Weathering
Erosion & Deposition
Constructive or Destructive?
W, E, or D?
Surface Features & Changes
100

Define Weathering

What is the breaking down of rock?

100

Define Erosion

What is moving pieces of broken rock?

100

Define Constructive

What are forces that build up?

100

Rocks being made smooth by tumbling across a stream bed; Flood waters wearing down the sides of a river

What is Weathering?

100

Changes to the Earth take place ____________.

What is: all of the time?

200

Name the 3 main causes of weathering

What is: wind, water, and plants

200

Name the 4 main causes of erosion.

What is wind, water, ice, and human activity?

200

Define Destructive

What is forces that tear down?

200

Rain washing away soil from a hillside; Wind blowing sand from one place to another

What is Erosion?

200

___________ were formed from the remains of living things.

What are: coral reefs

300

How do plants cause weathering?

Plants roots grow into rocks and as they grow they push the rock and break it.

300

Define Deposition

What is a process that drops sediment to form landforms?

300

Is weathering constructive or destructive?

What is destructive?

300

Layers of sediment forming at the bottom of the ocean; Deltas forming at the mouths of rivers; Waves dropping sand on the beach

What is Deposition?

300

Explain why water is important to all living things.

What is: all living things need water to live: for drinking, making food, some use it as their habitat, etc.

400

The name for the smaller pieces of rock and sand that forms when mechanical weathering breaks down larger rocks

What is sediment?

400

These 3 surface features are formed because of which process: sand dune, delta, and alluvial fan

What is deposition?

400

Is deposition constructive or destructive?

What is constructive?

400

Wind blasting sand at rock and carving out arches; A mudslide flowing down a steep hill

What is Erosion?

400

When two tectonic plates push together and move upward, what surface feature is created?

What is mountains?

500

What is the name of this landform that is created by weathering?

