yXpTIbVhOVDbDZI/YYD2m+zigvaMB9vb2kKjs8ePHS4UYxWypYGQhJEACJEACJEACJEACJEACJGB7BGQOrYjac+fOYd++fcrCT7JNj87eHnqdPZx09vCQrXsc9Ahx0itzYk1OOnRw0MFDbw8Hnb2S1tPTU1lY6syZMyVawdiSMMWsJQ1ekwAJkAAJkAAJkAAJkAAJkAAJ5Evg3r17kNWODxw4gG3btiEyMhLjxo3DgAEDEBoaquxF6+Pjg/bt28NkMinPJ0yYgBUrVuDQoUPIyMgocEuffCst4CHFbAFw+IoESIAESIAESIAESIAESIAESOBxAhKxlbm1sojT3bt3cePGDVy7dg3Z2dnKp9zLc3kvacvioJgtC6oskwRIgARIgARIgARIgARIgARIoEwJUMyWKV4WTgIkQAIkQAIkQAIkQAIkQAIkUBYEKGbLgirLJAESIAESIAESIAESIAESIAESKFMCFLNlipeFkwAJkAAJkAAJkAAJkAAJkAAJlAUBitmyoMoySYAESIAESIAESIAESIAESIAEypQAxWyZ4mXhJEACJEACJEACJEACJEACJEACZUGAYrYsqLJMEiABEiABEiABEiABEiABEiCBMiVAMVumeFk4CZAACZAACZAACZAACZAACZBAWRCgmC0LqiyTBEiABEiABEiABEiABEiABEigTAlQzJYpXhZuSeDs2bMYN24chg4dypMM2AfYB9gH2AfYB9gH2AfYB0rUBzZs2GD5VZPXFZAAxWwFdPqzaPLhw4dhZ2fHkwzYB9gH2AfYB9gH2AfYB9gHSq0PLFy48Fl8tWWdGiFAMasRR9i6GT/88EOp/dKiKOZ/CrAPsA+wD7APsA+wD7APsA9IH5ARfzwqLgGK2Yrr+3JteV4x27x5c3zwwQc8yYB9gH2AfYB9gH2AfYB9gH2gSH3gT3/6kzlIQjFbrl/pNVcZxazmXGKbBuUVs/v377fNhrJVJEACJEACJEACJEACZUrAwcGBYrZMCVtP4RSz1uMrq7aUYtaq3UfjSYAESIAESIAESEAzBChmNeOKZ24Ixewzd0HFMIBitmL4ma0kARIgARIgARIggbImQDFb1oStp3yKWevxlVVbSjFr1e6j8SRAAiRAAiRAAiSgGQIUs5pxxTM3hGL2mbugYhhAMVsx/MxWkgAJkAAJkAAJkEBZE6CYLWvC1lM+xaz1+MqqLaWYtWr30XgSIAESIAESIAES0AwBilnNuOKZG0Ix+8xdUDEMoJitGH5mK0mABEiABEiABEigrAlQzJY1Yespn2LWenxl1ZZSzFq1+2g8CZAACZAACZAACWiGAMWsZlzxzA2hmH3mLqgYBlDMVgw/s5UkQAIkQAIkQAIkUNYEKGbLmrD1lE8xaz2+smpLKWat2n00ngRIgARIgATKhUBUVBTmzp2LAwcOYPTo0bnq/PLLL7Fy5UosX74cmZmZ5nfnz59Xnp06dQrjxo0zP//3v/+NZcuWYf78+ViyZIn5uXrh4eGBgwcP4sSJE+oj5XPkyJE4efIkpk6digkTJpjfST39+vXDzp07YW9vb34uF/fv38fFixfRrVs3bN++3fzu999/h9ixePFi6PV683O5kDYGBwcjIyMDv/76a653b7zxBjZs2IA7d+4oZasvf/zxR4wZMwa3b99G37598Z///Ed5JfcBAQFKe8SGBw8eqFmU/JJvy5YtWLNmjTmPJNixYweEm6+vby6mly5dwvjx47Fp0yYcOnTIXJZcfPHFF0hMTMSIESMQHR1tfifptm3bhoULFyIiIsL8XC6+//57rF27Ft9++22u9uRKVIQbitkiwLLxpBSzNu5grTSPYlYrnqAdJEACJEACJKA9AklJSYpIFMGlHvv374ec8k5E09KlS5VXWVlZigA8ffo0rly5ogi4e/fuKSJN7pOTkyH38fHxiii9evUqbt26hezsbKSkpEBEqYi1hIQERfRdvnwZcXFxisiS+qQuEadSlghTEZ0iekVoi8iVQ7VNPnft2qW8k+ciTHfv3o09e/YonyJ8pX45JL96Sh4509LSlHdbt25V8kg+OeVeDmn7xo0blfr27dunPJd2yJGenq6kPXr0qCI49+7dq4hfebd+/Xql/dLWX375RUkrzyWvlCMCW1jIfwr89ttvijg9c+YMhK1wlWfqfxgIH2n/jRs3lFO4ySFppT2SXuwUhqpt8lzsSk1NVU6pU94Jd2m3+lwpqBj/UMwWA5qNZqGYtVHHaq1ZFLNa8wjtIQESIAESIAHtEJg0aZIicEQgqcfNmzcVoSRi6dy5c0o0Ut5J1FEikSKW7t69CxFbIs7kkEioCCV5LsJJRKl6SJRTBJyUK9fqIXmkDvm0rEfeq+JYRKEIVfWQtHIv5Z09e9YsFuW91CtCU56LWBVb5BC7VREnzy3bKs8lj5Qn12rE9fr168q91CU2qmJRypM2iL0SWRXhKeWrHKQMySNspC418isiVZ5L3deuXVP4qHUJU0krEWZ5ZslOypMItpRnyU7aKkL18OHDSnlSvtpWsSk2NlYRvPKfCeoh7ZT/cJg8ebL6qMifFLNFRmazGShmbda12moYxay2/EFrSIAESIAESEBLBLp3764lc2hLGRMQMT1s2LBi10IxW2x0NpeRYtbmXKrNBlHMatMvtIoESIAESIAEtEBg2rRpSsRUoqbqIdE8Gb4q54ULF5RonkT7JLIokUKJ7kkkUaKT8lyeqZ9yLRFGeSdRVRFPEhGUU8qS5/Je3sm9lCmn5FfrkPfyTNLItaSTcuSUazklrdxLhFI+JZ2aRq7llHdPOtU0lnksy5NrtS61bKlTypPnqm1ip6SVd/JM7tX38lzaLe9UBlKWpBEO8l54ySl51KixvJP0wlkixlKunHIteSTyLL6RsiSNykp9LnklrbyXctVDhivLkObhw4erj4r8STFbZGQ2m4Fi1mZdq62GUcxqyx+0hgRIgARIgAS0RECEkJwyLFU9ZO6qzBeV88iRI8p8URlaLPNUZS6qOs9U0kk+mYsp79V5qTKHU97JwkTHjh0zz0mVsuT58ePHlbmgci9lyrxQKUdOuZb88lzyy7Wkk3LklGsZWitppRyZnyvPJZ1ahjxT38l1fqe8t8wj91KOWp6UJfXIKe/kXtoo7+WZ2CnPZV6v5IuJiVHsFbvlvdp2mU8r79Q5uVKn5JF0kl9lJu2SOb/yTN5JPuEsC0VJWXLKtdQl85vFN1KWzC1W69y8ebPyXPLKc6lXFrOSQ0S4+EmGTEudxT0oZotLzvbyUczank812SKKWU26hUaRAAmQAAmQgKYIqIsLiVEihmTuJk/rZiDzdWUlYzlEhKsLYpWk41HMloSebeWlmLUtf2q2NRSzmnUNDSMBEiABEiABzRCwFLOysBAP6yYgC1LJYlkSyZVDxKzcl/SgmC0pQdvJTzFrO77UdEsoZjXtHhpHAiRAAiRAAs+UgGy7I3uQyr6m6kExq5Kw3k+Jqssqy6tXrzY3YsaMGcpcXVmpubgHxWxxydlePopZ2/OpJltEMatJt9AoEiABEiABEtAEgQEDBihzZi2NoZi1pGGd1yJmJRIr82jVQxaGWrduHVczVoHws0QEKGZLhI+ZC0uAYrawpJiOBEiABEiABCoegcWLFz/WaIrZx5BY5QMZapzXl7Iqckm2Y2Jk1iq7QpkYTTFbJlhZaF4CFLN5ifCeBEiABEiABEhAJaCuKCyr5apHXgGkPtfeZyaiozOfnVnR0YguldqL046n5xExu3DhQrOFsqLyL7/8ghEjRpifFfWCYraoxGw3PcWs7fpWUy2jmNWUO2gMCZAACZAACWiSgHUuABWNMXZ2GKMoymhERpavsM2MdISdYySk1szIyCIK29y2P2pHYbuHZf5MREbmltUyzNgyMqtuOXTq1KnCVpBvOorZfLFUyIcUsxXS7eXfaIrZ8mfOGkmABEiABEjA2giUSMxmRsLRzhHlrCUVxNFjxuSIyMxIjMnXgExEOtrBMd93JfSSRZ1mO/IW+RibHHvszCI8J8MT8+ctz+L+UZ5ojMlR9Oa3ImZ/++03ZU9aecjVjM1oeFFKBChmSwkkiymYAMVswXz4lgRIgARIgAQqOgERsqtWrTJjKMow4+gxdubopLmAcrzIjByTI6JFNOYRdIgeA7syFdmPRGT0mMfFfH5slGhuXjuVyO7DdhSBnbntiMaYhxFiNbtEZWWf2TVr1iiP1Mis+r64n4zMFpec7eWjmLU9n2qyRRSzmnQLjSIBEiABEiABTRAYNmzYY3MoiyJm1UZER+YMt1XvH/98XHA9nqboT0QcqsOM8wo6c2nRkWUUNX7Upkd2mGs1X1iyUQRuvmJWbYc521MvHtUp0d6HEeqHuUTMyikiVj3Er+PHj0dUVJT6qMifFLNFRmazGShmbda12moYxay2/EFrSIAESIAESEBLBEaOHPmYOUUVs0q0MZ8I6KPI4cMqoseUznBfi+G9En3N0YaPCzqlVmWYbz7DjM35JNWjCGtuGJmIHFOQSLd4/4S2Pc7m4TDjPJHUR+1QLZB0+Ud7zVrYog35RYZFzK5cuVItUPnMysri1jy5iPCmuAQoZm6EamYAACAASURBVItLjvmKRIBitki4mJgESIAESIAEKhSBOXPmICkpCRcuXDC3uyhiVsSaMh/VQliZC3pM4FmIPzWRMhQ4ZxEnJWppZweZT2pnVmyiNR+tGpwZHY1MS/FpFrb5iFkRsopozEes5hqWnE/eh/aJTWOiHwrQh7ZZzr81z1t9rK2yKFQBbMy2PazI3A65fyhko3MPnc6x5VE0GBZ5niRmLfeZlZL379+PgICAh5UW/YOR2aIzs9UcFLO26lmNtYtiVmMOoTkkQAIkQAIkoCECqampyM7ORlxcnNmqwovZnBV1FfHp6JjPAkyPrzBsOeRWKswRgxZiUxG3uYfMStTSLCAfDhl+VM6jvGZh+bAlj8SxIxwfi7DmXgH4iasRZ0ZCXShYibLmiaiao88WwjKn+qexUSbKWszzfdSOR9FcC5GdS/SrEVvLPI/PuZXIrOrLlJQUxMbGKvfyWdyDYra45GwvH8Ws7flUky2imNWkW2gUCZAACZAACWiKQIlWM1Za8jB6+XkXtFOjq3YyvPeYspqwInjl+WNi0DEnEqvmcYxEtGx5I/efP4zSqu8sP1u2epTvYRQ3Ojr39jSWgHME4vvwsiwjV/l5BLSa+VgXtFLzjImGKpAbqM/U4dWZ0XjylrcP2TTIrz0NH7VDtUcYPRwebWenvhf7VIH8t0d5HrY9J2KtGg2oW/MsWrRIeShzZ0syV1YtmWJWJcFPiln2gXIhQDFbLphZCQmQAAmQAAlYNYGDBw+a7VejeeYHZX1hGXkt67qKVH6OCLUc8Vyk7M8wsYjZ+/fvQxX43JrnGTrDRqummLVRx2qtWRSzWvMI7SEBEiABEiAB7RCQaJ2clkNPS0fM5kQR8xOCqsASCjkR0ydERcsMU45IzRm6/MjO3EONH0ZB82tAmdlVegXLEOMHDx5g27ZtSqGXLl2CDCkX38pncQ9GZotLzvbyUczank812SKKWU26hUaRAAmQAAmQgCYI9O7d+zFxU2Ixm9+8V8vWPpz/mTP0WJ3/aZmgDK+V4btPqlMdxpszHNg8T7cMzSmrotVhxpb7B9+4cQPz5s3jAlBlBb2ClUsxW8Ec/qyaSzH7rMizXhIgARIgARLQPoG8q92KxSUWs9pvdoWwUKKzx44dy9VWbs2TCwdvSkCAYrYE8Ji18AQoZgvPiilJgARIgARIoKIRmDt3rtLko0ePmptOMWtGYdUXefeZTU9Px+rVq9G9e/dit4vDjIuNzuYyUszanEu12SCKWW36hVaRAAmQAAmQgJYIJCYmms2hmDWjsNoLdc6sGnmXObOysrHlfsLFaRzFbHGo2WYeilnb9KvmWlUWYnby5Mlo27YtTzJgH2Af0EQfsIwoae6XMA0iASshQDFrJY4qpJn5rWZ89erVQuZ+cjKK2SezqWhvKGYrmsefUXvLQsxGREQ82t/MvM9afnun8Zl5Xz1yYp9hHyizPqCu1vmMfs2yWhKwCQLqcGNpDCOzNuFSZTXjyMhIpTGyj/Dvv/9e4oZRzJYYoc0UQDFrM67UdkMoZimoKajZB2y9D1DMavvvEK3TNoFBgwbBUsiKtRSz2vZZYaxThxnv3bvXnHzx4sXYvXt3rm2YzC8LeUExW0hQFSAZxWwFcLIWmkgxSyFj60KG7WMfp5jVwl8b2mCtBKZNm/aY6RSzjyGxygciaNU5s2oD9u/fj8DAQPW2yJ8Us0VGZrMZKGZt1rXaalhZiNnTp09jx44dPMmAfYB9QBN94Nq1a9r6xUtrSMCKCEycOFGx9uTJk2arKWbNKKz6Iu9qxtKYjRs3wsnJqdjtopgtNjqby0gxa3Mu1WaDykLMarOltIoESIAESIAESKCoBCRSd/DgQcicSvWgmFVJWPeniFnLfWb37NmDqKgo7Nq1q9gNo5gtNjqby0gxa3Mu1WaDKGa16RdaRQIkQAIkQAJaIkAxqyVvlNwWdTXjVatWKYWdOHECMTExJS6YYrbECG2mAIpZm3GlthtCMatt/9A6EiABEiABEtACga1bt5rNYGTWjMJqL1Qxq/o1Pj6eqxlbrTe1aTjFrDb9YnNWUczanEvZIBIgARIgARIoNQIyxFhWMz506JC5TFsWs7vjDsJ5RBiqeTbEe4N90fXrfrj36z0kpZ/FrF8i0byrHlU96qGK2+uo5lEX7/V3xbvdjBi5YCJ2njiAQyePKenNsDR6IUOMf/vtN0RHRysW3rlzB4sWLSqxtYzMlhihzRRAMWszrtR2Qyhmte0fWkcCJEACJEACz5JA7969H6ve2sTszTu3kHHpAjKvXcbiLavw7cp5mPPLEizathqLNq/EvpiDuH//PpKSk/Bmd0dUC20OO1Nz1ApqiXd6uODoyWPwGdkJL3g3Re0OzVHVrxGq+tRHTZ8GeM6rIV7v2BZNutvj1U4folVnB5w9l/oYMy0+EEG7cOHCXKaJv9u2bZvrWVFuKGaLQsu201LM2rZ/NdM6ilnNuIKGkAAJkAAJkIDmCMycORM3b97MZZc1idnF65fDZUAw2vRwQcuuRvzd/x38qf1b+EvQu/ir6V/4Y9DbqBfyIT7t6oo129ZjzqZIVHH7J+z86qGS5+v4fxFt8elQP/x3yNuo7NUAVd3qomX45wga1wMh43pgyA9jEZucgGMpCZi67HtsP7IXp5JO5+Kl1RsRs3l9ef78eXTv3r3YJlPMFhudzWWkmLU5l2qzQRSz2vQLrSIBEiABEiABLRAYPnw4ZEXjy5cvm83JK4DMLzR2EZdyEi+6NsWLTg3xx89eQ/epX6Df9OEYO28SAkd3wR9cG6JacHNUC3gD1TzqoZrhf9F5Uh8Eju6E2u71UMOvEWqFtESt0Fao7tcY1XwaYU9cNLKuXkLs2RPw6NMBPkNC4D0oGN8um4XjZ05ojEDB5oiYtdxnNj09HUePHsWwYcMKzljAW4rZAuBUsFcUsxXM4c+quRSzz4o86yUBEiABEiAB7ROQqKyc1raace9xg9E49DO8M9ATveeMxNroTfAZFQaHL/zQtqcTfMdFwHtMOAJHdET7MZ3xWth7+ENQK/w1oBU++sIdfzC1hp3rq6jmUx91enyKl0PexguGV/FKwJuo7tsINQKaopp/Y9j51Eclr/qo5t0Q1f2aom6XT/HVT9Nx/lKmpp0rC0A9ePAAa9asUexMSUnBzp07cf36deUsrvEUs8UlZ3v5KGZtz6eabBHFrCbdQqNIgARIgARIQFMErE3M7o89hK/mTMbs1fMxYfkMvBLYBtXd6qGGDBX2rIdqEnUNbo7/8m+KTwd5I2JSXzTt/BlqejdGJb8GqGRqhsper+GPYW8iZFofvNXNHn/2aITnfBuhWvvGqNqhCSr7N8Lfun+Ef3T9EC93/RCvRXyCvwe/g1cC38HoRd9oyn95jRExKwtAySrGcnA147yEeF9SAhSzJSXI/IUiQDFbKExMRAIkQAIkQAIVkkB2djbS0tKsLjIrzopJOIbXw/6Fjwf5QNfbD5/38MJnvb3wTk8nvODVEFWdX0EV99dR1a8hXun0AXpMGYD/9X8b1ds3QVVZBMrjNVQPfAN/7/khandoAjvHl/Fc+zfQIPRDBHzVHeHje2PN/i1YumstNh2JwunzKfhl/1a838mAt3s5451eLpruMzLMeOXKlYqNEpmVs6QHI7MlJWg7+SlmbceXmm4Jxaym3UPjSIAESIAESOCZEhg4cCAWL15sdXNmM7IuYOicCWgS/jEGzv4SZzNScePOTWVeq76PJ14KaoUqAU1R3acR7Nz/ico+9fG8V2NU/ehvqO0j0dlGsHN9DVVCmqF6eGtUcv8nqvo1QK2gFmjavR18x4ajiu4VVHF4DVUMr6Fau5fh+2VHDJ87HvviD8F7TCf8w6eFMj9XRKMWj7xzZseOHassCJWaWvzVmClmtejpZ2MTxeyz4V7haqWYrXAuZ4NJgARIgARIoNAEZs+ebZWrGc+I/AFvBbTDzOVzMGnpTLzR+TP8l/cbqOb9BqoGtkSlsDdRyfQmqgU1R6UOjWHnXRfV3evjr17N0LTL56ji0xDVfRqguqkl7PxkoahmqBXaElX8GqOKfxNlKHJlnzqo2qExqrvXxZ+9m+KFgOao4VkftdzrYdbmSDh298LAyUMRGxdbaN7lmVDErOViXrIA1LFjxzB58uRim0ExW2x0NpeRYtbmXKrNBlHMatMvtIoESIAESIAEtECgV69ej5lhKYAee6mRB4eOH8Hy7WvRspcjmvSwx1/9m6G6XyO8GPwWXu30CZy+7orXTJ/i5a4fo0ZQc1SXs0NTVPVsgOpudVHDpxGqu72uzI2V+bFV/Bqhsm8jvBb4NhqGfIBK7f4HlRxfwV983sBnfT3xzYo5WLl/E17yaIQaQc3QoI8OLTt9jhk/zUL2tWyNUMlthojZvPvMJiUl4cMPP8ydsAh3FLNFgGXjSSlmbdzBWmkexaxWPEE7SIAESIAESECbBGRrHmtbAOr6rRt41aMVXgp/F35TeuPIqVh8HOGACQu/xaY9W3Ht1g1cuHIR3SYPwF99m+PF4Fawa98Qdp51YOf8Gio5vorKxpeVSGxl7/qoFdAM1du/gRqf/QO1Xeqjins9JW3NoGb4Y/Cb+J+AtzH4u5FwHOCH5t10qOf/LpoGf4gBc8Zgf8JhTTrWMjJ7584drFu3Dnv27MHx48eLbS/FbLHR2VxGilmbc6k2G0Qxq02/0CoSIAESIAES0AqBjIwMHDlyBLIYlBxaj8zuPrAHrcPsUbfjx1i98xfFZlm9Ny0rA3vjDqLPlCHoOa4/Js+fhnMXz2PnoV14o+MnqNKxFewiWqOGqRVeCGqJyo6vomZAM9QKbI7Krv+Hqu518Sf/lnjBtyle8G+O54Jaoorb/6GS66uw866Dyh2aKPvRfjLAB/HJiZix6kfU9GuCAYsn4Pfff9eKO812WM6ZldWMo6KikJlZsi2FKGbNeCv8BcVshe8C5QOAYrZ8OLMWEiABEiABErBmAhKtu3fvntIErYvZ9fu2ovOMoYiKPwAZbnz0TDxmbfoJLzg0RGWnOqgR2Aw1TS2UrXX+7tkcxsEd8LJHM1SV+bFBjRVRWrPDG6js/BqqyLxZEak+DVHTpQ4+6uOGvzk1xIc9XTFo3jiETOmLV0PfQ42AN2DnWx92HRqiqm8DfNDLCQu2LlNEsXF0uCb3nZWteVatWqX4lFvzWPNPpzZtp5jVpl9sziqKWZtzKRtEAiRAAiRAAqVKQIYZz50711ym1sWs2VAAEn0ctfRbvBjUGlU96qKWb2P8l38zvBTeBpUjWqNax1aoGdYK1XwbobJ7HVTyqKtEVyt5vI5qHjJntjGqBDVBFa+6qKz7H1RxeBVVXeqgUfinCJvQByu3r0WPSV/g/4W+h9ohrVA7tBWel2iuRz3Ukvm3XvWhHx2GjEsXLM165tcSqX7w4EGufWYlMlvSg5HZkhK0nfwUs7bjS023hGJW0+6hcSRAAiRAAiTwTAl4e3vnmi8rxliTmO01bQT+4N1CmfNaxaMe+s/6Epuit2HGqrmQezvnV1HDtzG8JnXDsB/HoLLr66jq0xC13OrhJb8mqN6+ESrLXFqfuqjq3xBVfBvALqAx7OTT4TW87t8G/qM6ITHtDIZN/xIjZn+NT7/wRWWPOrAz/A3PuzXA0FljIeJRS4eIfBGzK1asMJsl0dkFCxaYo7XmF0W4oJgtAiwbT0oxa+MO1krzKGa14gnaQQIkQAIkQALaIzBt2jQkJyfnMsxaxKwIyKrOdfB8cAv8M/R9LNi8HEs3/YxOX/XGXzyboqruVdR2rY+/tW8N91FhqOneAC+HvYdKrnVQy6UOavg3QY3gZqjRvrEiaGsGvoHnPBqgWlAzVA5rATuvOnjeowH+6t0crsOCMXrWV7h28zp+WLMIfwx8G5UCm6CmS10Ye3kh9mTxF1XKBb+UboSNDDPeunVrrhJle56AgIBcz4pyQzFbFFq2nZZi1rb9q5nWUcxqxhU0hARIgARIgAQ0R0C2ahHxunHjRrNt1iJm98Tuw3NBzfB/PT9B76lDFPv7zhyBWv6NUaNDY9RyqouPe7vijfBP8Ff/VqhheA2mqf1QzaUOqnvUQ+WIVqjWuRVe9G+Kqm7/h6r2/4DPwEA871wX1X0boFJAY2VYciXnfyqLRBknhCNyS06k0763P2oGtkYlz7poEvEZBn47ysxPKxeWqxmrNs2YMQPdu3dXb4v8STFbZGQ2m4Fi1mZdq62GUcxqyx+0hgRIgARIgAS0RsAat+YRhvXdW+OP7Zui3QBv7Dq4G56Dg/Gca31FyFbzbYjAKX0QOKE7XmjfFH/wbYpVu3/BP9u3QW3HuviTb1PYdWmBap1a4C/+zVGjfSNUda+DZZtXIGBCDzzn2wR27/8Xang3QjXvBrDzeh01urwJx1FhOHH2JPbFHkKNj+ugpmd9VPZugMDxfbTmVmU+sbrP7IkTJzB69OgS20gxW2KENlMAxazNuFLbDaGY1bZ/aB0JkAAJkAAJaIHAgQMHcP78ecUUa4jM/rx9HWq/+zd8MWs0Nu7bisVbV6CKb0NU8amPj3q7Ye7WJXjJuS6e79QGtUNaInjGQIz94Wv8yakB2vV0RwPvt1Clc0tUDWyMzwd44fUv9LDzq4eIyf3xkmdjPN++KWo610HVD/4bz3s1Ro2gZrDzqot6YR9hQuT3SL+QAdnr9o+ujVHDrwmec2uKsbOnasGVZhtkuyDVl1zN2IyFF6VEgGK2lECymIIJUMwWzIdvSYAESIAESIAEgC1btpgxqALI/ECDF