From 183776ceb24ce23a21464ee21ff542d7bb2fe547 Mon Sep 17 00:00:00 2001
From: EmanuelFeru <aerdronix@gmail.com>
Date: Tue, 31 Dec 2019 13:34:32 +0100
Subject: [PATCH 01/26] Updated webview

---
 .../html/webview/support/slwebview.json       |    3 +-
 ...motorControl_FOC_R2017b_fixdt_10007_d.json |   62 +-
 ...CmotorControl_FOC_R2017b_fixdt_10007_d.svg |   94 +-
 ...CmotorControl_FOC_R2017b_fixdt_10035_d.svg |    2 +-
 ...motorControl_FOC_R2017b_fixdt_10066_d.json |  964 +--
 ...CmotorControl_FOC_R2017b_fixdt_10066_d.png |  Bin 8759 -> 8754 bytes
 ...CmotorControl_FOC_R2017b_fixdt_10066_d.svg | 1958 +++---
 ...motorControl_FOC_R2017b_fixdt_10164_d.json |  162 +-
 ...CmotorControl_FOC_R2017b_fixdt_10164_d.svg |  354 +-
 ...motorControl_FOC_R2017b_fixdt_10364_d.json | 1994 +++---
 ...CmotorControl_FOC_R2017b_fixdt_10364_d.png |  Bin 10673 -> 10680 bytes
 ...CmotorControl_FOC_R2017b_fixdt_10364_d.svg | 3418 +++++------
 ...Control_FOC_R2017b_fixdt_10454_2779_d.json |  134 +-
 ...rControl_FOC_R2017b_fixdt_10454_2779_d.svg |  186 +-
 ...Control_FOC_R2017b_fixdt_10454_2791_d.json |  134 +-
 ...rControl_FOC_R2017b_fixdt_10454_2791_d.svg |  378 +-
 ...Control_FOC_R2017b_fixdt_10454_2816_d.json |   72 +-
 ...rControl_FOC_R2017b_fixdt_10454_2816_d.svg |  110 +-
 ...motorControl_FOC_R2017b_fixdt_10454_d.json |  750 +--
 ...CmotorControl_FOC_R2017b_fixdt_10454_d.svg | 1316 ++--
 ...rControl_FOC_R2017b_fixdt_10455_2779_d.svg |   28 +-
 ...Control_FOC_R2017b_fixdt_10455_2791_d.json |  196 +-
 ...rControl_FOC_R2017b_fixdt_10455_2791_d.svg |  526 +-
 ...Control_FOC_R2017b_fixdt_10455_2816_d.json |  124 +-
 ...rControl_FOC_R2017b_fixdt_10455_2816_d.svg |  304 +-
 ...motorControl_FOC_R2017b_fixdt_10455_d.json | 1028 ++--
 ...CmotorControl_FOC_R2017b_fixdt_10455_d.svg | 1436 ++---
 ...CmotorControl_FOC_R2017b_fixdt_10507_d.svg |   24 +-
 ...CmotorControl_FOC_R2017b_fixdt_10508_d.svg |   26 +-
 ...motorControl_FOC_R2017b_fixdt_10566_d.json |  828 +--
 ...CmotorControl_FOC_R2017b_fixdt_10566_d.svg | 1390 ++---
 ...motorControl_FOC_R2017b_fixdt_10584_d.json |  252 +-
 ...CmotorControl_FOC_R2017b_fixdt_10584_d.svg |  340 +-
 ...CmotorControl_FOC_R2017b_fixdt_10594_d.svg |    8 +-
 ...motorControl_FOC_R2017b_fixdt_10602_d.json |  326 +-
 ...CmotorControl_FOC_R2017b_fixdt_10602_d.svg |  660 +-
 ...Control_FOC_R2017b_fixdt_10745_2877_d.json |  168 +-
 ...rControl_FOC_R2017b_fixdt_10745_2877_d.svg |  278 +-
 ...rControl_FOC_R2017b_fixdt_10745_2895_d.svg |   14 +-
 ...motorControl_FOC_R2017b_fixdt_10745_d.json |  558 +-
 ...CmotorControl_FOC_R2017b_fixdt_10745_d.svg |  696 +--
 ...Control_FOC_R2017b_fixdt_10746_2877_d.json |  160 +-
 ...rControl_FOC_R2017b_fixdt_10746_2877_d.svg |  142 +-
 ...rControl_FOC_R2017b_fixdt_10746_2895_d.svg |   12 +-
 ...motorControl_FOC_R2017b_fixdt_10746_d.json |  490 +-
 ...CmotorControl_FOC_R2017b_fixdt_10746_d.svg |  702 +--
 ...Control_FOC_R2017b_fixdt_10808_2877_d.json |  230 +-
 ...rControl_FOC_R2017b_fixdt_10808_2877_d.svg |  284 +-
 ...rControl_FOC_R2017b_fixdt_10808_2895_d.svg |    8 +-
 ...motorControl_FOC_R2017b_fixdt_10808_d.json |  590 +-
 ...CmotorControl_FOC_R2017b_fixdt_10808_d.svg |  754 +--
 ...Control_FOC_R2017b_fixdt_10828_2779_d.json |  166 +-
 ...rControl_FOC_R2017b_fixdt_10828_2779_d.svg |  234 +-
 ...Control_FOC_R2017b_fixdt_10828_2791_d.json |  254 +-