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Qgh5V84NykM58/ZzgEHg7W1WcdmRY5EN7vA/wH3j/8rke3i47g7iaheRz7GjnjGMUBkidomM2CvIPcZOEVxzQr8j+BKISSgcxoQwLn8x3kxR3L3MU7mWBp4j/CyLYBfojV9pi6bxJKxPH2kqaMbfrQWuyKatuND7x+0SlukvI+HjoTKCCW7T8xLUwBVA8uJTri0D5BTUKa3OK4ZHt/KgGv8L94+ctmKm+DXEklBfJ1eSfTKEPmwfPDhoznWWSKPHVtZYl4jX8Y4vzOpXz3o4Y3enWOpfuqAwOPShInm6jGnt9VsrM3kzsK8uYmPfsEcBjCYOnHH52hbmttjQQBosHQHpnDYG1QYr++Rx2KXIyXU6NIMeXgb9XHCl5z8OLSajE/y0fGwaUg1ECFv5ocWaGYgsMy7jBv8jqgZwkJnnegGC/AFz3uefA/uGQwZQRLfl1u2ZAnDLp1RtS+iRkgXgt56E79F+djpJ/gtuZKlba/cobCAi/3KFQ6F+cutSrY0rLoEYIUA+edr5ZXvGOnMKX9+CmsUbAVEAsHHR3xs53vP8Nr7iWWCWSbitfLqbDhdHP5kVZNkI9BspeBGESduHKOWUlAwCzKR2rkYlvfoSt0gp+k4oyQ6J+pKpYUBpTNzcv0mauJh0JNf8FvNqO/GB4I55pC+5Ld+DM3ZWbBrnP4cwHGdWXrtks7IKhY+tDdRdlyOn+N6ZdkT3tLbN8/6eckb7DsW43P91hC9v4rPE5jK6ue+wYjxS7iSpVlJy4bi6tNF43vm5WVwU48kM9kEc99cfqtzAknrZ263j+xZMmZOCiaKPQL51Mwj/dVnqzzOiY5dnq83TE6pLzN+QXM0IHF8NkkE4sym802LY8ebGCp9b5LBsO3n43K4BeDdNhQTzmnO2BWSL64g4YBWYmjY1Nsgo3Vxo1d1+Hy6TE7iZwcOOwWchleS+acrDutnKRYq7Chcr+37s6vHoBUV20RpRUkNqh+wEuSTO3Trh0yaiGlSYPKF9JEVZJPAZGvlIq/p8IkrxkCpY0tOhMbkH3n3nbbIl/gBSR19wueHxNlG5QDSIc1pwi68dw4Ix9nvy5YCGwQzF5e6/xCctFJTloxM6zi2hQTqi5fSpq/ASli2R045O+hXHQPoM45xFo0Liec6fLGcZcuOHY/KRgscv8LZFFauFHFOci4esYXEQaODIgq9iHUA1LL3yvm+xKuDRDmVDER5fn+WcmU7hqcT2Iw3w2Q8jQIi4076L+4tzNmtwXMuLzqWFb07LgzM/Ih5gs92pnR0LsfT+UHYnctwjNl4GFoB1tHsRGVBAvxWMrL8B8MMVmDGdRtM9U8fmiCHkUk+jrlBAArkm3PZVzYdkCLFOA7BDpHr3OIy7Ke0HHIybNkMaFiSnXviBvJSuAapLF1BQoYfQ1UyYrdkbMfnum86kjHzprdN7hmX9/CG3tSTgANY6LP59q+Ji5ShC/isgMhRxuMGY5KwaE2P6s/gGv3LR9iYsfJTpDAlMjq8MDTTanzMt3MyDu99Tdufjx1Pl7xXhjP+0h5fGZAyGxthrD0f7CBndaHxd0RMOR/fFuT04iP7pU8KlOOXE9K2BmM6iwJ/3Y5JQBy2rQkIe5caIBHtlEyUjC8OcTImp2Mz8AHv0ECS8SnKDDt9Nw7GgskiIdx67SSTrTqgh1YUvuXT+Bzp1TmjD+U4shsscVZ4TFCMvXIzkJiHf2xVe1iZ6miR42zQxx/YhSJYIZe2P5hzjD1+61H16kDDtng2YW+7gasZBEwBVOe5YBU97s0ygYCgtZvBlsY4fmLsQuRgJ2eRYBZy+rz1lVtkIXlY9D8CCJ2zKUTW/62ctW+CnX7RK0OvfBPs87fo/fl+qNTbHayzAkMylNhN2Ne30s0Cj/gYRkNWsKoescmKMi8lYM6XyZijnVxHHrxwiKXZdMacz0edojd7w/iaQKeFhRmO9RnM3qWhLidG3RIlOtcg0ZPTph+CNrSbUPMF3/mn77FJ4oYJmry0fMxn9Awf6ITr2WNIiLvffxQydLK3saXVfCX7N5PNyEw3IFfKwu6UfrJk78Ti3NgHva0YOYq0Yocu7eoXsI3VcT7aMbAlin99NpVdQFBvJg917sgewY82SaKmyrMVdLX0QPHaLXHJpNXGy8gVQCK3M0sdwZqGQDZjgperS9B15mv6ECzPFRr3aXM24+YzwW/fo7u2tKgn6chejPXGPxKDZAI9YmV8v4hlW5T7UqFvfTi6oWNZ1cHYLvNyPdjwn1bkWkZnyR5ZEy+JYTRSopW/0Q2vYCHIM5s0vv89sRT+JKFzPG/ivPG7ji2SQ2fqYfgBi4x1u9zbCyoj3HCEnUAXNgHhNU6YB56U45UiEGzS1cToplPrvsvpsHo+ieI0CrhwXvez+8JBcZyjZAJfE2CXaCZHIAsk/iI0iODFZ/47jXLH1cmumQcywasw+AxRI0FAZ7XRZ26C2LFlHlm8cdb5BJxtAomxpX0F63KEBlRA3mrsSw6zkbwK8iRZjVpe6FXiK96TAzJjTgjapAKoU5VxvOoB5Qpe96h1vXMMEOScc+RrHAsfvwhUEspkgKlEBhdz3vf5jc/37QvU2Ec/yEVngHOdxGn1dybfdhq7M271yXUaAzx7J+Au+6enPQ9L2PfwznXgjBcBlRc6skN06jxawcRaErQvDK0cvRIn0xgkEiRG3TSm8M5rxd84hzU6Ljfhkvucfs4AefRyfnW3n5N3x6ORb5LXyBG8LhQURbWfajlxvXPotqKTqsLDOQDOB6tJMwczVOQ0xiTXkXIioyGn87zpbpnzqGe5dz7OmjR/Ymk6YN7Vk0swy/9s34jXqEIODLvXCIT5nJw/9sF1Ya0EUHNC9r5pPM5Z3HJ85RwM4C1R8ZfX9/l27jyhpMLvZl8QjlM2prjZZVMYpxPg9hXktzeOLM9IFMcyyUGJXAUNsAvXy0OftaXxeeB8/c/Suzxx7ccuPnxDN686/mP/5g/IOsYZo7cUYOVpXQYCoqdzkqHuBDxpTvkWkaeMwWf7lNQfA0ySzCShN5/MmMpg/AHFnv5sbJhxutELRYEwCo0SK0U684vTy2crifMRO9i/dWe5uoRMTLuMjAAmoZj9fOBe1EATYgF3j8GRLE5X2ByCwMmeMfbutVUp7ICL7a5DL/OCT3xKx1WGAAQGJRHJdkDImSzfslT/lVSx/EsCWEIVXfxrg0KCV874RMauYx9OhiEnh5LoVE4WE+ij3ZfhBDkzekv80DcAaQRuKB57sngkYTRnrBnBSabl2IdFADkPN3Bcjsdg2YHG/kzE7WRylHkHj+ByeCOZ0xwXc1B3jlUBSjKnaIH8+rpEVV4h30zKtUj3ZnJKIkpskufxd0jMbQQcRUbXcC1vOKm5ic8CSN+RDLWjWS1EbnZOJy5ZRBmz8DW3cGmxwGTJm5uZuK68BxpL6tGpCPVmqOyAwgLcojM6zZyNDOIDJl9tilUGxde3hs11nLUyXf1m38iVaz8xVGnwjBF14zxY5twz0hac9BHW0fdsR5obX+DJ4mx0rswHX2LhYElaIaxiU1SHYvT0o3uFckvD67w/AavAs0F5LxkxKzgcmQmcWTxJRAkn5+54yrQpdArfNMZ4DnzHz/l8XS/DK1imqJW74zjoF5gTdWO6/LsJzyRWXcd4dXPQJ8cE3npFiJFmjm9gQIZ8wQz7ii7RPCDO+LpGIMypzNE8fcfh/b7vmhNwmBgC9A1qQ44FwWRd6iGinWGLBbE3hk0w2DmWYj6vbv753dK45+7nTQzjbQLInMQ5yeQTNDkPw6o6D0cYA7QlwykK3DdYovqU5lrzyMDNxI6M4SGAqifGNNho5POdsqyAWL0tD9FS4MZFESTh2yHnpMbEKXQe2ODFv8AGecVmHQ3OY1wrbOkeTOgUduTsj3G6vgoP3SKzlb3yG8GoO2XH90p7KCQu4pUJhCxJJ0tsheaLrnV0rUMzMIKvkk/kuTpnPvYv1umTi4Ii40+CIUbGuXzoTAb7eQnjM/+Fg39iOmyQtHnOXCQtRIBcbbY3Xbq1f0g3eFmfbfFXgExcJWBVzh9/0RIMEzE3S4hu3tOWfv6i+2buIj3pAl8RBgth/9DN0Lx//sk/fNsxHJwAGApgsyBwRBAzK2x5brGQjU9y+ezGjcWCGDWgIoShWf9BYAlf2giy14+V3CFPknrt3mQvw3i7RDp4ZEiC9xQ4YWfyw8iNdrXzKjDSBcPZz0s7chkYKcerhT70TNGqvmd/KZYl32hlcMr3Ws3aIrF39jyapC+r2B541u9ZZUsFnSBvQKOzQlLqDYTX4+1SNTqBNsO/+zYLrBWo2AgvdWeXPX817Om3HuwhN8Bh59Fdkc2FSqA7wqfhcvparkHvJkjhHwykr+yWqx82ZkrR6QxdvHEJiaRTlhaV4foKkr95esK4Qouhyy+2nN/0Rg73lXYTZj6EJI1ObTqANpIHCwP4sqtc7M43wytkTCI/2FX7dodxaNg7PHaetjYdbvCqXvWhdH/npiCJKfHLLTHJVwI19ooOtDHO1x/jdyp0tg5SqvoddBgtJLjaj0pcPw0vrEI40nG4fSW96+v47LIt3e8KBsbjf8oCWzqux+P1sHmHDpMp/gaZgexPXEdwmBr00fXjDKQhPwWxU6eeBVZwSHJabHJEBgDfxpjkcepGW2RM7nqvoLGzDQdcxx353HjmXmH4ThbuX6XIm2YPc7ok7eQa47TqsRy5ZLRRhgKRKo1jHTrff4TeZV7UlfM2580HgGoWbjWyzqrgYBA2u2acHJoGvAnPgIB9FWpU2qJJMRNYfebZOnC+KzBBIyzlHAFeCQjHNXIRkiJTH6cEQMbwf37EiJif66lslltkF/86NgNisvHzVOg4NmSwjiQQJQfOix6tL9CGjcD4ZSCnzAf07U/I8buHDn7GcZiIbYGiviaQk0jhODSKk5E/9Am90MVfx7EqxMEpQkTja2lf/j7J6McooZnjSzsOeQsABnGMSbRUvy4TnTFGVSQTKyMNjAS+AsRHK+Aw6XKot5JPZL1t92iMXsbYz/JlwsTYQMvIMYylw6UZtleuACoxhDPhwbXz4hrufDvxtF8gT5IFL8u5Lb9WjJof9X/j7mUbgEPjJLujAOnmunKqs5sAQO0wuJeOK0Pz6UwELTNk88yJnUDH8ry6l45iod8hP2VgYjK2w/zqCDFFaaGvvCUH+pGRY2ijn/nW9eDAoF9amcOAuNL4iFVfsUMiMnGDF+5ZcYsZeKTiRyfYXfuFCkBMVXcXCruTkPmXFklx6DDS2xEGM554yp+srXA9akwG4IGl31MLvg8yBRwx6eDTAZR/rt6AA50UAOPj5NcpwvPYh+IQPvje1Ctul1Zkbgee77MZkwhpSxdiClqQh0k4+oAHklUewXH1GX3sCV1k8ago+v6Mqe2NXScvuq/w2XKoCZn2ihiQJfu4Bq/ismTJ85nBLmQ6YWxoMvE2wTCqSC1Fv6tSY4t3n1fYEw3QC757kzXvkkVOJhHQMLFqPnczUHOimw2evFdX5qO3g+KVz/BH4JZ3BO844ya3Y2Zo5tmr4YZzPFUtJ+/sUXbOt2C3lZZoZL4KwumwQbvJBNgAdCVNYRNa8vE8O9C50Sz77kwqL8f70Q1OTKjtG1uyQbdYeXxoMnVzm6bgs+upT+smyTWcus2cnM4lWT7dg5BxDCa5BvHxXw/OYd+g6ZXyhNv1p/oWty9hx6RYFAHZibh9P896AZ1rj8aFump1ykmvmJP4EimNUIyXVvGiNTUPujJXaj8i+hYH+kti1VOagW9+87MtAyXLjTEXHSEDyL57HJ/kMUXO423QH7TXlUWWWXq61V4pGsx7SDXHtYA5M0FkkNzlT/8JfcnDjue9ZkA2NitC+hRshBt+2O/tAcc/O4wcArQFDD/NnrkJokkvovh6coaz+4KtGT8CWwqYgzq7HBzOvUBUUrRcBv6CoArQSY1T/CJ5HbFVThfPJnY/mGjWTVmApuyxH/cdpKWS17LqkkecFQ7iMZ7AZQwAACAASURBVAmqSwnj8GK/CoqWNDBQuS9a/9YEOYvI0CEBmH3Fcw5ijyOjfS/P2zEZxVfpfLpzynQG5Pyu6fEeJrAqAPkOwAS2dsSI6ofLsYESxRQpb36PQ+SmiWTmuRuYRg4FD8BJ54q5Svb33D+DBHOWSFQMWB9WoQ4fnL//KQsfrVOHJLrmREgdGh5W1pN88gBoKlTbQOkUuWwHZzdvJ/9xhI6EEJItQ+/S36bNnG+6M0m8sibRnyV+PvNafn0A9STXHENXew7nOd50aoXFOELpgn6dn0PqxBj9sww/iaBLLuDaEbNXyUg4JUNoCEMU5VmO7+G98TFeZC3tGgZWDxZxEkjggzl4gI7vAtHhcZRiKZtQPpOshLX5XkHk4HSmI2DO9xrGHtxHE587aR+RIqxdfgF3W7xsYIebcUZyy/F5TMiMU/EZ7+rP7soEdzHV42XsSnHHo5juMVA+L3Q6cDo9g/wH8yUe2fFiAXpBDy+kUFer5MGu+XRJzOPQDXfBc8xkqiVtbxBwLgk0QXQ8hXHwAN3GH3yiXFIm9tXZQZ35WZNm6ZP9Vtfb63ykV8WHCG9+ukjMT6dT3wa9+JH25F0O/EJJDkO/Ht1kJqim6Bbjk6SBJ7eOnAEXGYNztNUSnUiVx5J2uprGB7uGI2MzCEgCs08XDa4klls8vEvWrOEHqyasEImJg2bu/ufxQmKxONUDj3nfFpDbD/48O/MmAPHGseykG/wyICTkAjadzy+b36SPmyKeJCdn4cV7sEuyvbjXSnPOyH3yOdyYqhU+s1eZ5Bw53ehqKdmSHJ91iTShm8e8cW2rKoyx+jD3Xr3uLkP8k2k/yQXXvN3LaKObb9yjp7XhDuoK02WElQCez2QcsyMwPPI5gy100YfTEPBo5ReYGPrzum4mWXvp8V8kIjRgKhLBNfsswziPqsEnvUzSvYMfvIq7thXkeUzNjgvP+ATbPHtRn7d02kfrmaH6Ws3JsY1rJ0/IvB9WaIcn48UnxR93F5M3MPYPj8SaG1/sZueJJw7kt82vlAf2U4eQO/e9SUo3WWceEaNY/9x+7D76wQe13320E3rB57x4iDpfjoxomlHAIEv8l5vSxkbzu8xNwssjupSuRZ6JwXTzLb/QLQX2bAGD7LPDqOEzLQ5IYQ0xYxCZXuAAAgQ9VuLtiBhsPgFJoBoQRwmri0/ECsxKhfmoShFNiuD0db4YKoqCAV2kBtepzGN14Tg7SUkB7XRtzuzIdwH8q7rkCi7lQc9ox+THoaedPc7YuOPyBYGo2gegXCchJAhJ/ZAfW8lmKxD40dCWTBMKKfDI8gvwTkCe+2p0CaqIsXecPU9HZcz8BHYkFohgCKenDU4CV8sBP2EA1WEg8xJ0MfAPXUEkh2A5U0NbGF+ylRPllUxlah4xwpkm2HZ4mgPakQ3f0WU0WNnFUMs2BdELnZRNyOFdnft0/Y8cTAjGuLQyN1GXOHzzstcvbWCK/SIYl+u0SMwEhoCYHhbf8sl5LN+4V2scslVfskBA0Mec3w8PX319ZNR54przkQMVodWrRJQsKlqkTKBxQ45KaI64WFwxh3IwEEBP+pohlDPH/n+0cJ7JjDrEFoYXr/wUNszKnG7dkLLoxjob2xklAHGZxMLfdgrFywfj5zycTCCeX0JqHrlw3JV/fEUbdIBHa3i7BziiQg+JDvbM+Iuzb/q+sVuApquQjfh4o6zHgOf38IpMpPLzT2MnE+eavY8NpsCzMR3vPIuUR1XZGUgfrA7stfzNF0wAEA7MzZzIaJP7keHyzVdc68Pgr8fhL7QYgVpBmesNUvqQLx4U/V+5CycCS3QReS7b7FFTP9GxcvWmNTfLfwrjaGds7EBzOekeFeszwmoy1+/6GCcSg7YPdS6xocudcworCTUBSh6MlSuOVniUXYu+dMZS3D7/FhrDQsEZn2sMmK6iy7ckNCRydoMm8xyRMatbBmZ8TBPV8Ed5kZhIOMbIUbYKKeRsXT0BtgS0tDI8z/mMPxCfDPHL0GGy6UQlAiZdXswMdaTxZRQT8OdjfUjS9TElOqh3UlV1rGlKd4V7cCqpIvaqSecAb7M/V1jV7SQ6wwfjLhTJKtWAD6BmrOdx8AQPbBubBNoMDP/kGvteeZb8Ygfw4H8WcIu97Hux1DMQN16n/+tBkrcNgZU/S8QQ+TjujMfm3lludhkXuWrfBRJ0r8+BE244f7Jke59Vk2KU9Gd2xw0xPCb3YGvYFBqGChoIxkoZjV+XtTNEHn+UfaP5KSjOUxsLjCMq5IEEKvjgZwoJB2hlBFa665xuL2zlu96/rUxsYuie1ZGD8jShZt9vdDnXqdTI9hkcO2CHUBgEBTr+YlAQRuHQIKcVK7OOpeB1eFzDcfkWUAGD7z1mYsS7uisG7AGJwgUsnDMbfnfdnus1KY43vEb6qdyiw/Zu0kpZjjdJ7QLR7le85MDgOSNZuk2OdOJT+SsDjEc/MLvKC87SJs90uHjeO8s2W/2kOMbd81ZuHNsX3+33Oo79Yuxrv+fwJpfrpPe6/q4c0CWCGoJXaHY0GKSgnoFzDfwD2iZmLBMZIDC08U3J5RKFAwWc/TLJuAMD9lYn0cTYGdtnrKmo0JWbh5sYvXfHJgllywsb2DmDpSGOi1PvViuA8mw3jnlcpMTHyjpMpXOnBJuDse0WwLsBgUuDa8FjO4SD5/A9mNJ2B9uLd3zSPC4Eekgu0FnLWuyzaq/cypO/0oSTMtEJi3YNdMz5WPiHRlSzNnY6EHgefJ8y1xFGG8ecz42M4xS7M8LjYQ4bq/rFSzEXsnFCfvmL5zHuHj55nUvnj9gYDKEjrsfZ7dwIlfefzx8+OCZP8DBbGKTXADA8jA2ds048Zx5bIJAK3chz7sRnzDDLGOGbxEKn5hErIWmie9Gdqc2nrJXIzsjIfceR5YU5SLr5ybH0Ao8te/WZiUpgpVXZVajaPVM3jM2YE7jUw/C1s2II6ExMCLz5hsIsysQDybPBduPyh8elef00N5045CQ4Lje/H/Jyt8OBzHb07INiS7myNP3ip9Da4sKY25W2UypNK8u6ieoC+evPBcfITOXl+3eP2dw4p3oneWDeeIA3bw3QT5EokEhZwjO8N7CWNEJL2Mt+kDMs4Wfw8/hsfYGJWj6cX62JTGSZzPHp8OpNK2dXHplkPWsbYnkKGKdm9kn+oH8xYVE1J5gUoHNE4pIkRi5iRaAkUBDDmIXkVwIxeHZe0V9HD+7Z62kCrP/FVyYL6RBxa4PZyXPjEDgsU4mOhT2yggKaky7LAkf035KvcT1Xnx1z7vgeEzF9Ulg/ZTFjkxynMS9KqGqUo2CuZV9u6gF3yMokSJrndH0oMkIpPD7px96qImLaVQi8yx/L+aAmDDBoxVKy3ySrHJoSNbvlcvw6Ooc6aJEupEORaPGyKXp2jRiKlenWZfeCm/YLad2wZCmsdpC2NQgF8ol9+C+Rx46gQ7kNbxWzHCFX4teXsjfiD2Pgm7dVhw70+owxesDeeb+fIcQl6RT5WaLhBAf4OlNCirA6KisFznPzdRX2Kp6//92LeQQzxqIqoSYBECkxWqjbKm1HgX6O8RIb42SiMwfEdwRlXky/tPhhksydn+5ICpjMfxKBvZa/OT0UPWXyLJMEGASfAWjYOrR5wOsYBnM5hsuTdQ34zIvv9rU0sZTE9z8/7F2I8xKLj16+r02CH2Uuv4zHe6bYaXCK7mmRaAygqoXnlWmcAPvxtZdDKY8NJoGzonFsjVAvNoFtE8yvJAAWZQNKeQMcCzgrh/gZeZjDUSUjxzYON03XkMBZqcLbBKr0n+NdOVpZojKMP08iIdKNYxjeFqJ2LgbXkSz4D/b5GMQHT2Ir9TkGxsgY/R4yhh0fyX7koA5ckNFoN5GCbowVcSATxi5FK+mNtjVcxvpg+4OBMJiMTbWr3icgrGxVuXLgSC/GQ052Lc2ZWBaaLqZ8jP0gF+Z2nQoHmfOse7KjZW8EJL7ndQbfJncpMjBwTjpYfSGvffVdAu83WrPDxmyV4ft8cMTVdlAW80iavXkmFmAl2YEHxzFQj644F134aIxm4TNnLlXq3eXaTbY4bxg1KKXrTabEtl+XaH/4/OgZZ40/k8bxNYzJ3IwThqjlSzYN9siJfVloThmWrMmUvo+Ll/I6luiBy7AXEeIy610/oxz5jrHEKT/vVqKy20jicnygga8VHTpP4lc6eM84JF6Njd9KTzwbloI5n1TCQoYxhd5xHL8UTe4nJeEqQJqAjM8/TZjN98YKlDNF5mBn97Qz54vldzpb8v6s28bDbvYGF2/wGEyY4KRrdMFSPnPzokhDl5qAh7APEgPwQlJ1a3nWKN7D0NuqxAIgr/ySjQvpzA/Kj0oZ2aMZPyPbxWLxQj2M3+Rq1AidhREdpitv6FBb4IY2CpZZevVmEh+WyrV0GimE9pe3kBWNP8b56BgsmHjA3/Vucch2n/vsrxMuxphsjyrDKAr8vJakkSEn2RFjt/ZJwivbgLAukzRmzvN56LSrj92bTNv51dK59SeH4yjIKfsHgD4PUX5/td/r+1/FJ35OD/pZNbIjjjX8bfKeg4M+NMaeZ6JjeE5N0devYWmlXsLZxhrO5ef5ZvWMiZX/FGrmTaDh9MEmJ3GNzzKM7jJ3slxd9+ibch/kXhyf/YnEOPUc2tS/hT9j5rfBijZst/l9vO9hVryR5BID3AKGvvLNnJ8/RLZjt+sMd0k644apj0MH8hAh9L+qIR0gA9BrBaDjJLhWUM656ygdYP7ROZ3vx1A0zph2WCWTQSNs4SXoPgaGs9JIvsZCi9ELDznT72oRtevVAMQswS4Ex2U4mgFixv1WyMrI5Y6hUX7+2Ihd8JjLpZHrVo4c33F4/y0PnCxzo6SWyP/fc532v5Hvyt42+C59TbV7ysLKzDSZmdWdpoGsULNWjiEVzDhoEaqjajmB69iSDj9h6IMXaIgfIDeSVeQQkvN0DnzFJNHJgK/HiXwFYMbiP7BvoOH5Wzo3HDczsLynt5AeZMNyJi8fNis94UBbpbrKI3tO/0DrVqxxd3oLAzgBpDP5Kx4NrvGoXxysfQ166h0x6KhIdWffZTZShb9dMG/UYQnMYZEj+kiezjnd+sULf9HBOiPO3+88juJcFsF5lDxA3wd7TIAeki/v9/rvvzp25EgInDkuOuQS3m89rs75i3NER+jrasXaPNBpMDp1G4qYk/+i3YmqonN30Wbd9jl/eZETg3zJjoRCg8d6ZEj4aY69M3L5TI7Y3chHp1uHemWGnAlcG0Ck1eo7v8XnDQi+x296h2mb2LluZaytpjD1kd0g/8YShSZ4YzOCPXsCGNifSJTx6G5sU6Tjh877owzuyr48aUnfJiCullQsYHfdkcoKdsvPdha/8IaOTQ5jQfGK4YkNyM8EdvwOMxFwOKbMSBYtWBlgbybC59RBBijI147XYJ6Ay+e21eCa+D7sJB/8VwSll5Js/IsJxiz/8p5nOpZppl+O8R8D8LN//IWHu7+Wkl9U5E5Q0HR7yvU6XZ90If7UY3EQai2a/Brb7TEqdnh1r8w1fLgdYZZRgbvgi6XL+0fU48uREfvMsCOXfpGBPq7iTWVAJ34W55GaLQ6aKyFVYHjEc1ou3aRUx6C/0J/ycTCHisUHxyzAx2egSWSoc+ZvnSg1gi3zhjHcY6kphAG6vZOQaRPs/VMsdc+0DbFfjFDGSk1thQP5hNeJN7LIXEyKFjrOx9fz1zu7mfzxS7z4iS75EnUWze6dRTc+JqmbSOCXxKqOMPadT5E8k10Id9L+hW+69Nz5TXJOJ5B5WHrGd6mkdCTiFUC+0uumCElQH6xn7u0xxV/TxOAlZsZOoU0xjj9P656mPJALvPgb72JFJVtoo0dg/H7No370D4w2/gffNz8GwYh2GFPMnvCnsiROh+47qdB4qXXf3bbP4NuGV7AGaybNSNc57zwh+zuDHSU7T9UOzozrTFom4SARgHFi+B0i5sW4CFNHtgaEE1dJGTRz9v3reIxy2rvw6gG2KGGC/wYuPldJZ2zomFHPAIH+pTlaOj5GOsBXNgARZU9Cs3TvtTsffHwH1D1vZZrcmpPvlOfMz/sx1arM968Gfb12txWCzBGsA979DnJ0BuWkO8YYbhzXSvl0/GEEunktH/oPHAXHbsgbEiYpIXnAyRgMONa18oBMgfyXLBnboDKFSLwzdkStrA2IaAWfYeeR4JHO1Se1n5dl9HzgWqebsehwlBwrVOlYnQgzfLJ+uUTixdOurPDYrL7OcjEwwcgkoq4t8tjk7COzqeqlYXY2KKu6YriYkogdd/+O3sE2UhPnJI9frwmI6gFnoAC+vldn6SYntF2tRuF8HYnbPsKkDsdOKIhO1sh7Xy299ylx812ySJZ895ENn8QsAh6dENi4duk1obbj9sH8zsdf9ciow++Olw0lc52F+KrQoTDDpuXxq/sPV5CyuwS890tqlPK8q2PH3ARd78z/pnfAsgHDm+IGWOAbOfAfciPm8MKumFvb9HrsEzrowsmctOoPvWJ8hAPokFQI+oEnAh1D22lC73atHiUEJnPjV8c/eg3+8PhXm+c1w02gVc3QGO8usbms3jjwgh74H2Nh1XYYZ19gJGT7xHrOUcsmFJfjfr2blOCrX8evP2cHJlde0K+8OGYyv3ac/sELytEOeCg0FCBzZVmwpkN2ISGEuLExZIsu6E5jZ/hm5vFpE+jI4lQ0HvcfOqfoaB81g4R3RcYSuybE2BXfMmY2z93d2Sk4Bzd+v//ygfMn/2L/nTp7/l33T/zHEzLhBZ3wp64VcHaDHJAv8i9FoW1GcQCwN/6VzGs74IXxZlz+gCOSuj1mkaEYiBeDN+2pc/Fi0p9W4UQa0AHa8DuSEQrC2YenSZgMt4Ui+802kJHRYGxBfOI3xBijj095/hpT/Z1n4jR44qkIJor4UGIuciMOhsnX629jgzehsT9+fheeXyFS6GoVO61p8uPjZpIH9uf2MluRGqZSW+4tfKB5753gFBJG5UJ+VEOA5ySC9Hw7NMNt/lcy9OnYsllt51lM9yD2pVR/PPmK9nf6+Z5rit66gUj2fYQUj5FaDCtSpcU/rYIhA3wXcvI9tjL63VPvGQmZ8dMHkYIt9uB8AFPnsGkzsgikxT0OYP6qXJhYb8g4BhlA1B1fXrvdQKtQFMTo3NmDxp7HXxjuCBpzXHADmqqjnJRLhhpmwTewY1S2I+TRTHyMkgPqQfujCqea++t4v38PfluzDZ3Iiv08GDmKmwSLVjagfNfS9/EYzaBzM8AKQK5ZAzbLSPn0BowAA7Gv5JRhIBGxCQTeIFMdZM6f4xLjmU6sXDK29LLjSOZzHro9y0GIJL1l0LynkkeJjFHAok3dPCwBY+7Mu0uzjI/OITSfjBEwcHpWuBIeP/zLsvfbW/xvPj+qpmB7UzHM6KqDZVC0ipqgZrd11rvedF75uSws8dEmcsWUw8cQxMkmD+42/lXm6+xx4BgKgUJhgz94fP3tZnvsvYCWmbd5W19V1ejNOQTyW3tTfqrO5ANGRB4dl/DJWAWNGZfJPGlwJcbGyRjwef4evyfW91WTPDuLxxuMnahHaKrjZWK5uIqEg6UxDP3KHa78nq3+gG4XDEbC3lwCjchjgzz2UsITNg5+bcOfSuVzequT0ziyY5eJSTI0wxXG7I0T6yMmsSDQGRSy63QGWfHMd7w87l/45BjjNb56muk5bzso5gOcSSdj+PSZiuMdvc6qnItxjPXrhKy8HcflXmLQ5izmk7KZLV7Qr49t0TmUCIotlttsmXD6EIC++IiaV9/6P8DAObUiDJJ4XYMD53PnP5dhh+CIJVIPzO++kj6wPsrA6Yr9ktz0wHxhHpkW/BTfJGtghwfhuE9XevP2PZWBFZhNjOMNOjGr7AOfQPDcZbS2LBgIfQ4cXW18PfIlaWjsdIitokYccImPtZ3Yfx+va921RIc2+e1y+EZOZFRkvNfjev/r4PmBdqtoWmy8mm42g+eB7eske31NyZSJIk0HlimZBqIOfjUjf4Sfbh8rTTJ83NyUYFxDbyRrzxIIoXRPDyZbkwSNX3V4MMQNFiY9syfQ2FKhYGCHP331r8kqD1xGr6LIJITP0I9OWJaFQ7pi4QiO5RpZ+is9BH9sV/SJ4sUPf7EZ9Q26fOAFMX/wB4feVISbvHrHNznBnV/VAbXiiNnYP5jfbRkWyVBM4wE4F1uf+GklNphG94QDuFtDRcMGh/Wd00lTZjSnWOXiwnx4PojtB2N/JF74Lm+CM3ApI2wC4DgaGCZ+85zEG4k7eua68h/pRtbsw8S0kLFPCYAmuqHorsYpSR+QIhG83Lge/aZbChT8A6ZVt7ztDfpif5nomnvR56hhzzcOz+OAeNQOwhPH7NnUgbzKQYx1xUy1btzCJrH7j4/S5rQ3YkrHoVmfyXiCM9tSDVeeofpfLttrbIo7fah4tFoGWdtb5ZoPTMAEbNj2BGEuskUrEGzpWMk6MXkqSYYeQahoIBBNhYMD8asTbIEnk8CphQXOxW5RJtfadfh2zAQc9zsuXUJYYOsItoMFc9whBlzcb1bii7D6bUdUDvc8qgGxU4nFU5ujUTpVmRLPSOZnjdj0T/fAZHiSWKmQcAB5b+M7y6bZ6xguQXKzhhTndeMwAdxWG3mKwARZvWaw/bQBaLpr8A8PAmKeo5dx52vRHePSfWDM7harY8EBZa2DvB4PW+sfGuF17/TTWdmhEBAmxHtX8DqJUXZLDtBvJcXvYs/SIfOBozFw5KxsdJqMomc6bz4hV0BLexOJJ4ArK3ZovxeIlGUVJeO1TJ3cqnDDoaNhJcjuQtGQkBWRickstdmhZObb8b5WH/JTZoUNbVp5K2edW0ERXaCHgh12Uz/bwmkrXqNV8jdhh2VpWoUzVmP0PXicxEHDL1jUZZ2CxP128aUDTZAhZh5xJG3b9TAZqfvGqc43j7DRbqYjFh+Ni1Nw3+DYVU6rRFCcTGKJdfHZ12Ic/2InZ+XNTSJ0QkoYOXe/R6YmsmfRUnBA9yUSVeb8HBsOGvoddcU38/eRf6ugKWLSPx6T95N8w94EAegwVdRfzbigYJ63JlwUB/b2wQHXIUNol3dOxI2a9PQdtJebwPMEfu2pVZsS9n7SMJuETxxxmGJI54cP7WLmhF+F/ZkPGqBHugziPcKDX/cAB944akH39+6Y9NzsAR6yS6dHVo41CaWCnZtl5DvCHo+nARe/qhzQDb5zltN8dJcygR9/ULrz9h6wvdnFOyooZp/Hk6dS3EnM2N7x7ynE8JazVSUW9RHxi25V85JcwaSuKXC5ADqhGTo7mSSLD+gH6NolfpN4EUsaM30Xh0hyeqJCz/lwFE8IM5LF5ynwwkYxiXPBgvZkDp1v5MY9ikbj+foUTvYArpRguZqGxsVgNkRClI//2JTUGC+4DswRKypA4MF9ptrCxsKHckMOYQw/lY+BB7YdEEfBRTr+4DiBczzc9hSA0YdWOvYkfLkuOoWWxc/AbApEaOU7k2VprPuO3QM0r2MsfMg8ekwMcKOH/p1c43m80DV7PEEJOsXGX907YE7wpsM9y8hmWMfx868f9YsQ/KlFbZ1iCYXEu27c0cZfayzEpNvBI+CuV2RFwY6uqWa9kIu1WHOJmFeWjKs07fb1HETsmC54nVN4bq9qTa38IDwxJ/GAWMeQFZXkYNHLzT8o7dsWwS9y8uab0Y/8jo3qx7q8lV2zTknUA46rRGl0Gwank4gAJxnyKfIlmhC2iRFwRAwbMGWUKgClW8HgPKhClZpNgwy8uQX/9ccn1NMSNiGADp18QHo1yUnHJpXMxfVLH0AlgdrnPfFdN0/UOUNKOGeE2zbpDIdxbgRFDZSqYbsO8Injg/bAwZjM6LPPNB78TwmycigVdY6Y5ewca4oowYPmgsqADpkiI4Klsht9eIgxOk9pm2TMZ5VBpYURioJJupUKlwkOaEuk/V4xenXUKQ68NMQhLL9Fx/ae5w5Z5gYjDArorfjRvc/JSklsISLJef/yWILkwvc4tIPHEPA/nB+VHTTLK8wjD0AfBgBYRkIF2/IKenGPHsk+Ca7RLwahP+wkF2TREmeJcY4bjnnBR5UmgWT3Ca3+03l6UqaO1V1xYmgSBEaC5uRRstNnxa7c1y4aRyQoA/QCTWHYKm1kCx/pm7/8Z7AjyKEXGy8FZnCseaqTnEjnk0zVddzP/BU7QAQ9Q7V8IPPGQxtphHgXDc4NDrx+kzsSuToCy1+yTnfwpB7PORoXwIXtsAc9jM/8S8MpPxNCAmGrDNDPOdg+Y8yIOksTZW58mI7TkHpcrtxtv4GLv1XpKkYBZN8kEvkblTJ2IfFGbYoQu77QwHWbcIj1ZJkek3H7SJMv82Pn/A9luQnfpTPaQmEcH0WnsP/xs3Zjq8pgkmauHb0xDvM1Nn62ILzfM5/dCx09N3ccx9+PuSFkujbv13Sj1HM3LjCOgIJecgsf5JvcNFnmsVs/S8E8l85E6+aqgsnY8LrnM+Lu86JjtMtm0Kco1UNyT64f34/EzJOw1ZP3HvUG70n+dK/ZNAdNyhffYKygasmqr1aCXe9z6yQi21KFJHJ1odTZ+B9vIrEhwk0h/URpV8aJxTt6RK9AbXBtQ8IDH9vmIzhFc+hemxFys/oDHQ6bVuAJEXQYe83vLO7QQ1blG7EuLk57L66tGGfUidGIjCXd5ua7je/anS4fOqchgq819uL/wCK9Q3TUsjxzQJ04FB9XEzdhv51WHmhPMgVfYxu2C4dDGwU+07SOu8p69izG28GDr3mZISnHXU0Rn94Ex1ZWeKbrh93Osy0pENAteuLROdxLQMyZx+j5u+Ykvt4JzXF8Q3bK33RGXJvuvra2sYffbeZc/Db+sW5nvit6jcHGOPwYGKmAUNX6OPAfsn3IusUzxVN2AX/YEEl/93Y4SDEF6DOo+lvrQEZcnFPdkAAAIABJREFUy+H4TmzoCrrx2VwzeFyAdGiew6jjxhjrjE3ZoOWhdJUj0LiqYAITgIhFTL7n/j1AS1hC4ALeDJXZeeAnAIoSwaTwIH4COXcuWwD8qDyBjxOYKnU5UFkDDM5BSLZ9vdNuhCjH07mZ4MbyA9MT2HLzs6/GirMlhwCAJFtuqV5H0dBecCP0JsMNqokHYzAosnfn/e+WTeZZYd69RSKE8hQBY+w4Ocq9nsGFM3LnZNvRW9FsEOGM5lexXpHJExOS4yaNaKZkHSNiXjiJ18ClfgdiJGyAsPMgId4BOaSrQ8GvBxzHUOBmuYjzHA8HYlcxpLncQELNPO5FbU+ITyA1wcRQ5ntoFFvhxaRgOrlUWGcv6eRnnTEDQNcmVgVRjFA8YZKQN3d/MZ8VGNPNfEKH9zoIjBijCpvamMuJ3bEJdQQql/aUTfJFBv66xHTnlInSm4QIJ4I8lRWjouvZw8NHRTgysFKcZWKvgQckULKoqHZ7gdporxH0b5KA3g2oZ0KaXMHcvpSPzCOTD7Z8dpkELd7DXodKVLa7rAxnSHhTNu7fLVgoApNCHC/7XLWm48Hdi+NYxYCYS5ZLt3iFJ84LsI6Pl4Ns8YVMJonE1nd/GphFrCiZ8cICQvYkr6GAeb5+E/7JfzqIbgESYvCT3nEJlgbzjo+5pNfTftRUUkY+zM2rfvMeL5Bwx6LqFxeMY60WODlV2SKXTxAJW83raJBsXLTknWu61q4D/g5s22ko+bZ4lzjGZl4wVtg2UfC3b1sdqOAuQYdW+CRndJWGA2BKPzcY9xZqcuESkImKZ3GsTogPFBXjOggs8G7QFy/99rd+6Se/yDI0TygACybX+/xO5R9dOSIj5swHb8lfEW9sm9Q8TK5O6oiqxyudLPpS5DnoiiYDcQFh31yS5Kahj86bX9ucxkg2np7U8czJfjriF/QYTw23+PuUT/6+xVmUoVK91sz/pXvxz/nIr2SuufbKSRSEQw+jhgfiAz52l6GTDckbeGWsfqqSMVkOBy+gQ6wzNNeqJ3KBYlXdS44if/7rl5XkURu9HQ97fa3kIYe1a+y2V7oO95BDkoovZvvczyS0Ad5rlV1dWkbQS5IEsbzPqiC2f9yLHyMYeKMrx9aV2+0/mspGzWy/Ya8jq5V3OoQl0j6/kQeCWwjLfrOR6OMm1t9wdGKNNmLn/BM7trutT1Bn8IJNcg5L+tswyZeuFu1WgpmN0zSx0Lchme4idgy9+cOcQHrsfX4L+II9bDqJ1zH+Iz6qi2yG+d2UAMF2zTAgJxswmJ6WCBk4MOgvZZoLI8WZDtAhVYjgvUYwxr/XtZk7wejsXt2SbsZ/PkAaWZEszsiO5eT6ox1LgYwD5kw3vrpUzNwlOghC4U1QLnSEljUQ6bZ6nxvq6AJgAtPdIkXx/4wpr8tzQRlBFogKcphJCQExqWrxBQB41IAVN0BK/dCps9RRK/7x7l9JrBNoiyNrvSkmqhHpxHhq+4NuKo4n2asA+a9iSppKBFwqI4YmgPA/gavXTtYGDhgPTcnUwqAO4PnFWPTuTUI/bx+rkDEhNSQGtQxH0r6Ow66gyQXHRHxnM4V4ZJYSUtwOvBnnp+U+Uswp0Xqe/VHwlBGBUuQxQY4xfSFDgn3GpTt6s7ML3fxVlWwBBFYJeJy3+C8I5Vgz8G9MZk+blA8dYEkZx4vYR/Y6IQbGQbMkORhQ5ksbBGf8SFJ9sUSDc/H46A7i+e/8Q0LHvjCWkDGmSQaUbYEeOpYWrrPo0aZHd/N9GHX28wYBzkeX8Z7NcR7jlegVXJ8P9pJmzLgU7uLFJ99MZNVu9iLPMbA0tWSXfYmrYZDvccZgRM1OYOW4117rdpW/pAuXodSjXr3zDOiNL9LUMc4WHadzk6exU6fXPHLI6GJ1szKq0h8fNEkGy4x2gDl7uhXgiW42uLCLyAGVgGVnCx3IVsWqhtNnztbHTtFOkgHK0KHBcgoC55ktNGKAbTn8otW/n4ePCyGQ3f5dIqqBphNtqGa3Cb12JK1hw/npxIxONuywzq382MtFO3Px5jp89iSbJv/hevWteeIcTQCzN2yC7hCBmM5P20+SAUbpzbjnfr3VW/KvAcpWAnScbTFewbWbgUzOdJxoEszW0XUkk/O65+CNFxqDx+0g6pNMHtY3YcQ6qxS0DnSUCeRWZu/3o3148AbeJnF0b6pnMWc+i++0wOBbwaPNdo6+ZJM89TjYlJZiu3SZuNBhKxqKIewW+vjH7IaWcltPmnUfAp0E0LWPHjMBn1grftdPkVOERcYEJb4mgWKptoRokpQtasELL8aCT2XibHOcpHGKlNDu2JoxjMw06mg/4BM4yyRq46NHJhkHH3cxQfHKWOqUv945nQ8nQeS4rwngrSaCy0iGV8jg1R5y5p0VADrwWnvf20AaH1oJWQHnsrJc4UuRE3hFLvi2jy/M127OUDHMCdu4an8pWyxm1YxYZx2Qj9RPTPGpH09R0rv2GKWff00YvZCWulUlwoXAVCzzJG/zpPwIajkMFnwwPUrWifokowRu4ECKKYYpU8SPWOADgOVbjrtJmoXh1+O4ASaum2CAs3AvmkG3wMvmWi60Fc7Yzg8dLcUJNlvPKZJkkuBSJwHFUTQ+7EKkeykJYjoDwMEyEYYDrdCG89ukImAjWGXFIBorewSQT881E6TovAyp4DCYAwwGEUE2hmaSBP/TsTX7HxmJnenGuIgOPYD10cNn2ZcEAAGNezsG4JwzVV1AQOCD6qGfYOQPkvPrRnZuIblncdXCH/kgZy4lWdHJjYOBMztGczOUnL7ZJOt+F+Z/sWTMA7lVbzwxDuNRNZpkzk0vMIKuxAZBieU+cTuV//gUHQO8kY+w7wfjmF9pwbjhd5M5A/qxrfuCIoaa40KPJDPohGQjBwurLpMLknFD2u7sl1HXH6POiJPtdsfAnU7Dc9vzhQvkuHIZzvR2Oikn/dzYAx+AawLn7IhI/nqQgunyKyb1DPBf08eg6DioAAcy+h9nZMGDflxWLemDF86zpJuEiSTifv+RQOYRRnzHw4+Za54EkKx5iG9V8uly1HVLdJyfo12DABjRp960qeiEZns6TkjF316zuqTTDbFQ2ZmUsGanXOijnJU351iiWsQxF11Sugj5jy+ZSe+XPtl8j7rFHHaer4rUdcTjvEe26gN/OBGCLjnCIgBN+tHeJP3hyos5Ry77Dv1wDv54ugLuq2I3Xtu5vJFDoMzc4K5iVtAOxOD3UVAs3T6eL/Y/YduLC/zPBweQiqxdQs4QtS31J25wDNgMf+l2TIfjis20pMvkFnGkw8iDCTfhhl4SADtI4JZAmzz5ZsfwZwGNGjCMzdZJxZacW7Hl78BqWqaKhq4ko65U4nTDfJ/NMQ7dMTpp7pkkPuF/TOQovTiPDpDAyL94jMPpThFor+mPf/XJJkHpY962RWpzaE7kYp04EGupleSeeOJKB+fCq3uVBaJMcYwxCfxsj+IDvmX1CbmcY8dv/AkeMEgysZPX6ecTe8mRO/Bmde6FPbV3G9Z8KdLGBBf9RB04hxYSMHxvBZLi4n1hsmQV/TzRtVKd+DGdRniAWnVDHKMTW3HqHcd8x+DQis94szf35Ri6U+TFpPgz6gLGE8Pxany0mEPkxPSellJh27Y58N4cXDuEzz5CZACyN7agkrDMqegLIY1Rnkvm2VDCK5FUB9CpUGclUCxvYojNoYs0lD33iffYS3rHn2Bz+FZ+F7yOeGCajuITec7e6Cvy5FE7zNz/wJ7S0W7GR/Pd6RPoMBKR6acRhQgGzO7NIhDfdxqaBjPJGudozN1BWUUSy/BusJCZMlvIMakiYA7rOAOMKLB0XJzDtK3qEe4stykiCc9RxCbAxjndUx58sAkZAGogJSU8O+5GAsXdo2zcVbucIOLVXz6DSgCAz9IQd5iy3cKfRCr40o6//7BfYZaqFQ5ygd6AiWkpOsY3YQGASJO7a0EWSk7BOUB+jnLKX7ozPGfy2n5Lr9mOjUGCH4uPbn4blru7MSCMBWv0kQE4Xbu8oliFux+yvmmOB0vSKeOkMVj2coCBnyr5y+N4sRRzsPmZugK5baVFuT5dQr6Zn4ziqfE+WhgMkLiBATs61O3Ir8d+tDfzZbIfxpDbPb25B6YOD/BFzshT57UG4ucxGhBlUt+mcwyI5Unl7R5WusU5VvXiUs061HRt1QNG0NAaO3dGGoO4Kwe54KRZhmijON0OOs9QIf8GGa6ZACMAKl4w7G39GxCg2djf3X8AR+M3WL2Pm79Nim1MANFfwV/yV1bsPdOJtLQErXSxKFAcq7NLSqaDrHMyAOaywL+mrJmHbw1nbQcC5mcWIRj9MTZBySTIIiRnBoSw55Y3wB22314mVieyK0bvAclOiS6oHuwUMn48Yb/owUIF3ikYHxBVgt1NK4w1yzIMrqjih/f6AG25RISR8xW24KUv/aKvnLI2NAIxSYAH/UuFFyYG//1yEvoJC1yCqJTJ13MLPc5NGfwsGskEs06Xw0RcfaEVbL5VGXQLPUB6l39Pp3/+jGn5T/LiDsixEBOGfksa6PDiBwGgeV/YejbZzwjym9DIt9WWX+lkXosKsgkHQs7IkSAXnzKDvhQio5OcMA8+FkHhgwpEJCo+G5Wijus5DpbKE7phyXgyMccuIo9iwX7CkHFDf0pHrgDYOMkVAkmieQSlv5IBwcj68vbh4KYhk1Qpg7Thv/yThPKXTGBSv0KTR2hRg/4OL4GXZDRb60RFhb/zLnOIzP/DtKGGE/TLRmnlZd02TRVsA19k0cUeNViYjicDaEOOkRxppOTbmp85eExROXg2B43YJQxaCKPQjbvI144efhpfNJ0y4o0FrWtr8c1zcC89mB1C1I3T6pnTuTa4xQKASf/aEDJUynW/LWBN9gHBJCoj75Z08zF9x927f3v15QWI6GqgC1EhltCp21pgVdzBJje0Xo/3L0IrzoV9TKaCRrvUx+RfGdukiobZOC3OMXYgWP6P3WIj+lL45UaawByOsJM6rMQiuqmQyzNgtRc5ie9UQ9MCaEw0NBfI11q0gR94VXU9/QQ6zmX/yTGw2YoCUgGtVZ2qfy64kSCCRbAMT7OUbQxLnkzC76CDG/QVRSJbGu9cyONKuNhNoQJrAh1CI0gzmWDIWeh/DBZir+9UOpOU0G1w0VnBkADk+zpO9WoQ4u7PypGQKAksmQpi0iDIMZoMwKpHIQP0sun8YuBDHT2oMpZd8sHgeSo7XROrQfgL1PwAOIaNUvjnfq/jCr0JHAPMYRhYRh7OaSIMIjA0+Of/7Q1gOO8ou9KVITj9npWz6nDO5MM1JH3w6Aja+VYpTZgji371QmLGyIKq4McBE1J4G2fIXOrEzvEARSOGQxwfk5UMkADdjr9KlBz7t2wYXBuUZs8LH4JGjs0hpisxUIMAgKwXkx8SgDaIK83hH17SH2Q0BsO7Y9FpKlZIjgW6sSwnbhBWUcgIXrreIDdLof5cG51HNkCjx6HbZS46FVTzOJopFgY12bdLbDl7zsGWxAm024Hjhpvo43v1anI3eCWA6iQgcg0/fs/k46taRU+clzz+tEEO+j9NieDPuZfjqR3xTYxpd+pOb/CPpCFnpPqcCweKgytxlcotUnRC4wZPBWFG2Ae8pFS+Yp8wwQ4buLsGSAJJAGtJL92sz9gb0PI1csxQYH/unN/pcOD5k3CNPVHYkujQlQYTOGXsh/PoTCsHHewkSOJCsUYz8rWII8F52k2CS9KTXEFy167E6GhV8YKhj26Z16TLIJEMLRwmidmfqwyXJcDtX4KffEr/Iht46K93pRpp8pt8wfks05PoYVt8/vy2ebJNJ+mMX47aX5E651LnyOV6XH9G7+Lmnd4SU6sxyHUCJbjA9/U8uuYKb82lDXPSYJFHw5TwpRf0r/kYiDkx/rE5/gd90gj/rO6gCwWTX0YD2v50sfFtYJBTmru9ytkOPiCry821fQM2OU5irrXMUj1FEHzROCnxzV868jz7Oy6bK+rTh/NQKNLB8UclosnICU+umkz+aOJXoSkd6N+uagmAO0eUw/DEDSSciDMbz6Ld+gnGGz+851u6kYo56EoqwPElFVhcTyLTlqu2TyEXZS+TVJ+MWBKGwMIlc0138/k+fu437lv8oq/VmmSck0R/JTLZsLLCnvbmEeOSkkrX4qCkLfkwDvTin0FJmEBHGzPwXdYHyI1EykcY5QcddPZRa8EMip7wSZPfDEqU0e7HZswHz3q88Wi48e3qLnkmLxFcPWdCmIYAObbOshc08vvuXMWNZbxRV6F/CpPBJj7J50nDPwGOq5tDDOx0jt+WAMb1XMdHiePv9L9hR4oVI3If/ELHNN6lV8Lik3n5jjnPeaWDtpLVHw4Wp9SSgWFaH4UBS4mAtV07mTqHWdZYBgGuSZgJySQnkwxwHeMTTBCkXRBFkTgAFBW98hC4BLm5G2r0LmjImgkU3jSB6wDknBp4rAAn6PEtc1UjDfM4Ia5n+czmQJM5RYv7OX4fOZGRaM8mFOCivS1gjqyBjhvf+yBn5oMODXT3cOIo5xEHLimM1L/+bJBO6Y3n6DqaluKRDwAWhAMhYTcyw4YJolqLRgBQqfCqvqNpk20VetyufxlocLhuK4A3jTXnZMdBlfBPTim6yiPRoTrHJARwsjTxIFDyPyumnKd4FA+zGV9fh95qqUuVcrV0YkqTzIITcu9h2QWUupsvk4DoM9SrJ5AObnnWVaYJ6EWLn0volR+KdGtEuJI/HSJOvKRap0Xgo9M6y+Vii0ckqOuUuV1GZSUucF4FlMW/uBlHhxqhHAdlIuWWEIJCeG7U/XeCdpGv4KpBh7OHDq1O0+vxd4XNzL0j8Bc5aD+THEYB8/v/71N9L+Z06BELvTkEIVEQcYmjJIbExJtP9Mk45AIjc+qodFY5Ko7RPdZpkWix+4OxLCx/xIW6J3nkOAGeWDWd3+0C4KvsSGwh4cZ8ggodBDjEA0xry4QSXIFnlrRbWbnzcPvhk/l1oLe7j+HQDTrQJhjQYKiSFmxOuSiSdVaiQD/nczrYBsHqzQ9nUrC2tEcH3gSVrjBFHomuBUAYgEcGr2OHDLfMpmMHZZyf7ur6ogc5mCI3la7O9VX7wHHl3x25ONKL3WDoYxtBydrZUZ25oMcka+ji11GevxTr6Bl/Y1SSJgo099iyqZ6fJKMOEBKcM52WCV7aKb7sFOR0DQ3CE1emCLR4Xxuly2++NYWO9CGWEQqJPIP6Mf+HKpWjHRZWTn6O9tiSYE6lonHW9UF2+l23D9VRZvq1/UJ6mLGhgI2xfYnE33FITr5YI0bYTdWYxCjFhrFM4sAnGMM+6KxVjOBq6ngx1lfypdAm3vo+XwUqGA6M4beUwa5MmciUaMCb9/SAO4kIT2CFoogUjYv16yRs0wknohfPURonj70pHK6ha50MufY4+Lm+ktPUPHamb2hrgMnOxNgLqYlWiTm2ugOhDMU468vCvRRKuDpcerAXoMwKxeAx87pYKLXVKtllKW2DYrTGMWfLJtEhSRix2GIaW4evkdfoeFcSDu761i9zBtthkBg8oVyRUa5A40/fxfa6/Ae5gPwRyw0J/IPvLgeQf2OpPWl9HOf3AuzorRhZUVTXmpDt3i27qyWTWICjn/Ficw20NHQAhnmVMNKF8fl3rW8zd4DNgesBBsQSa2LBA1SrCDmXoAfRtHxlDiuBPrN/BkTJfYdCBLHLDSWL4+ZG6SjZlAOTU3nOAQs6IIwcZ4tQYiYAASyjisKt2wNiSgje022yxYzwcR5aIoIRWS7JtLcy2plPHmCG891YDq/QxzEEP18a7Egcx+HPzwvtkiNnbUDwChOckpqMKiN3vk1+1P/KkodXb9I9tDOmX5MIVRl0AJBCH6AmuaWTnKPe5Rb1jHHIiGuKn59PIpHzUu5SAFYsq81eD5IbxSEoYGWE0yNvHM673kpQxMXI16KDrsgAPCOAB0ZsCXB1jzPQWYuCOpXo2/13o3f0w1vkauGgsaGbcLCkhRKOIRQ+YRgED7IbfkKOuevI1kmeJ+vzwGwExBIEySUbYuxQ1JmpWCE4rFGjhhwaelz8kMCIH51d1SM0QE2FGJRiT2CRsTgd+fm2rQZ8UNecWjXNX+lyKbCCCFvhv5Uf9EDL4kqZub8IHEcXyQHf62xO5yFF4jsnVbClw+WNHciQZALfLy6Z98M/vOxxycZmeB6Zz7aUhTk/finkGAy6dVYmi/g4aIRW0qs6Y9ifgYTp6SiEQPUODXYfOagcmD0Z8B38q3dhkM1hLMgduXUtJzItP2+Yk1du6kgyJ5EtKMIntIMHxmCs7Kskq2KyZBGDw0+iF5OboqA09ZDo/JUPbx6MMGaADVsyjHxPO4LHwLL4827K0T2Xi5XMfCygooYlaCITaZo0a7slPCaD+smAx/dgQSyZyMcHe0rpPirpmbNQBKamY4QWBtsCWazonfM1w2sOKV8A3fiARDWdF2xYhsJaIKrAgzGsv6XGgl++vbnz9yN7io9JbEqO0xVM6Kede+cYPXKMpVbwruMsculXLCix2RoLJRQMtpphrJHKJLWMY9h33PwBKLeDTlGjjMOmCZW6AAoqdGIq1y0u4NlPpluGQ80a+qGdjj/fcx53n8/WIKFTB5Kh9XmjazGxvkjZiz7xtv45fKcW7Ff2lA8Dg9MpAhDuHw0GEk2wXXeNO5BJ6POr6Qnu/KEM+JAL4rBloEn0ROLqEORg7rB+FcG2F9KaZELAuV0GGYvL8J1cS5QoeCBtt6fgF5AX4+CztYVpUMn/KZbim9iSdsYm8e8aLiT510dPToOU3LbBoHm/9p+OvDua8qVpfJUni1cVWHiwwZRxIXdemLgoHPwwNw2NM0YgAxPSrouMfJm+x1FYRdpuA1W3zhXQEEDbC4Ux4ly98UTwMnkt4HVMMMC1TChZWnkZLIwmHAxrAaCGTGhQwmQsA8AUpNHa+ipBYlwd9jj8Eg2SviTgkxM3iZMIxJOi+AjQUjA+ehPWnIjJhd2OfgEBg5Lak58cHvNzLePAoh0AE5OUshvQk6Ocj2EnH64xSJg8QzcU5ugcj0u+2sDM58ZIuiizMf/jegIInFE9KR+tlGA7Tpg3w4NPtzjf99Bx9+upX/iiXf70AafNgV7oxJYgAQrJc0