4s3rcLzH9VD5C8/IyUzHW/3MMLOqx4aRbTDzCVzsOPgTtSQiGpEC1QLa4mO3wxAbefXUdWvAZz7eGH49CGw69gINUNb4OOujvg//5ao1KkZXm//LrwHBeGlsNawC2+CyQu/wbAZY6EbEoqqH/8F1d1exzs9nXAqLUmh8mF3d/y547t4rkMzhAzrrBlS6mrG6pzZHTt2KAtCldRARmZLStB28lPM2o4vNd0SillNu4fGkQAJkAAJkMAzJRAREaGsZpyVlWW2wxrE7PHTCfhy1mTExcdhzLLpqNmhKap4N0bElMFIP58O+54eqCKLOEU0R01TS7TppMOLHdvgD+Fv4uv5EzB4cj9U7tgItU2t8E7Yp/incwNUCmmMOqaPMWruOLze8xPYdW2OeVuXKysVS5Rz2OwxqOFeF9Vc6mHn8f0Kr6s3riHs+6H4Q/tW+MtHdc0Mn/VF3tWML126hGPHjmHJkiWIjY0ttnkUs8VGZ3MZKWZtzqXabBDFrDb9QqtIgARIgARIQAsELBd+Uu2xBjGr2pp15RLcx3ZGdVNLhH43BMs2rlReGYcEomq31rDr1AzV/Jrgj84N8ZzpTdTp9TlGTPgCHhEG1O75FmqFtEDzwPdRX18PLwQ1RW3fZhi2eCI+G+SD6mEt0GFMF7Uq3Lx9C88b6qKGeyOMmjvZ/DzpfCpW792E75Y/2qvX/PIZXahiVoYXWx4//fQT2rZta/moSNcUs0XCZdOJKWZt2r3aaRzFrHZ8QUtIgARIgARIQGsEevfujYMHD+LmzZtm06xJzKZmZuCjkYGoHv4mhs2bZG7DxwN8YdfpDVQKaoB3u+rROORD1Ax/G/W6foyAbp5o+vlrqNGpOWqEtcbL7o0xcGxP1HD6X9TwbwHdQF8cPnEEVd3q4PuNkeYyr9+8jvi0M/h0WBC6fzvC/FyrFyJoV67MEfeqjcePH4ezs7N6W+RPitkiI7PZDBSzNutabTWMYlZb/qA1JEACJEACJKAlAjt37kRGRgZE5KiH1YnZUYGoEdIS30TOUpsA32EdUbVTc/yl5/v4adcauI3viqodW+ENU1uYenfAp37voobpDVQNbYkP+rrg+3lT0dL0EWoHtYbzsBB8HO6A2gHN4T+6m7lMudiXcBgvebdAlxnDcj3X4o2I2c2bN5tNW7x4MU6fPo2oqCjzs6JeUMwWlZjtpqeYtV3faqplFLOacgeNIQESIAESIAHNEZCorLWtZqxCzL5xDQEzB6J2hxaYuXi2+hjz1/6EGkFN8Kfu7+HLeRPx0bAOqNqpNTyHh2DOghlwCdfhudCmqBbWCi27fI5tuzYicFwX1AhpDd3QQLTp5YRqpjexePtqc5lyEX3qKP4c1Aph0/rneq7FGxGz6n9MpKSklGiurNo+ilmVBD8pZtkHyoUAxWy5YGYlJEACJEACJGDVBBISEsz2qwLI/EDDF7Jq75ClU/CiXwvMnD/TbOmNWzfwnHtdvNr/cwyaNQoNu3wCO68GeKezAZHL58OpqzOeC22BymEt8fEIH6RlpeNgwmHUDmmFjwd7441On+E5p0a4ceeWuUy52JN4BC8FtELYlH65nmvtRoTs/fv3ERmZM0yaW/NozUPWbw/FrPX70CpaQDFrFW6ikSRAAiRAAiTwTAgcPXoUqampuYajWpOYFWjfrZ6H133fxeI1y3Ix/DJyKv7R+xOMXjQRb/bQoUHoR8jIysCuPZvxmekT1AqXBaJa4s/e9XHg+H6cyzyHv3g2w5eLpuBS9hVlVeRcBQI4lBALh36BOJORkveVpu5FzP7666+Ijo5W7JLIrJzXr19XzuIay8hsccnZXj6KWdvzqSZbRDGrSbfQKBIgARIgARLQBIEBAwY8NofS2sTsnV/vYunm3MOBBe6P637Cy90/x8KtP+Pz/t4IHd1bYX7v3l18s2gyqoc3ReXwFrAf7I30C2nKu4VrluDgscNP9M2DBw9w5+6dJ77XygsRs7/99luu/6TYu3cv1q9fj2HDij/fl2JWKx5+9nZQzD57H1QICyhmK4Sb2UgSIAESIAESKBaBESMeX5XX2sTskxp+++4dGAeasHzLarTr5IaAfp2UpIcP7kL7Lg6o0bkJqnVsjrdD2mLDwy19nlSWNT6XvXHzrmYcExPDrXms0ZkatJliVoNOsUWTKGZt0atsEwmQAAmQAAmUDgFVzMr2POphK2JW2nPlejZ+vf8rLl29jOs3byhNvHAhHaGD/FG9UxNUD2uOdgM8cTrllNp8m/mU6OyxY8dytWfdunWMzOYiwpviEqCYLS455isSgbIQs5MnT1b+V0823eZJBuwD7APPug/InD8eJEACxScgiz8tWbIE9+7dUwqxJTGbH5VVG5bjo/BPULNjM1QJbY73h3phyepF+SW16mciZtXI7J07d7Bo0SJlRePY2Nhit4vDjIuNzuYyUszanEu12aCyELMRERGws7PjSQbsA+wDmugD27Zt0+YvYFpFAlZE4MiRI8jOzlYstm0x+x+s37QCxj6ueL5ja1QPa42/h7fBz1tWAP/53Yo89nRTZc7s1q1blYRczfjpvJiiaAQoZovGi6mLSYBilqKb//HAPmDrfYBitph/IJiNBCwIrF79aAEl2xazwIYNyxEyJAjPmVqiemgLvBLQEivWL7GgYf2XsmWRbM2j+pJi1vp9qrUWUMxqzSM2ag/FLIWMrQsZto99nGLWRv+AsVnlQkB+fsaOHYu5c+ea61MFkPmBjV1kZKRi5orv8XxYS9Q0tUDziI8Rd/q4TbVShhjLAlDqPrNyL9PESnpwmHFJCdpOfopZ2/GlpltSFmJW0w2mcSRAAiRAAiRAAoUmsGxZ7r1ZJaMti9lbt27i1Ml4dB7dGbXCWqBGaHO4fRWGlHPJAP5daG5aTyjiVSKzhw4dymWq/MfFRx99lOtZUW4oZotCy7bTUszatn810zqKWc24goaQAAmQAAmQgOYIeHt7IzU1NZddtixmpaH79++AobMO1cNboHpYC/wzsBV+2bYmFwNbuBFBu3HjxlxNSUtLg5+fX65nRbmhmC0KLdtOSzFr2/7VTOsoZjXjChpCAiRAAiRAApojsHPnTuzevRvbt28322brYjYxMRZhYzujSkQLVApvgSbdP8GmXRvM7beVCxGza9euNTdnxYoVkIW+li9fbn5W1AuK2aISs930FLO261tNtYxiVlPuoDEkQAIkQAIkoDkCMrcyLi7ObJeti9m165bAY5APKndtCbvOzfHH9o2x71i0uf22ciFiNiYmRmnOyZMncfv2bWUerfi7uAfFbHHJ2V4+ilnb86kmW0Qxq0m30CgSIAESIAES0BQB2WtWPWxZzIrAO3EiVpkzW8PUAjXC3kTrngYcO3UMsherrRzqasbqPrOHDx+GbNVT0oNitqQEbSc/xazt+FLTLaGY1bR7aBwJkAAJkAAJPFMCMl92//79iIqKMtthy2L2119/xaKFM9Eu/DNUCW2KquFvolVPPdZtXoG0tBQzA2u/EDEr4nXHjh1KUyRCGx1d8ugzxay194zSs59itvRYsqQCCFDMFgCHr0iABEiABEigghMICAiADEE9d+6cmYQti1lpZEJiLHyG+qNKpxao1OlNvB72PvbF7DW33xYuJAItqxnv2bPH3Jw1a9Zg1apVkD1ni3tQzBaXnO3lo5i1PZ9qskUUs5p0C40iARIgARIgAU0Q6NKly2N22LKYzbxwHqNG9ILnAC9U6dIKlcJbo0m3z7Fy/VIcizn8GAtrfSCRWct9ZqUdcp+YmAh7e/tiN4tittjobC4jxazNuVSbDaKY1aZfaBUJkAAJkAAJaIGACNctW7YgOzvbbI4ti1lpZOLJY3Dp44oanVqjalhr/G+H1jiSeNTcflu5kOjsgQMHzM25ePGisg3TxIkTzc+KekExW1RitpueYtZ2faupllHMasodNIYESIAESIAENEdA9h613I/UlsXsg/v3kZx0CuPmT0Dt0BaoEdIK+uEBiDt5DFmZFzTnm5IYJGJW9evVq1exYMECJCUlKWdxy6WYLS4528tHMWt7PtVkiyhmNekWGkUCJEACJEACmiIgw0/Vw5bFrCyKtGZlJD7o8CGeC2qGWmHN0STgTSxftQDXsq+qCGziU+bMrl+/BuFuIQAAIABJREFUXmmLzJOVyGxJD4rZkhK0nfwUs7bjS023hGJW0+6hcSRAAiRAAiSgCQJa3ZrnzJkkxMXF4+zZZBw7fhxHj8YgISFRGS576tTpYrH77bcH6DllEF4IbIbqIY0QOLELrly7gv37Hy2WVJSCL1+5gtOnzyAtPR0pKamIiT2OozHHcO5cBtLS0nHt2rWiFFcqaSUqK8Jd3WdW/rOiJPvLqkZRzKok+Ekxyz5QLgQoZssFMyshARIgARIgAaskcPr0acTFxeGnn34y2/+sIrM3bt6EbJ1zPjMLScmpSDiVhLNp5xB38gwSz6TgdEoaTp1NQfzJM0g9dx6nkpKRnJqGS5ev4Lfffsf9+w/w4MEDczvyXty+fRu379zGrn074NzbF38IaYXKfnXQpms7DJk8GFH7onA5+4q5jNt37+DevXt5i1Ge3b4t735F9vUbiI1LQFpGJo4nnEZiUgqS0jJwOjkdJ06fxfGEUzh9NhVnU9MRdyJRsfPXX+8r7Xys4FJ+IIJ2+fLl5lKnTZsGhcHt2+ZnRb2gmC0qMdtNTzFru77VVMsoZjXlDhpDAiRAAiRAApoi4OLi8pg9z0LMXr2ajS1bt+WI2KQ0ZFy6hvNXbuLcpevKp1xnKPc3lHu5Tsu6htSsbKScv4yUc5lIy7iA02eScPdubgF68+ZNZZuapOQkfBc5CwtWLUQ9rzdR27cR7Lxex3OudeHc1xcL1y3Gd8tm49r1nEjq0rXLsSVqay4+t27dxoFDh3HwyDGcTD6H81dvIv3SDWRcfmhXPp/yLi0rG4nJGUjJyELC6SQkp6TmKrcsbkTMbt++3Vx0cnIyDh8+jK+++sr8rKgXFLNFJWa76Slmbde3mmoZxaym3EFjSIAESIAESEBTBObPn28eiqoaVp5iNiU1DaeTkpXIZWp6BpJS03Es8QwOxsQj4UyKEpWNPXEKxxPPYNf+GBw4loiE5AykZmYr4lYRuJdvIiXrGjIuX8fplAykpp9H1sVLanOQei4NvUf3w/LtaxA2pgcc+vrh3R4OqOz8v6jsUx9VXevg0/5e8B3bGR1GhePbFXMwdfFMrN2yHukZ6Uo5165fVyLFWVeycSr5HFIvXEb65Zs4d+WWYkd65hWcTc9ETPwpHEs4jROnzio2i90HY+Kw73AsYuJPIuFMKpLSzuPCxcs4eOQILmRm4vLly6UyBNjc4IcXImZ3796d63FGRga6du2a61lRbihmi0LLttNSzNq2fzXTOopZzbiChpAACZAACZCA5gjIvMro6Gj07t3bbFt5idmoXbuxd/8hZRjuoZjjiEs4iT3RB3AkJlY5k86exclTp5B48iROnT4DEb5p587jwOEYbNy2E/sOxSAt8zLOX72F9Ct3cC77riIuz56/hAMxcTh/IRM3bt5A2rk0/LhyPv7m0gghk/rgNd/W+EdAK9i5vYZKHZqgkk8TVPdoiBfd66NlDx0ah38Ex77+ZoGZcT4Th48l4NS5S2YBm3bpBrKu3UHy+cuIPXFSGUK8Zdt27NkXjfgTiYq9JxISkHjyFJKSk5GekaHMo926PQrbduzEnv0HEJd4ErHx8UhNS8t3OLPZIcW4ECErQ7YjIyPNuffv3///27vzYMmu+j7go82YAqcgmJTjFCmXHYNju1i8lPEul+NshbETG6dCqMK2oGxhwIaKk3+okkwqQIgiA0axiK1CCBCShQUCI7TOLmkWjTSaGY1Gs+9vds2+SeiXOg/66U2rL+r7+nTr3ns+XfX0uu9y7vl9fkfz5jv9ujs++tGPxtVXXz2zre4dYbauWHePF2a729tGVSbMNqodJkOAAAECBBopMOk3gNq0eUvcc//CeGDZinj8iSfm/BrSO++6O9Izt+kZ2i17Dsaug9/5deSDx2Lt5h3xl//v0/E7f/yf4+M3/GVc/sG3xquv/Pl4zX/9N/E9f/RTcekfvSku/uOfjUuv/Lm45A/eFJf83r+Iy/7gJ+KVV/xUfO6uW+Pc2XOxd+/+WLFqXWzffyx2HD4dO4+cjq37jsaTO6di294DsWzlqti5a9ecwuiCRUvi7nvvj3vnL4xv3HV37D/w3LPJoy6SFGbTGz6tWLFieqj0bsbpV4xHvQmzowp253xhtju9bHQlwmyj22NyBAgQIECgEQKTDrMHMga39AxkeqOm1Y89Fo+ufWL6dbY7D3772doNO3fFjXd+OX7nQ++K17/v38T3vOtNccl7fjYues9Px0V/0vv6mbjkPT8dF1/5prjkj98Qv/4Xb48Vq1fGk+uejM07DsTW77x2d+rg8dix91Cs37glHlu3PlvfTp06Ffv27YupqalsYz777LPTrxO+9957p8dMYda7GWfjNVBECLOWwUQEhNmJMLsIAQIECBBorcCmTZvijjvumJn/pH7NeOaCme6cOHEi9k7ti1Vr1sfjW3ZPP0u7b//x2DS1N762fGH8+Nt/LX7pT98WP/Pe3443/tlvxRs+8Nb47f/z/nj9B94ar/+z34zX/+lb4o0feGv86aevikfWrondOw7GrkOnYseRE7F778F4fP3muG/+4kjhM0cwzFR25TDpV8i//vWvT+9Pb4I1+x8sKk96gR2emX0BoIJ2C7MFNfvFLFWYfTH1XZsAAQIECDRb4Dd+4zemg9nsj7Rpa5jtSaeg+bU774oNW3bHgf2nYvf+47HjyNF4eMeW2L5nV5w8c2rm68y5szP30/ate3bFfQ+vjF37j8Se/Sdjx5FT8cS23bFwweJ45plvxfnzT/cu0/jv6VeNe58zmya7dOnSuPvuu+NjH/vYnOcuzM6ZrnMnCrOda2kzCxJmm9kXsyJAgAABAk0Q+PCHPxzpWbvZt7aH2V4tR44cjWWPrI+dB0/G9kMnYvvh4/HYxs2xeu26OH7iRO+w6e/pWcy0bduWnbFj71Oxa9/x2HPkZKzdsjMWPbAsjh+/8PgLTm7ogxRmZ3/ObJpm+niet7zlLXOesTA7Z7rOnSjMdq6lzSxImG1mX8yKAAECBAg0QeDGG2+MBQsWTL9mszefroTZVM+Tm7fE41u2x9Z9h2PnwSOx+8Ch2LtvKtZv2hjHT56cLvno8eOxc2pvLFv9aGzbuz92p9fG7j8aj67fHHumDsTZs+d6NK36ngJ66u3sW3oTqHe9612zN9W6L8zW4ur0wcJsp9vbnOKE2eb0wkwIECBAgEDTBDZs2BBHjhyJNWvWzEytS2E2PTu5cfOWWLN+Y0wdOhobt2yJtWtWxbatG2PvnqnpdxBeu25t7Ni5LbZs3xRPbNka2w8fi7Vbd0x/3M4MSsvupLpTmO19zuzOnTsjvQlU+pzZ9OvGc70Js3OV6955wmz3etrIioTZRrbFpAgQIECAQKMEZr85UJfCbEJO7+x7YP+hmL90bezYuz9WLvj7WHjT1XFg2+ZY+eSTsWzlgrjvto/EV7/432Jqan+sXL05Dhx6avq8RjWpxmRSmE3v8HzrrbdOn5WCbHrX51Fvwuyogt05X5jtTi8bXYkw2+j2mBwBAgQIEHjRBdK7887+DNKuhdke8MOrHon1T66LTWuXxz/c+rFYctc1sWnlN2PVwoXxd7f+71i14vbY8eSu2LpzU8x+Q6ze+W36nsLsuXPnYuXKldPT3rx5cxw8eHDkEoTZkQk7M4Aw25lWNrsQYbbZ/TE7AgQIECDwYgrccsstkX4FdcWKFTPT6GqYTQXu2Lkzli9/JLbt3Ra3fe4/xv3/9zdj+wN/F4+sWRoLFi+PDWs3zTi0/U4KtHfddddMGeljelatWjX9q8YzG2veEWZrgnX4cGG2w81tUmnCbJO6YS4ECBAgQKBZAu985zufN6Euh9nVj26IRUvmx6pVS2LPls/Fsr//vbjrhl+LtUuujW0bNsSadSvixHfeGOp5MC3bkMJs73Nm09QPHz48/RraK6+8cs6VCLNzpuvcicJs51razIKE2Wb2xawIECBAgEATBK666qrnTaMLYfbg3k2xb8e3f8W2V+DatWtj/9bVsXrxR+POG/9T7Fhzf2xcd1fce+vPxUM3vS4e/foHYuvGO+Lh5Uti/Yb1vdPi5LF9MbVjeWzf+sjMtjbcSWF29ufMpjlPTU3Fhz70oTlPX5idM13nThRmO9fSZhYkzDazL2ZFgAABAgSaIHD99ddPv66yS6+ZPbJnVexe/NbY+vUfiM3LPxNnTj4Vy1c+GAd2fjM2z39HrLrpR+KBG38o7rr5U7Fk6YbYuvq6WPPFn4jl1/9grPva78Se1TfFhrWPxonjR+LEkSdiauXbY9/8fxp7ts39XYAn3esUZNO7Gc/+nNl77rkntm/fHtdcc82cpyPMzpmucycKs51raTMLEmab2RezIkCAAAECTRHYsWNHdOndjM8c3x57Fl8eT6+8JI48+PPx5ML/EU8u+XhsX/Arsf7zr4rNX/5nsXnBf4k1D/19PLD0iXh4ycLYsvC/x5bb3hhP3PDq2PzVN8fGRf8zVi+8NjY/8K/j+JKXxpG7fyyOHdnalJa94DzSOzinN7Hqfc5s+hXje++9N7Zs2RLpzaDmehNm5yrXvfOE2e71tJEVCbONbItJESBAgACBRgl0Kcwm2BP7H4rjj749zj74fbFvyY/GvoWvi+23XRpbvvxPYvOSK2LNyq/G1N4dcezoidi8eWs88fh9sf3BD8W2O340tn71+2LH/T8ce+b/Ujy17GWxf+E/j8Mbbm5Uv15oMinMpncz7n2mbPponmeeeeaFTnvB/cLsCxIVc4AwW0yrX9xChdkX19/VCRAgQIBA0wXSrxjffPNzYa0Lr5lN5ge33RfnFr48zqx8eZx97KI4ufwfxe6lfxArHrg7Vj/23Gti07HfuOe+WLz47+LRRb8fux58dZx49OJ4+sF/HGcXXxp7lr0jzp050vQ2Pm9+Kbx+6Utfmt6efu349ttvf94xdTcIs3XFunu8MNvd3jaqMmG2Ue0wGQIECBAg0CiB9JrK9MZIs29dCLNT2x6O3YveHmeXviSO3v2KOL/ykjj90Mvi8a+/O3Zu3Di73Jn76Vdx1917dRy8/1/G2ZUXx/mlL40zd70kjq68PE4cuPDNpGZOavCdFGCXL18+M8PVq1dH+vJrxjMk7owgIMyOgOfU4QWE2eGtHEmAAAECBEoT+NSnPvW8ktscZs+fPREHN8+PgyuuiHPLXx9nl18SRxdcHOcfuijOLr809i36kTi04fo4e2LHBXUfP7g5Tu75Suyb/4txZsEr4/TKi+LQ4ovi1ILL4uTCy2Jq/q/HM2f2x5lT7XmGNoXZ2Z8zmwpOr49+xzvecUHtdR54ZraOVrePFWa73d/GVDeOMPve97435s2b54uBNWANNGIN3H///Y35M9dECLRN4LrrrotbbrklNm3aNDP1NofZkwefiB33/Ic4t+xVsecb8+L0skvj3MMXx/FlPx77F785nlry0ji59LWx46F3zdSb7ux+9FNxZOkPxqml3xuHFvxw7Jz/A3F89UvizEOXxMn7L4ozi14Wuxf9+zh+cN0F5zX1Qe81s7M/ZzbNddu2bfG2t71tztMWZudM17kThdnOtbSZBQmzQrd/eLAGur4GhNlm/vwxq3YInD17dvpNgh5//PGZCbc1zB5/alesv+dfxclFr4jTy74v9j30knhq/kti/4O/GqefejyefeZU7Hv8M7H59h+Jrd/8dzP1pjur/uHtsf2OV8SWu98ZRw88EUf2LI+tC/9tnFr4sjix4KI4t+KyOHb/98ahVb8VB3eviHNnT1xwftMepGdl02tmZ3/O7Cc/+clYtWpVnDx5cs7TFWbnTNe5E4XZzrW0mQUJs4JM14OM+qxxYbaZP3/Mql0CbX0341PHdsaxqQfiwJO3xrKbfzEOP/STcfieS+L0opfH+WUXxbEHfjiObPp8nD/77QD39LmTcXTfunjm/KkLGnT00K546sBzz06nnUf2ropd8388zi17WTy96GVx+M5L4/BdL4ndC3439q+/KY5s+3I8c/5QPPut8xeM1YQHvY/m+epXvzo9nfSPFd7NuAmd6c4chNnu9LLRlQiz/qIv7FkDXV8DwmyjfwyZXAsEpqamWvs5s4/d/btxbOWPxckVr4o9d142HWRPLro4js+/LI4/+LrYsvx/jdSBo3uXxsEHfzVO3D8vTtz3kji1+OLYn94Uaumr49gj3x/HNr4nzp+68PW3I10w48lPP/10zJ8/f3rEFGZ37tw58uiemR2ZsDMDCLOdaWWzCxlHmG12xWZHgAABAgQIDCuQXi+b3vH2xInnfm22Tb9mfGDpr8TTyy+KZ1bOi/NLL4tzC18RT6/83ji96idj//ob4tx3npEd1qP/uGe/9XTsevQTceD+V8UzK14e51ZeFKeXXxLnVn1PnFs1L04+8ENxevfd/ac14nH6VeMlS5ZMz+X48ePT90d5J+M0kDDbiNY2YhLCbCPa0P1JCLPd77EKCRAgQIDAXAU++MEPPu/XT9sUZg8t+5M4c99l8ezD8+LZ5fPiW8svjcOLL4n9T1wTz37rmbmyXHBe+jXi7as/GwfmvzROr5gX5x+ZF+cfviieXnlR7PvG6+L0nqUXHN+UBynM9j5nNs0p/ZpxeqOvt7zlLXOeojA7Z7rOnSjMdq6lzSxImG1mX8yKAAECBAg0QeC2226L9Kzd6dOnZ6bTpjB79sRU7Fv89ji16JVx9oF5se+eV8SWh66Kp89d+JrYmeJGuLP6a38W+5e8Nc4s+v44cf8r4tADPxMnDg/+zNoRLpPl1PSa2RReZ3/ObBp43759cfXVV8/5GsLsnOk6d6Iw27mWNrMgYbaZfTErAgQIECDQBIH0BkELFiyI1atXz0ynTWE2TXpqzY2x6Y7LY+PN8+KRW98UJ45sn6kl9509Kz8Vm294eaz7zPfE4Z0Lcw+fbbz0rOz58+cv+JzZ9E7G6deM+z97ts5Fhdk6Wt0+Vpjtdn8bU50w25hWmAgBAgQIEGikwJEjR1r7BlCNBG3ApNIzs+kNoO68887p2aQ3f0r/cHH06NGRZifMjsTXqZOF2U61s7nFCLPN7Y2ZESBAgACBpgi09aN5muLXtHmkMHvu3LmZz5ldt25dpM8UHvUmzI4q2J3zhdnu9LLRlQizjW6PyREgQIAAgRdVIL2G8tSpU7F169aZeTz00EOxd+/eOHDggK+WGuzfvz/27NkTt99++3Rf068XHzt27ILXRs80vMYdYbYGVscPFWY73uCmlCfMNqUT5kGAAAECBJoncMUVV8SOHRd+TuquXbumP8YlfayLr3YaLF68eLp3qZe929KlS6e3LVu2rLep9ndhtjZZZ08QZjvb2mYVJsw2qx9mQ4AAAQIEmiTwyU9+sknTMZcxChw+fDg2bNjg3YzHaFzS0MJsSd1+EWsVZl9EfJcmQIAAAQINF/jzP//zgTN86qmnLvjV49kH3XvvvbMfztxPr8sc9Q2GZgaLiPnz509/bNDsben+oUOHouodl//6r/86vvjFL/afEumdfD/+8Y8PfN3o7t27o+rZyuuvv/55Y6UNK1eujBQO+2/pdarp3aEH3b75zW8O2jynbWvXrp326T/5xIkTkZ6VHTS3dKyP5ukX83iuAsLsXOWcV0tAmK3F5WACBAgQIFCUQApF1157bTzyyCMzdaew+qUvfWn6nXC/8pWvzGx/8skn44Ybboj0PR3/xBNPRPoImPSVfoV10aJFsX379kiB8uTJk9PnpXfUTeek1+CmX3lN39MtnXPPPfdEepfd9Dm36Zje63bTZ96m++kNi26++eaZ132m83qfibtmzZrpc9LrQtMtfaZq+siZFCanpqYi1ZDup1sKv+l1wOn22c9+NtK7N/duN954Y3zta1+Lhx9+ePrjidIbJ6XbY489Fn/zN38zfT+97vTMmTO9U2LTpk3TH3vz5S9/eXqsVEu6bdmyZTpEpiCZXrOa5pFuKWB+4xvfmH5WNNW/bdu2mbD5wAMPxIc//OFpt8997nMzb9iUXt/6h3/4h5HqTB+blGzTPxSk+SWzFL7TvlRn+kr1p+ukz5VdsWLFdD1/+7d/O/Ma2TT/1KPZb/Q1Pbma//FrxjXBOny4MNvh5japNGG2Sd0wFwIECBAg0DyB9JrZFEzTLQWx2Z9Dmt446ODBg9PhLYWm9KZQ6ZbCVnp2NAWoFNpuuumm6e3pP+mZzjRGCqPpfu+WQup11103/TCF3RQyUzhLX+mZ4F5gTGEthex0S2OkAJtCcfrqHZP2pcfpWch0S2GuF0TT4xSq07wH3VKATbdUczqvd/v85z8/c71k0gup6Xuabzr20UcfnQm56bx0zRQyU0hNz/zOvvWe1U3X6YXptD+Z9kJlCrK90Jv29RzvuOOOad/0TGq6pWepU0hNhimUpvmla6fPkk1jpYCejknbZ4f19Ix0uqVnzTdu3Dh9f5T/CLOj6HXrXGG2W/1sbDXCbGNbY2IECBAgQKAxAgsXLoxbbrllOqilwNa7peD1mc98ZvpXd1PASu98nG4pzKZnDNNnl6ZnAFPQ7d1SyPzCF74QH/vYx+LKK6/sbZ7+ngLe+9///rjmmmtmgmjakULqpz/96elnTtP+2bf0jGf6dej01QvTaX+6zm233TY9715o652XXhua6klf/bcUOtP2FMzSGL1behY4faX9f/VXfzUTZtP+9Exterb6zW9+83Tg7Z2TwmQKwWnO6VnR2bdUa7pOegY6BfLeLYX19KvQaV/ynf2ROenZ2RRw3/e+903v652TnglPzunvdemZ79m39AxtmsO73/3u2Zun7yezdJ30LHPvmernHVRjgzBbA6vjhwqzHW9wU8oTZpvSCfMgQIAAAQIECLRbQJhtd/9yzl6YzalprEoBYbaSxg4CBAgQIECAAIEaAsJsDayOHyrMdrzBTSlPmG1KJ8yDAAECBAgQINBuAWG23f3LOXthNqemsSoFhNlKGjsIECBAgAABAgRqCAizNbA6fqgw2/EGN6U8YbYpnTAPAgQIECBAgEC7BYTZdvcv5+yF2ZyaxqoUEGYraewgQIAAAQIECBCoISDM1sDq+KHCbMcb3JTyhNmmdMI8CBAgQIAAAQLtFhBm292/nLMXZnNqGqtSQJitpLGDAAECBAgQIECghoAwWwOr44cKsx1vcFPKE2ab0gnzIECAAAECBAi0W0CYbXf/cs5emM2paaxKAWG2ksYOAgQIECBAgACBGgLCbA2sjh8qzHa8wU0pT5htSifMgwABAgQIECDQbgFhtt39yzl7YTanprEqBYTZSho7CBAgQIAAAQIEaggIszWwOn6oMNvxBjelPGG2KZ0wDwIECBAgQIBAuwWE2Xb3L+fshdmcmsaqFBBmK2nsIECAAAECBAgQqCEgzNbA6vihwmzHG9yU8oTZpnTCPAgQIECAAAEC7RYQZtvdv5yzF2ZzahqrUkCYraSxgwABAgQIECBAoIaAMFsDq+OHCrMdb3BTyhNmm9IJ8yBAgAABAgQItFtAmG13/3LOXpjNqWmsSgFhtpLGDgIECBAgQIAAgRoCwmwNrI4fKsx2vMFNKU+YbUonzIMAAQIECBAg0G4BYbbd/cs5e2E2p6axKgWE2UoaOwgQIECAAAECBGoICLM1sDp+qDDb8QY3pTxhtimdMA8CBAgQIECAQLsFhNl29y/n7IXZnJrGqhQQZitp7CBAgAABAgQIEKghIMzWwOr4ocJsxxvclPKE2aZ0wjwIECBAgAABAu0WEGbb3b+csxdmc2oaq1JAmK2ksYMAAQIECBAgQKCGgDBbA6vjhwqzHW9wU8oTZpvSCfMgQIAAAQIECLRbQJhtd/9yzl6YzalprEoBYbaSxg4CBAgQIECAAIEaAsJsDayOHyrMdrzBTSlPmG1KJ8yDAAECBAgQINBuAWG23f3LOXthNqemsSoFhNlKGjsIECBAgAABAgRqCAizNbA6fqgw2/EGN6U8YbYpnTAPAgQIECBAgEC7BYTZdvcv5+yF2ZyaxqoUEGYraewgQIAAAQIECBCoISDM1sDq+KHCbMcb3JTyhNmmdMI8CBAgQIAAAQLtFhBm292/nLMXZnNqGqtSQJitpLGDAAECBAgQIECghoAwWwOr44cKsx1vcFPKE2ab0gnzIECAAAECBAi0W0CYbXf/cs5emM2paaxKAWG2ksYOAgQIECBAgACBGgLCbA2sjh8qzHa8wU0pT5htSifMgwABAgQIECDQbgFhtt39yzl7YTanprEqBYTZSho7CBAgQIAAAQIEaggIszWwOn6oMNvxBjelPGG2KZ0wDwIECBAgQIBAuwWE2Xb3L+fshdmcmsaqFBBmK2nsIECAAAECBAgQqCEgzNbA6vihwmzHG9yU8oTZpnTCPAgQIECAAAEC7RYQZtvdv5yzF2ZzahqrUkCYraSxgwABAgQIECBAoIaAMFsDq+OHCrMdb3BTyhNmm9IJ8yBAgAABAgQItFtAmG13/3LOXpjNqWmsSgFhtpLGDgIECBAgQIAAgRoCwmwNrI4fKsx2vMFNKU+YbUonzIMAAQIECBAg0G4BYbbd/cs5e2E2p6axKgWE2UoaOwgQIECAAAECBGoICLM1sDp+qDDb8QY3pTxhtimdMA8CBAgQIECAQLsFhNl29y/n7IXZnJrGqhQQZitp7CBAgAABAgQIEKghIMzWwOr4ocJsxxvclPKE2aZ0wjwIECBAgAABAu0WEGbb3b+csxdmc2oaq1JAmK2ksYMAAQIECBAgQKCGgDBbA6vjhwqzHW9wU8oTZpvSCfMgQIAAAQIECLRbQJhtd/9yzl6YzalprEoBYbaSxg4CBAgQIECAAIEaAsJsDayOHyrMdrzBTSlPmG1KJ8yDAAECBAgQINBuAWG23f3LOXthNqemsSoFhNlKGjsIECBAgAABAgRqCAizNbA6fqgw2/EGN6U8YbYpnTAPAgQIECBAgEC7BYRIoBoSAAAgAElEQVTZdvcv5+yF2ZyaxqoUEGYraewgQIAAAQIECBCoISDM1sDq+KHCbMcb3JTyhNmmdMI8CBAgQIAAAQLtFhBm292/nLMXZnNqGqtSQJitpLGDAAECBAgQIECghoAwWwOr44cKsx1vcFPKE2ab0gnzIECAAAECBAi0W0CYbXf/cs5emM2paaxKAWG2ksYOAgQIECBAgACBGgLCbA2sjh8qzHa8wU0pT5htSifMgwABAgQIECDQbgFhtt39yzl7YTanprEqBYTZSho7CBAgQIAAAQIEaggIszWwOn6oMNvxBjelPGG2KZ0wDwIECBAgQIBAuwWE2Xb3L+fshdmcmsaqFBBmK2nsIECAAAECBAgQqCEgzNbA6vihwmzHG9yU8oTZpnTCPAgQIECAAAEC7RYQZtvdv5yzF2ZzahqrUkCYraSxgwABAgQIECBAoIaAMFsDq+OHCrMdb3BTyhNmm9IJ8yBAgAABAgQItFtAmG13/3LOXpjNqWmsSgFhtpLGDgIECBAgQIAAgRoCwmwNrI4fKsx2vMFNKU+YbUonzIMAAQIECBAg0G4BYbbd/cs5e2E2p6axKgWE2UoaOwgQIECAAAECBGoICLM1sDp+qDDb8QY3pTxhtimdMA8CBAgQIECAQLsFhNl29y/n7IXZnJrGqhQQZitp7CBAgAABAgQIEKghIMzWwOr4ocJsxxvclPKE2aZ0wjwIECBAgAABAu0WEGbb3b+csxdmc2oaq1JAmK2ksYMAAQIECBAgQKCGgDBbA6vjhwqzHW9wU8oTZpvSCfMgQIAAAQIECLRbQJhtd/9yzl6YzalprEoBYbaSxg4CBAgQIECAAIEaAsJsDayOHyrMdrzBTSlPmG1KJ8yDAAECBAgQINBuAWG23f3LOXthNqemsSoFhNlKGjsIECBAgAABAgRqCAizNbA6fqgw2/EGN6U8YbYpnTAPAgQIECBAgEC7BYTZdvcv5+yF2ZyaxqoUEGYraewgQIAAAQIECBCoISDM1sDq+KHCbMcb3JTyhNmmdMI8CBAgQIAAAQLtFhBm292/nLMXZnNqGqtSQJitpLGDAAECBAgQIECghoAwWwOr44cKsx1vcFPKE2ab0gnzIECAAAECBAi0W0CYbXf/cs5emM2paaxKAWG2ksYOAgQIECBAgACBGgLCbA2sjh8qzHa8wU0pT5htSifMgwABAgQIECDQbgFhtt39yzl7YTanprEqBYTZSho7CBAgQIAAAQIEaggIszWwOn6oMNvxBjelPGG2KZ0wDwIECBAgQIBAuwWE2Xb3L+fshdmcmsaqFBBmK2nsIECAAAECBAgQqCEgzNbA6vihwmzHG9yU8oTZpnTCPAgQIECAAAEC7RYQZtvdv5yzF2ZzahqrUkCYraSxgwABAgQIECBAoIaAMFsDq+OHCrMdb3BTyhNmm9IJ8yBAgAABAgQItFtAmG13/3LOXpjNqWmsSgFhtpLGDgIECBAgQIAAgRoCwmwNrI4fKsx2vMFNKU+YbUonzIMAAQIECBAg0G4BYbbd/cs5e2E2p6axKgWE2UoaOwgQIECAAAECBGoICLM1sDp+qDDb8QY3pTxhtimdMA8CBAgQIECAQLsFhNl29y/n7IXZnJrGqhQQZitp7CBAgAABAgQIEKghIMzWwOr4ocJsxxvclPKE2aZ0wjwIECBAgAABAu0WEGbb3b+csxdmc2oaq1JAmK2ksYMAAQIECBAgQKCGgDBbA6vjhwqzHW9wU8oTZpvSCfMgQIAAAQIECLRbQJhtd/9yzl6YzalprEoBYbaSxg4CBAgQIECAAIEaAsJsDayOHyrMdrzBTSlPmG1KJ8yDAAECBAgQINBuAWG23f3LOXthNqemsSoFhNlKGjsIECBAgAABAgRqCAizNbA6fqgw2/EGN6U8YbYpnTAPAgQIECBAgEC7BYTZdvcv5+yF2ZyaxqoUEGYraewgQIAAAQIECBCoISDM1sDq+KHCbMcb3JTyhNmmdMI8CBAgQIAAAQLtFhBm292/nLMXZnNqGqtSQJitpLGDAAECBAgQIECghoAwWwOr44cKsx1vcFPKE2ab0gnzIECAAAECBAi0W0CYbXf/cs5emM2paaxKAWG2ksaODAKPPPJILFiwwBcDa8AasAY6ugYOHz6c4aeFIboiIMx2pZOj1yHMjm5ohCEEhNkhkBwyZ4Ff/uVfjnnz5vliYA1YA9ZAR9fAnXfeOeefEU7snoAw272ezrUiYXaucs6rJSDM1uJycE0BYVaQ948Z1oA10O01IMzW/MHY8cOF2Y43uEZ5wmwNLIfOXUCYnbudM19YQJjt9l9ihRT9tQasAWH2hX8WlnSEMFtSt797rcLsd/exN5OAMJsJ0jADBd73vvfF5Zdf7ouBNWANWAMdXQPLli0b+Oe/jWUKCLNl9n1Q1cLsIBXbsgsIs9lJDUiAAAECBAgQKFJAmC2y7QOLFmYHstiYW0CYzS1qPAIECBAgQIBAmQLCbJl9H1S1MDtIxbbsAsJsdlIDEiBAgAABAgSKFBBmi2z7wKKF2YEsNuYWEGZzixqPAAECBAgQIFCmgDBbZt8HVS3MDlKxLbuAMJud1IAECBAgQIAAgSIFhNki2z6waGF2IIuNuQWE2dyixiNAgAABAgQIlCkgzJbZ90FVC7ODVGzLLiDMZic1IAECBAgQIECgSAFhtsi2DyxamB3IYmNuAWE2t6jxCBAgQIAAAQJlCgizZfZ9UNXC7CAV27ILCLPZSQ1IgAABAgQIEChSQJgtsu0DixZmB7LYmFtAmM0tajwCBAgQIECAQJkCwmyZfR9UtTA7SMW27ALCbHZSAxIgQIAAAQIEihQQZots+8CihdmBLDbmFhBmc4sajwABAgQIECBQpoAwW2bfB1UtzA5SsS27gDCbndSABAgQIECAAIEiBYTZIts+sGhhdiCLjbkFhNncosYjQIAAAQIECJQpIMyW2fdBVQuzg1Rsyy4gzGYnNSABAgQIECBAoEgBYbbItg8sWpgdyGJjbgFhNreo8QgQIECAAAECZQoIs2X2fVDVwuwgFduyCwiz2UkNSIAAAQIECBAoUkCYLbLtA4sWZgey2JhbQJjNLWo8AgQIECBAgECZAsJsmX0fVLUwO0jFtuwCwmx2UgMSIECAAAECBIoUEGaLbPvAooXZgSw25hYQZnOLGo8AAQIECBAgUKaAMFtm3wdVLcwOUrEtu4Awm53UgAQIECBAgACBIgWE2SLbPrBoYXYgi425BYTZ3KLGI0CAAAECBAiUKSDMltn3QVULs4NUbMsuIMxmJzUgAQIECBAgQKBIAWG2yLYPLFqYHchiY24BYTa3qPEIECBAgAABAmUKCLNl9n1Q1cLsIBXbsgsIs9lJDUiAAAECBAgQKFJAmC2y7QOLFmYHstiYW0CYzS1qPAIECBAgQIBAmQLCbJl9H1S1MDtIxbbsAsJsdlIDEiBAgAABAgSKFBBmi2z7wKKF2YEsNuYWEGZzixqPAAECBAgQIFCmgDBbZt8HVS3MDlKxLbuAMJud1IAECBAgQIAAgSIFhNki2z6waGF2IIuNuQWE2dyixiNAgAABAgQIlCkgzJbZ90FVC7ODVGzLLiDMZic1IAECBAgQIECgSAFhtsi2DyxamB3IYmNuAWE2t6jxCBAgQIAAAQJlCgizZfZ9UNXC7CAV27ILCLPZSQ1IgAABAgQIEChSQJgtsu0DixZmB7LYmFtAmM0tajwCBAgQIECAQJkCwmyZfR9UtTA7SMW27ALCbHZSAxIgQIAAAQIEihQQZots+8CihdmBLDbmFhBmc4sajwABAgQIECBQpoAwW2bfB1UtzA5SsS27gDCbndSABAgQIECAAIEiBYTZIts+sGhhdiCLjbkFhNncosYjQIAAAQIECJQpIMyW2fdBVQuzg1Rsyy4gzGYnNSABAgQIECBAoEgBYbbItg8sWpgdyGJjbgFhNreo8QgQIECAAAECZQoIs2X2fVDVwuwgFduyCwiz2UkNSIAAAQIECBAoUkCYLbLtA4sWZgey2JhbQJjNLWo8AgQIECBAgECZAsJsmX0fVLUwO0jFtuwCwmx2UgMSIECAAAECBIoUEGaLbPvAooXZgSw25hYQZnOLGq9fYPv27XH55Zf7YmANWAPWQEfXwNve9rb+P/o9LlRAmC208QPKFmYHoNiUX0CYzW9qxAsF1q9fH/PmzfPFwBqwBqyBjq6B17zmNRf+we9RsQLCbLGtf17hwuzzSGwYh4AwOw5VY84WEGYFef+YYQ1YA91eA8Ls7J96Zd8XZsvu/+zqhdnZGu6PTUCYHRutgb8jIMx2+y+xQor+WgPWgDDrR35PQJjtSfguzFoDExEQZifC7CIECBAgQIAAgc4LCLOdb/HQBQqzQ1M5cBQBYXYUPecSIECAAAECBAj0BITZnoTvwqw1MBEBYXYizC5CgAABAgQIEOi8gDDb+RYPXaAwOzSVA0cREGZH0XMuAQIECBAgQIBAT0CY7Un4LsxaAxMREGYnwuwiBAgQIECAAIHOCwiznW/x0AUKs0NTOXAUAWF2FD3nEiBAgAABAgQI9ASE2Z6E78KsNTARAWF2IswuQoAAAQIECBDovIAw2/kWD12gMDs0lQNHERBmR9FzLgECBAgQIECAQE9AmO1J+C7MWgMTERBmJ8LsIgQIECBAgACBzgsIs51v8dAFCrNDUzlwFAFhdhQ95xIgQIAAAQIECPQEhNmehO/CrDUwEQFhdiLMLkKAAAECBAgQ6LyAMNv5Fg9doDA7NJUDRxEQZkfRcy4BAgQIECBAgEBPQJjtSfguzFoDExEQZifC7CIECBAgQIAAgc4LCLOdb/HQBQqzQ1M5cBQBYXYUPecSIECAAAECBAj0BITZnoTvwqw1MBEBYXYizC5CgAABAgQIEOi8gDDb+RYPXaAwOzSVA0cREGZH0XMuAQIECBAgQIBAT0CY7Un4LsxaAxMREGYnwuwiBAgQIECAAIHOCwiznW/x0AUKs0NTOXAUAWF2FD3nEiBAgAABAgQI9ASE2Z6E78KsNTARAWF2IswuQoAAAQIECBDovIAw2/kWD12gMDs0lQNHERBmR9FzLgECBAgQIECAQE9AmO1J+C7MWgMTERBmJ8LsIgQIECBAgACBzgsIs51v8dAFCrNDUzlwFAFhdhQ95xIgQIAAAQIECPQEhNmehO/CrDUwEQFhdiLMLkKAAAECBAgQ6LyAMNv5Fg9doDA7NJUDRxEQZkfRcy4BAgQIECBAgEBPQJjtSfguzFoDExEQZifC7CIECBAgQIAAgc4LCLOdb/HQBQqzQ1M5cBQBYXYUPecSIECAAAECBAj0BITZnoTvwqw1MBEBYXYizC5CgAABAgQIEOi8gDDb+RYPXaAwOzSVA0cREGZH0XMuAQIECBAgQIBAT0CY7Un4LsxaAxMREGYnwuwiBAgQIECAAIHOCwiznW/x0AUKs0NTOXAUAWF2FD3nEiBAgAABAgQI9ASE2Z6E78KsNTARAWF2IswuQoAAAQIECBDovIAw2/kWD12gMDs0lQNHERBmR9FzLgECBAgQIECAQE9AmO1J+C7MWgMTERBmJ8LsIgQIECBAgACBzgsIs51v8dAFCrNDUzlwFAFhdhQ95xIgQIAAAQIECPQEhNmehO/CrDUwEQFhdiLMLkKAAAECBAgQ6LyAMNv5Fg9doDA7NJUDRxEQZkfRcy4BAgQIECBAgEBPQJjtSfguzFoDExEQZifC7CIECBAgQIAAgc4LCLOdb/HQBQqzQ1M5cBQBYXYUPecSIECAAAECBAj0BITZnoTvwqw1MBEBYXYizC5CgAABAgQIEOi8gDDb+RYPXaAwOzSVA0cREGZH0XMuAQIECBAgQIBAT0CY7Un4LsxaAxMREGYnwuwiBAgQIECAAIHOCwiznW/x0AUKs0NTOXAUAWF2FD3nEiBAgAABAgQI9ASE2Z6E78KsNTARAWF2IswuQoAAAQIECBDovIAw2/kWD12gMDs0lQNHERBmR9Fz7jACBw8ejKuuusoXA2vAGrAGOroGrr322mF+HDimAAFhtoAmD1miMDsklMNGExBmR/Nz9gsLrF+/PubNm+eLgTVgDVgDHV0Dr3nNa174h4EjihAQZoto81BFCrNDMTloVAFhdlRB57+QgDAryPvHDGvAGuj2GhBmX+gnYTn7hdlyev1ClQqzLyRkfxYBYTYLo0G+i4Aw2+2/xAop+msNWAPC7Hf5IVjYLmG2sIZ/l3KF2e+CY1c+AWE2n6WRBgucOnUqFixY4IuBNWANWAMdXQMPPvjg4B8AthYnIMwW1/LKgoXZSho7cgoIszk1jUWAAAECBAgQKFdAmC239/2VC7P9Ih6PRUCYHQurQQkQIECAAAECxQkIs8W1vLJgYbaSxo6cAsJsTk1jESBAgAABAgTKFRBmy+19f+XCbL+Ix2MREGbHwmpQAgQIECBAgEBxAsJscS2vLFiYraSxI6eAMJtT01gECBAgQIAAgXIFhNlye99fuTDbL+LxWASE2bGwGpQAAQIECBAgUJyAMFtcyysLFmYraezIKSDM5tQ0FgECBAgQIECgXAFhttze91cuzPaLeDwWAWF2LKwGJUCAAAECBAgUJyDMFtfyyoKF2UoaO3IKCLM5NY1FgAABAgQIEChXQJgtt/f9lQuz/SIej0VAmB0Lq0EJECBAgAABAsUJCLPFtbyyYGG2ksaOnALCbE5NYxEgQIAAAQIEyhUQZsvtfX/lwmy/iMdjERBmx8JqUAIECBAgQIBAcQLCbHEtryxYmK2ksSOngDCbU9NYBAgQIECAAIFyBYTZcnvfX7kw2y/i8VgEhNmxsBqUAAECBAgQIFCcgDBbXMsrCxZmK2nsyCkgzObUNBYBAgQIECBAoFwBYbbc3vdXLsz2i3g8FgFhdiysBiVAgAABAgQIFCcgzBbX8sqChdlKGjtyCgizOTWNRYAAAQIECBAoV0CYLbf3/ZULs/0iHo9FQJgdC6tBCRAgQIAAAQLFCQizxbW8smBhtpLGjpwCwmxOTWMRIECAAAECBMoVEGbL7X1/5cJsv4jHYxEQZsfCalACBAgQIECAQHECwmxxLa8sWJitpLEjp4Awm1PTWAQIECBAgACBcgWE2XJ731+5MNsv4vFYBITZsbAalAABAgQIECBQnIAwW1zLKwsWZitp7MgpIMzm1DQWAQIECBAgQKBcAWG23N73Vy7M9ot4PBYBYXYsrAYlQIAAAQIECBQnIMwW1/LKgoXZSho7cgoIszk1jUWAAAECBAgQKFdAmC239/2VC7P9Ih6PRUCYHQurQQkQIECAAAECxQkIs8W1vLJgYbaSxo6cAsJsTk1jESBAgAABAgTKFRBmy+19f+XCbL+Ix2MREGbHwmpQAgQIECBAgEBxAsJscS2vLFiYraSxI6eAMJtT01gECBAgQIAAgXIFhNlye99fuTDbL+LxWASE2bGwGpQAAQIECBAgUJyAMFtcyysLFmYraezIKSDM5tQ0FgECBAgQIECgXAFhttze91cuzPaLeDwWAWF2LKwGJUCAAAECBAgUJyDMFtfyyoKF2UoaO3IKCLM5NY1FgAABAgQIEChXQJgtt/f9lQuz/SIej0VAmB0Lq0EJECBAgAABAsUJCLPFtbyyYGG2ksaOnALCbE5NYxEgQIAAAQIEyhUQZsvtfX/lwmy/iMdjERBmx8JqUAIECBAgQIBAcQLCbHEtryxYmK2ksSOngDCbU9NYBAgQIECAAIFyBYTZcnvfX7kw2y/i8VgEhNmxsBqUAAECBAgQIFCcgDBbXMsrCxZmK2nsyCkgzObUNBYBAgQIECBAoFwBYbbc3vdXLsz2i3g8FgFhdiysBiVAgAABAgQIFCcgzBbX8sqChdlKGjtyCgizOTWNRYAAAQIECBAoV0CYLbf3/ZULs/0iHo9FQJgdC6tBCRAgQIAAAQLFCQizxbW8smBhtpLGjpwCwmxOTWMRIECAAAECBMoVEGbL7X1/5cJsv4jHYxEQZsfCalACBAgQIECAQHECwmxxLa8sWJitpLEjp4Awm1PTWAQIECBAgACBcgWE2XJ731+5MNsv4vFYBITZsbAalAABAgQIECBQnIAwW1zLKwsWZitp7MgpIMzm1DQWAQIECBAgQKBcAWG23N73Vy7M9ot4PBYBYXYsrAYlQIAAAQIECBQnIMwW1/LKgoXZSho7cgoIszk1jUWAAAECBAgQKFdAmC239/2VC7P9Ih6PRUCYHQurQQkQIECAAAECxQkIs8W1vLJgYbaSxo6cAsJsTk1jESBAgAABAgTKFRBmy+19f+XCbL+Ix2MREGbHwmpQAgQIECBAgEBxAsJscS2vLFiYraSxI6eAMJtT01gECBAgQIAAgXIFhNlye99fuTDbL+LxWASE2bGwGpQAAQIECBAgUJyAMFtcyysLFmYraezIKSDM5tQ0FgECBAgQIECgXAFhttze91cuzPaLeDwWAWF2LKwGJUCAAAECBAgUJyDMFtfyyoKF2UoaO3IKCLM5NY1FgAABAgQIEChXQJgtt/f9lQuz/SIej0VAmB0Lq0EJECBAgAABAsUJCLPFtbyyYGG2ksaOnALCbE5NYxEgQIAAAQIEyhUQZsvtfX/lwmy/iMdjERBmx8JqUAIECBAgQIBAcQLCbHEtryxYmK2ksSOngDCbU9NYBAgQIECAAIFyBYTZcnvfX7kw2y/i8VgEhNmxsBqUAAECBAgQIFCcgDBbXMsrCxZmK2nsyCkgzObUNBYBAgQIECBAoFwBYbbc3vdXLsz2i3g8FgFhdiysBiVAgAABAgQIFCcgzBbX8sqChdlKGjtyCgizOTWNRYAAAQIECBAoV0CYLbf3/ZULs/0iHo9FQJgdC6tBCRAgQIAAAQLFCQizxbW8smBhtpLGjpwCwmxOTWMRIECAAAECBMoVEGbL7X1/5cJsv4jHYxEQZsfCalACBAgQIECAQHECwmxxLa8sWJitpLEjp4Awm1PTWAQIECBAgACBcgWE2XJ731+5MNsv4vFYBITZsbAalAABAgQIECBQnIAwW1zLKwsWZitp7MgpIMzm1DQWAQIECBAgQKBcAWG23N73Vy7M9ot4PBYBYXYsrAYlQIAAAQIECBQnIMwW1/LKgoXZSho7cgoIszk1jUWAAAECBAgQKFdAmC239/2VC7P9Ih6PRUCYHQurQQkQIECAAAECxQkIs8W1vLJgYbaSxo6cAsJsTk1jESBAgAABAgTKFRBmy+19f+XCbL+Ix2MREGbHwmpQAgQIECBAgEBxAsJscS2vLFiYraSxI6eAMJtT01gECBAgQIAAgXIFhNlye99fuTDbL+LxWASE2bGwGpQAAQIECBAgUJyAMFtcyysLFmYraezIKSDM5tQ0FgECBAgQIECgXAFhttze91cuzPaLeDwWgRtuuCHmzZs383XFFVfEVVdd5YuBNWANWAPWgDVgDVgD1kCtNfDa17525u+U6e+TbuUKCLPl9n6ilfc/Mzs72Lr/XMhnwcIasAasAWvAGrAGrIHh14AwO9G/0jfuYsJs41rSzQndeeed0/+Cdvm8eXFV31faNvsP7f796fEPzTom3R90zOwxBh3z+7PGSMcOmkv/Melx/7VmXyfd79/fP8Ywcxl0DJdv973flwuX3poY5v8168V6Ged6GfQzIF1v9s+JQX++9x8zrp9H/dcZNN9x/H806Dr9c+Hy3N8frJfnLNI66X0N6/KJT3yim395VtVQAsLsUEwOGlXg9OnT8YY3vCH+4qKLIubNu+Dr6r4f/P370+PZfyFN9wcdM/sPvUHHLOy7Trpu/zj9x6TH/cfMvk6637+/f4xh5jLoGC7f7nu/LxcuvTUxzP9r1ov1Ms71MuhnQLre7J8Tg/587z9mXD+P+q8zaL7j+P9o0HX658Llub8/WC/PWaR10vsaxuWVr3xlrF69etS/pjq/xQLCbIub16apf+ELX5j+4Z7+JTb9AJv9lbb1/4E1e3+6/4pZx6T7/fvT49ljDDrmjX3HDJpL/zHpcf+1Zl8n3e/f3z/GMHMZdAyXb/e935cLl96aGOb/NevFehnnehn0MyBdb/bPiUF/vvcfM66fR/3XGTTfcfx/NOg6/XPh8tzfH6yX5yzSOul9DevykY98pE1/JTbXzALCbGZQww0W8JrZC/9yM/sPaPfZWAPWgDVgDVgD1oA1MLc14DWzg//uXcpWYbaUTr/IdfaH2euuuy4WLFjgi4E1YA1YA9aANWANWAPWQK018Au/8AszvwEhzL7If8l/kS8vzL7IDSjl8v1hdtmyZaWUrk4CBAgQIECAAIGMAj5nNiNmy4cSZlvewLZMX5htS6fMkwABAgQIECDQbAFhttn9meTshNlJahd8LWG24OYrnQABAgQIECCQUUCYzYjZ8qGE2ZY3sC3TF2bb0inzJECAAAECBAg0W0CYbXZ/Jjk7YXaS2gVfS5gtuPlKJ0CAAAECBAhkFBBmM2K2fChhtuUNbMv0hdm2dMo8CRAgQIAAAQLNFhBmm92fSc5OmJ2kdsHXEmYLbr7SCRAgQIAAAQIZBYTZjJgtH0qYbXkD2zJ9YbYtnTJPAgQIECBAgECzBYTZZvdnkrMTZiepXfC1hNmCm690AgQIECBAgEBGAWE2I2bLhxJmW97AtkxfmG1Lp8yTAAECBAgQINBsAWG22f2Z5OyE2UlqF3wtYbbg5iudAAECBAgQIJBRQJjNiNnyoYTZljewLdMXZtvSKfMkQIAAAQIECDRbQJhtdn8mOTthdpLaBV9LmC24+UonQIAAAQIECGQUEGYzYrZ8KGG25Q1sy/SF2bZ0yjwJECBAgAABAs0WEGab3Z9Jzk6YnaR2wdcSZgtuvtIJECBAgAABAhkFhNmMmC0fSphteQPbMn1hti2dMk8CBAgQIECAQLMFhNlm92eSsxNmJ2Zu+osAAAC3SURBVKld8LWE2YKbr3QCBAgQIECAQEYBYTYjZsuHEmZb3sC2TF+YbUunzJMAAQIECBAg0GwBYbbZ/Znk7ITZSWoXfC1htuDmK50AAQIECBAgkFFAmM2I2fKhhNmWN7At0xdm29Ip8yRAgAABAgQINFtAmG12fyY5O2F2ktoFX0uYLbj5SidAgAABAgQIZBQQZjNitnwoYbblDWzL9IXZtnTKPAkQIECAAAECzRYQZpvdn0nO7v8DZVIEkJTyfioAAAAASUVORK5CYII=" width="240" /></div><div><br /></div><div><a href="http://amuslimchildisborn.blogspot.com/2012/10/hajj-theme-pack-prek-kindergarten.html">http://amuslimchildisborn.blogspot.com/2012/10/hajj-theme-pack-prek-kindergarten.html</a></div></div>Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-7482133663502033102020-06-01T14:02:00.000+02:002020-06-01T14:02:46.942+02:00Zelfsturend leren: dit wil je weten als leraar <div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><img alt="" src="data:image/png;base64,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" /></div><h1 style="clear: both; text-align: center;">Zelfsturend leren: dit wil je weten als leraar </h1><div class="separator" style="clear: both; text-align: center;"><i><font size="1">Katrien Cuyvers is docent aan de academische lerarenopleiding van de Universiteit
Antwerpen. Voorheen was Katrien ook leraar in het secundair onderwijs en werkte ze als
psychomotorisch therapeute in het buitengewoon basisonderwijs bij kinderen met
leerstoornissen. Naast haar onderwijsopdracht, doet Katrien ruim zeven jaar onderzoek naar
zelfsturend leren en het begeleiden hiervan. Hoewel zelfsturend leren altijd erg belangrijk is,
kwam de nood hieraan plots heel duidelijk naar voren tijdens de recente coronacrisis: leraren
en leerlingen (en vele ouders) werden plots genoodzaakt om hun leerproces in de hand te
nemen in functie van allerlei leernoden. </font></i></div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="clear: both; text-align: center;">In het kort </h2><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘Zelfsturend leren is een proces dat zich ontplooit wanneer een ‘leerder’ – in dit artikel de
leerling dus – verschillende strategieën gebruikt in functie van het leren van kennis en
vaardigheden. Die strategieën kunnen gebruikt worden voor, tijdens en na een
leerinspanning van een leerling. Die geeft zélf vorm aan zijn/haar leerproces. Noem het een
generieke competentie met de leerling als eigenaar. Ondanks wat de ‘zelf’ laat
vermoeden, speelt de leraar wel een belangrijke rol. Het is geen hoekenwerk of zelfstandig
werk. Je begeleidt de leerling in het gebruiken van de strategieën. Het is niet ‘trek uw plan’,
of ‘ik werk vraag-gestuurd en als je geen vragen stelt dan ben je zelf verantwoordelijk als
leerder’, dat zou je een stuurloze aanpak kunnen noemen. Het is niet overnemen van het
gebruik van de strategieën, dat is externe sturing. Het is ook niet de bedoeling dat de klas
zichzelf gaat onderwijzen.’</div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="clear: both; text-align: center;"> Zelfgestuurd in de klas </h2><div class="separator" style="clear: both; text-align: center;">‘Dit voorbeeld legt het volgens mij mooi uit: leerling Flor zit in je klas, en hij is de ‘leerder’.
Het maakt niet uit of hij les volgt in het lager, secundair of hoger onderwijs. Als leraar ga je
voor Flor een leerdoel formuleren, dat is de eerste strategie. Maar hij kan dat ook zelf doen.’</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"> ‘Nadien gaat Flor een analyse maken van de opdracht, bijvoorbeeld een taak. En die taak
gaat hij koppelen – weer een strategie – aan andere opdrachten die hij al gemaakt of
geleerd heeft en zijn aanpak hierbij. Vervolgens gaat Flor zijn aanpak plannen, de volgende
strategie. Tijdens zijn leerinspanning zal Flor zich inzetten om die nieuwe leerstof te leren/te
verwerken. Dat kan gaan van het onderlijnen van kernwoorden tot het uitproberen van
bepaalde testjes. Dat hangt af van de opdracht, maar het zijn allemaal zichtbare en
onzichtbare leeractiviteiten die Flor onderneemt. Hij doet dit om het leerdoel te bereiken.’</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"> ‘Terwijl Flor daar mee bezig is, zal hij zich de hele tijd afvragen of dat wat hij aan het doen is,
hem verder brengt in zijn leerproces, naar het te bereiken van zijn doel. Kan hij de taak
maken of zijn er nog moeilijkheden? Moet hij zijn aanpak aanpassen of is hij goed bezig? Dat
noem je ‘monitoring’. Daarom is zelfevaluatie en reflectie belangrijk. Zo weet Flor of hij
zijn leerdoel bereikt heeft, maar ook; hoe hij dat gedaan heeft. Misschien wil hij volgende
keer meer schema’s maken en minder onderlijnen. Dat hele proces van leerdoelen stellen,
plannen, monitoren en zelfevaluatie is zelfsturend leren.’</div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="clear: both; text-align: center;">Voor (heel) jong en oud </h2><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘Het ‘zelf’ vormgeven van het leerproces kan op alle leeftijden en het is een generieke
competentie: je kan zelfsturend leren in de klas, maar je kan ook zelfgestuurd thuis een cake
leren bakken of op een instrument leren spelen. Ook daar zijn doelen en strategieën voor
nodig.’ </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘Natuurlijk zijn er per leeftijdscategorie nuances, wat logisch is. Zo zullen bijvoorbeeld jonge
kinderen die leerstrategieën veel onbewuster gebruiken. Die bewustwording kan vergroten
naarmate leerlingen ouder worden en naar het secundair of hoger onderwijs gaan. ‘Kan’,
omdat dat niet per definitie gebeurt.’</div><h2 style="clear: both; text-align: center;"> Jouw rol als leraar </h2><div class="separator" style="clear: both; text-align: center;">‘Als leraar speel je wel degelijk een belangrijke rol. Het vaardig worden in het gebruiken van
de strategieën moet een leerling leren: zelf leerdoelen formuleren, zelf leren de opdracht te
analyseren en wat daarvoor nodig is en welke zichtbare en onzichtbare leeractiviteiten
hem/haar daarbij kunnen helpen. De leerling moet leren reflecteren in functie van het vorm
geven van zijn/haar leerproces. Het gebruiken van de strategieën moet je als leraar
ondersteunen.’ </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘Er zijn heel wat leraren die al goede dingen doen als het gaat over ondersteunen van
strategiegebruik. Bijvoorbeeld door je leerlingen te vragen een zelfevaluatie te maken na het
einde van een opdracht. Of door in de les vragen te stellen die je klas helpt bij reflecteren
over de manier waarop kennis, inzichten of vaardigheden verworven werden. Al werpt dat
natuurlijk alleen maar zijn vruchten af als die evaluatie en reflectie onderdelen zijn van het
hele leerproces. Die terugkoppeling naar het waarom je een zelfevaluatie maakt, waarom je
reflecteert is heel belangrijk. Reflecteren om te reflecteren is niet de bedoeling, een
zelfevaluatie moet gericht zijn op het resultaat van het leren, maar ook op toekomstig
leergedrag.’</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"> ‘Als leraar sta je ook model voor zelfsturend leren zonder over te nemen: je toont hoe je zelf
leerdoelen formuleert in plaats van de leerdoelen as such te formuleren, je toont hoe jij een
analyse maakt van een opdracht, zonder de analyse te maken en de leerlingen passieve
toehoorders te laten zijn. Als leraar stel je reflectieve vragen. Zo kan je allerlei vragen
stellen zodat de ‘leerder’ wel tot dat leerdoel komt. Daarbij is er niet één juiste aanpak, maar
zijn er verschillende mogelijk.’</div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="clear: both; text-align: center;"> Hoe hoog leg je de lat?</h2><div class="separator" style="clear: both; text-align: center;"> ‘Zelfsturend leren leidt tot betere resultaten op school. Maar je moet de lat maar zo hoog
leggen als tot waar je leerling kan springen. Zwakkere leerlingen zullen minder vaak
strategieën gebruiken of hebben er maar weinig achter de hand. Op dat moment is de rol
van de leraar dus belangrijk. Wanneer deze leerlingen geen begeleiding, of zeg maar sturing
krijgen van jou als leraar, komen ze niet tot leren en dus ook niet tot betere resultaten. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘Sommige leerlingen kunnen niet aan een opdracht beginnen zonder sturing van de leraar.