 ...rControl_FOC_R2017b_fixdt_10828_2791_d.svg |  760 +--
 ...Control_FOC_R2017b_fixdt_10828_2816_d.json |  102 +-
 ...rControl_FOC_R2017b_fixdt_10828_2816_d.svg |  228 +-
 ...motorControl_FOC_R2017b_fixdt_10828_d.json |  722 +--
 ...CmotorControl_FOC_R2017b_fixdt_10828_d.png |  Bin 7579 -> 7584 bytes
 ...CmotorControl_FOC_R2017b_fixdt_10828_d.svg | 1252 ++--
 ...CmotorControl_FOC_R2017b_fixdt_10829_d.svg |   12 +-
 ...motorControl_FOC_R2017b_fixdt_11017_d.json |    2 +
 ...CmotorControl_FOC_R2017b_fixdt_11017_d.png |  Bin 0 -> 611 bytes
 ...CmotorControl_FOC_R2017b_fixdt_11017_d.svg |   14 +
 ...LDCmotorControl_FOC_R2017b_fixdt_29_d.json | 2811 ++++-----
 ...BLDCmotorControl_FOC_R2017b_fixdt_29_d.png |  Bin 12762 -> 12042 bytes
 ...BLDCmotorControl_FOC_R2017b_fixdt_29_d.svg | 5422 +++++++++--------
 ...motorControl_FOC_R2017b_fixdt_29_icons.png |  Bin 3304 -> 3304 bytes
 ...CmotorControl_FOC_R2017b_fixdt_8220_d.json |  582 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8220_d.png |  Bin 12669 -> 12669 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8220_d.svg |  842 +--
 ...DCmotorControl_FOC_R2017b_fixdt_8225_d.svg |   28 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8235_d.svg |    2 +-
 ...CmotorControl_FOC_R2017b_fixdt_8247_d.json |   62 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8247_d.svg |  122 +-
 ...CmotorControl_FOC_R2017b_fixdt_8263_d.json | 1180 ++--
 ...DCmotorControl_FOC_R2017b_fixdt_8263_d.png |  Bin 8107 -> 8108 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8263_d.svg | 2862 ++++-----
 ...orControl_FOC_R2017b_fixdt_8272_2515_d.svg |   28 +-
 ...CmotorControl_FOC_R2017b_fixdt_8272_d.json |   74 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8272_d.svg |  394 +-
 ...CmotorControl_FOC_R2017b_fixdt_8314_d.json | 1558 ++---
 ...DCmotorControl_FOC_R2017b_fixdt_8314_d.svg | 3202 +++++-----
 ...CmotorControl_FOC_R2017b_fixdt_8384_d.json |  598 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8384_d.svg | 1028 ++--
 ...CmotorControl_FOC_R2017b_fixdt_8469_d.json | 1490 ++---
 ...DCmotorControl_FOC_R2017b_fixdt_8469_d.png |  Bin 6364 -> 6364 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8469_d.svg | 2842 ++++-----
 ...rControl_FOC_R2017b_fixdt_8486_2423_d.json |  136 +-
 ...orControl_FOC_R2017b_fixdt_8486_2423_d.svg |  114 +-
 ...rControl_FOC_R2017b_fixdt_8486_2428_d.json |  520 +-
 ...orControl_FOC_R2017b_fixdt_8486_2428_d.png |  Bin 6890 -> 6878 bytes
 ...orControl_FOC_R2017b_fixdt_8486_2428_d.svg |  968 +--
 ...trol_FOC_R2017b_fixdt_8486_2435_2515_d.svg |    2 +-
 ...rControl_FOC_R2017b_fixdt_8486_2435_d.json |  216 +-
 ...orControl_FOC_R2017b_fixdt_8486_2435_d.svg |  364 +-
 ...rControl_FOC_R2017b_fixdt_8486_2473_d.json |  512 +-
 ...orControl_FOC_R2017b_fixdt_8486_2473_d.svg | 1316 ++--
 ...trol_FOC_R2017b_fixdt_8486_2480_2515_d.svg |    4 +-
 ...rControl_FOC_R2017b_fixdt_8486_2480_d.json |   74 +-
 ...orControl_FOC_R2017b_fixdt_8486_2480_d.svg |  366 +-
 ...orControl_FOC_R2017b_fixdt_8486_2507_d.svg |   28 +-
 ...CmotorControl_FOC_R2017b_fixdt_8486_d.json |  670 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8486_d.png |  Bin 6788 -> 6798 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8486_d.svg | 1332 ++--
 ...DCmotorControl_FOC_R2017b_fixdt_8519_d.svg |   28 +-