jm5pMTqHuzLsltLxEbjnUmyEq6NIm9Yv29qidU1bRHTiS3BAgkg+MVXLO0giHrWXWQSg8HcJnfwrUwqGJjYJ9nto7OzniOMAMoOcAJg0+65fgi9GvnnEFJtMewEXEYAhmbXMBbHQDDrc7lkyQzj1hjw/bKUSvIhlAHlWDJBYIqeHCNfnETN5KjTWYtE0nQcDrW+fhau90+ckK60wwaYiwTB5dzOu6/FhLjaoXSFFYmxvEg/qDXZRL8A0XHON8ppLR7cVz3hapd/6HzyVFptxRR3hiT3CVTgwwfJoLKdTbtmzjm/FE5gQRnztI7snCJynAfTxs0Fu+ek5c0gDNGe6PhI/4QsrWynSkKgokmg+48VkkgIRZtgc8h+8Qix8Glie1U5S0F6tIksGBTAaTM+P1iEu/BEh2a9Y/ofn2rdqbP+ehEPzSFuOcdLA/283WqcmxauSPoSRDyLQVBelom/brPoZ8x+QzFXGd9WadLn4dNuvVigh0FnYlHhRGXgTeuhy50cadTS2B6tLcvYEuluBLB+DmuNbHpgcTbdUEWynwaEOiBLipU0tHmeZj5iPZ8QrfpkIPlN1sxa9lPn8TVrvhw8yNjVZBoc7QsLX5G3qqQ9/DU2MlRIfWtgE9u+paUkAzmNA5RM5vMzIoY45igEHe1dfxT87JF2UfN0OXbxz2pmAZEvMyomKViurxKn9lmOdkCFD/U1j9lM3E+uRR/GW5tiByFpBOtdPOKd4uo+3N7iX6yrYSLR4zJxA4a7LxPkijjDJZFKUzZaI7wPpiBClQwBZi+S0qmg433ZY+rykpW5Q/bSa2LCcPKxsQIu5VzcY0voKuqn1WQzem86FL9FevJDt2qR+LHdgPotiBJGepvigAwL74YiC4E8ZD+H3uYLVKxf+jSaiJbGTdlNl+cVVLjBypMGLPZ0Xu2Ei1i0+iUrYMhYrdk4M8nnChGRhme0VE3DS9XMz4Fh+cMcSfu/KUXyICJhA+hOlalWvXMzGMTBXMDm5KbRNFep1dCZAwA2ACtw9fGS5LUJJcjOAKA2TLEBXJoIAnS9Qg8jGGMa5QFa4KmyQrmKMmrDO2Bw5/y4yiBCCFyB5OmhmuXdwzkzZ4928YECDT98HFLnj8C0xkkramUs0KXKN2/mCNq6SDni2xJDKDfZ1itzgfwwsPAX4JkMj5LddidnSnPRYAbbFdfGZmmMI95QNa0vlFCwNDsDbA62Nv1+NGJYxDscUFkJWjigK6tm5FV0OmMBTnRdR0SQbunMkGEeS3XoTMSGVY/Svy4gr2DfDd2RFUminOUABy+1aewWv4INtA/ieIsdWoIoUNtMA+bvRfDxh/4ZykZBsUSeqXA4D6vDAJ9SsetZXmSDG+yWaMeXTEuBl/HBtGqUDGAMfO9SBL7fE5PBmwkhj6ZS0edziALESAUhtN52SXEWUeXzyccPlXT3BkvWT4aI2BS8RpyGUgbaA6TlDMYj3Qt8JHngFp5w9MwC0lDq8d4L+5G9Z6/tpjeDboGJiNNCRnnjX07XqnR3DASitxaQiLrLw3we7/ILrmQePoslNkrGa56KkNiC7tw8e0HxLLCSGc4RZe29aV8YVaS3n0EWH6PeRWBSnl596YjE7kNNo2DoF1FQe/8eIEGFNbFMcHO4oqtKPz+WTclhU32RXFTyq1Ovt3hVgYKxBCJCn3m0OAZfHR89aJoxVzL2O7JskNakoZ8wNAG8r3OJj8XjxhIkC06CK7ghBgQtEuGoYU91dxISIFgwhiJDOJNOYBP4YV5O2IkE+Kun0BTX3cmxQbX4jbCAAAgAElEQVSnOy3GSpL9xZBdofLGqQ3gRPYtzEsuCr748p6NV+e5xES1W4JrUCYW2DQU9xN/6Gxu7mAekQO6W0XCF3u+PjQb0p8KjOxcg3WrTSgcmGulFri66fxBoua84ox+0KQKeqOWyF8CYaSwKEPfYAm6ctBKDhj2YkhG1YYbO+facXTVRlw+o5+6YuLAjuZhoi3WoA3+GFtbZ9l1uoAO2hMRXs/f9h36PEL8B3tZSdZH6hLH47LYDoJFIi/KofC2HTXmgmwk4P8s1vDR07UFgNPp4jy48yaXF89RbmzGjEfA2nieWSC38kBv+n7oIL75HY9gSm/qQjZZSeumrPyVT5RWtu1dJD9BRskWfeGLFL0J13TpfYxb4uZcGljsr6Zw3K76d6HqaMYl7IbCZuM1GstOpHGKNnwsfCt3Y2d7MR1nGhPRxDgUJ/6Um74DXNu15TyWxSn8uUlTeS5jIsXh1JpYcMI/YgM7SVtWEhxTGUxlLoHKoKU6BGoA17lOsOV7jbJkjRl1LlN5QiiQAlfevXajg7OVae3gdWgoHSPgLh2ERYdIpQEmHh7qctZ0nmxzg/GPIPnpH+z1BI9OKQXz7CaM78IPlOvsOW88g2hgqStDAWjsT+zZdfHTss14U5JYvK97QTD4fsWklA6AFfRKmOOfuUhYog0QwaN2Mgph7AI5xznTZFp/zN27GQ6AaYkl4DOeMY7zXTLFDXYDh8mDpxEMpls28in5+ZvLP47ouBw/ypiL1Fpy2M6LZc10ABhP2gI4YKXThYETiErGuSlBsCgjz+RRPTqTD/ippLkyB8jxD/JMzjAhZYeso0sfp7qgNaerRqUBn9FjGOAPBwY/SJwwkY9DjtE+iPEaNlqJA35DmS8mEDOCe+70BkQxaFS40qQ2xRv7TtqWoKjnH5NAaGNfKTTN3bRi32qYL3HW0AkUwgLBQzoYm6LA37MuOH/khOxI9HU1zvhPWeqQoN3/pzip95gzjFxKtDgcfzkWaEYX7l3F8QBXBEhs4hmgJikVf9iXidt0MdGFVjuJN3Tywg/wQhbyPP/QXOD8fUIAc5H05TegowRH/MFQxDhGvgQ7rxOpHFlFwc/FlJhnXlTI+fgrx0QFD/xhrOPgTSAEt9IajReE2OaxchZig7A7d1oq6Api5TMdWbsV21EiEEE1vgbeKbj4qzUoWMfnmFiV1WQlvSMln2qhbwMf7cNCJASGdDhjjg6RGwmdj63C05qkTZfQpBB7wv/NUqB6rNtbJ35kAV0mACUPFMSyQcl6+5Fm7NVAuc2DaUyoJ3UwCYsrNukB3bFnWBpIzsb3s3zWdgUKFjqqw8fgxy6S8WZ/z7i59aZmwgCLCFwswVqMVZMQe/10ZkxUVj/Qic8XcPhu7Cdb0uMFZwO9JsG5fI0/Rj58QDCzOsBx737OyX9ta+I4QgUA2Bpzjg6dc3wkx/mf9uggY9fZrj9zxx3N2BAE8X/ADu885YOk78Q93VX8azyqL3z4jUImGjAUihx8MI/OySex+kQiyrXtQRSjQG2WXvmOx93wPeag/+UkXyQvk8iJUj2IfqP4mXyx35Ub9Kytil0wbxMIHKixElH1hoSKMbwxUTJWlmSaHJuYt6VMO4ZGnQJk9Ig6cJqvT6f6eehHXmNdqtekbW2T6wMFf1wNMobt43aiC5kPdBxJiHg+3+cb9aNMpj3yh0cRtRIibcoSXJRTeGy60+iSmCWeOE+/008+KhOJ8/BoxLLcGOQ1fj9Y9wyWpNfpcVyHUkVnZ2uc3CTlLJ6mBH9T8uIP2ANCxlCuVpVlygCyu5FJaAIoc5II7h50xJtDCUyID8YJmQQRTMGXwOVsvh8nDZ6YNOvSMPkcHgGjFmtXjySBmzx2Lqp5kgjOBR8vlYuwcljR1aNulIPOoSCFsTu0SzNAhld3XpNUGvwkQqtvb4Y8ISeSJebEeAO4gJ9R4h++ZskfnAzoPdu5+wk8784lpriHrL0njB7g0VPzL4AIfNHGRmAq1+dx+xk5qeAJEj5/C/LgpWVdTU9kj4NQusleAHOHLI6DWc9gjmnBAHxv5e4ZBkbkoJGKuTH2CZzwr1S9tuhdp5E50SxyxxGN/uAV58xRlslMnGbTPeN/LU9was/gAs08+oOZmqNKNNmJ03H4aXmwBlbwsdAmHpMrmgJHODiCBA+nZl8kx+VnDB5Ugz8cn7wor85BCiYo04ENB+iRUdoXVSEzxRrDA0bxVlGwDs3kSPvo6mzFoUxQklE6qxuUUz274DhZk64JumDPuVh2qoCku8BPotHN6CHcdQCqYNJT56pt7UudnzSXLCKLChiWGylKmYnCpD1m2QUyGho0QOga548tiR2S9YImDomH8bLZHOy4XUY5De6QPkvtjAl8FGVdYD+R2A+m7QAYBHluK8eTKRixkNPU0PcUI9gTwxrsGp89ftoKgUhHnKNOu2Aqf2TCKI52f2hBXgR4cskSv3RCLQbe7z8/WkRJDBjKl924eY+tC0sL2EO4lE10c/V3mlK6tSt5HD/TnbRAAabOW1Lh47fMu0ogSSrrQNJFJ7bngxeHzKc5m6/0fv0QdpDV4nFndclHt3DzFCNoEeMPuTa8Ilxw5bI/vPGfPrWgKB0GR3QFAxWkiH1vrjSJE07YI7IguVFt+jB1b/DGn0yiJoxhfuxIzGxDgOYGhYKakna50s+D04I835qMWGDn99S5SoKA8C8uNek8OZWEz0G0EwsjSwOzFC9YGfOpC8oiWzF+GRdJ9CJDG6e/erkeD/xV6au0a1MM/5wiKwc58TL6sG8LUIre8m/gXryebibUwmdJKi6/O4azf84lGeV7cIR91m2GLzgiPqFtO7Dj79EjejHJZ2xf6AZflUzUpAliuKDApmBlSJOqj+DEjEuyyNl5uyci7Dp7z4re50kCL/1gMxdXwGFziTIAACn4HDmouB6XIQy4mu/wP5znPQ5jZiLcgmOckjIslxEJ8skE3OSI7MYvkguMTJAPe6EnXVDOFin4he6ikQFwhx3le1MVX+DvXhZs6UmXEcvHHYNFWL0yjFK1nCeMkoi8jt8qiRfPHGLUAkKwHGch8vXEGTBvAesw5TQTeHh+IMAwMH+mlzmuwfHvHbIybqKVYpx+qkOYBXh2K+jsqBkcJUItqOQYZ0/lKHy7GzoGCKP6w1FO14NxgHiWsI4Wlc0eq+GVPX7tp4oqhMmYQWI2uY4xeRQDGQ143si+yln70GnoLFEMYyFDCcmFevch8jMhqXNWkGaGjz6Ri8Cd7kMAx0iZZ/dkbJKt1fWLP6qQuQvE4MEKzuc8RuPzt4AK6ANyi6GwI3DpVJjaYdgtc6dmramibfS+plVFqwLlVucpgPeBsboSUeOYl7vP19SBMJasdeMHOjeYcWMWFPoD5GAFD2eVMBZSpxRMI127kewvm8JS7AUqyg7vynw+/jbKGnTcxsC4aAiZlRzxp8tISqLbX1NC//w8lXs1C3x0qPmlNgsZ72TcSpoxwDQ25G63khhv1sNR4elyOhg5ct/9l0Ja2SVPxIOzdhkRxxuZ2j506rdwzHYMRKraCctagry9b2325wzpQmomychgFApauYnCmyD01PuFTrIsPf8CTSUQGcL+q98YndCVM2lz39nKk8Ix/hE7qwvwRKJu9wa64MtEkj2yg0voHllAv8my/Idn7VbfViLlTQlg/PLQX4ElbIGE5kHwMuVBB4UHtOsDg4GCj7bYCKLEmlxpmA0IWrBDJwbxk2NibyQvfHBfJFjUhlEatLThXzmSgHKe3Z8VM1T0MslCMZO86ramK6P8tNICBwGehB3fWGCnaEyv3iQAdu2OeY+kLgd58AL7a/fsPytZR04FNpkTdHVB0af2ol/vpqXwhLzyYeBbqblFxvJT3pkP+nKPJBDFH/dk+x32vjhBEh8MIg+vV7x8l3/YZXf9N5ShTwIwNsVZ+pZ8O76FZ4GKH74Y1W6XC6yZ48SJ/uaMc4OtM7X0gdgt+7KHXH8KbyhqtgbhH9yuda7wTTFh4ozs5nfA5Qxi4vnCTYpiG0lvcWNmNAVWvyfercT9dJ/X2q37ae8euHTVo8QY+YloMIUPo/mCANQHD8tOuts88QZFfRQyTfbIDex2E2Xi48a91SdHCJGcx/9KrJzCucTJH8up6CI9lIxzO6yurCcPQJu5KXYQffp19Eszg5uftBE4KTnDghgr1GUfYaLCAglX9xXPo4lmQfFVkThZTSJxZW5QLFBLrF5ZqFS4nmi0IZGtJQhi2WTmg00ptfOPH0TldeKhgwaeMQ5WkaFyr5lj8eT5xEnwjZ/GXpAh/3FpTY/03jGvm6c1CzAFNoCjKtlN25vIUAE/qFb5n5lxA+HYfeCkgQa/NOk6iSYCN2iMwYmCMTDuutWQPyDy5g0flD2uxCCP4NCymi7gkNy5/JpjQZG2zFkacy8BDrRlXDJohOd+Cv0GbXCECrMEiZyPj2ix9R5IMTAEPWZyBsdVNB49mRWYSFbMQyY5w/AKaLXyV/imFZMEzOQFzKXHR+QAkJKcG78oyHey70nqJjAz2gRugg0fxijRi4GYBITU1+XApZXOIUdLBDQeBLHcAiSGUl4F4lAZsAQ5uvUEdFtS2zUYPtcTdCwtNOYohRZeOQw+cW0PBqeq5fwqXoMuSZCyCsBMx7PpjndbGaiyrpeftgdQESEzOq5DN/Txv5ZTuJb2/HQg0d9uczDggOOcjHMOpQQtncAYFCeJDeXOHi26SnO3qhXeJDKpKowge5YRdH49filawJCI0MUzJYGLIg5sqc5xcGfxpHkVnPfRRyZTJl7wWCLG9dgif7kxgErbF8fZEoKDQV7jxDAp+O+GAt7jSPj1HTZ9GwKFK4SaoAx/dbjX4eDoC945mOvB8iwpnHoQ0/xMYMHBBGPkLJbmPX8ozESRTnVtrV+OyX5JlCjewjadPgM8bGoD6GnuGtcH0LTos3YxySxpuBZ/QhhshgXOc3+dQyJ4FDR7h8Z+kEX2U1FZBw9bvNh15y+2Y8KHHMzYJpitM+cYtoKj1x7yWesf8sUVF2Ji70jXBuFzilCGEUP9Mgds81occK06N3hSHKXE7LDEk/ORh4X46NphTBS5kK0RpnThk06KbabBxWDXpesQP3ktDjJsQ68+QMrDJXT1wl5LxLmjV9eCB6Pz7JL0dIz4JRG6vawyaLdgyp8N8O559lsqjfHvin2maP5JRvl+Yos0oJO5BnocxeuQChNVMGu1YoYv4aGHN1uY2LFM1nDsGGBAHvE72DeyzFeIW+b6h9/i2pvYKU7Vja19Js6Y3+0eXav88CeTbMmZNsIvxuyNF0Ase2SVCp6dPyLTDDZ3/XsaOoNFOQQjqjEdTdImfBVw/pzVBkXGydIycZoPfgff44dtajA51i6SEzox286jvUjp7IvwWTxChEwAnPLBpgp8RNbGMfZG0m0j1kV8WMg/4lc/2JPqDzZRyHaXxckMSaBVdzVF7FLqRwcwa4/4OSWKfko9fQLLqR/mm+V6YxV+Y2RmMsueS0+em1MycHEij7GeXIrt0IKM9TOO1fvUw3zoHPlgj58cgRiyMXul0Il0pdFPrzvBsCocEyAA9pNbOAEEWfDkGUE8mDTglvyMgiD8rCDY90XAGCfGHBogICaBiBSh4bOHUGHVMQIlwcSBk+RZmZqgAhho65XZXk2O7LRZDadjlhg1aCXSb1ojCAKUQY7gPh5Go5GejIa5cUjwezqmCZSAM9JRXo4PJ0FCyF6aQDpGeDqfAfIku4gc2jVQ3k/CheJMk1QKY+AECTAt76DgggxOJlqRD2RgLNDAGCReJjYueS6wxsGNg8D7mkDrTKFhsgR80HTU6Jzorl2Cq9LLi4wRogaS8ikI0IspFMEFWqXNvrU4Dl/Jn0tzVlPRhVyH9+HJ8xDmCgRPrvLBaaKDWS7HI2IX6PS4/IYxe0iM3801VEm7hxSaoC0ZYS1jACTZbk8Q+c2hk6gLAq2lvOEL3HtTjIkhTqO759EaYzcqRginSCaaxfPInpseqKbRJSfSqXBJzKDbTQjgz4rPKgQ9NZbjTScHPpWHfPZkYfFr92gTwRIzfu7wlKnBd4IHMl0sjM3ojOY4GM1OQm8IZjmTx320bxdOgfj3OOuA+/U+9gxn4z2TkI/8WtL8agTX62yzcO1UvKKb6YpMJ/D2f7m6E628kWXbwhhwvf/zbgO+45srBD6XKtP8kjIjo1nRZCNlWHQ+lSe/H9cLyM48C4i7NuLYXfbt3uuroDHiSXg7b5+xz3nRr4FrGFbbW8PVFA71dD2hj99PEtnufDLTl//COm+r0ZdPpikLrt1HH+DKI2HBDJuZQ2qU2af2VrF4krE11SLPqtDDup8KIatsrOi/4OBTRTt/Mf2YrmLGqrBkLsFAUrN5wK9slH4O28MgppQ+7izMgqYSl6t2cEE5Vn1bHpCww2O07Iiw6Vbqp7UC8FldSPS91GSywPvRm1T31g2fZEfs8PXF8jv87PDv4isBy6Y4wwHjxGx4emfYNl3ZEhTr/mYvrXeOK6dnyXN0fB5+E3P2DBPvs+z9dBgvDbwZREHQtRdCXj/OKFQCyw5cP5tUJzOuppn5Ii8XOH6kXndryVUYsdh1j5Pt7LczR5OUyq/cZPoVRMWJ8wv8/dnK31//iwxt4HRFJC+dyBdvLdC7anQJ2vxudsJbt7FmiUAM1kK+i+mSwNzohQPhbpNlKQFFPT+H7TCe7uGt8UoS0tNLUtO/QvldP96xg42vm8d3MmGzBeJnhWTajEGgPRyTtKUfW163h09nzpeQZLavm+z2CmSprraWSBqj+Cha2NVh/zP2h0hUzfdvKUC6kBtv1FOJ+qKzT3UeL9BxBSYxQXHE4/9xyr/FpWYx8qP3aXj3KXG8N/Z17wogcef6vxZq5l0wMoVQQdwCzWdweT6tYnQVcgw8MMIlNx6QZqDF0zPoQopOal1JOabV04F2urDaQ06ppqawKCtzSFELL1M4QqI/A+bZFTDUtsBzpC4oi7AA79n8EGunjBh8WtDmCNIT9BZATCBOsY+hRCIuMd6mvxf8ZLgtvB4EPU5SxkJZ8KxQV9UzFspw9PPwc9Ch8aYWM3hRl/5/Oe+o6a7Pv38an7do4DeDa7eYtgJF3EpTEqhvFLmssUXo+KJngJOpFgREJeMVHHgmI1kANdM4Jzhye6ae9Ekpj4eez3m8bUpjvCLAzfL3i/bTlx+D358DqmRIjqMkmtgdiJiteU3W+FWgVUIic0L3AKQKHocYX/SKJ5OlvwqYYr+q95/jlSk3tyWZl99l658FhabUiLGpkpjK6Mj+dDTgxiOOdVn61Td6LmqpQRWj6WQgz444t6a1Vin//Bw934YZProW41or/OveThQpOSMMHhz8TL+drM82x3N975gKVRqfFWj/I5Oc2rVJlvhGJv65d7IS/Kr+0kv9+g1e7Hr2n4wOK27cBYAqwX+ts7PgWhD4s1NWmzp4AsUEU8DyJBU+0YeqOLyYA6O16ENuBGY6czRP8PDiHbLs0PpATru+2PVo1KdA0v10oFGVfG3KvkCb1eKfoDKhPo6LeLZhcPpzUz/zbcm96lBt0+y9stK9m/5cMMAmw7peeXbVK/pYoo0idq+nOu/3rqHWGmOA37TxdDA0OkyHi6bcrSt8KlHGvMTxsRtBxAJx7dJnOq7np0dr3szArHjvOrsi/cmovFPkQB7N8AxqVILRSEhOaGiKnjQlEGH7ZNcsThh8tti6yJRrybCpz4CfTWyNahQWzU6n0R298S5PMVXyYfaN3uFQ+pyaC+b6dHq1geQbwpFHJ25RluceHPnhTs2mg/vsZAeJ6JxhZKcLasLmZl8mkwJ8mya9fzv/gN5VfiaGW+JQQCwzM94lF3qmjfjJbkslEHlJo74EzelAAecSYLJLZ8P8x173bu8Cini9MyA1l14YzxUmzP5YXyxhynfH4gtaPq1nT7rzsfD12VWOn7WH8i11KPq4YHDFGnKczS2xHiou6Bpvh57nG8gkEQpqjWVYjk/pej3dEo8HMJPJAtonLokw6oXFZpzCvwX73zyoI52NPnzZV9pyGDLeVpgiig05Hibeoze/0fPn8+tkrRn3QNfD+kiJR1uWOQTO1l3TT74vQRw+PwUkT08P4/VD8XN/z8+mXWqpSLM2BUOH9veQKenMzMLQmTAU+mdaaQTX4TO9WBgDtu3CYiIz4Lf3ZRmBVI+9bmH1PZfRYkRhE9JvWtEnX5saZQdA6MmsR8tDA8ciY51D054zvkRjVeB8DMQ0En+TfFDr7/f332W4GU9MZ8AcBZquuhgITpH4PtkAksrIZIAWdN97JBfY7XWKVYhSJq8UxJfPF85G+9ZW6eP5T3cU+VE2/NtuxQGrqmk8ak0SxZ3OGDaHZYye7++mbjiUMHHj1t8pvZuaYtTk16+Xj4zpKUMv406JXY4nFI8hc35+983/V5ES5sSvLWJOpqY8NUJvbgpwRvsYN/lq/Qew50N2XdXceExDUZXWtpqKKgnANYO+6QQOWjBRtcKgPAtst0YF6wL0RGin5tabMbqo1FSR6JwrUEFrokNDQZOh4PEyyHZjAuQDztYV8Y3j+ouNBXOSM9wn4EreyZJYLrDBhUCXQ63XZBXPVTo+P38CANX2XmWoJ/1vah3P0cxOtpFCNWj/yjx7pdr0ocXeKccTGI3Xe/6U5gn4L2BEd9l5l9cXngvOtoltNo8EcixQzDN99Y51ll1wpt17swfx0wF2MJoXrEQH2RyfAukcvv4EdlnoOI29Xg82AUaP59DRwn1HfBQUTh88X8IWr7bDfA6FI6F729RVwuF4nN6pPCyAETuT0fjmeNIJQf7v91sn+vby9Waqy9ti4MCci7bf/nOItRATZHHS1lDe+5TtLH3eiEP5H71qnfAtvQjTCGAr3bJOryjraKrN9ORwWpg1R65aJ5HLdvFlRbrxkbZcsF/QFs2TrWNqspkCkdFLXlXy0om9jxdaOw/QeCSznwIc9vMpFF7SxP7b9JLt8CMLKMbDhprSrAiC1mF35w2mN8NFQSYacuZstmCFGjyV92Fk707PyV3QU/UR36ZrgqkTy6Hb5J4NweA7iqugvWocsKOs00nyyxFfckhnLifaZojDwrFaQjGbHmatOvWJALh0VbP8RjMVePN7M1RuYCwFGMOKIKx+/e11snQRzVuuMt3adOt3IuqXTZxnF3MI4zPa10jsubcKvb58/Pm4mnVmNk9wOsmDZe1kUN/e81EEuDNVC4iHe9M7vsisFUz1pKDl3letjYQae+cT62ddGk+Fk9x9XvecGo0bzlx0n+22IQ6/Cplnp9nE8xl8Kh4I0a6q+nDk/AX9RScbZ63oa9Zn8ch8w3QIfUaVPpQE+mS+tyDLOJsRjdgdI8cRX6HDIFCSbnSLng1xTMA/gSoZ7Tif4dpTcLAWtL75SXrmMZgac1aMAifVcoylt0atTZRG/Xcc4m8PnkxKZs0Oz+6M0zP+tv5EBfP5em+a21/JaBU/O+hiXv1WgrkjZkj9GEiJ2y1dRFH/bA1M/v3t3a4M6H0Z0OfHy5cMR4paV4xy1YLlztud5BrQX5g2RxnIZ8M7V+9N2cDAOgzZdAvD9HNB76M0nxyOJWtmxC4A4Kyd1/endX0WGANoTNuYcDuHX8QuEDjg4XwolWoSMAIcZzgJ1PMqT/r5wGz3GygaVis7SSa4ioVUlEN4Iv0LUGkAcOYYTVe6J4F3FMaqjxltQa77GKQxPjul7QhnqCfCU9iU3TMy1TuANJUp4LuKACUA1O9zcl70/svmof8GOnj3Iaih9mlUKpUVdswQUOwYCHQNXJtpbV1eyL+Kie3+jM9YM4Cvdo72KsECz3MA7KJq1O4VvHFOJRTtxiQPqpvVhESG27hyGtMnn7RNgPwKOLXPCPbcI68CewEdp+7a26+X/339eXl/U+EAzh/1p/po/OFfTk9TeMHA3l9+2RHbuhkfb+1KelC1a8ATHVd1YuTTO9Ww/6x974sc3Z3jrZoy06dnnieLHHRJArtZ8EBvBbgF9zuOq2UWpr0s9SjBSccWoAxMXl5+J7+B9YKqBY/6sQuebsZHoPF2Va+CgwEKnnQkVoG4aeDgeIBDz5L1nPCf7GLVsabSv482uam3W14SpHuulOaOPLqkEg9IXwCTPKreeX6y/foDZDcenGMDtffm/MT/7d3XBfOAbpXH8CdVFZycgzbugP395evPcIbO0c1oL5BYX44d+fqfatrryx+7yC+hoivL5Ezp68vJCqeZxt6rJ8laYjrbKf5JoQ8DJAsUvmD3pif13SHEnNfNtFwQnornQZ4AiAyp9daPP8GySZGvjz/bGMCa6l/1MO3bMqvKXT/Z6xs6c6BPwHlHuJSzz9afe7Kz6LhEWbuIO53STtgvMb3qKOCG2/iUjfu9DSLzVa31ItpmxYjPrrEl6dp6MCHM9hYnCoIvRdLwjHP83yqv+bmI6j6V+IKekqJpDtmxCW1o6i87Z5+Ic6h8wOna9VP7s0f3KTq0lKGXI/x98VKj6YCK8++ClgJd/PMf3cOXkvy0bTxqDD4vHL4lOPMx3g3QxhnY2PE3m1VK9f7+eXkzpf0JOwR1Nf3yn1my7GXjZFHulzC1frdq26ZS+T3DS4dyOuMhPGrdOrvnX2LfKunJ8NaI41U2GItUKUcD/uDf+Nkwx+d+3fIzycPrl0r4JRV8lST7sWuQBCOdLZycELrikfE5k7dNSc0Arm7PB1kyUWBZ5EXXRiMob+aGjLs23JquJqTGkm5HBZLnT4yDJhbjIKPA+XSZzhYc+uX15U0hBy4Jj8gdb6ZNL+/PSQb5FRyCX+xyC3cdPu7LRkQnLzSTkMugl664YevVk1GxvGN5dhKCkxYqMvALZiOSwXyfscSL1hzUWH29b5CLxnM0EazKdEy5oLFAiZFjwGXnfmbQGNUi+R0t8PrZPtCL/kOQOlPyiDkAACAASURBVKuvqmsN86p/1HNMJNCccetnBGHLjH85HoIz4Px+/1fgll1StJzT1jxWgu6CKTAJgMXfsolNzXA6WGhodMBCWLEjFjVtVTB86z4EDqQHNDjHHOMeXsDl8F0L+jmxC2aBt3er+ll2M+Hrr0XYWZv+T5EvR2mqSxv0QMbeWIGEgBGdC14DMk4hEN2UXDiFyJ7f+r34MPGlxGTkX8dsCIJz5AzwjDFwC1Z2NIyegYAqQjjq+V8F2gt/VKzuHL2C024KZKc3qg6bMqhaJdF6Kql5sS1s9+uCoRlKY8jm8IIARzdFWLIISidbutpGkBxZVhnQxRvH/LRY50v8FriSBEOsextnykQfMGCwdOEC8gIEYOZtHIB5aq8SuCmkJ3Cn93OsuKeHvC4tcybod3ZWueSblzmBmyYFWOwi0EoECxBnlwuT4ksABDAA14KgxH42Mj29zBiXBAVutlGAY3/b+ZkxKcvM6KI5YBDsGQNdKVASVNlUYrekhqY/dmx2/anC5PTnSGxIIvn0XfMlYpSfY6E5zzT3RwmYG7WccIF7nPbYVe6IqXP4qDcMSJHSdcgaLM+nxkOk4FsQ4GdJBYy4dVVnf9FBG0pqFoxW0cQcwXjTnsOUtZU3atwtOTl74vHwOX40Eu+LvjXhKsL0KNYBe+BMkyS7I/qpGLqlIEFbVGpCanMEHpFfOJvAHz5NJjlgAYmo8QJit+3+q9Tq8zIpOl3wiu/dNwchadIi+/GFByV7BhC2/8PbjPEwsUR9tkJGeFFQGy0CJvdhK2kdXejNBC9xq/Kxa+eulyhnVFs2UhvpYchyujK+Inzpy9x5gccFdzf/cYHGYW+FACa6Fxwko3gsSMMfuDfdbCzM95K0sY0us1t6//F9pFiMKwHBwAXeFCAdujfeDHg2SrJuFqd11HuGHJNdYyUR7B8CoWGBNn7e+mkzMeQIcUvMl0jMCPMgYct63DIev2e29Hxh6fzb4ZD+LEuQ4EkqCrrJKz5n1vNR2skHLi7A99r23nT0qXrDgEIjMt8RV/mU8Pf0Otylc9PpG/Ri8U6HeHA6BZq1PNPizUTA4yUw21CEX4tNZgcjHv1x9H4mYThSAKeN6Xg2F0+NZzXMeHAyeda9C7bS9wzpoQ1+kMfsqJi1wPgSpCnJE4O+tBKlYsSz2/xm2TqGiF033OlfFjQh0KnWkusWJNT9ClxZchg235RcksMSGBjG1329btsr/ZltnoBbojpPXwyVXNZHrwZMTAGFIGlHU3Bgc2QLtoRaGPxUVxrICWnzH4+Tr8zY8SPYVnD0OAo8TGrHzCLc/V70XJXBeVGE/2RkqiUzzvFFcCGoqyxTc208URUyhpRchjaHhRWrimwTiamb2tEGpcp4Vp2jTiqJEM7nj+GKLyhMIPLr7SbTnWH18dJGbmpVFbNUPxooUm5AIJeWDtQ6aT5PTqVz0d/Cxt9YRK0JuLKyVqZ+qpHATDAkaG28T1BboD/aC0huzUoAVLC2aeUqtnpsTRi+NtzOkKM475wr4eYUy9EQ3v1UqIoZYHGPoOjbaNy7yojmVX0EHEA1YD1+GiO9khxYk/ab86HsOmG4fkdIYDoAmXMZGazDNEf6wtAAbEC37L7qCLkgueC4WmEGWusFW5uOTN5o/vpfspRYGLcAqQSpLH/cB3u/Xn+v0nxTB/SjvtGafmzxP/4Zs8Fwb861y/GknlwSIIBaxo5HP0FOleyzW/wgY3pXdeB1ADCGcYUCxIF2chzbNs0VIzfNVTvWHLENOo6ekrKB6vRU9rLlDm18SxI7PB9PBZ7GgOQ36kFGG2LPpdfpBRsyrq1pImfCUNVQhWB/vpryTO6Ta0kXzCkgXgA9kE4Vont6zbzYLaDEYFXmC0S5TVXXbG5OsYitm2eHxl/Cx9EdLdYrs8Sc3MfGCed2huECvY+/ezXheG88hIQvnPfDRwLQ2b6qfNLR6KOQUG2vVyTnSW9LSLRF/2jbApgFb8wM4M+OVlHPaOMAOrRPtuszPUWbWQczLJ5v7eo5xm5bVUWbOXVkV51ZAJNpC/BORek5wfsvmT8Bc3qKc5uBIbusrWTilPH0TbdoTBT+SEcW+JDwHPtVic5O6FvBcxiidQQ9Sw4WKPEVtMHV+FIfzakvIQiHeYD/Su6bXOqUhdLH7CfMF7TwFXA8n7AgY0sgYlrfojMBqUAbuzGgX/AwH1mCXyCzhAGWGHh4ka94dNFnswf2hDeT/fHjcAFNGmCzbsCXAsRUbTS3wKggd0UUjn4qUvQSb4hx6cEpi1tOlo9N8S+zH37hZiCiQzsLetL97G9YRlH44OSDj03PGvuUENYV1PBpaCYsyRQymtVNevd8FxsvecYP+tzX/WwNuw/IMM40LmPJhxbLDMfhCtx4vvr166uZkGITl6J5Nua+PW4d854NU5Lx8C9ZupFuoTGrbf1NQS8rFrQVG9Bly0nO56GZ9Bb4wxYbyWDA9HnXEcGSFoP5jJaga3sZtiTs0Sf04Ey423rRzUQkp8b/6CGSa6Sk/BlHLMjfFugUexm7ZSwtP8loxntSnmLctC0GqKp0MKxpL2sFM8pFzg2oQG/ZwoSKPctIv2ScSuwt0l85dOdJDXgFchSpiU1n5B1ocw6CLAtm2yXK4JBetcM0CmD4da8Rw50BddcpvdHTwHOyrQO43U9doxR4perY+3CNBBMukr7xL6BaQJbCqARRUL5JMJHdzBmV5YHIphtufaWqhs8IscBnTr9sMvD8x2kGTvmc6PBM2+hPQdgSMDKm7yDKM4ipoiiANAJhyUaTbakm1eKy/Rb2Rzdw2XmTFLYAogemcfVxionBrZk5vMFDim3KTbCOaxQtpyKwlU2auj2LCwtoOTltWYsrcZx8yYoRme7UXsaLFuOy1AFsHwB4KBDPsagySSrmABmF4ONZqI8bPjM+SyumXpNJY2hKYglAAwCCz2YQJyTSs+f4la3yL0gceDyYOZiqnzvG5rX5gQWwSx8HJqZJWvt1TjDDn1cYUMWVf779YFvjwCN2YRyrMBuFmwSwq1bhTQGYxrEn0F9QbK1P8x3Cy4J73T6goZmr7iLB53ZFNt2l0sFW2fXHzmQT3prSisf4/MC1ZqZDT6BMLzk6IqWvPtfeFGRrROs7kWsxArpn9Ic06bXgYr6KMrFj/Z5jK5jdpp5X27KvpZrLoP7ubEZ8PBuReAWuVccms41k9NJNNESfYPCX5SEDzJx20ZjL2vQ8CWDzAke3uq8Dum/jSU7fIA63qKHnAnrOtuk8WLHgQtsL4jBoMsse5kGv6tQo4/F0/rgYozU5nKjt++zYfDqCaAnYz3g5x4Jlzv0qLnOJFxQ/nksF1fiN2dqt8ncXZ8MYcsg6IndlNH1/crp4f8fD6NyYF8TQP4GLtVQL0BLF1G04Gy5wwpPJuAqFEXFyE2iWuTwaIpiZ36q9099NrYYU6Yvg75cMKSFUFjt8Qe0SQ3JJ7wvYNjuHhnC6ys4wadEPZNMa3/hUXx/mVCfoNtU2szrh/5lmNvRosbFmC+M3v2oIjc4fJf4+mGxKRdD3XcV7vB+T2qza7PTaU9lrXGZ0JvvWqDJhcj97wNPp2U5/iHNsXpLTiRuXMF7FL71O3o98MrNhUva0MbCX/6OyzbrRyekG2vLl7M9syp1w4iF99JW4Tg4+L0Kd/MUHrYFN/+cn/lp+dTrPpwquin1aTacqNzsvtoi4OcfwGKag+ds+xt+AgZxHdvDnlvRpVFbc4usf/aVqLSfCj5MX2Wenn58vv99+fye7U2+6v2CZr9cOSuHHKJaIbZbFldY7t1TKM/BtOhmt+7b2ijUo1hHaphdB0AVaMtHQp6mWgWETVedUysQMtaDM1OYSBMD3gP+TORoIwFkR4Kplp9DPzkrco3g5iNYiXcWEowGmb3bmXXYtDDuBRWNj+Dlo1qhyzhdkVv3iTDIeVwdsSMiwCjJVExpQbMoBn8DfrO1APKcJWARJBY6qagNjjG4xew5iyhxwgkq8bA1raB946DsQQVZud87d9K++M/rLvH/4sqDx2bCS7AQ4SKMZOb20fHItYHiyJY5xoaMMxhrEpl09d+tNtFEgcYF7a9CO5/gscehcrZ55jFF/o/kJ9N27Q8yXXQXystxfFu/ulWFzanP0gzJBEGYKDkHslEZIsvVd3i980xiqFvFtU9EbrGoMXsw4m05tM/v0J2MLWJfRIyaencwJt+p11YAFiz+hy/SiAQCbO14iQ3wMsmWOC+g+HOhOX1WmqioxTUnQZJ289H/AMWfCEZ49Va14qhvTGePJcWQoc0rRz1HlCnyWUpVQAJSC76KRND277LebInoC8wVwg67ALD7+2Gn6/2Ht8fSD7Gx6yQERGRUqMKVjq9ohyjKNHN2L0wnQeSDPkBrWKiKEmYMqc5dgkeMCSb0YC5sIW3KeVG5hXe9vvor/oGzyVzmE+PBM4CPQ43BbgSCZQULAOgc43UmidzD4AoUkhq8VEKeXJcAS0Hfnfg6z9I0vrQvVN8IvkD/fFP/jmbG7bCqpn7MlR1qs0vmEs3hL148XYeuC73tsfbZh4+wmPF7fu2dVSlzJwRozBSxo5yTg7BIygtyq5PF662YX2KZjVxXCGbpHXz1bP4bzCVk3Da+tBV95vGGmwKnzbQUr04cn2KgA8P3M+AMHjo3bsdnzPrtquVjoguswJ7U6+256kYxRPh3FgypdzX44AWH6h+/oheklB3p9EtemebW5dtIuv2v32sZDXPCx8e2IpC3x6QJopnPpJCNnB4iajVOuVIyer5uUY/A/v+NjtJVs9Dvf8zM7EJ4iqaUPqExKfYc+C7o2LYxWx/OE9Yw3BpH5bCJb9FntPUni1cBTnb20wKMk3uMFr9skiX1h0wWXEthVTQunkql4YWvzPe2PmokP+xXTsqARUmFiPI5FFZvWz2KOzeDE2PQIcd/MvGnztQfjAq11uRrgjbWxwz8V0VAbLrNHX0tSHIdGNhv/jfnu2GfXb8Pas8YfjhX4xbhVFpvFMvwVxFZJvyUwbPa5XyEAjZd8TJfnX8I1XHxmZdOv2VocbznOxk4uYi5fcF15SUmp8AaN4rT64Q9j1HDDNZJw8b7eC0z80bqOLfSPYNIscPuWXdzCXIqIoZXGAYpOYrhgQcQycFFt5ATKkjBBxS3QGVEG0jTM6/sWfNbO3+0iLFLemkaOqkvAn2bdv54HQlcJmgUjZZm6wUYvSMvh7Rqbb0FvTR0NpO5C/08z1NCqlFx2lNI1Dfva2kfjt2j17e2/263Lcf7pfcxNHzcnROhvHQvBYDYlEHYf2G5hcmsKKH1HZADXGVrBqeypMW/6EUBFJ1rpczRPDo13zBqvqdu9BP7f4EUALDj0NfEJqB3UPAAx8Bw059X5Xx8vzl0CBJ9/325nqqfPsVNCfJ3Fl1HVVj1McSk82QRtFLxy/mPIF8w1zlWA4kBymdGUhVHsMuUFGdtBTZ8OIFuC8KwDNDaALBjRH749IHiBTNg8vfwGjgL4lecLZBrbAHBN6O+m+OPXrQszrfDtlJ+1XOewUtw0cjrZczixr4KXnMHxIbH+8EvyuxMBdn9GfGeQtiGlilCDWSX4CVYpUDw39K2RKzgn33iCptkX9beDt5CfXhtL185RZUOVDrfMw/OerspKD5bdGgvbDHQpV19lT8S0LNz4Dgtw4bFrUy76TOw2NBjX24KyfEx9ikx3qDMcTL5VGh8nCUi9ClQfS1Bk7O89q7K0ypCRbxLxn40j7K4EBBVsYBWKpv8J//rzruRPG/DwjM61Q2WzEd1UQLZ+rDVK57EuonxO0beEAxdzRvh0+i/K7R5EZqP4OH3xaHLxySU7ZIznBj2dFZu46wEI1wtx1uCDdXQdn1orNucg0DctUN2hKa6lUQWxy4KjpcDt/ATsWHCqrQVH3zRGsL45oCVN6BwHhmXZ3vc491njj5RVApvyfcaLe6+vL38SyH6fPxgPqR1n2lcYxpam89P3+S+4WlWX7flXMjY72jRrLD26r8pTRVnQoHVjvdMjPH/VOrNLs6zxo7aNucoO2UpgNhWZ2HCDDL/tbT6IbmcwuePrv8BbzxcwKdwg+fxuG7iCC7TNl0xnFrS7L5uZFRctZMdQtOVf9u7tVJGqWn2myr6Zt3h6AdVfVUQk0idYY9wCeoHyMrQVa9oMs4XS5UBgac6tcazNVS99kC6fPtADfGMkzU6l4zfek4GZs3wmX8j/f1uIZwR7XUhv06ac+f+t4OKmvhbK13B+xQAX+PH7JDTce3QYBpChL3TqK4zt57WD9tsA+UtxwP21O3to6U5CWGMlBlWgh19ZIB6nVR4PiLYsIkzRICRyC5ww3uFoKV0+0KZca13dmQOKcMG32RknH0jpWttdgKmXnfDw9NsuaR20EBsjENVJ/g2/zmMQJTgBFrAgiEKwipzkMpkZyQGDFZ2E+yrWGJNa82YstAaA3Kn3WFGFgTjuaJemdcqwbnqHKC9btRt5XwNRreV00IVdt+CdnomugYcgUTafnmJ5YL8dzmWANejojFW1UuycJkoRvcxiQahT+Fep2K5TQcnWOZke3SSxTRLbKPFZ1W6ArrXAnA3071dr+QgnR1sp+KNqlWkH2xYKxWI3U4jpL6/OE6y6s4pE2amNCiwYqKWABrXF3e61cxX9ZfkyUyXqjxkAvlSBpOiYWVuaukpNLPftfy07iPhzyKakCxg9BuRlaxcjqLwZm+vhyPHyBxQWjLm+6Wq6Qq6qAPe+4lCEyq0y1VSYcTSlXVp3la7pUe4uQ6K3DH4OASsZZ1UhAYsK6iUUD1ABnL9/jBOvORr0CZ7+XJK0AFRwwye1W9lRP8b399OLum7DBXlv6h5va69zCAE3mW3HOjBisDl0yH9BleqCzZ927uRo/Rp40q+9hWXAcAH2bTyzED+HQCGa3kcDAGcZ6kEgc+sh8bsqPiw3zlfrcge3TTUSirvpCDansPNhLRzISCpTVO2Oa8n/CZKW0LX1Bq9L4r86Cihg54z00TFUQUmO5MuRQk3DC8JYjOhxeho+RRfWSOp2ukMB61z47r9EsmUezTRsk9sSWGxe33BGxcnY2CVHXgWWnlYRvDcIsduWplzAKSOCI9nTsKBglIVWaZ3sGQRzWlDJrObI6YZ+7Jjti/63wcvUFj1Y9j+E0xUtWFCBJ50AQ0PTO3wenpBLhGv0NnZUIR2KvXy8OkOPOsxuup1uCDioyVV/091/EkfBUA4xldiz3uQTnTOeHJkAjHie3bhRIyCliwVK9EeHw+nHWXqmoE8W3FS+H/AMrVsHVxCZd+YLXl9+R4tEnZcC0d6wYy3rXmX7WcI4/deOKUaV6LCHweYn5jzxdic1cPgTiY0xW8fIKBeyS6TSHfrCDo+XbHpV9/MLH3wNX2LplQRqtpTnEwwkH/KDL4exBXNLwgXtH9bomlEqTNErl45/o2fvjpa8jt6JHv894UO+HYZdAoz/4fuW4sSzjjfBQ5sEHQn1bPabg5pfWc90Jt40FrbSILLRAu/6AnWjL+XMRqZXlie5xpLX96ZKYUHcvQSlM1cLuB48tEljWF2iWZWZCg17CljTLTKQBuph56nibwmJLnTPziwh0kZJq1iXbSfgubVRc7q9wJKOJfvXLdfRbrAiIL2KntlIuqo/HKPvE/RCJRqj4OHw/KrcPLvkvFnMALrlVfQw+EnYKzo9f298hzcGxBTpGPsicjHDJSZ0sxnkm+0RA6VLNyvhb4/wPSCHGFz/zWdbfvZiZ/2jXM7YtP4sx3kGbrCBBLlSeG8yodRPsPNE5eqY48XuUwUgCUEnorEtmWRUiA6ELztofU7M2+LKnuvxz5ff//1++fwQMNEuyj4nj4YGe2X6VBiYXMD6avryLGfqN0YEpIzbuDSWE7/DOQkWvb1mbiDIOVZFxcoTmJ8BaYymbMcT1Q90aSQHgMJVZ9ASPeg7MExjo3eCdiFlJoPfHJrNIo5ymeI7KkGFb2R7f+1Xu5vJxE5sYOwaNAu4clRPoAN4BO2TZRsXMvirBng6g9sw3ZhTozirhWdEZW4FONX4tjmgRMC4tjMSX9mbKR8EPZWPVCFFjMjxfxoeK6I7GVwY3DrITUlHT5FWAlpApW1Gn6EbX+penxk8Dbn+rEfEd/o4lZfNkS1ZsSsBH/C/9pNR1pP8H6AZd1epAbaCmczKGYCt1ZVITN/TT7LQZLpLLl5buOSheMsi8LvuOBA6AkBEn3RccqMiIdhjyHMOavcIVNG+ilyyfyp7C1ywS1B47jMejx8ybfa8YGXgMNsCNk8V/7/33+kflgj0PZv9xy8Of9OQGo5v8XNrCOk/EmEdXRMIzubd/VqCRZeaAgUf1tqKUAQqT7ZNFwSL/ku52Rl+nQRLkFi+sQgatO2ebm6MHAXkrP8D3iwluyuajT/GVhHEs9n31kKVtBTwTNdSFnK4z9i3/znWgm0cv2oCMM/6MgMAKTjGC1P1Whq2nAKEZ33qWk5w4y2IDmP2DOPGo9QmqWLp6HvoejYfhieocP9VPDyZjyxILvw6zFjw7gzBigXa7rnJF93fMiTX+ORRKfESzAUgnj/bL1BnA5SlBqM4Eemffd4MEuxqtgpz1vXWuMPx29zwbdfJ8sG2s6HsboH11h+6fnIpIdYumbPDHd9Gb9AVj7PRYXacTsEVsC3H2dFvBbzZtJPgtSfhsq6YP9EOjLUmzruZtx713fmst4N5FfezI7iKonwqS8XuKWI232Rh6VHnOi74cA8dHY8oIntgF+l/6ujafEB844vw2DP3mDY25bjk5Vkalo7wWZbTHD2mYOkon87v1Vfa+oDkYUd8uQSogZ3/n6fOthtwuHEbU31QgEb2N3uQLt1xa9nZdI29mEand75SQd/olpgU5hhn/8WBzWjeA0mrGdEd/B/fzqdU4cxfGPVh7aMXj/1eRRv6t8nuWduZ3iwG4kdavhaozu7yyYOsSEUZHsKhgll0lxAOe9DvGboer/Oh9IQcG3U6Ez/2Cq0llXDHs9mT9bbjkyRZTPJfRwI64kshYJtvWpPaM9O/I/N0kW3AhCXFdOft/b/ZUKWnBEGpBrgy0dYfeADT7+iIz1/WoRnMM4AtRn5/UQLJAtJLem2KilFaRzRQS8IzLoJeS22zZ3jZL4datur5LQiWeWaQTDQJnOF4/hZAB8IB06o+iABgDEkpmmLmfICgz5vennJcpLijMVQwckNIXuk7I8Wa6BhwmjAj0IcwdMwRbPOFP6xn0RyHu7Uut16IUVob6Z2njDHFVTHzFohfL5+vf18YavoQGC2gKRDtzKlbWHwogQ5dDYgpzt4msd2dw4ngFSgPI7eGRPYADFV3yDhcn+I1155OECpFvLWhRdVF9Pvc5ZTqgKYzwIAIg7kKqjGc0whie7/uqrQFCoKNw7PES7cq+Q+IR9cCnZIFwdoF/ZtWOOdz2RL99AzZdF968kz7uYqur5dOBz0QNYzX5nsxydAYi1d5neFeqPlknwLkx+H4rOPIVEsugAWAVRRy2IUWA6MLDZYcDIQFJsVYhJO+ihmn29/nb950b30aewDneU5DRegYCHyiLVJGjwqFKkfyN2UDqqDsj87SUHr0VmXzV+cMZuPpFn6ew5gVDaRzILOR3FTBpaRmR/Gwv7SvdUySq3rJJqsmKalJiHCmJQKbcUhXAPVEWHvAzH1Bm/ECVH+13tEwd7SNvptKpW/0mm5WkeNb6ECcW+P1oFH6pqr6tx39ptJar3xTmXQu2855nCzpSHj09+XTyzBsEmnRfaepfVMrWECT8TnXlB0VE8XS2VpQqLGSWb+sj1QzsxyPkjNcy043ZvYiIKRPZBRPSsSmF/o2zPiHxhtz2JYduA6nde9stumB2xYKSqS06smbgWITVXM3AxE+OveuRHlYzfbJWOXRc2jsP9he0J/rXUKBvvKw4y1i0eNA6wYokYgbaUAYcXzNMyaX8c24nvHqj2Hm9MKwBVKavy4mi6cGd4mlnvC66ljLCH5kM5sYLTax+cpPMj8fs73jtw+0E/5/B3cnr/xdGj5iCujg+s3QCVBwjGD4Kizhf4qZtlwj2W64Cxoa1fTNA2RGL0rmI242VEAKqqoYTfZsFXRPTp4d3ZLUVGuWNz3iXwgh+4AkBr5gzXNdO5uJ7qgnz/WVHy3AyfB3tq1ksXb2Hc5VqaxlPn06Hot9My7MTxnQyyALOmb3AvI2tAj2CZx9DH88F1/gKH6agvXSAxSEO1eRrIM+/Tm2Dx6607XT6XFgia12q2/xwhWtFrCnlGnLyHwS9ddXS2amJyXYtT/9w8cOAAzazzaMuhgTAbM1AWDkFOzqxFj9P/1qk45qP8i/QtKs8eHbZsTGzulPcgsDxnf6Yar6+dr7zzJCTN0uljFib4dgdEB5ji03fU57gRTHqpz6YQrgfUFVAm8klIkyDuxkYAWFGKJE38BncfrG9Ay/s6iQvr+1MSfElldZSHJnDH7HZHRuFDKrDhqIbtkcZ8DoO+DadNwSk71Nw++UDLC+7kDWKi5Io5g53AF+FQnOvWrnxkaBGEP/njEInHz2VDquyresexl+wJD9GTvHig7tCG5VdscDir3gmXn8evkosNk5b8ml/pe9CZI5sADOVGLVrdG5qY0HaUZDqtUCcNnnKkr5+++gVGl6ih0Itnniji5xo/9P8cnIYwAC32zmKSDMyFcNmrn/OLUC7gaepzidZwg73kTyoF9t+req8wwrIDpdeq5rP9DJOayyU/DQdOsAg440xVz8e+s3AsjTLaTMD+c7CkCeoJp88UAV7DkgnWulJ9kJOtF3b8JgvlWIUbZx9FvTdoKuGX8OoiRoMiC/4simqlgAe1wAblmFs0mn/oOHB9yzGaDbWWpL/oK6CzYbWIuur+/AZQ5victs3JFI5LmgYWNarDS9MV2BRoZk7GHEw5un0kRudJktALeCDc8L1IoUNpUynDslPWcQCNL+qAAAIABJREFUDwdT9AtaJuNx8ZuXFDCMqXC44BbeCBBjUDMdc0Ic6AR78OfBpo+2oUI/ZlTUCJ/NYtMDNKtpXvWk6Zubvm5c51x5jHNks93h1RCbvM6pPrhlFI19OtBYCojrKdAM4D8H2g0peaFz44a1TTmVOKyPRsVezi6LZLJJWjTcJVf0uAYbtTPS56SViVsDCDdbl7dwK7u+JEY/cNNz4Yhk+Unun8CEEh+fybA/2UliDshubZcWhreSoPxA+oeleYobeVY0rc2vbEmCCj4qCsyzuaMJRYRouq6lMePbo0ur7k3nsaOd34oMreEdX2pX6zxviTN/hNebYicXvm0BpI1R1optdmnrvw/HsYIcDqPGBKO+43gKGuntapjoKcY2/pYYbRahyOHGip+1/gSrZw+t6z8+pGOPXoZr+L5o2xKkvhoD/Jvd9LNAZH3ilzFaBx0CXDATv1Bw9FGG8TbHsCVGrtfvAsfWAUbUxThdfsIcf8AHVC3h2tj59oU72bek0DKz092nMOQp989u0bCp8ek3/cN9Wjqfjd58fzg13wUHFxPD8NnogrjDzLB3QRR9q40WBrr3Y3ZOMAWocI6NLM5hfW1gbcyP3U+GxTHp2alZTY+fBZqZK3qfhO14lizqbjEHcQjlfm9GEJazc6wQY5EPXhKK3/c13ibbkyF6WKpnpnMtblvk9FSC3AT8YwTFXth8meb4Px79KnOm0Jrd/So7w0x/vwsklUJDEVNyU86CJlTGwwkko7GhwhrFe/3Ud6YgKHgCRdD9T8DWsDuHbMAFN5chWx8ztjyVgoOpwH/p3UAkII8N7y9/bz2f661REMhSMoGc9zHAHp3+I8wW+Wb9A/KYDhww/Bx1Qj7hDGwmZXxnAGCkgN1Yy0oHLOsHgOGxhanWO2yFpN97jgIV9N5amHYZL4hhDBN77A6sZJjGY+H+XxtZBFPaSDFGc+oOROhCFYQpVnD9rWTaXKDMHuK2a41bOMzAZkCBiGs9q60ZVM5ApfGALhLQXGQOkEOagdD1i6e+tEmjGvsZaB/ctS9G7ItzzRFbg7ElFvEcr4WmSy+X1SOfDms341oTBUe1tTcI1fclDVpZ5XiGylH3r0ZWMVgl2lE/50A/9DwdfWj73XTWxtNyi0i/KXPBRubzY0PTI4A0BzZ+cFT0EO/HI6PBnvhGt9xvahvPp3yNV8K3LhaY5yAYe0HVAI8eu/nBiMGM5/5cheGCtniwe2sc8V7U8OkJstfuOdXb5QmY0sN7bBprDO7XP51ekDp/U7T1LSeqwjE8OvTomjFptzaqgKS1A9Cq8qcfyX7rn8aHJLRmjmp/JK+6Pow5Z2A8ksQqGlXYNlXUGuQq+tb7HUDm/NhmPcWP5PePzkVl8vLbA+izB/3At71qcVfRha1NT8GLHINR+3A4o7vFBMNdyaBrpirD9ex4gW8yzpZo2L35Zifh06AFHQVQ2hhPw7mTbT8KTIqURgN9S6+3ts/qATgrmUhwqsGC2MbLZyw5LXCKFnzwzKqexjz72Ti0nbzHimRhfNSGrleweHA5ePjBBpbRGrUD+GSprycpiG629M+6Ro74Pidb489kKqhqe4kXwcDcBfqzpSWJrsBfmEwfljc5Sda99H08na54+1fBfuMc1hL7X0FMhQ2vFLVJkj88W4jj+7b1vIRsOciA7pB4tJXIoWL+VJv4AE92UPQwk7Sz4vT1x27rha19V4IVMi7tHLmZAKZpM+08PyaQDLsuCbFPIbMdgWF1M43u+6eiJ/lMh2LEFGB+D2Yax/kJ14sE7+8CJn3szEWyooPJqOTOXuL5mltoku//fRigOZhUon0vdRBSDUUNNpWfXqePv15+m13Eu3wPLOPvJ3MS9rn/avr0fPo9+aX72dzG6dNpYFbec5u14YM2kxSX68PTWtbf9RCNafD5F3eMZ2ai8D8fvO7bDXFZPgMWHMxAG4ibMogBXb47o1q2QeiR4PiK1tzhzWWHrdMSTV4GTOkQGp2h0hz9nYVFMfXPYJ/MeMa2rFk/I2fHGaCPIVNfa2cSdopGmQYCDPdZwG4xedQ+wjEVFe8AwIIkkgscHFPHAHNuZDowBDqmX8q+bhw1y+SLAwCOgFYQtfCUYbo1kZziZgQ5ywF5IipYsJ5rh3PiIxBX3uZjWgM6DsbjJGks7guMLustCJjTADYqdbhU/PW9+Hc7tvA7xW3q3hl2c8gCVyqbXqrc3LqbKZsP8OTWLmq7tTG5yxQywIy3JC74SPLJz1R0gaXp0eNRDi5QQS8DOgACmo+jFuSqOFBwlWyy+Nw0oIz+Esnu1m4gG0DtLK3vdWkdkCr4RtqM7PWZok3JFkjNsZ/zzah06FWT/XFTqltzgxdNeQL3ZDITnnaehw6b6aV/zgP9r3cSR2vrexdkkuf4S4fQOA7QQXpu/F4tVwUtjuIJ53LB3p0oUAW0Z08uASFpWMszQACkLQ1oucOAkrJWHbsqR