Dan weet je snel dat die kinderen niet zelfgestuurd aan het leren zijn. Zo stel je als het ware
een diagnose en pas je je aanpak daarop aan, met als doel die leerling toch een meer
zelfgestuurde leerder te maken dan voorheen.’ </div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="clear: both; text-align: center;">Zelfgestuurd leren bij afstandsonderwijs </h2><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘Van leerlingen verwachtten we, naar aanleiding van de Covid-19-crisis plots dat ze volop
zelfgestuurd aan de slag gaan, zonder een leraar te hebben die overneemt wanneer dat
nodig is, reflectieve vragen stelt of model staat. Er is nu veel meer nood aan leerlingen die
zelf plannen, research doen … Op dit moment lopen kinderen, maar ook leraren, daar
tegenaan. Dan merk dat je leerlingen sneller teruggrijpen naar één strategie; bijvoorbeeld
mama of papa om raad vragen. Als ouder moet je je kinderen niet zomaar oplossingen
geven, maar breng ze tot een punt waarop ze het zelf kunnen. Laat ze zelf nadenken over de
opdracht, over hun aanpak, over welke zichtbare en onzichtbare activiteiten ze nodig hebben
of kunnen gebruiken. Ook ouders kunnen net zoals de leraar reflectieve vragen stellen,
model staan …’ </div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="clear: both; text-align: center;">Opgelet voor valkuilen </h2><div class="separator" style="clear: both; text-align: center;">‘Sommige leerlingen zijn heel sterk in zelfsturend leren. Dan mag de leraar het
strategiegebruik, dat formuleren, plannen, analyseren … niet volledig gaan overnemen. Want
anders krijgt die sterke leerling geen voldoening meer, wordt die niet uitgedaagd in zijn
aanpak en kan die niet zelf zijn leerproces vormgeven. Dan leert hij/zij niet. Vergeet dus niet
om aan differentiatie te doen, in functie van het niveau van zelfsturend leren dat de
leerlingen hebben. Kinderen die zelfgestuurd kúnnen leren, moeten die kans krijgen. Zo kan
je ze aan het werk zetten met klasgenoten die er minder sterk in zijn. Ook zij kunnen model
staan.’ </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">‘De grootste valkuil is dat je als leraar (of ouder) niet de sturing geeft die een kind nodig
heeft. Teveel extern sturen of overnemen of … helemaal géén sturing bieden op het moment
dat het wél nodig is. Het is een uitdaging om sturing op maat van de kinderen te geven.’ </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><i><font size="1">*Bron afbeelding:
Pintrich, P.R. (2000). The role of goal orientation in self-regulated learning. In M. Boekaerts & P. R.
Pintrich (Eds.), Handbook of Self-Regulation (pp. 451–502). San Diego, CA: Academic Press.
Zimmerman, B. J., and Moylan, A. R. (2009). “Self-regulation: where
metacognition and motivation intersect,” in Handbook of Metacognition
in Education, eds D. J. Hacker, J. Dunlosky, and A. C. Graesser (New York, NY:
Routledge), 299–315.</font></i></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.klascement.net/artikels/106442/zelfsturend-leren-dit-wil-je-weten-als-leraar/">https://www.klascement.net/artikels/106442/zelfsturend-leren-dit-wil-je-weten-als-leraar/</a></div>Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-85584197238182474592020-06-01T11:38:00.001+02:002020-06-01T11:38:57.360+02:00Calling to Allāh in a Muslim Minority Society | Shaykh Muhammad ibn Sā...<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/UNP8xuO_bAg" width="480"></iframe>Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-33724655332155853372020-05-18T13:36:00.000+02:002020-05-18T13:36:14.923+02:00Kriebelbeestjes in de tuin: Werkboekje<br />
<div class="MsoNormal">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f">
<v:stroke joinstyle="miter">
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0">
<v:f eqn="sum @0 1 0">
<v:f eqn="sum 0 0 @1">
<v:f eqn="prod @2 1 2">
<v:f eqn="prod @3 21600 pixelWidth">
<v:f eqn="prod @3 21600 pixelHeight">
<v:f eqn="sum @0 0 1">
<v:f eqn="prod @6 1 2">
<v:f eqn="prod @7 21600 pixelWidth">
<v:f eqn="sum @8 21600 0">
<v:f eqn="prod @7 21600 pixelHeight">
<v:f eqn="sum @10 21600 0">
</v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas>
<v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f">
<o:lock aspectratio="t" v:ext="edit">
</o:lock></v:path></v:stroke></v:shapetype><v:shape id="Afbeelding_x0020_2" o:spid="_x0000_i1046" style="height: 185.25pt; mso-wrap-style: square; visibility: visible; width: 252pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png">
</v:imagedata></v:shape><v:shape id="Afbeelding_x0020_1" o:spid="_x0000_i1045" style="height: 186pt; mso-wrap-style: square; visibility: visible; width: 188.25pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image002.png">
</v:imagedata></v:shape></span><span lang="NL-BE"><o:p></o:p></span></div>
<h1 class="contribution_title meta_field" id="contribution_title" lang="nl" style="background-color: white; border-bottom: 1px solid rgba(24, 111, 140, 0.1); box-sizing: border-box; color: #222222; font-family: flanders-sans, sans-serif; font-size: 1.25em; font-weight: normal; line-height: 1.2em; margin-bottom: 16px; margin-top: 0px; padding-bottom: 8px;">
Kriebelbeestjes in de tuin : Werkboekje</h1>
<br />
<figure class="logo_container float-right text-right ml-3" style="background-color: white; box-sizing: border-box; float: right !important; font-family: flanders-sans, sans-serif; font-size: 16px; margin-bottom: 1rem; margin-left: 1rem !important; margin-right: 0px; margin-top: 0px; max-width: 40%; text-align: right; width: 180px;"><img alt="logo" loading="lazy" src="https://www.klascement.net/files/6/5/4/4/7/l/1.jpg" style="border-radius: 4px; border-style: none; box-sizing: border-box; height: auto; max-height: 140px; max-width: 100%; vertical-align: middle;" /><br style="box-sizing: border-box;" /><figcaption style="box-sizing: border-box;"><span class="font-size-sm text-secondary kc_tooltip" data-original-title="<a href ='https://pixabay.com/nl/lieveheersbeestje-insect-natuur-796482/'>https://pixabay.com/nl/lieveheersbeestje-insect-natuur-796482/</a>" data-placement="bottom" data-template="<div class='tooltip logo_tooltip' role='tooltip'><div class='arrow'></div><div class='tooltip-inner text-left'></div></div>" data-trigger="click hover" id="logo_tooltip" style="box-sizing: border-box; color: rgb(108, 117, 125) !important; font-size: 0.9em;" title="">Bron</span></figcaption></figure><div class="MsoNormal">
<span lang="NL-BE" style="font-size: 16.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="meta_field clearfix" id="contribution_description" lang="nl" style="background-color: white; box-sizing: border-box; font-family: flanders-sans, sans-serif; font-size: 16px;">
<div style="box-sizing: border-box; margin-bottom: 8px; margin-top: 8px;">
In deze bundel komen vier dieren aan bod:</div>
<ul style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px;">
<li style="box-sizing: border-box;">de bij,</li>
<li style="box-sizing: border-box;">het lieveheersbeestje,</li>
<li style="box-sizing: border-box;">de regenworm,</li>
<li style="box-sizing: border-box;">de oorworm.</li>
</ul>
<div style="box-sizing: border-box; margin-bottom: 8px; margin-top: 8px;">
Per diertje zijn er enkele verwerkingsopdrachten en wordt er gewezen op het nut van het kriebelbeestje voor het ecologisch systeem.</div>
</div>
<br />
<div class="MsoNormal">
<span style="font-size: 16pt;">Voor de download-bare bundel: </span><a href="https://www.klascement.net/downloadbaar-lesmateriaal/65447/kriebelbeestjes-in-de-tuin-werkboekje/" style="font-size: 16pt;">https://www.klascement.net/downloadbaar-lesmateriaal/65447/kriebelbeestjes-in-de-tuin-werkboekje/</a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div style="background: #C5E0B3; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
<div class="MsoNormal" style="background: #C5E0B3; border: none; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<br /></div>
<div class="MsoNormal" style="background: #C5E0B3; border: none; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="color: black; font-size: 48.0pt; line-height: 107%; mso-color-alt: windowtext;">Alle
beestjes helpen</span><span lang="NL-BE" style="font-size: 48.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #C5E0B3; border: none; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="color: black; font-size: 20.0pt; line-height: 107%; mso-color-alt: windowtext;">Een
bloeiende tuin dankzijn bijen, regenwormen en co!</span><span lang="NL-BE" style="font-size: 20.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #C5E0B3; border: none; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<br /></div>
</div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_3" o:spid="_x0000_i1044" style="height: 138.75pt; mso-wrap-style: square; visibility: visible; width: 195pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image003.png">
</v:imagedata></v:shape><v:shape id="Afbeelding_x0020_4" o:spid="_x0000_i1043" style="height: 138.75pt; mso-wrap-style: square; visibility: visible; width: 251.25pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image004.png">
</v:imagedata></v:shape></span><span lang="NL-BE"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-6Jav8MUSYes/XsJyb2ERNYI/AAAAAAAAH2I/iq2gY4QiLN0Pst3mUpGuDzXcAkPkEOfrgCLcBGAsYHQ/s1600/Tuin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="184" data-original-width="250" src="https://1.bp.blogspot.com/-6Jav8MUSYes/XsJyb2ERNYI/AAAAAAAAH2I/iq2gY4QiLN0Pst3mUpGuDzXcAkPkEOfrgCLcBGAsYHQ/s1600/Tuin.png" /></a></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 150%;">Veel
insecten en andere kriebeldingen blijken in je tuin en voor het milieu heel
nuttig te zijn. Ze rustig hun gang laten gaan is dus een goed idee.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #F2F2F2; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.25pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="color: black; mso-color-alt: windowtext; mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_5" o:spid="_x0000_i1042" style="height: 66pt; mso-wrap-style: square; visibility: visible; width: 94.5pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image005.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="background: #F2F2F2; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.25pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="color: black; mso-color-alt: windowtext; mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_7" o:spid="_x0000_i1041" style="height: 69pt; mso-wrap-style: square; visibility: visible; width: 91.5pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image006.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.3pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="color: black; mso-color-alt: windowtext; mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_6" o:spid="_x0000_i1040" style="height: 66.75pt; mso-wrap-style: square; visibility: visible; width: 87.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image007.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.3pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="color: black; mso-color-alt: windowtext; mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="_x0000_i1039" style="height: 60.75pt; mso-wrap-style: square; visibility: visible; width: 93.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image008.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.25pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;">……………………….<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.25pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;">………………………..<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.3pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;">………………………..<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.3pt;" valign="top" width="151">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;">…………………………<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l4 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">Geen <b style="mso-bidi-font-weight: normal;">bijen</b>,
geen eten!<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">In ons ecologisch systeem en voor de productie
van ons voedsel zijn bijen onmisbaar.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Wat wil zeggen <b style="mso-bidi-font-weight: normal;">ecologisch systeem</b>?<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">……………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Bijen
leven van nectar en stuifmeel voor honing<o:p></o:p></span></div>
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=AMgpW9eE4Gk"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=AMgpW9eE4Gk</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">
<o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<v:shape id="Afbeelding_x0020_19" o:spid="_x0000_s1030" style="height: 90.15pt; margin-left: .55pt; margin-top: 2.55pt; mso-height-percent: 0; mso-height-percent: 0; mso-height-relative: page; mso-position-horizontal-relative: margin; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-width-percent: 0; mso-width-percent: 0; mso-width-relative: page; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; visibility: visible; width: 91pt; z-index: 251660288;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image009.png">
<w:wrap anchorx="margin" type="through">
</w:wrap></v:imagedata></v:shape><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Terwijl ze op zoek zijn achter hun voedsel vervoeren ze
ook stuifmeel van de ene bloem naar de andere. Zonder deze bestuiving zouden er
geen vruchten of zaden worden gevormd. Dus zouden planten zich niet meer
voortplanten en er zou geen fruit meer hangen aan de bomen. Sommige soorten
zouden uitsterven en het landschap zou veranderen.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Hoe
gaat het eraan toe in de bijenkorf?<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=wJ__85oevgU"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=wJ__85oevgU</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Opdracht:</span></u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>Bekijk de film en los volgende vragen op:</span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Door wie wordt de honing gemaakt?<span style="mso-spacerun: yes;"> </span>De ………………………………<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Wat halen bijen uit bloemen? ……………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Waarvoor is de honingbij nog zo belangrijk?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Bestuiving
van ………………………………<span style="mso-spacerun: yes;"> </span>en<span style="mso-spacerun: yes;"> </span>…………………………………<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Andere
insecten die zorgen voor de bestuiving zijn:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">………………………<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">………………………<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Enz.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Bij welke temperatuur vliegen bijen uit:<span style="mso-spacerun: yes;"> </span>…….<span style="mso-spacerun: yes;">
</span>Graden.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">En
welke is de eerste bloem die ze opzoeken?<span style="mso-spacerun: yes;">
</span>Het …………………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Hoe noemt en de persoon die de bijen verzorgt?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Wat zijn honingraten: <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">…………………………………………………………………………………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Wat
zijn broedraten:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">……………………………………………………………………………………………<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">In een bijenvolk leven:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">………………………………………: legt de eitjes en beschermt
haar volk.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">………………………………………: vrouwtjes, doen al het werk.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">……………………………………: mannetjes, zorgen enkel voor
de bevruchting.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Hoeveel eitjes legt een koningin per dag?
………………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Hoelang duurt het van ei naar bij? ………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Welk verschil is er tussen een wesp en een
bij?<span style="mso-spacerun: yes;"> </span>Een bij is:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">……………………………………...<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">……………………………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">……………………………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Zonder bijen geen …………………………………… . Zonder
bestuiving geen ……………….. en ……………………………….. geen …………………………….. en ………………………………<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Hoe vinden bijen hun eigen kast terug?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">………………………………………….<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Wat
krijgen honingbijen als vervanging van de imker voor de honing?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">…………………………………………<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Honing
<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-top: 12.0pt;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Bijen zorgen ook al
eeuwenlang voor een lekkernij: nl. honing<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt;">
<u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Opdracht:</span></u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>Lees volgende tekst en onderlijn waarvoor
honing nog gebruikt wordt.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12.0pt;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="background: #F2F2F2; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 453.1pt;" valign="top" width="604">
<span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;">Honing is een lekker product afkomstig van bijen en staat al
lang bekend voor zijn heilzame werking voor huid en haar, maar het is tevens
ook gekend als een natuurlijk antibioticum.<span class="apple-converted-space"> </span><br />
Omdat steeds meer mensen immuun worden tegen antibiotica zijn Westerse
wetenschappers op zoek gegaan en getest wat het effect is van honing te
gebruiken voor ziekten en kwalen.<br />
Vooral de combinatie van honing en kaneel bleek in vele gevallen een
uitstekend middel te zijn. Daaruit kwam een hele lijst van aandoeningen waar
na behandeling een verschil merkbaar werd:<o:p></o:p></span><br />
<b><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><br />
</span></b><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;">Winterse verkoudheden kennen we helaas allemaal wel. In vele gevallen
gaat dit vanzelf over, maar kan het toch wel een poosje duren. Gebruik
hiervoor als remedie een lepel lauwe honing en een kwartlepel kaneelpoeder.
Wanneer dit 2 keer daags gedurende 3 dagen wordt ingenomen zal dit de
sinussen reinigen en de verkoudheid al snel verminderen of zelfs volledig
verdwenen zijn. <o:p></o:p></span><br />
<div align="center" style="text-align: center;">
<span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt; mso-no-proof: yes;"><v:shape alt="http://www.tuinadvies.be/foto/Honing%20met%20kaneel%20een%20toverdrank%20(2).jpg" id="Afbeelding_x0020_34" o:spid="_x0000_i1038" style="height: 103.5pt; mso-wrap-style: square; visibility: visible; width: 360.75pt;" type="#_x0000_t75">
<v:imagedata o:title="Honing%20met%20kaneel%20een%20toverdrank%20(2)" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image010.jpg">
</v:imagedata></v:shape></span><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><br />
Honing met kaneel waarvan een pasta is gemaakt kan gebruikt worden op de
boterham. Gebruik als ontbijt af en toe even deze pasta in plaats van
confituur en dit zorgt voor een vermindering van cholesterol.<br />
Twee eetlepels honing en drie theelepels kaneelpoeder gemengd in theewater,
werden aan een cholesterolpatiënten gegeven, en men ontdekte dat het
cholesterolniveau in het bloed, binnen de twee uur tien procent minder
was. Wie dit drie keer daags doet, wordt iedere chronische cholesterol
genezen. Volgens informatie kan zuivere honing, dagelijks bij het
voedsel ingenomen, de klachten van cholesterol wegnemen.<br />
Voor wie ooit een hartkwaal of aanval kreeg, helpt een dagelijks
ontbijt met honing en kaneel een volgende aanval te voorkomen. Verder zou het
ook helpen bij kortademigheid en het versterken van de hartslag. Bovendien
zorgt de honing en kaneel ervoor dat de aderen flexibeler blijven waardoor
verstoppingen van aders minder snel voorkomen.<o:p></o:p></span><br />
<br />
<span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><br />
Personen die lijden aan artritis kunnen dagelijks, 's morgens en 's avonds
een kop heet water met twee lepels honing en een theelepel
kaneelpoeder innemen. Als dat regelmatig wordt ingenomen kan zelfs
chronische gewrichtsontstekingen worden genezen.<br />
In een recent onderzoek, uitgevoerd door de Universiteit van Kopenhagen, werd
ontdekt dat wanneer dokters hun patiënten behandelden met een mengsel van een
eetlepel honing en een halve theelepel kaneelpoeder voor het ontbijt, dat van
de 200 mensen die zo behandeld waren, praktisch 73 mensen binnen een week
totaal verlost waren van hun pijn en binnen een maand konden de meeste
testpersonen die door de artritis niet konden lopen of zich
voortbewegen, weer zonder pijn lopen. <o:p></o:p></span><br />
<span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><br />
Los 2 lepels honing en kaneelpoeder in een glas, dit zorgt ervoor dat de
bacillen in de blaas vernietigd worden waardoor uiteindelijk blaasinfecties
verholpen worden.<o:p></o:p></span><br />
<b><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><br />
</span></b><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;">Ook de tekenen van ouder worden (minder frisse huid) zouden
verminderd kunnen worden door regelmatig een thee te maken met honing en
kaneelpoeder. 3 tot 4 kopjes per dag zou de huid zacht en fris houden. Jouw
levenslust en energie zal hierdoor ook toenemen.<o:p></o:p></span><br />
<b><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;"><br />
</span></b><span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 10.0pt;">Zoals hierboven reeds aangehaald zijn er positieve testen gedaan
bij behandeling van brandwonden met honing. Ook andere huidaandoeningen zoals
eczeem, ringworm en andere infecties zouden genezen worden met een mengsel
van honing en kaneelpoeder.<br />
Verder leverde kaneel samen met honing nog positieve resultaten af voor
gewichtsverlies, puistjes, winderigheid, slechte adem, …<o:p></o:p></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Noteer kort waarvoor je honing nog kan
gebruiken:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">……………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: 361.85pt;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><span style="mso-tab-count: 1;"> </span><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<v:shape id="Afbeelding_x0020_26" o:spid="_x0000_s1029" style="height: 331pt; left: 0; margin-left: -43.1pt; margin-top: 37.85pt; mso-height-percent: 0; mso-height-percent: 0; mso-height-relative: page; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-width-percent: 0; mso-width-percent: 0; mso-width-relative: page; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 561.75pt; z-index: -251656704;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image011.png">
<w:wrap type="through">
</w:wrap></v:imagedata></v:shape><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="background: #F2F2F2; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.55pt;" valign="top" width="302">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<v:shape alt="http://www.piki.si/labirinti/labirint_109_cebela_cvetlica.JPG" id="Afbeelding_x0020_2" o:spid="_x0000_s1028" style="height: 203.8pt; left: 0; margin-left: 7.6pt; margin-top: 16.05pt; mso-height-percent: 0; mso-height-percent: 0; mso-height-relative: page; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-width-percent: 0; mso-width-percent: 0; mso-width-relative: page; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 204.4pt; z-index: 251663360;" type="#_x0000_t75">
<v:imagedata o:title="labirint_109_cebela_cvetlica" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image012.jpg">
<w:wrap type="through">
</w:wrap></v:imagedata></v:shape><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="background: #F2F2F2; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 242; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.55pt;" valign="top" width="302">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<v:shape id="Afbeelding_x0020_36" o:spid="_x0000_s1027" style="height: 206.95pt; left: 0; margin-left: 4.55pt; margin-top: 15.55pt; mso-height-percent: 0; mso-height-percent: 0; mso-height-relative: page; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-width-percent: 0; mso-width-percent: 0; mso-width-relative: page; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 200.95pt; z-index: 251662336;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image013.png">
<w:wrap type="through">
</w:wrap></v:imagedata></v:shape><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 21.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -21.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><b style="mso-bidi-font-weight: normal;"><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">Lieveheersbeestjes</span></b><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">
voor gezonde bloemen<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Opdracht:</span></u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>Bekijk de film en los volgende vragen op:</span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">Bladluis
bestrijden met lieveheersbeestjes<o:p></o:p></span></div>
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=pycFnMktke4"><span style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">https://www.youtube.com/watch?v=pycFnMktke4</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;"><o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">Wie gaat als eerste op zoek naar de bladluis:
…………………………… . Nadat zeer veel bladluizen opgegeten zijn ……………………………………… de
larven. Het duurt even van larve naar ……………………………………………….. .<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 16.0pt; line-height: 107%;">Eerst de vleugels van<span style="mso-spacerun: yes;"> </span>…………………… voorzien en lekker ……………………………………….
.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_9" o:spid="_x0000_i1037" style="height: 149.25pt; mso-wrap-style: square; visibility: visible; width: 120pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image014.png">
</v:imagedata></v:shape><v:shape id="Afbeelding_x0020_10" o:spid="_x0000_i1036" style="height: 150pt; mso-wrap-style: square; visibility: visible; width: 235.5pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image015.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Wat
doe je tegen bladluizen<o:p></o:p></span></div>
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=qxLbvdXviQQ"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=qxLbvdXviQQ</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">
<o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;">Opdracht:</span></u><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 14.0pt; line-height: 107%;"> vul
in.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Sap – larven - bladluizen – vijand – korte <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 150%;">Het is geen gezicht:
jonge rozenscheuten en bloemknoppen die onder de ……………………………….zitten. Bij een
zware plaag is het zelfs erger dan dat: de bladluizen gaan aan de haal met het
………………….., waardoor scheuten en knoppen ……………………………… geraken; Komt daar nog bij
dat bladluizen een suikerachtig goedje afscheiden, waarin zich schimmels
ontwikkelen. Deze roetdauw bedekt blad en bloemknoppen met een grauwe waas en
remt groei en bloei. Allemaal de schuld van die kleine groene of zwarte beestjes.
De beste natuurlijke ………………………… van de bladluis in het lieveheersbeestje. Dat
is namelijk verzot op de honingdauw en eet die met luizen en al op. Ook de
…………………………….. van het lieveheersbeestje doen al hun best: zo’n 400 bladluizen
werken ze tijdens hun ………………………. leventje weg. Een volwassen exemplaar kan er
wel 3000 per maand aan. <o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<v:shape id="Afbeelding_x0020_33" o:spid="_x0000_s1026" style="height: 315.1pt; margin-left: 81.55pt; margin-top: 1.15pt; mso-height-percent: 0; mso-height-percent: 0; mso-height-relative: margin; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-width-percent: 0; mso-width-percent: 0; mso-width-relative: margin; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; visibility: visible; width: 322.7pt; z-index: 251661312;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image016.png">
<w:wrap type="square">
</w:wrap></v:imagedata></v:shape><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><br clear="all" style="mso-special-character: line-break;" />
<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Zo lok je lieveheersbeestjes naar je tuin.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Gevarieerde beplanting – beschutting –
bloeiende – kastje <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Ruim in de herfst niet alle bladeren en
verdroogde stengels op: het lieveheersbeestje vindt er …………………….. tijdens de
winter<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Zorg voor een …………………………………………………<span style="mso-spacerun: yes;"> </span>. Lieveheersbeestjes houden van meidoorn,
hazelaar, en linde in het bijzonder<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Installeer een ……………… voor lieveheersbeestjes
waarin ze kunnen schuilen of overwinteren. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Voorzie genoeg …………………………..planten waaruit
lieveheersbeestjes pollen en nectar halen. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_13" o:spid="_x0000_i1035" style="height: 78pt; mso-wrap-style: square; visibility: visible; width: 87pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image017.png">
</v:imagedata></v:shape><span style="mso-spacerun: yes;"> </span><v:shape id="Afbeelding_x0020_15" o:spid="_x0000_i1034" style="height: 76.5pt; mso-wrap-style: square; visibility: visible; width: 141pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image018.png">
</v:imagedata></v:shape><v:shape id="Afbeelding_x0020_14" o:spid="_x0000_i1033" style="height: 76.5pt; mso-wrap-style: square; visibility: visible; width: 123pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image019.png">
</v:imagedata></v:shape><v:shape id="Afbeelding_x0020_12" o:spid="_x0000_i1032" style="height: 75pt; mso-wrap-style: square; visibility: visible; width: 99.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image020.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 21.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -21.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Een superworm dankzij de <b style="mso-bidi-font-weight: normal;">regenwormen</b><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Regenwormen doen het nuttige werk ondergronds.
Door het graven van ontelbare gangen brengen ze <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Zuurstof in de bodem <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Wordt de grond luchtiger.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast">
<br /></div>
<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Bodemstructuur
verbeterd door regenwormen<o:p></o:p></span></div>
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=V-Rie3J26zI"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=V-Rie3J26zI</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">
<o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Het zijn ook prima compostmeesters: ze
gebruiken het dode plantenmateriaal in de bodem als voedsel. Wat ze niet nodig
hebben komt er bewerkt weer uit, als <b style="mso-bidi-font-weight: normal;">humus</b>.
Zo maken ze de grond vruchtbaarder en daar zijn de planten dan weer blij mee.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Wat is humus?<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">…………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………..<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.55pt;" valign="top" width="302">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_16" o:spid="_x0000_i1031" style="height: 120pt; mso-wrap-style: square; visibility: visible; width: 191.25pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image021.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.55pt;" valign="top" width="302">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_17" o:spid="_x0000_i1030" style="height: 118.5pt; mso-wrap-style: square; visibility: visible; width: 180pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image022.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="background: #D9D9D9; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 460.6pt;" valign="top" width="614">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;">Wist
je dat:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Tahoma",sans-serif; font-size: 12.0pt; mso-color-alt: windowtext;">In 1ha grond wel miljoenen regenwormen
kunnen zitten? Samen graven ze zo’n 5 km tunnels per dag en verwerken ze per
jaar zo’n 3000 kilo grond tot compost. </span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 21.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -21.0pt;">
<!--[if !supportLists]--><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: Tahoma;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Bladluizen? De<b style="mso-bidi-font-weight: normal;"> oorworm</b> maakt er komaf mee.<o:p></o:p></span></div>
<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">De
oorworm als natuurlijke vijand<o:p></o:p></span></div>
<div class="MsoNormal" style="border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=FMojbmjFrtA"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=FMojbmjFrtA</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">
<o:p></o:p></span></div>
</div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Hij ziet er niet zo appetijtelijk uit, maar
ook een oorworm heeft zijn goede kantjes? Hij eet afgestorven plantenresten en
is ook zeer dol op slakkeneieren, bladluizen en insectenlarven. Het klein
beetje schade dat hij toebrengt aan fruit (enkel fruit dat al lichtjes
beschadigd is) bladeren en bloemen, weegt niet op<span style="mso-spacerun: yes;"> </span>tegen zijn goede diensten als je met een
luizenplaag geconfronteerd wordt. Het komt er dus op aan hem daar in te zetten
waar je hem nodig hebt!<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="background: white; color: #444444; font-family: "Century Gothic",sans-serif; font-size: 10.5pt; line-height: 107%;">De
Nederlandse naam ‘oorworm´ is misleidend, omdat het geen wormen zijn, en ze ook
niet in het oor van de mens kruipen. Oorwormen zijn totaal ongevaarlijk voor de
mens.</span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Het perfecte huisje voor de oorworm<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="background: #D9D9D9; border: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="NL-BE" style="color: black; mso-color-alt: windowtext; mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_11" o:spid="_x0000_i1029" style="height: 94.5pt; mso-wrap-style: square; visibility: visible; width: 120pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image023.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.5pt;" valign="top" width="427">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt;">Vul
een terracotta bloempotje met stro en hang dat omgekeerd in fruitbomen die
door luizen worden belaagd of zet het op een stokje in de buurt van
aangepaste bloemen. Ook een opgerold stuk ribkarton, vastgemaakt aan een boom
of plant, is een goede schuilplaats voor oorwormen. Overdag trekken zich erin
terug; bij schemering komen ze tevoorschijn om naar voedsel te zoeken. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Nog interessante andere insecten<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=APuXoCYH-Q0"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=APuXoCYH-Q0</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">bronnen:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="http://www.schooltv.nl/video/het-lieveheersbeestje-een-mooi-en-nuttig-kevertje/"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">http://www.schooltv.nl/video/het-lieveheersbeestje-een-mooi-en-nuttig-kevertje/</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="http://www.schooltv.nl/video/waarom-zijn-bijen-nuttig-makers-van-honing-en-bestuivers-van-gewassen/#q=bijen"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">http://www.schooltv.nl/video/waarom-zijn-bijen-nuttig-makers-van-honing-en-bestuivers-van-gewassen/#q=bijen</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="http://www.schooltv.nl/video/lieveheersbeestje-op-jacht-een-bondgenoot-van-de-mens/#q=bladluizen"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">http://www.schooltv.nl/video/lieveheersbeestje-op-jacht-een-bondgenoot-van-de-mens/#q=bladluizen</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="https://www.aduis.nl/werkbladen/102717_SA_A_NL.pdf"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.aduis.nl/werkbladen/102717_SA_A_NL.pdf</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="https://www.aduis.nl/werkbladen/100528_SA_A_NL.pdf"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.aduis.nl/werkbladen/100528_SA_A_NL.pdf</span></a></span><span class="MsoHyperlink"><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="http://www.tuinadvies.be/artikels/honing_met_kaneel_een_toverdrank.htm"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">http://www.tuinadvies.be/artikels/honing_met_kaneel_een_toverdrank.htm</span></a></span><span class="MsoHyperlink"><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="https://www.youtube.com/watch?v=qcyBB-Ji-No"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.youtube.com/watch?v=qcyBB-Ji-No</span></a></span><span class="MsoHyperlink"><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></span></div>
<div class="MsoNormal">
<span lang="NL-BE"><a href="https://www.google.be/search?q=humus&source=lnms&tbm=isch&sa=X&ved=0ahUKEwix0eu4_67MAhVlKsAKHVFOA0gQ_AUIBygB&biw=1366&bih=667"><span style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">https://www.google.be/search?q=humus&source=lnms&tbm=isch&sa=X&ved=0ahUKEwix0eu4_67MAhVlKsAKHVFOA0gQ_AUIBygB&biw=1366&bih=667</span></a></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Tijd over: <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_18" o:spid="_x0000_i1028" style="height: 5in; mso-wrap-style: square; visibility: visible; width: 427.5pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image024.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;">Zoek de juiste weg<span style="mso-spacerun: yes;"> </span>Hoe
teken ik een insect?<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape id="Afbeelding_x0020_21" o:spid="_x0000_i1027" style="height: 294pt; mso-wrap-style: square; visibility: visible; width: 230.25pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image025.png">
</v:imagedata></v:shape><v:shape id="Afbeelding_x0020_27" o:spid="_x0000_i1026" style="height: 243.75pt; mso-wrap-style: square; visibility: visible; width: 186pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image026.png">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="NL-BE" style="mso-fareast-language: NL-BE; mso-no-proof: yes;"><v:shape alt="http://static3.depositphotos.com/1004551/197/v/950/depositphotos_1979044-Puzzle-or-coloring-page.jpg" id="Afbeelding_x0020_8" o:spid="_x0000_i1025" style="height: 336pt; mso-wrap-style: square; visibility: visible; width: 453.75pt;" type="#_x0000_t75">
<v:imagedata o:title="depositphotos_1979044-Puzzle-or-coloring-page" src="file:///C:/Users/pc/AppData/Local/Temp/msohtmlclip1/01/clip_image027.jpg">
</v:imagedata></v:shape></span><span lang="NL-BE" style="font-family: "Tahoma",sans-serif; font-size: 12.0pt; line-height: 107%;"><o:p></o:p></span></div>
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-70520373747207544402020-05-18T13:08:00.000+02:002020-05-18T13:08:14.848+02:00Kitab Tawhied les 1 + vragen<div style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
Luister naar Les 1 - Kitaab at-Tawhied & de drie categorieën van tawhied van an-nasieha op #SoundCloud <a data-auth="NotApplicable" href="https://soundcloud.com/an-nasieha/les-1-kitaab-at-tawhied-de" rel="noopener noreferrer" style="-webkit-font-smoothing: antialiased; border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://soundcloud.com/an-nasieha/les-1-kitaab-at-tawhied-de</a></div>
<div dir="auto" id="x_ms-outlook-mobile-signature" style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<div style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<br style="-webkit-font-smoothing: antialiased;" /></div>
<div style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<br style="-webkit-font-smoothing: antialiased;" /></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
Vragen:</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
1. Welk boek wordt er zo veel mogelijk gebruikt tijdens deze lessen? Beluister op 12:00 minuten</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
2. Welke sourah begint niet met bismillah?</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
3. Naar wie schreef de profeet saws een brief?</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
4. Van welk werkwoord stamt het woord tawhied af? 14:30 minuten</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
5. Wat betekent eenheid in heerschappij? 15:00 minuten</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
6. Wat is de Arabische benaming voor eenheid in heerschappij?</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
7. Wat is de Arabische benaming voor eenheid in aanbidding?</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
8. Wat is de betekenis van la ilaha il Allah?</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
9. Wat is de Arabische benaming van eenheid in de namen en eigenschappen van Allah <span style="font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Sobhana wa Ta'ala</span><span style="font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">?</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
10. Schrijf 3 namen van Allah Sobhana wa Ta'ala op.</div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
11. Schrijf 3 eigenschappen van Allah <span style="font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Sobhana wa Ta'ala</span><span style="font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;"> op.</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
12. </div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<div dir="rtl" style="-webkit-font-smoothing: antialiased;">
لَيْسَ كَمِثْلِهِۦ شَىْ<span style="-webkit-font-smoothing: antialiased; border: 0px; color: #b71c1c; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">ءٌ ۖ وَ</span>هُوَ ٱلسَّمِيعُ ٱلْبَصِيرُ</div>
Ash-shoura vers 11.<span style="font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;"> Leer dit vers van buiten. Je gaat deze nog veel tegenkomen en is een belangrijk bewijs.</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">13. Welke vorm van tawhied pasten de mushrikien wel toe? En welke vorm van tawhied pasten ze niet toe?</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">14. Waarom heeft Allah Sobhana wa Taala ons geschapen? Geef bewijs met een ayah. Zoek deze op en schrijf op in welke sourah en ayah deze staat. Schrijf de ayah op zonder fouten.</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">15. Wat is de betekenis van aanbidding? Alles waar Allah </span><span style="font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Sobhana wa Ta'ala </span><span style="color: inherit; font-family: inherit; font-size: 1em; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">van houdt van innerlijke en...</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">16. Wat zijn de 2 voorwaarden moet ibada aan voldoen? Geef de Arabische benaming. 41:30 minuten</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">16. Met welke 3 mensen wordt het vuur worden aangestoken?</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">17. Wat is at-taghoet? 55:00 minuten</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">18. Wat zijn de 2 onderdelen van tawhied? 58:00 minuten</span></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<br /></div>
<div dir="auto" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
<span style="-webkit-font-smoothing: antialiased; border: 0px; color: inherit; font-family: inherit; font-size: 1em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br style="-webkit-font-smoothing: antialiased;" /></span></div>
</div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-45819539390278700902020-05-18T13:01:00.001+02:002020-05-18T13:01:23.386+02:00Spelen zonder materiaal en zonder lichamelijk contact<div>
<h1 class="contribution_title meta_field" id="contribution_title" lang="nl" style="background-color: white; border-bottom: 1px solid rgba(24, 111, 140, 0.1); box-sizing: border-box; color: #222222; font-family: flanders-sans, sans-serif; font-size: 1.25em; font-weight: normal; line-height: 1.2em; margin-bottom: 16px; margin-top: 0px; padding-bottom: 8px;">
Spelen zonder materiaal en zonder lichamelijk contact</h1>
<figure class="logo_container float-right text-right ml-3" style="background-color: white; box-sizing: border-box; float: right !important; font-family: flanders-sans, sans-serif; font-size: 16px; margin-bottom: 1rem; margin-left: 1rem !important; margin-right: 0px; margin-top: 0px; max-width: 40%; text-align: right; width: 180px;"><img alt="rood meisje met armen opzij" loading="lazy" src="https://www.klascement.net/files/1/0/5/7/6/8/l/Knipsel.JPG" style="border-radius: 4px; border-style: none; box-sizing: border-box; height: auto; max-height: 140px; max-width: 100%; vertical-align: middle;" /><br style="box-sizing: border-box;" /><figcaption style="box-sizing: border-box;"><br /></figcaption></figure><div class="meta_field clearfix" id="contribution_description" lang="nl" style="background-color: white; box-sizing: border-box;">
<div style="box-sizing: border-box; font-family: flanders-sans, sans-serif; font-size: 16px; margin-bottom: 8px; margin-top: 8px;">
Dit is een lijst met allerlei spelen waarbij rekening gehouden wordt met de coronamaatregelen, zowel voor binnen als voor buiten.</div>
<div style="box-sizing: border-box; margin-bottom: 8px; margin-top: 8px;">
<span style="font-family: flanders-sans, sans-serif;"><a href="https://www.klascement.net/kleuter/downloadbaar-lesmateriaal/105768/spelen-zonder-materiaal-en-zonder-lichamelijk-contact/">https://www.klascement.net/kleuter/downloadbaar-lesmateriaal/105768/spelen-zonder-materiaal-en-zonder-lichamelijk-contact/</a></span></div>
<div style="box-sizing: border-box; margin-bottom: 8px; margin-top: 8px;">
<span style="font-family: flanders-sans, sans-serif;"><br /></span></div>
</div>
</div>
<br />
<b><u><span lang="NL-BE" style="font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><div>
<b><u><span lang="NL-BE" style="font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><br /></span></u></b></div>
<div>
<b><u><span lang="NL-BE" style="font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><br /></span></u></b></div>
<div>
<b><u><span lang="NL-BE" style="font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><br /></span></u></b></div>
1. Aarde,
lucht, water en vuur.</span></u></b><br /><ol start="1" style="margin-top: 0cm;" type="1">
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De kinderen zitten gehurkt op de grond.
De spelleider staat ervoor. De spelleider zegt ‘aarde’, ‘lucht’ of ‘water’. De
gehurkte kinderen springen recht en roepen zo vlug mogelijk een dier dat leeft
op de aarde, in de lucht of in het water.<br />
Wanneer de spelleider ‘vuur’ zegt, mogen de kinderen niet rechtspringen. De
eerste die toch recht sprong, neemt nu de plaats in van de spelleider.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l5 level1 lfo2; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Als het waar is, doe je mee...</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De kinderen staan op een lijn. De
spelleider vertelt een zin waarin iemand een bepaalde handeling verricht. Bv.
De schilder verft de muur.<br />
Als de zin waar is, moeten de kinderen de handeling uitvoeren.<br />
Als de zin niet waar is, blijven de spelers onbeweeglijk staan. Bv. Het paard
brult.<br />
Wie zich vergist, slaat een rondje over.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l33 level1 lfo3; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Begint met ...</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De eerste leerling zegt een
dier/kledingstuk/voorwerp/… De volgende leerlingen zoekt een
dier/kledingstuk/voorwerp/… met de laatste letter van het vorige woord.<br />
Bv. slang - giraf - flamingo - olifant - …</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l9 level1 lfo4; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Dat is mijn neus.</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelers zitten in een kring. De
spelleider stapt naar een van de spelers, neemt zijn eigen knie vast en zegt
‘dit is mijn neus’. Die speler moet nu precies het omgekeerde doen: zijn neus
vastnemen en zeggen ‘dit is mijn knie’. <br />
Was het juist dan wordt deze speler de spelleider.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l3 level1 lfo5; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Erop of eronder</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider noemt een groente. Als de
groente onder de grond groeit, blijven de spelers zitten. Groeit de groente
boven de grond, dan moeten de spelers rechtstaan.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l13 level1 lfo6; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Uitbeelden.</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Een leerling beeldt een beroep, dier,
situatie, … uit. De anderen raden zo vlug mogelijk.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l39 level1 lfo7; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Lettertjes, lettertjes in mijn naam.</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De deelnemers staan op een rij naast
elkaar. De spelleider staat aan de overkant. De spelleider roept een letter en
alle kinderen die deze letter in hun naam hebben, mogen een stap vooruit
zetten.<br />
(varia: kleur van kledij, letters uit naam van mama/papa, …)</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l11 level1 lfo8; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">rollende tongen</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De kinderen proberen de moeilijke
zinnen zo snel mogelijk maar ook correct uit te spreken. Er kunnen heel wat
leuke versprekingen ontstaan…</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l42 level1 lfo9; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">de meid snijdt recht en de knecht
snijdt scheef.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l42 level1 lfo9; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">de krollende kat krabt de kromme
krullen van de kratten.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l42 level1 lfo9; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">de koetsier poetst de postkoets met
postkoetsenpoets.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l42 level1 lfo9; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">niet nietende nietjes nieten niet.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l42 level1 lfo9; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">moeder snijdt zeven scheve sneden
brood.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l42 level1 lfo9; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">…<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l47 level1 lfo10; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Sarah zegt ...</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider geeft een opdracht vooraf
gegaan door ‘Sarah zegt’. Bv. Sarah zegt huppelen. Dan moeten alle kinderen
huppelen. Wanneer ‘Sarah zegt’ wordt weggelaten, mogen de spelers niet
reageren.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l32 level1 lfo11; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Doen alsof.</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider geeft opdrachten en de spelers
voeren uit.<br />
Doe alsof je:</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">heel moe bent<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">boos bent op je buur<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">een zware stoel moet verplaatsen<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">door het water moet lopen<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">door de modder stapt<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">door een microscoop kijkt<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">een foto gaat nemen<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">naar een tennismatch kijkt<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">een heel kostbare, grote vaas moet
verplaatsen<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">iets moet eten dat je echt niet lust<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l40 level1 lfo12; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">…<br />
<br style="mso-special-character: line-break;" />
<!--[if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;" />
<!--[endif]--><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l16 level1 lfo13; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">lekker dwars zitten</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De kinderen staan in een kring of
kiezen een plaats in de ruimte. De spelleider geeft opdrachten en de spelers
moeten net het omgekeerde doen.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">kijk omhoog<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">kijk omlaag<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">maak je zo groot mogelijk<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">maak je zo klein mogelijk<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">klap luid in je handen<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">tik heel zacht in je handen<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">stamp hard met je voeten<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo14; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span lang="NL-BE" style="color: black; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">…<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo15; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Pipo op zijn best</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De kinderen staan per twee tegenover
elkaar. De opdracht bestaat erin de tegenspeler zo snel mogelijk aan het lachen
te brengen.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l14 level1 lfo16; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">13.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Bochtenwerk</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Elke speler krijgt een eigen ballon. De
spelers zorgen ervoor dat hun ballon de grond en de anderen niet raakt.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l31 level1 lfo17; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">14.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Tikkertje schaduw</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De tikker probeert de spelers te tikken
door te stampen op hun schaduw.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">(dit spel is enkel mogelijk als er zon
is)</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l41 level1 lfo18; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">15.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Gewoon doen</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De kinderen staan of zitten in een
kring. De eerste speler doet een beweging. De tweede speler doet de beweging na
en koppelt er een nieuwe beweging aan. Zo gaat het verder.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l36 level1 lfo19; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">16.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">bewegingspatroon</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De eerste leerling doet een beweging.