9nlU02vvwHKD9hj41UL6YQlLGhpuv2xWj/rOdkCoG+e3ZKRLISio1Ogf7ait2wcYTnLcyKn5z4z9m/nCGeSx4U0GTkg0NIwaLQI9nQHOzad6Hfcyr4LGiyT8ZTPKczszU/0w5YnecGPVbLh0mRRsthYh0eZUTZ5OnTtbIwNucD+qUYkY/QbY44E5QQUO/9PsobDO54LPllPN92uQSO4AHJY1r7Gc9ymzvYK1zSl5TEXaIQt8wnJJ3z1HumHnh0bEzoKHPC4AsJopl8ChwVq04FuMBWYjUOa98PvhpltxH+PfnqWrq6IUZBw0602GPqK/8Ho2l9fZPWRXdhNP371jthpIbBo6nKV8/wM/sKGdr7zDcbQ/+kf3oSJ6QW3SEfn0NDQJqfc3VNZnM4ZUMUY9+72b11KpTqSh20sMCS3xr+764N9+5rfmOwf3gp20MF0rOHno9PU1AQ2T1/wDv0TyRVgYlmDuLHpY/7LfefBms2Ih3zZUwCpwqoz7W9wkKrfVP26rxGXwGi3lZnfgVXc3CgRjysFyFqAz1f1LbAxpguezwaJR6XuTYEpZyCBIOqmGkZJudkFP7Wa086ap5fzE4XAE/fQZnF0aGFJGaYK6Auw3+jiVbMlB+0jGAZnlhUnjGHBVkEO3YpVJAODrrPo9cn4N8xjTcOQ9hxUucWdu+dBIzgStnk+Z1vLVXytE7f5Ej+fBJq9fWMYm75nSnC2wzwZPQlYiqLXJz0Z/lldk5HqHNC+eE+ugOf+LvgZKXVeO3REBmEQlzRvSLEs4Yu6o+mUCbkAsGCE8mBWN1CcES/Q8Bx7DoBdxycML0CZ8tfBvQUgEXj8+unebrgoOid7C1EzC21YFH8BwDm7MpQyspW6nwXNTUQVFaLh7eUth3ySRhxF6F2l6UJkVEG5AJhgOLRZ6oCP158BTAkoYAvGgWeBkMDNc8ULfRu/t57FBl47bLXxrFNJFvEBaC9wjeep3ynXTYNyjPCyvRsjOwVXJWOsaGXw2N+C48BdALuKSW/6iAbGCKysxWNUHjVVN95m+CUEBDLdKHZU20pexj9FzLCazkKrrcw794oSC+EAEzBQodtaNd5pFURBVPW61GV66Tl8pl0G0rSbt+NIZAKfYCKgLpkwxXHZXlXcDNJ4ZuRA+1rLeRuRMXQ9MFywG7UC288lYMaXit3CbWMz6jS+6VKtDnebHjoDo//4PaAfXjxncca6A4Lk/ug10en7CQ7wLMe6gIXGtJHlc29wYYvRwS6JzHOtmxpfc4IRfwaFNl/pK3msepzc0WATyNtWudjhXnXaM/SGLNpYNmzhpPGuBECTbmsD3tGa7JYUhhPfScrWDWZTkCNn6uf0PtALmdCKO7QmiZ/jP6eZOs5+J5P1K3lh8xgC5MmkaSxySxcmO6P3nx5KgoAzZ2FNlCUD7FMDdeEnfVtgUXLz6OqZCjlPGHOO7ucy+/wcFiYZrj6jJQ+5tVo+W1X6mb70hqzBffr1rXXkADkGgY2hvjcaePI5gU7U6dTGAf8WvOxe+mMnb0su0umdt2oKnq4JcnnxScL47OBremhtp98tfp6dOp6GRWYDY0dBc+KYTkZ35JC5mZUdu5TcpwTZe6T1vudbUnPJU8GhsbeOW2uT4WAC3YOk8FZ7+a3hqUt7Yszjq0RqqThF7oZVEufHFnFOx1dNSpc1ouXvR1YkwalSjZz7gvKUEA3lZGbEeBf8XwOb+VpBwafzW0fl008/A+dG+2TX6Qw7S09HDD4K3GKlu/3N04DbgOfaSRH9/hO49BB9x5DwGnYuGNmIL3jLHDYDgpZkl53YdOaiExLGV/z3X58LTkPs2RomCPDTjHSmhuNNzVzSaSydAoMP3/TOhs5EVxWeFn4v/zJevq1YpN0I57fRUUFsWJaNxh/uM+U83J6dIQ1RwwmhJF4O92EGO+ckKnI0WpVOurgkDI2je/r54KZxtWnz9CVf1+in03BtGIzvkkLcc4LAfDyy4H4vwvgODd0RmK7tzrOd9Hx/5/QWeKwRGY6WEUORMncj7tiC0seY0bk9ju84p4kBw5kpHitK8XpfMecPGQHgAwirDGJE+hxTMIiSKvlPOfqRz57yjq5CssCrHWq3Dsch00txKcOT2c1QGwchJT1KPlUMnLCoaV4cnYPBtCplvuGFwalyxfS5odrkYASlkiSH8FbhcNeqFulCyrHgatmQ61MaPyOp56dsPXPtGjpiv+VkrBYoyEyrHs4I40vJ1QCr7CS8moG3tMD2/zMaRilBaOpUkNEFffmds1kSjpZ0qsBttCwfnG4sOFmgMrvAmzpeFlMA45PpVU4vfpdyxU8Bbsrb94HyDhA+GT7ZISDjUhrD1lb5fRKj/Ke44s12pm6D1mz4ghbVn8YyHeEgAw03nbNqWvTCi65ViTPGVRC/AzKW05TejmjKwNdKGXKmdGuDrA/9ToICujz/ZGB8V23NCSfzs7+U8HNv06gSibd4Z2PYnCie9mo+3PQaqlcb0VZ1b2lX5QfvPrcLkpKcPpfvqQZ2Kle2HhcOaD0G0PQ3aS+AKTROxAs4x8+twaWr2nju7zfgF7yo2C0gCy+eRJR2uCdmb8qUfktqWps2IWypSVkzSQ2vUhn60J/nkC7gS5OsVwin8CzFOWw70D77LpjjTFBe1i3YiYtZWU4WHVddsNO7bD6HxxwLdbIbvbgfWtjAgSH09Cf433jdN35vN6vfJTaZT5i9ZQjoqbpRggF1jMnPnUzRLvwzL+dWGYO3HNVUeDSML9gzJklBbzeCe+PjzB9FKn7rFyYuvUGS/2aPfjvC58iqsF0w2+BbHzM+p4cxZKMlj/6c/TEfa/9i7fXWGsY7KcDngwWoI4Ga/VfUiFEaU7tiD7OZEbeiQLoduY4WM5phDSyfzeD30RRd5BRa3ezaAvA5bGuid28O/6m4hTvoHM8jOEybT6wQMwS8oW8NWv4x6jfIx7cN4NgDdyagfmtWofZb0534Fzhu0AVEOwB+ukats5/ESygZU1hJq5OmbvWvoyd46FYotGNVsn/CHjHTY4aRrl6SSXlKtnNiL3/DpumcdkrI8IZ80MNc/wr0xudMlEXHBpSNxyVgV1wJVVzXxvF7pJo2Nou0pDvKbjwlVWGt4ZN71n3xjrZma1HEz/XmMZtOFU6W+M0vjj+OqOq4m47EuTEndrgxnuBLI2jZQkBb865b2kYX4u3FIvy6JAEPSjIef9uxU9g6HmWfvqXjPkuCC85j7OTuunFkN4aIhPBiApa4r2gzbLPEIT4ar5lW7WqvLzHcf3EtMNwBfbLhBQ4i4FgTcB6hZRvLlpHYp5RDBlCwOEJVlfTDdLEup1L5fms4IoHj+ZtpF9CJjkfbBBKgxSB0AFFK9PXyeutsECeghMpKxQtSgbKofQHQpDMWoEZSyxHlOOsf4GDS+k7MzueyjoazY+iEaXeQHaaJ87Jleuwe6zITrGB31ctkUjVijqip4A1roJpQBxQJ/4Kk1q50htOy2PNpU7+/v/tJ+NkrsGzDAuM7WocDp5R++G/rWcYvf6Np6zMmH4zMIx0fnHVoqp9BzVjRIcCpn5N7jwgAqWu3aUNFWoRGDgv+8dRn6UGVl6lfRp8NLUCZ9jMUMpnM9NfXOXJTnE8GHLBclTTQc7zMIvXOUsQb8iOjaFERQQUDosehFUcVR3SsPtS9vc6ypGEVQffTdfSYflItagNYidCC/xE65/9WdXqOPe1NV+jl54v4rcJK07VktHNFs5/s+PXlT7ttBQLHK7S1k/ictGnTk256TU7p15wS/SgLdzBAlUXtDDjwwkjjDblCjD+oVB0K8WaHbFpCkoyf6tpNM28VW+TFxxQe1O2NKnSj56pojv85yhwF5z3IMQZn24USwG/aebQi5kde9KyTDtB+w22Nmc5OhiqNBVN0r4JW2vfy2lmUKvuWKwwUBSLfvLgmTGV7rmqCyntcscP2kT0KydhNs41A/EmUWzaBnMnOZrvwJowc+C7IWBBGKrDjcXohSEHdTDLpZ6rT4wzt8Ijc01znFAZoZD/bEYyGHeeIlDHyhx07xU60PHt+1pLXF2101mlq4PqKAAsk/768t66VUpKFKshOxXjslG2qNGs/iNuppjnQ3LMK5MA/mWkD6eHKHRcWoWhzQkds3NjpM74GBSXDw+HH5icZ9RrPsnE68LxPXKeuTb9VrDr65BKOHOsFf27Bg40yq495YUaVrsO8bO4KIa1138a+9ANWxl82xGk3yMY+vDlS/NBR+iuoy4hnf0dBd9KfjGpJVvYb0fUWhqkU4zk+W4vuCnvI7Z/6wDh2SXEUM/jU1rjlx3xOMUbDQ5e/Zs/VvrLJ2U2d1begpBgAtj5BzcPP5H0ynkXP58IVG5ryAYL/LX8zNv2FoVUAx578CtoLctje4pQneDHeNnw1BbtINIwLtydH7KUXuZUCzZifsqI728+o5jvwrzdGeYvb+6ZPZwvHZ0wKojZueqUYk098OKnPkyveNg7U5zSno+kWW2U98c9o8GG86Eg4Gkxm5IPfNAzOtswj5N04rvJK/8yI8INt2lt8Od4/vjEspLf0wJi2AfjxRZ7lMwvew0jCOv1YhXHrwYAcQjbQQo4BTmX3oevxdfe0mFeFo08TqqFN90YpMCYpB0qm/CyhvgU+p5V+fEttzEoghxIc9dZEbR1OBqHdHPr1U3nYwAtRziIfJTmFDnyASuhwTJjy6H8AuDQdbRlMArwAUsabwfq5vBvIYFLg0Di6oyHOEaFhfRq2SjChezOH3dM2m4iFo+KpbKo0Zdi/A0tK9NKRRjPsAcQA6TGEJoLi4YaeM4LgVdN2uLUx7jV7RLIkoR1miOocvuwxeTV9W6URbVOsFNXIi9d3MLn1I2FRhojuvNIqy+/L+OhVJftQEH+MewdRl0/EtwcIuim9K3DNToxjUyKqph2wnCcUlGqPDvj3BE4L9ukQag4eNk1u3SoJFH3Qi8KXU2F0Mt8FyqPk6NmnL+9vqELUdNFVAKyX2Y5NYqp429mdoZmaLri6ijo67378UuHsUPva0T/d2nKAHIIR0qG0yjDPE9TtYOrimFUDDUBN4g6OTuM44S/v7TZl/Ovl1XuOS24WFOGDloYgHO5HIEhPmyY/HofdF0gPgTPmxj/7YVz7LIfSshR8xncBuyUB22TVUQ84cQHPz/j2vL/jba+wmI3lAgqICAkXcX4JJPbBCgC7WYpVQ0sOT0YPtRxoFejWIR7IbmJowCxIKJWaPuAnGUzWD0aOZ+nLOTlDr6Jy+DCa8Jp+P71PPq0LbqMH4Wjlrqcfu8dOeJ/jbZpKTjl4Uv3YQdjikgtQUKuVePfPzNEC5nFrHnJ6VDDmeVonMXv0LpAcTTtgm55PD+n+uEJjBKuvL6+/f3V8U8sRksmOy+Egw7/w1QUBDQdEv0crnVMZ+93rTnc0Ey6is1tLBIYhsIcOdn0sWkJgxAWW/NGtmQ8SjOEi58c1dQd+qkwZyZIklSS4mPwcCyRQFgxc0lx31ybfUBCxqkHSxkOtNd5YByfOH4VjPsSCJURlDcerSV5wfKrwfH7+2PW9mm6Jb4E0QMab1t+u7ST/Txu8uPc5DzLwiHL4ObsfOk5f8oHReZ0j9vyi5z2zj8an7x7vHknbNgPdfefXSo5KKjTemqMwIB0qiUTw5B19T4CLDLuVYbY+/GPrbNy1ZhVX4ayiNiZ+n6IhmFVh3deqtY+d5QvTpS0nqVn3Mjcbbm+NeAFxaxgXjO55bCerBcwFgbk944vCb4yGew06vR/9dFhXw8tJIGxgcy3R4e+6YXZ/Qe5OmLi9DNmO/m5Tjv41WmFseEF3G2cXKL29A4cnpTb6Fsxun0T2zY5awxwBwyy4NaOLlS2aCzCSMxWzs3kbDG5kC+gQZLTHaMxIyc5/oTiabwqSkrWGhuACvAu0MEaWGU7qdAMkjCqOxZi+UcDc2JSFgZQwPoGB7MRJ6zsWYsbwHMGS5GtbtLxK5gWQF1zqFwgXa3QI9rbQUwBtbR0SR0c5ZmAp0HvvBVnls+qrdqdQgZCpUCtDTV3l3EqZa4ejakMBZ2d6njLcmVj4GoTqPN1b5q/vJ1toWpPYWoMw5RSIj/OGO6Wdos/IgMtA72cHJ3Aly3FAIGn6QUAzvmG14GnhyBxk/L0DzxEo2M1ph1upXgrFEB4wqarJEVO425wzk1zlAPMHRj4dYKZTwTwoV0iR5doZfgFoAYH2puhVtSieKXzTNY8T8xaWZ53mgVp8dW8Ialyyd4bsLDkUCEx/qhjJy3gE2P67t+QY4DSTLQ20G7WBF2xM5kbVmb63jnabfyxfWJaNZpwriCr7vvUyBVixZCBEj0o8jHvBXnxE89ZkbxzZjiv7yimfLpE552GUaM9xf/+FB3s7Tf3g8QW2xtU61vNz6WO8ms7HF88aS0exLAAYP6cLZDos0fuCjzJbZCabEDd9LMgIavAcJj7PLsjwYY49MOaT0brmUwMj0ckj80luzHx1gDrd/txu9c9LEg4UJ8vpPu1PX9SgbwfvEsPpXvyqKmWMdCRqA+UFh18vv3Pqo9H96XZJ1lV70f3Yb9gg2D38qf/ZxE5zWZLy2MfWeE0vAHpV+gfT0u/xoHMlndidato9Oy7hDz1MBNQ1XYQ1HBcBwyYYAiUxbW/LAsLtaA6XqKNXjf3eEox1WaBkd2r4ivPZkJ42nm+9bCNBplzQVUVdosfe0iU+RvXweYnD2sKDaGpMl5CSdwnklIHKDW+3ZCjZGoZnC/6nR+Gge/tsvA9TOgKK/i1wTIdn+MHH1kDik81TCwYeLIurbVSUPM5fbfQ0ZZTPp8T+vnn2/Pl3MFHi31KwbYQkl3iZ38FOduPBB+Mf/gzHC9bSsQkG3pOjNp6v+BQGPp9ozUM//jo5Nri1353UZGabXlfUYQ/5cTYbs7v2rdP5nMOaxzdWiZ3tVH1G2mFNgWBjZHOwdv7CH8YiKFKhbVxx4cEI7aG175s1qZI+Xvk0n5g+7t4oOB2Kq0RbA87c3HMVq7Dmrj22OHpGI5kk5Wg9+y1IJ97Nm2stjEpVNzHPXmwmg3qC44pf8KlC3pLgifuwo0pxhlssZUyf3kT2+Cqn22R3x58KNwoGT/K6dpL/nYRTkHm2Suaejzv/6Iv3d5U9whFNT8H/2XGU4RmsX/wviJo0Og9O0IMBMUEJ1+++XdbgcpmxuwxC5HulbtT2NeXERdMGjzEBq0BNSdqgWqis/QG9pzGozD9mn5JH4domGG3UVUwbSCM0QDng7PopQkb99t77kvW2xf9TssrVApimalDi803X+GPvwh2QbpwxYPZTMLNAqIypDFIAuunbKejxBOH9eoBDQTKkrTecsuLDY0hTah2Z1tF3B7JmXAd8NwVAcT++HNxwWcjJ0LN8HEUREP7poNYd9NrZ1O7vtHjjE52cwwtcBC9AQl8MG/gKvsjkpjdTBcEyoZ8yNsY5U58lzwx5U4kpLWc2AQZAWwtGphra65kKnMMpBjH6ALk1GnR7vnEgFvZl3wCG4WxcOYVn52vX96aDOVY7zyaTAu6mg66MCeMu402dc8rsCn/ReeePPoCagV5VL/1aZb0co6AUe1YhW3KHg/gtMMPfJT/ZLP6p5BXUkMcFJrdZJT3x3Jg+naIgXwAKPG0pxoJ6DFyFdvy+RdVPGZzt4u03GJLXeK26gN/620696VaK/yoZI0PEz+Lvx/TAH9noHMFwiLJUS1gQU8KRwq0Bush+sKZvNZXO6WZ6M+fUA8kTH85plxwtMc2KY/5oTmf1V6WVHo9a7dK9E294WQ/nEAzuJyS4BLX68tYoSWdgKIvPeEpydohwNIJPbWWDdHXn3uFhLNIjWxW8oekhpL8D5+Fz0+nqZxLoPXmM6hGfzLFPHqUQiX42G22XEvUqsSofs018ZXWsOjvAQkt33t+3DvcfEf34GfaFOw8W3vjvxA3rlWeTC762LvgJaNnOifzong4l0GZ3HhwLaNzb9B3b3o799AkvW8p09tOmokIjD0xfVNTP1+APuffyiZN/96mww777LPU7TShRuOdqclK+IB2jrj9+fqY2kr/1R58/Y5183djA061agKlBkQA/b3uvvN2a7Wt0bV1yWzItUWphI7tatVeSfB380/HLy58qUnj19+X19GtqeXL/toONaTYznxo+UZJEtCAXldHazMY2PYYx3bOE/P/wLL86nZo9PEHxO

Hoodoo

500

How does erosion and deposition of sand (beach erosion) cause problems for humans?

Erosion and deposition remove sand from one beach and builds up another.  Sand may also fill the channel, causing the water to become too shallow for ships to pass.

500

Is erosion constructive or destructive?

What is destructive?

500

Water getting into cracks, freezing, and breaking the rocks

What is Weathering?

500

The two forces that are occurring when a river cuts a V-shaped valley

What is weathering and erosion?