De volgende leerling herhaalt deze beweging en voegt een nieuwe erbij en zo
gaat het verder. <br />
Bv. voeten stampen - zwaaien - 1 keer springen - bukken -
… </span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l45 level1 lfo20; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">17.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Als een … naar de overkant.</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelers staan op een lijn naast
elkaar. De spelleider zegt hoe de spelers zich naar de overkant moeten begeven.<br />
Bv. als een koning, een hardloper, een blinde, een oude dame, een cowboy, een
kikker, een soldaat, een hond, …</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level1 lfo21; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">18.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Fantastische verhalen</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Een leerling begint een verhaal te
vertellen en stopt na enkele zinnen. De volgende leerling verzint een vervolg
voor het verhaal en zo gaat het verder.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l44 level1 lfo23; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">20.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Alle apen apen na</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelers staan in een kring. Éen kind
maakt een geluid met het eigen lichaam, bv. vingers knippen, tong klakken, …<br />
Een medespeler doet zijn ogen toe en neemt nauwkeurig waar. Daarna probeert hij
het geluid na te doen.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l34 level1 lfo24; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">21.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Abc, daar begint het mee.</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider kiest een letter en
vraagt: “Wat zie/ken je dat begint met de letter d?”<br />
Alle spelers denken na en roepen zo vlug mogelijk iets dat met de letter
begint.<br />
De eerste mag nu een letter kiezen.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l0 level1 lfo25; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">22.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Associatiekring</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider geeft een eerste woord
aan, bv. kip.<br />
De eerste speler moet daarop verder associëren en zegt: “Een kip doet me denken
aan een ei”. De volgende speler gaat verder: “een ei doet me denken aan een
omelet”. En zo gaat het spel verder.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l46 level1 lfo26; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">23.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Soort zoekt soort</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider vraagt de spelers om
zoveel mogelijk dingen op te noemen die aansluiten bij het voorstel.<br />
Bv. dingen met een wiel, kledingstukken in de zomer, dieren op de boerderij, …</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l17 level1 lfo27; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">24.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Te vermijden woorden</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelers stellen vragen aan elkaar.
Maar er mag niet geantwoord worden met ja of nee.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l18 level1 lfo28; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">25.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Wat heb je nodig om...</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelleider stelt een vraag, bv. ‘Wat
heb je nodig om te koken?’<br />
Elk kind krijgt de kans om iets op te noemen.<br />
mogelijke vragen: wat heb je nodig om te schilderen/ huis te bouwen/ te spelen/
taart te bakken/ tafel dekken/ poetsen/ wondje verzorgen/ …</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l38 level1 lfo29; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">26.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Wie wat waar?</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Een speler sluit zijn ogen of gaat wat
verderop gaan staan. De andere spelers spreken af waar ze zich bevinden. Daarna
start het mimespel. De speler moet raden waar de anderen zich bevinden. <br />
Bv. op het strand, bij de tandarts, in een winkel, aan de bushalte, …</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l22 level1 lfo30; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">27.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Besmettelijke ziekte</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelers zitten of staan in een
kring. De eerste speler trekt een grimas of neemt een bepaalde houding aan.
Zijn buur neemt deze zo goed mogelijk over. Zo gaat het verder tot de kring
rond is.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l26 level1 lfo31; text-indent: 0cm; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l10 level1 lfo32; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">29.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Mijn leven als ...</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De spelers zitten in een kring en de
spelleider vertelt een geïmproviseerd verhaal.<br />
De verteller mag het woord niet gebruiken in het verhaal. De spelers raden over
wie of wat de verteller het heeft.<br />
Bv. Mijn leven als voetbal.<br />
Ik ben rond. Je kan me vaak vinden op het gras. Er zijn ook vaak twee doelen.
De mensen schoppen tegen mij…</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l43 level1 lfo33; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">30.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">spiegelen</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De leerlingen staan per twee of 1
iemand staat vooraan. De éne voert een beweging uit. De andere voert deze uit
in spiegelbeeld.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l4 level1 lfo34; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">31.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Tafeljoggen/ tafelspringen</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De leerlingen lopen een toertje en
zeggen terwijl bv. de tafel van 7 op.<br />
De leerlingen springen met de benen open en toe en zeggen terwijl bv. de tafel
van 8 op.<br />
....</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l37 level1 lfo35; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">32.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">dirigentje</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l23 level1 lfo36; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">33.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">ik ga op reis en ik neem mee…</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l29 level1 lfo37; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">34.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">ik zie ik zie wat jij niet ziet</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l30 level1 lfo38; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">35.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">pictionary</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Elk kind heeft zijn eigen bladen en
stift mee uit de klas.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l27 level1 lfo39; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">36.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">hinkelen</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">De leerkracht heeft op voorhand een
parcours getekend op de grond.</span><span lang="NL-BE" style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l35 level1 lfo41; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">38.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">ochtendgymnastiek</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l6 level1 lfo42; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">39.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">1,2,3 piano</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l21 level1 lfo43; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">40.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">WOOSH doorgeven</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l20 level1 lfo44; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">41.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">moordenaar en detective met knipoog</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l24 level1 lfo45; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">42.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Doen, durven of waarheid</span></u></b><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l19 level1 lfo47; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">44.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">filmpjes bekijken bij slecht weer: leerrijke , educatieve filmpjes</span></u></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l7 level1 lfo48; text-indent: 0cm; vertical-align: baseline;">
<!--[if !supportLists]--><b><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: NL-BE;"><span style="mso-list: Ignore;">45.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">Lijst met spelletjes in het Engels.<br />
</span></u></b><span lang="NL-BE"><a href="https://www.klascement.net/downloadbaar-lesmateriaal/105466/groepsspelletjes-met-aandacht-voor-social-distancing/"><b><span style="color: #1155cc; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;">https://www.klascement.net/downloadbaar-lesmateriaal/105466/groepsspelletjes-met-aandacht-voor-social-distancing/</span></b></a></span><b><u><span lang="NL-BE" style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: NL-BE;"> <br />
</span></u></b></div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-4166511962549120272020-03-27T10:01:00.000+01:002020-03-27T10:01:32.525+01:00Gynzykids<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.gynzykids.com/#/nl-nl/leerling/index/oefenen">https://www.gynzykids.com/#/nl-nl/leerling/index/oefenen</a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-fHsh34MCCcQ/Xn3AmX9GJ8I/AAAAAAAAHtE/t_d48o1skiIRl85K-h2rRec6P4UkfIDSACLcBGAsYHQ/s1600/Gynzy.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="882" data-original-width="1209" height="465" src="https://1.bp.blogspot.com/-fHsh34MCCcQ/Xn3AmX9GJ8I/AAAAAAAAHtE/t_d48o1skiIRl85K-h2rRec6P4UkfIDSACLcBGAsYHQ/s640/Gynzy.PNG" width="640" /></a></div>
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-33781668202487905562020-01-12T20:06:00.002+01:002020-01-12T20:06:44.773+01:00pdf: Economie Direct 5 Thema 1<a href="http://www.vanin.be/DigiPoint/Components/Downloads/DownloadHandler.ashx?id=%7B03AF408E-CFFE-4224-9061-21D28D30E445%7D" target="_blank">pdf: Economie Direct 5</a> Thema 1<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-Fz7p82Dvk3s/XhtuEzgzfwI/AAAAAAAAHjA/jCD1lPk5JAww7zy96qhuC_f9XgCEALuEACLcBGAsYHQ/s1600/Capture.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="751" data-original-width="775" height="310" src="https://1.bp.blogspot.com/-Fz7p82Dvk3s/XhtuEzgzfwI/AAAAAAAAHjA/jCD1lPk5JAww7zy96qhuC_f9XgCEALuEACLcBGAsYHQ/s320/Capture.PNG" width="320" /></a></div>
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-67034145589670685362020-01-12T20:02:00.001+01:002020-01-12T20:02:13.159+01:00Mindmap<br />
Mindmaps over verschillende onderwerpen en zelf online mindmaps maken.<br />
<br />
<br />
<a href="https://www.mindmeister.com/nl/mind-map-examples?language=nl">https://www.mindmeister.com/nl/mind-map-examples?language=nl</a><br />
<br />
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-89519090370950197652019-06-19T10:06:00.000+02:002019-06-19T10:06:57.416+02:00Thema:Op reis met het vliegtuig <div dir="ltr">
Vliegtuigje spelen : de eetkamer omtoveren tot vliegtuig met in midden een gangpad, stewardess nadoen.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.klascement.net/files/9/6/0/1/f/Verkeer_%28kleuters%29.ppt?push">Download powerpoint</a><a href="https://lh3.googleusercontent.com/-e_WqPeFYYzs/W7ew3JBpAAI/AAAAAAAAB6c/Khq5mqi1bfcUNEQa5aK7ZTc4kbCIUqOcgCHMYCw/s1600/IMG_20181005_193528.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-e_WqPeFYYzs/W7ew3JBpAAI/AAAAAAAAB6c/Khq5mqi1bfcUNEQa5aK7ZTc4kbCIUqOcgCHMYCw/s640/IMG_20181005_193528.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-CxfedjUAfWg/W7ew35HCnQI/AAAAAAAAB6g/AiGJMHRigysPUrbxIcxWKyGERYGITMaEwCHMYCw/s1600/IMG_20181004_113015.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-CxfedjUAfWg/W7ew35HCnQI/AAAAAAAAB6g/AiGJMHRigysPUrbxIcxWKyGERYGITMaEwCHMYCw/s640/IMG_20181004_113015.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-vLSLmw3E9uA/W7ew4mf3cjI/AAAAAAAAB6k/ULI0T914_kUjB1bxgefe-and8f2rVELEACHMYCw/s1600/IMG_20181004_113323.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-vLSLmw3E9uA/W7ew4mf3cjI/AAAAAAAAB6k/ULI0T914_kUjB1bxgefe-and8f2rVELEACHMYCw/s640/IMG_20181004_113323.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-Isgae_g4AaM/W7ew5W21aAI/AAAAAAAAB6o/cvs1WwKHcQAq3xjjKQcJD9_LmjNKLG3oACHMYCw/s1600/IMG_20181005_193805.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-Isgae_g4AaM/W7ew5W21aAI/AAAAAAAAB6o/cvs1WwKHcQAq3xjjKQcJD9_LmjNKLG3oACHMYCw/s640/IMG_20181005_193805.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-mqoEnjxZfu0/W7ew54JeDsI/AAAAAAAAB6s/AIO1uuJ-_EQVyusp9WQZlQn6KV4eo7RcwCHMYCw/s1600/IMG_20181004_113109.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-mqoEnjxZfu0/W7ew54JeDsI/AAAAAAAAB6s/AIO1uuJ-_EQVyusp9WQZlQn6KV4eo7RcwCHMYCw/s640/IMG_20181004_113109.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-SMD4CeAWO6c/W7ew6meRc4I/AAAAAAAAB6w/9-2J7_zL4tEQPi0uY_heBTVQsOcBYe_AACHMYCw/s1600/IMG_20181004_113731.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-SMD4CeAWO6c/W7ew6meRc4I/AAAAAAAAB6w/9-2J7_zL4tEQPi0uY_heBTVQsOcBYe_AACHMYCw/s640/IMG_20181004_113731.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-MHLjc34C1Wo/W7ew7cj_fEI/AAAAAAAAB60/SUt8yKxXkQ4Pli7COOYjkSsXfJX404zoQCHMYCw/s1600/IMG_20181004_113010.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-MHLjc34C1Wo/W7ew7cj_fEI/AAAAAAAAB60/SUt8yKxXkQ4Pli7COOYjkSsXfJX404zoQCHMYCw/s640/IMG_20181004_113010.jpg" /> </a> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://lh3.googleusercontent.com/-1MAGxRWQrss/W7ew8DaRKxI/AAAAAAAAB64/HxXt8s41k_Mjm0wR04WPIwQQfaBtA2q9ACHMYCw/s1600/IMG_20181004_113904.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-1MAGxRWQrss/W7ew8DaRKxI/AAAAAAAAB64/HxXt8s41k_Mjm0wR04WPIwQQfaBtA2q9ACHMYCw/s640/IMG_20181004_113904.jpg" /> </a> </div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-22205347560802940562019-06-19T10:04:00.000+02:002019-06-19T10:04:44.004+02:00Testje vademecum (methode Matrix) wiskunde 2de graad Testje vademecum (methode Matrix) wiskunde 2de graad :<br />
Wat ken en kan ik, en waar moet ik nog aan werken.<br />
Getallenleer <br />
SOORTEN GETALLEN<br />
<br />
N is de verzameling van...Natuurlijke getallen<br />
Z is de verzameling van...Gehele getallen<br />
Q is de verzameling van...Rationele getallen<br />
<br />
RATIONALE GETALLEN IN VERSCHILLENDE GEDAANTEN<br />
*Je kunt een rationaal getal schrijven als <br />
-een...Verhouding<br />
-een...Breuk <br />
<br />
Een rationaal getal kan verschillende gedaanten aannemen<br />
-als...Deel van een geheel bv 2/5 van een bedrag<br />
-als...Grootheid 2 op de 5 leerlingen <br />
-als...Procent 40 % korting<br />
-als...Bedrag <br />
-als...Kans <br />
<br />
*De wetenschappelijke schrijfwijze van een getal is een ...product van twee factoren.<br />
-De eerste factor is een ....decimaal getal met één cijfer verschillend van...0 voor de komma.<br />
-De tweede factor is een ....macht van 10.<br />
De ......opgeloste schrijfwijze van het getal is de notatie van het getal zonder macht van 10.<br />
<br />
*In een verhouding vergelijk je twee getallen door ze als....Breuk te schrijven.<br />
De verhouding tussen twee getallen geeft aan hoe het het ene getal tot het andere staat.<br />
*Een evenredigheid is een gelijkheid van.....Termen<br />
a/b=c/d<br />
...A is de eerste term<br />
...C is de derde term<br />
a en d noem je de ....Uiterste termen<br />
b en c noem je de ....binnenste termen<br />
Hoofdeigenschap van evenredigheid:<br />
Je bekomt een evenredigheid ALS EN SCLECHTS ALS het product van de ...uiterste termen gelijk is aan het product van de ....binnenste termen. De kruisproducten zijn...gelijk<br />
EVENREDIGE GROOTHEDEN<br />
*Recht evenredige grootheden<br />
Een grootheid is .......een deel van een geheel<br />
.....breuken , .....procenten en ......bedragen zijn grootheden<br />
Twee grootheden zijn recht evenredig als er bij een toename van de ene grootheid een ......gelijke toename is bij de andere......grootheid<br />
Bij recht evenredige grootheden is het quotiënt van de overeenkomstige maatgetallen (verschillend van 0)......constant<br />
Hoe noem je deze constante? .... Wat is het teken voor deze constante?....een rechte lijn die doorloopt van het begin<br />
Hoeveel evenredigheidsfactoren kun je voor elke recht evenredige verhouding berekenen? ... 2<br />
Schrijf de formule voor het berekenen van deze evenredigheidsfactoren op.<br />
20/10=10/x<br />
Bij recht evenredige groodheden is de grafiek een.......doorlopende rechte lijn <br />
*Omgekeerd evenredige grootheden<br />
Wanneer zijn twee grootheden omgekeerd evenredig? Als de afname van de ene grootheid overeen komt met de afname van de andere.<br />
Bij omgekeerd evenredige grootheden is het....product. van de overeenkomstige maatgetallen steeds gelijk (constant).<br />
Bij omgekeerd evenredige grootheden is de grafiek een.......hyperbool<br />
*Vraagsrukken met recht of omgekeerd evenredige grootheden oplossen in 6 stappen<br />
1. Lees aandachtig. Welke 2 soorten gegevens moet je onderstrepen?<br />
De nuttige informatie en het gevraagde.<br />
2. De grootheden moet je nu noteren in een..... Tabel.<br />
3. Nu moet je de cijfers hierin invullen en iets voorstellen door x te schrijven. Wat stelt x hier voor?<br />
X stelt het gevraagde voor.<br />
4. Zijn de grootheden recht of omgekeerd evenredig?<br />
-bij de recht evenredige grootheden zijn de ...quotiënten gelijk<br />
-bij de omgekeerd evenredige grootheden zijn de ....producten gelijk<br />
5. Los bekomen vergelijking op en controleer je antwoord.<br />
6.Formuleer in antwoordzin.<br />
Gelijkvormigheid<br />
*De schaal is ......Een verhouding van de werkelijke lengte en de op kaart gebrachte lengte.<br />
*Gelijkvormige figuren<br />
Wat betekent dit: driehoek ABC ~ driehoek DEF<br />
...............is gelijkvormig<br />
Twee veelhoeken zijn gelijk als de overeenkomstige ......hoeken even groot zijn , en de lengte van de overeenkomstige .....zijden evenredig zijn.<br />
De constant f is hier een .........evenredigheidsfactor<br />
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-49577752712619234002019-06-19T10:02:00.000+02:002019-06-19T10:02:43.464+02:00Ontbinden in factoren<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/_hi4oi6VxLk/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/_hi4oi6VxLk?feature=player_embedded" width="320"></iframe></div>
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-14847863402144066602019-06-19T09:49:00.001+02:002019-06-19T10:01:06.099+02:00Dierlijke en plantaardige cel<div dir="ltr">
<a href="https://www.thinglink.com/scene/1172847892923154434">Ontdek de cellen hier</a>!</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-8UXWEtkTqfU/XQnrmAD2qBI/AAAAAAAAGPc/D4b4ln9PAyoyOCVMNxWTnu38SX4fG7P5wCLcBGAs/s1600/Screenshot_20190619-085414%257E2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="785" data-original-width="1600" height="157" src="https://1.bp.blogspot.com/-8UXWEtkTqfU/XQnrmAD2qBI/AAAAAAAAGPc/D4b4ln9PAyoyOCVMNxWTnu38SX4fG7P5wCLcBGAs/s320/Screenshot_20190619-085414%257E2.png" width="320" /></a></div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-47740720373466374762019-03-24T13:26:00.003+01:002019-03-24T14:42:24.364+01:00Techniek: fiets<br />
Beantwoord deze vragen en schrijf de antwoorden op. Eerst in het klad en even
laten nakijken. Dan netjes overschrijven voor je portfolio van het examen Techniek praktijk.<br />
<br />
1. noteer de geschiedenis van de fietstypes op een tijdsband.<br />
2. Welke versnellingssystemen werden gebruikt in de loop der tijd (van vroeger tot nu)?<br />
3. Wat is een versnelling en verzet?<br />
4. Bereken de versnelling en het verzet van een fiets met<br />
a) tanden aan de drijver<br />
b) tanden aan het gedreven wiel bevestigd aan het achterwiel<br />
<br />
5. Uit welk materiaal wordt een fiets gemaakt ?<br />
frame<br />
wielen<br />
kettingen kettingwielen<br />
toebehoren (bv pedalen, handvaten, enz..)<br />
...<br />
<br />
<br />
Wanneer
je je mini- fiets gaat maken ga je kiezen uit een type fiets (bv
mountainbike, bakfiets,ligfiets,...). Je gaat ook een
versnellingssysteem moeten toepassen, en je gaat een materiaal moeten
uitkiezen. Houd dit in je achterhoofd tijdens het beantwoorden van de
vragen.<br />
<br />
Hier wat links om je verder te helpen:<br />
<br />
<a href="https://schooltv.nl/video/tandwielen-en-krachten-tandwielen-zijn-heel-handig-op-je-fiets/#q=versnellingen" target="_blank">https://schooltv.nl/video/tandwielen-en-krachten-tandwielen-zijn-heel-handig-op-je-fiets</a><br />
<a href="https://schooltv.nl/video/het-klokhuis-fiets/#q=fiets" target="_blank">https://schooltv.nl/video/het-klokhuis-fiets</a><br />
<div>
<a href="https://schooltv.nl/video/de-fiets-een-mooi-stukje-techniek/#q=fiets" target="_blank">https://schooltv.nl/video/de-fiets-een-mooi-stukje-techniek</a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="https://schooltv.nl/video/de-geschiedenis-van-de-fiets-van-loopfiets-tot-moderne-fiets/#q=fiets">https://schooltv.nl/video/de-geschiedenis-van-de-fiets-van-loopfiets-tot-moderne-fiets/#q=fiets</a><br />
<a href="https://images.poms.omroep.nl/image/s375/c375x210/240187.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
</a><a href="https://images.poms.omroep.nl/image/s375/c375x210/240187.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>
<br />
<div>
<div style="text-align: left;">
<a href="https://schooltv.nl/video/tandwielen-en-krachten-tandwielen-zijn-heel-handig-op-je-fiets/#q=versnellingen">https://schooltv.nl/video/tandwielen-en-krachten-tandwielen-zijn-heel-handig-op-je-fiets/#q=versnellingen</a><br />
<a href="https://schooltv.nl/video/hoe-worden-fietsen-gemaakt-een-kijkje-in-de-fietsenfabriek">https://schooltv.nl/video/hoe-worden-fietsen-gemaakt-een-kijkje-in-de-fietsenfabriek</a></div>
</div>
<a href="https://images.poms.omroep.nl/image/s375/c375x210/240187.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
</a><br />
<div style="text-align: left;">
<a href="https://images.poms.omroep.nl/image/s375/c375x210/240187.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div>
<div>
</div>
<a href="https://images.poms.omroep.nl/image/s375/c375x210/240187.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<a href="https://images.poms.omroep.nl/image/s375/c375x210/240187.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
</div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-18260867963693404382019-03-24T13:26:00.001+01:002019-03-24T13:26:05.982+01:00Testje wiskunde 2de graad DEEL 1Testje vademecum (methode Matrix) wiskunde 2de graad :<br />
Wat ken en kan ik, en waar moet ik nog aan werken.<br />
<br />
<h2>
<b>Getallenleer </b></h2>
<br />
<b><span style="color: cyan;">SOORTEN GETALLEN</span><u><br /></u></b><br />
<br />
N is de verzameling van<span style="background-color: lime;"><span></span></span><span style="background-color: lime;">...</span><br />
Z is de verzameling van<span style="background-color: yellow;">...</span><br />
Q is de verzameling van<span style="background-color: lime;">...</span><br />
<br />
<br />
<span style="color: cyan;"><u><b>RATIONALE GETALLEN IN VERSCHILLENDE GEDAANTEN</b></u></span><br />
<br />
*Je kunt een rationaal getal schrijven als <br />
-een<span style="background-color: lime;">...</span><br />
-een<span style="background-color: lime;">...</span> <br />
<b></b><br />
Een<u><b> </b></u>rationaal getal kan verschillende gedaanten aannemen<u><b></b></u><br />
-als<span style="background-color: lime;"><span>... </span></span>van een geheel bv 2/5 van een bedrag<br />
-<span style="background-color: white;">als<span style="background-color: lime;"></span></span><span style="background-color: lime;"><span><span style="background-color: white;"><span style="background-color: lime;">... </span> 2 op de 5 leerlingen <span></span></span></span></span><span style="background-color: white;"></span><br />
-als<span style="background-color: lime;">... </span> 40 % korting<br />
<br />
-als<span style="background-color: lime;"><span></span></span><span style="background-color: lime;">... </span> <br />
-als<span style="background-color: lime;">... </span><br />
<br />
<br />
*De <span style="background-color: yellow;"><b>wetenschappelijke schrijfwijze</b></span> van een getal is een<span style="background-color: lime;"> ... </span>van twee factoren.<br />
-De eerste factor is een <span style="background-color: lime;">....</span> getal met één cijfer verschillend van<span style="background-color: lime;">...</span> voor de komma.<br />
-De tweede factor is een<span style="background-color: lime;"> ....</span> van 10.<br />
<br />
De<span style="background-color: yellow;"><span style="background-color: lime;"> ...... </span>schrijfwijze</span> van een getal is de notatie van het getal zonder macht van 10.<br />
<br />
<br />
<br />
*In een<b> verhouding</b> vergelijk je twee getallen door ze als<span style="background-color: lime;">.... </span>te schrijven.<br />
<span style="background-color: yellow;">De verhouding tussen twee getallen geeft aan het het ene getal tot het andere staat</span>.<br />
<br />
*Een <b>evenredigheid</b> is een gelijkheid van<span style="background-color: lime;">.....</span><br />
a/b=c/d<br />
<span style="background-color: lime;">...</span> is de eerste term<br />
<span style="background-color: lime;">... </span>is de derde term<br />
a en d noem je de<span style="background-color: lime;"> ....</span> termen<br />
b en c noem je de<span style="background-color: lime;"> ....</span> termen<br />
<span style="background-color: yellow;"><b>Hoofdeigenschap van evenredigheid</b></span>:<br />
Je bekomt een evenredigheid ALS EN SCLECHTS ALS het product van de<span style="background-color: lime;"> ... </span>termen gelijk is aan het product van de <span style="background-color: lime;">....</span> termen. De <span style="background-color: yellow;"><b>kruisproducten</b></span> zijn<span style="background-color: lime;">...<span style="background-color: white;"><span> </span></span></span><br />
<br />
<u><b><span style="color: cyan;"><span style="background-color: lime;"><span style="background-color: white;"><span><span style="background-color: cyan;"><span style="background-color: cyan;"><span></span></span><span style="background-color: white;"><span></span></span></span></span></span></span>EVENREDIGE GROOTHEDEN</span></b></u><br />
<br />
<span style="color: cyan;"><span style="color: black;">*<b>Recht evenredige grootheden</b></span></span><br />
<span style="color: cyan;"><span style="color: black;">Een grootheid is<span style="background-color: lime;"> ....... </span></span></span><br />
<span style="color: cyan;"><span style="color: black;"><span style="background-color: lime;">..... , ..... en ....... </span>zijn grootheden</span></span><br />
<span style="background-color: yellow;"><span style="color: cyan;"><span style="color: black;">Twee grootheden zijn recht evenredig als er bij een toename van de ene grootheid een ...... is bij de andere......</span></span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;">Bij recht evenredige grootheden is het quotiënt van de overeenkomstige maatgetallen (verschillend van 0)<span style="background-color: lime;">......</span></span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">Hoe noem je deze constante? .... Wat is het teken voor deze constante?....</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">Hoeveel evenredigheidsfactoren kun je voor elke recht evenredige verhouding berekenen? ...</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">Schrijf de formule voor het berekenen van deze evenredigheidsfactoren op. </span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">Bij recht evenredige groodheden is de grafiek een....... </span></span><br />
<br />
<b><span style="color: cyan;"><span style="color: black;">*Omgekeerd evenredige grootheden </span></span></b><br />
<b><span style="color: cyan;"><span style="color: black;"> </span></span></b><span style="color: cyan;"><span style="color: black;">Wanneer zijn twee grootheden omgekeerd evenredig?</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">Bij omgekeerd evenredige grootheden is het..... van de overeenkomstige maatgetallen steeds gelijk (constant).</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">Bij omgekeerd evenredige grootheden is de grafiek een.......</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">*<b>Vraagsrukken met recht of omgekeerd evenredige grootheden oplossen in 6 stappen</b></span></span><br />
<span style="color: cyan;"><span style="color: black;">1. Lees aandachtig. Welke 2 soorten gegevens moet je onderstrepen?</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">2. De grootheden moet je nu noteren in een.....</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">3. Nu moet je de cijfers hierin invullen en iets voorstellen door x te schrijven. Wat stelt x hier voor?</span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;">4. Zijn de grootheden recht of omgekeerd evenredig?</span></span><br />
<span style="color: cyan;"><span style="color: black;"> -bij de recht evenredige grootheden zijn de ... gelijk</span></span><br />
<span style="color: cyan;"><span style="color: black;"> -bij de omgekeerd evenredige grootheden zijn de .... gelijk</span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;">5. Los bekomen vergelijking op en controleer je antwoord.</span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;">6.Formuleer in antwoordzin.</span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;"><b>Gelijkvormigheid</b></span></span><br />
<br />
<span style="color: cyan;"><span style="color: black;"><b>*</b>De schaal is ......</span></span><br />
<span style="color: cyan;"><span style="color: black;"><b> </b></span></span><br />
<span style="color: cyan;"><span style="color: black;"><b>*</b>Gelijkvormige figuren</span></span><br />
<span style="color: cyan;"><span style="color: black;">Wat betekent dit: driehoek ABC ~ driehoek DEF</span></span><br />
<span style="color: cyan;"><span style="color: black;"> ...............</span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;">Twee veelhoeken zijn gelijk als de overeenkomstige ...... even groot zijn , en de lengte van de overeenkomstige ..... evenredig zijn.</span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;">De constant <b>f</b> is hier een .........</span></span><br />
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;"><br /></span></span>
<span style="color: cyan;"><span style="color: black;">Je hebt het deel getallenleer afgerond. Ik hoop dat het vlot gegaan is 😊!</span></span><br />
<span style="color: cyan;"></span><span style="color: cyan;"></span><span style="color: cyan;"><span style="color: black;"> </span></span><u><b><span style="color: cyan;"> </span></b></u><br />
<br />
<br />
<br />
<br />
<br />
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-8237318137900549462019-03-24T12:06:00.003+01:002019-03-24T12:06:38.827+01:00Aqiedha voor kinderen DEEL 1<a href="https://3.bp.blogspot.com/-ksTTD7vNJGM/XJdjZmt3HBI/AAAAAAAAE10/N8HsO65C1f4548h1kEi0IxYV6uzTEwTnQCKgBGAs/s1600/IMG_20190324_115652.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1442" height="200" src="https://3.bp.blogspot.com/-ksTTD7vNJGM/XJdjZmt3HBI/AAAAAAAAE10/N8HsO65C1f4548h1kEi0IxYV6uzTEwTnQCKgBGAs/s200/IMG_20190324_115652.jpg" width="180" /></a>Deze week leren we deze vragen over de agiedah.<br />
<br />
Het plan is dat elke vrijdag de vragen uit 1 filmpje worden opgeschreven, en ze een week krijgen om ze uit het hoofd te leren.<br />
Het doel is om ze allemaal goed uit het hoofd te kennen inshaAllah.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/xfYkfeIJGyo/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/xfYkfeIJGyo?feature=player_embedded" width="320"></iframe></div>
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-19564709119004199072019-03-18T16:35:00.001+01:002019-03-18T16:35:19.248+01:00Kuikentjes en eitjes<br />
<div dir="ltr">
De lente komt er aan. De lentekriebels beginnen bij de kinderen. Nadat ik een eitje vond onder Abdourahmaan's(4j) kussen was dat wel duidelijk. Hij wilde het lekker warm houden 's nachts en had gehoopt dat er ' s ochtends een kuikentje uit zou komen...<br />
We knutselden dan maar een kuikentje en deden een heel speciaal proefje met een ei.</div>
<div dir="ltr">
<i><br /></i>
<br />
<div style="text-align: left;">
<a href="https://1.bp.blogspot.com/-Nb30ZFzXfks/XI-m2c7x68I/AAAAAAAAEu4/cgSmD4BCdzQeYu2ji_yl-vKHbq92pZqwwCKgBGAs/s1600/IMG_20190310_123500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1075" data-original-width="1600" height="214" src="https://1.bp.blogspot.com/-Nb30ZFzXfks/XI-m2c7x68I/AAAAAAAAEu4/cgSmD4BCdzQeYu2ji_yl-vKHbq92pZqwwCKgBGAs/s320/IMG_20190310_123500.jpg" width="320" /></a></div>
<div style="text-align: left;">
<u><span style="color: orange;"><b style="background-color: yellow;">Kuikentje:</b></span></u></div>
<i>Knip een figuur uit karton in de vorm</i><br />
<div style="text-align: left;">
<i>van een eitje.</i></div>
<div style="text-align: left;">
<i>Draai er wol omheen en plak er oogjes,</i></div>
<div style="text-align: left;">
<i>pootjes en een snaveltje op.</i></div>
<div style="text-align: left;">
<a href="https://pin.it/v3xzojzvde3qeu">https://pin.it/v3xzojzvde3qeu</a></div>
</div>
<div dir="ltr">
<div style="text-align: left;">
Toen<i> </i>we de pootjes wilden tekenen, </div>
<div style="text-align: left;">
ontdekten we dat de kuikentjes</div>
<div style="text-align: left;">
van eendjes, kippen en kwartels</div>
<div style="text-align: left;">
verschillende soorten pootjes hebben. </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="background-color: yellow; color: orange;"><b><u>Het grote stuiterende ei-xperiment:</u></b></span></div>
<div class="separator" style="clear: both; text-align: left;">
Benodigdheden: </div>
<div class="separator" style="clear: both; text-align: left;">
-2 eitjes</div>
<div class="separator" style="clear: both; text-align: left;">
-1 glas met azijn</div>
<div class="separator" style="clear: both; text-align: left;">
-1 glas met water</div>
<div class="separator" style="clear: both; text-align: left;">
-pen en papier</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Wat neem je waar:</div>
<div class="separator" style="clear: both; text-align: left;">
Dag 1: Het het ei in de azijn gaat drijven en er komen belletjes op.</div>
<div class="separator" style="clear: both; text-align: left;">
Dag 2: De schil begint op te lossen.</div>
<div class="separator" style="clear: both; text-align: left;">
Dag 4: Als je het eitje afspoelt krijg je een doorzichtige stuiterbal! Nu kun je het ei om de beurt laten stuiteren in een kom. Wie het laat ontploffen moet een kip nadoen!</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-ZV6PG7qsP8s/XI-sUHmwAWI/AAAAAAAAEvU/EU-7qr_m3_wq1-mhroXMYOG8wzU35DB3wCKgBGAs/s1600/IMG_20190311_112955.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-ZV6PG7qsP8s/XI-sUHmwAWI/AAAAAAAAEvU/EU-7qr_m3_wq1-mhroXMYOG8wzU35DB3wCKgBGAs/s320/IMG_20190311_112955.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-f-2zqiLgpsI/XI-sUFDpYCI/AAAAAAAAEvU/nQqgI6pq_084-H8nEDwpuC1GkB_zQcjswCKgBGAs/s1600/IMG_20190311_113047.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="200" src="https://3.bp.blogspot.com/-f-2zqiLgpsI/XI-sUFDpYCI/AAAAAAAAEvU/nQqgI6pq_084-H8nEDwpuC1GkB_zQcjswCKgBGAs/s200/IMG_20190311_113047.jpg" width="150" /></a></div>
<a href="https://4.bp.blogspot.com/-CtapcflLkRI/XI-sUIJLrsI/AAAAAAAAEvU/x695fEfSdaoTyDPBhGUO0k1zUEoKrTo2gCKgBGAs/s1600/IMG_20190311_113042.jpg" imageanchor="1" style="clear: left; display: inline !important; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1600" data-original-width="1200" height="200" src="https://4.bp.blogspot.com/-CtapcflLkRI/XI-sUIJLrsI/AAAAAAAAEvU/x695fEfSdaoTyDPBhGUO0k1zUEoKrTo2gCKgBGAs/s200/IMG_20190311_113042.jpg" width="150" /></a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-rR5ERQz5QB8/XI-sUIwxlSI/AAAAAAAAEvU/OvruuebGg306_xS2on-D4dJYNShi0UPoACKgBGAs/s1600/IMG_20190311_112859.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-rR5ERQz5QB8/XI-sUIwxlSI/AAAAAAAAEvU/OvruuebGg306_xS2on-D4dJYNShi0UPoACKgBGAs/s320/IMG_20190311_112859.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-n-A1u1PvFq0/XI-sUBzPrgI/AAAAAAAAEvU/p25JmP485V0b43G1cR6ajWNYAduBeN15QCKgBGAs/s1600/VID_20190315_125731.mp4" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="720" height="320" src="https://4.bp.blogspot.com/-n-A1u1PvFq0/XI-sUBzPrgI/AAAAAAAAEvU/p25JmP485V0b43G1cR6ajWNYAduBeN15QCKgBGAs/s320/VID_20190315_125731.mp4" width="180" /></a></div>
<a href="https://3.bp.blogspot.com/-D8qb-SXanQY/XI-sUCY50NI/AAAAAAAAEvU/F8_rMWliT9g19bw4UL46W_4UYGiFIz8FgCKgBGAs/s1600/VID_20190315_125701.mp4" imageanchor="1" style="clear: right; display: inline !important; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img border="0" data-original-height="1280" data-original-width="720" height="320" src="https://3.bp.blogspot.com/-D8qb-SXanQY/XI-sUCY50NI/AAAAAAAAEvU/F8_rMWliT9g19bw4UL46W_4UYGiFIz8FgCKgBGAs/s320/VID_20190315_125701.mp4" width="180" /></a><br />
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
</div>
<br />Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-47647757765387946252019-01-22T11:24:00.002+01:002019-01-22T11:24:21.918+01:00Klimaat en weer<a href="https://www.een.be/het-weer" target="_blank">www.een.be/het-weer</a><br />
<br />
Dolores voert proefjes uit over luchtruk in een aflevering van "Het klokhuis" :<a href="https://schooltv.nl/video/het-klokhuis-luchtdruk/#q=%22luchtdruk%22" rel="nofollow" target="_blank">schooltv.nl/video/het-klokhuis-luchtdruk</a><br />
<div>
<br /></div>
<div>
Over luchtdruk en wind: <a href="https://schooltv.nl/video/het-klokhuis-wind/" target="_blank">schooltv.nl/video/het-klokhuis-wind/</a></div>
<div>
<br /></div>
<div>
<a href="https://schooltv.nl/video/het-hogedrukgebied-helder-en-zonnig-weer/#q=%22luchtdruk%22" target="_blank">schooltv.nl/video/het-hogedrukgebied-helder-en-zonnig-weer</a></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<a href="https://schooltv.nl/video/luchtstromen-op-aarde-van-hoge-naar-lagedrukgebied/">https://schooltv.nl/video/luchtstromen-op-aarde-van-hoge-naar-lagedrukgebied/</a></div>
<div>
<br /></div>
<h1 class="title style-scope ytd-video-primary-info-renderer" style="background: rgb(255, 255, 255); border: 0px; color: var(--ytd-video-primary-info-renderer-title-color, var(--yt-spec-text-primary)); font-family: Roboto, Arial, sans-serif; font-size: var(--ytd-video-primary-info-renderer-title-font-size, 1.8rem); font-weight: 400; line-height: 2.4rem; margin: 0px; max-height: 4.8rem; overflow: hidden; padding: 0px; text-shadow: var(--ytd-video-primary-info-renderer-title-text-shadow, none); transform: var(--ytd-video-primary-info-renderer-title-transform, none);">
<yt-formatted-string class="style-scope ytd-video-primary-info-renderer" force-default-style="">Natuurkunde uitleg Het Weer 1: Dauwpunt en ontstaan van wolken:</yt-formatted-string></h1>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/1_xTq2cNXXM/0.jpg" src="https://www.youtube.com/embed/1_xTq2cNXXM?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<h1 class="title style-scope ytd-video-primary-info-renderer" style="background: rgb(255, 255, 255); border: 0px; color: var(--ytd-video-primary-info-renderer-title-color, var(--yt-spec-text-primary)); font-family: Roboto, Arial, sans-serif; font-size: var(--ytd-video-primary-info-renderer-title-font-size, 1.8rem); font-weight: 400; line-height: 2.4rem; margin: 0px; max-height: 4.8rem; overflow: hidden; padding: 0px; text-shadow: var(--ytd-video-primary-info-renderer-title-text-shadow, none); transform: var(--ytd-video-primary-info-renderer-title-transform, none);">
<yt-formatted-string class="style-scope ytd-video-primary-info-renderer" force-default-style="">Natuurkunde uitleg Het Weer 2: Luchtdruk, hoog en laagdrukgebied:</yt-formatted-string></h1>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/wLmrk9RXxpk/0.jpg" src="https://www.youtube.com/embed/wLmrk9RXxpk?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-707448722464194662019-01-20T20:13:00.000+01:002019-01-20T20:13:09.481+01:00Kalksteen<div class="separator" style="clear: both; text-align: center;">
Testen of er kalk in een steen zit, door er een zuur op te druppelen. <iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/uHS8JLVEgqQ/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/uHS8JLVEgqQ?feature=player_embedded" width="320"></iframe></div>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-35030420592794927812018-12-31T14:57:00.001+01:002018-12-31T14:57:02.419+01:00Rode en gele bakstenen. <p dir="ltr"><a href="https://schooltv.nl/video/hoe-worden-bakstenen-gemaakt-gebakken-klei">schooltv.nl: hoe-worden-bakstenen-gemaakt-gebakken-klei</a></p>
<p dir="ltr">Waarom zijn sommige bakstenen rood, en anderen <u>geel?</u></p>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-87180796346386602872018-12-31T14:44:00.001+01:002019-03-10T12:41:06.333+01:00Zand<p dir="ltr">https://schooltv.nl/video/<u>hoe-ontstaat-zand-hele-kleine-stukjes-steen</u>/</p>
Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-79247438381221914252018-12-29T23:06:00.000+01:002018-12-29T23:06:00.083+01:00Kennisclip met kijkvragen - klokhuis.-gesteente<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/dvXGThoRk64/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/dvXGThoRk64?feature=player_embedded" width="320"></iframe></div>
Kennisclip met kijkvragen - klokhuis.<br />
1Wanneer noemen we stenen, zand?<br />
a. Wanneer het door de wind wordt afgezet.<br />
b. Wanneer het even groot is als grind<br />
c. Wanneer het kleiner is dan 2 millimeter<br />
d. Wanneer het in Nederland voorkomt.<br />
2. Wat hebben klei en zand met elkaar te maken?<br />
a. Ze zijn allebei even groot.<br />
b. Ze worden allebei door de rivier vervoerd.<br />
c. Ze hebben niets met elkaar te maken.<br />
3. Welke twee begrippen horen bij de uitleg uit de clip?<br />
a. Verwering en erosie.<br />
b. Jong gebergte & oud gebergte<br />
c. Grind en zand<br />
d. Grind en klei<br />
4. Waar vind je grofzand?<br />
a. Boven aan de berg– de bovenloop<br />
b. Dicht bij zee – de benedenloop<br />
c. In het midden van de berg – middenloop<br />
5. Welke twee kenmerken kon je herkennen aan het grind? (kies twee antwoorden)<br />
a. Dat het door erosie glad is geworden.<br />
b. Dat hij aan het begin van de rivier stond.<br />
c. Dat het grind uit kalksteen bestaat.<br />
d. Dat het grind van verschillende bergen afkomstig was.<br />
e. Je kunt maar een kenmerk herkennen.<br />
6. Wat heeft de presentator net uitgelegd?<br />
a. Hoe rivieren ontstaan.<br />
b. Hoe bergen ontstaan.<br />
c. Hoe gesteente gevormd wordt.<br />
d. Hoe een gletsjer voor erosie zorgt.<br />
7. Waar is Bernd (de geoloog) in gespecialiseerd?<br />
a. Hoe rivieren vormen<br />
.
b. De aarde en het ontstaan van gesteente<br />
c. Verwering en erosie
d. SedimentOum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-52395015984551508732018-12-23T16:41:00.001+01:002018-12-29T20:55:37.254+01:00Leerstof Aardrijkskunde 1ste graad SO (deel 1) <div class="transkript-title">
<a href="https://app.akov.be/pls/pakov/f?p=215:1:11741524900969::NO::P1_STUDIERICHTING:362" target="_blank">Vakfiche Aardrijkskunde A-stroom</a><br />
<br />
<br />
<a href="https://quizlet.com/354853874/relief-flash-cards/" target="_blank">Reliëf-flash-cards</a> zelf-opgestelde flashcards voor testen en het uit het hoofd leren van bepaalde termen rond "het reliëf"<br />
<a href="https://slideplayer.nl/slide/3762609/" target="_blank">Presentatie over: "Reliëf: afwisseling van hoogten en laagten van het grondoppervlak"</a></div>
<br />
<a class="leerpage" href="https://www.satiusest.be/leersite/0/xboard/LeerPages/view_205_Het+relief.vpdf">Het reliëf</a><i> slideshow</i><br />
<a class="leerpage" href="https://www.satiusest.be/leersite/0/xboard/LeerPages/view_205_Het+relief.vpdf"><br /></a>
<a href="http://aardrijkskunde-eersteleerjaar.weebly.com/relieumlf.html" target="_blank">Kort filmpje 4 h's </a><br />
<br />
<a href="https://www.slideshare.net/Berkenboom/relief-en-reliefvormen">Testje relief-en-reliefvormen</a><br />
<br />
<a href="https://www.topomania.net/mapinfo/Gebergte%20en%20Rivieren%20van%20Europa">https://www.topomania.net/mapinfo/Gebergte%20en%20Rivieren%20van%20Europa</a><br />
<br />
<a href="https://www.topomania.net/mapinfo/49257">https://www.topomania.net/mapinfo/49257</a><br />
<br />
<a href="https://schooltv.nl/video/gletsjer-en-rivierdalen-u-dalen-en-v-dalen/#q=">https://schooltv.nl/video/gletsjer-en-rivierdalen-u-dalen-en-v-dalen/#q=</a><br />
<br />
<a href="https://schooltv.nl/video/meanders-bochten-in-de-rivier/#q=">https://schooltv.nl/video/meanders-bochten-in-de-rivier/#q=</a>Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com2tag:blogger.com,1999:blog-7074388659184528253.post-85080907433506648852018-12-08T15:59:00.001+01:002018-12-08T15:59:09.293+01:00Gratis materiaal en educatief shoppen <p dir="ltr"><a href="https://www.daradam.com/boutique/"><u>www.daradam.com</u></a></p>
<div class="separator" style="clear: both; text-align: center;"> <a href="https://lh3.googleusercontent.com/-vgyQsjKZ1N0/XAvcOq6BuCI/AAAAAAAAB8Y/mF-WFMtH3AYDebWoibHnBJ_qnOkFGcFFACHMYCw/s1600/IMG_20181208_155707.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-vgyQsjKZ1N0/XAvcOq6BuCI/AAAAAAAAB8Y/mF-WFMtH3AYDebWoibHnBJ_qnOkFGcFFACHMYCw/s640/IMG_20181208_155707.jpg"> </a> </div>Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com0tag:blogger.com,1999:blog-7074388659184528253.post-54865364626233819572018-11-26T22:57:00.001+01:002018-11-26T22:57:15.586+01:00Ik snap da<p dir="ltr"><a href="https://www.xnapda.be/#">www.xnapda.be</a><br>
Xnapda is een online videoplatform voor de lagere school met educatieve filmpjes over de leerinhoud van de vakken:<br>
wiskunde, taal, spelling, wereldoriëntatie en <u>Frans.</u><br>
</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="https://lh3.googleusercontent.com/-goBVh4mhXqY/W_xsOt7sQWI/AAAAAAAAB78/NvHwLmGIZuATrx9_Z9eXhu3mcXZ7R6RRwCHMYCw/s1600/IMG_20181121_071114.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="https://lh3.googleusercontent.com/-goBVh4mhXqY/W_xsOt7sQWI/AAAAAAAAB78/NvHwLmGIZuATrx9_Z9eXhu3mcXZ7R6RRwCHMYCw/s640/IMG_20181121_071114.jpg"> </a> </div>Oum Abdillahhttp://www.blogger.com/profile/09729117852650816788noreply@blogger.com1