 ...CmotorControl_FOC_R2017b_fixdt_8535_d.json |  682 +--
 ...DCmotorControl_FOC_R2017b_fixdt_8535_d.png |  Bin 10645 -> 10635 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8535_d.svg | 1596 ++---
 ...CmotorControl_FOC_R2017b_fixdt_8546_d.json | 1126 ++--
 ...DCmotorControl_FOC_R2017b_fixdt_8546_d.svg | 1846 +++---
 ...CmotorControl_FOC_R2017b_fixdt_8603_d.json |   54 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8603_d.svg |  336 +-
 ...CmotorControl_FOC_R2017b_fixdt_8658_d.json | 2598 ++++----
 ...DCmotorControl_FOC_R2017b_fixdt_8658_d.png |  Bin 9638 -> 9651 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8658_d.svg | 5198 ++++++++--------
 ...CmotorControl_FOC_R2017b_fixdt_8668_d.json |  694 +--
 ...DCmotorControl_FOC_R2017b_fixdt_8668_d.png |  Bin 5840 -> 5850 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8668_d.svg | 1148 ++--
 ...CmotorControl_FOC_R2017b_fixdt_8671_d.json |  336 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8671_d.svg |  610 +-
 ...CmotorControl_FOC_R2017b_fixdt_8686_d.json |  382 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8686_d.svg |  410 +-
 ...CmotorControl_FOC_R2017b_fixdt_8726_d.json |  676 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8726_d.png |  Bin 5234 -> 5211 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8726_d.svg |  960 +--
 ...CmotorControl_FOC_R2017b_fixdt_8738_d.json |  258 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8738_d.png |  Bin 5622 -> 4927 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8738_d.svg |  434 +-
 ...CmotorControl_FOC_R2017b_fixdt_8743_d.json |  398 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8743_d.svg | 1366 ++---
 ...CmotorControl_FOC_R2017b_fixdt_8866_d.json |  224 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8866_d.svg |  358 +-
 ...CmotorControl_FOC_R2017b_fixdt_8886_d.json |  202 +-
 ...DCmotorControl_FOC_R2017b_fixdt_8886_d.svg |  474 +-
 ...CmotorControl_FOC_R2017b_fixdt_8913_d.json | 2748 ++++-----
 ...DCmotorControl_FOC_R2017b_fixdt_8913_d.png |  Bin 13754 -> 13755 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_8913_d.svg | 4600 +++++++-------
 ...DCmotorControl_FOC_R2017b_fixdt_9029_d.svg |    4 +-
 ...CmotorControl_FOC_R2017b_fixdt_9045_d.json |  378 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9045_d.svg |  530 +-
 ...CmotorControl_FOC_R2017b_fixdt_9074_d.json |  570 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9074_d.png |  Bin 6692 -> 6690 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_9074_d.svg |  838 +--
 ...CmotorControl_FOC_R2017b_fixdt_9109_d.json | 1144 ++--
 ...DCmotorControl_FOC_R2017b_fixdt_9109_d.svg | 1518 ++---
 ...CmotorControl_FOC_R2017b_fixdt_9143_d.json |  708 +--
 ...DCmotorControl_FOC_R2017b_fixdt_9143_d.svg |  940 +--
 ...DCmotorControl_FOC_R2017b_fixdt_9164_d.svg |    6 +-
 ...CmotorControl_FOC_R2017b_fixdt_9171_d.json |  638 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9171_d.png |  Bin 5544 -> 5544 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_9171_d.svg | 1198 ++--
 ...DCmotorControl_FOC_R2017b_fixdt_9188_d.svg |    8 +-
 ...CmotorControl_FOC_R2017b_fixdt_9198_d.json | 1176 ++--
 ...DCmotorControl_FOC_R2017b_fixdt_9198_d.png |  Bin 8565 -> 8571 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_9198_d.svg | 2120 +++----
 ...DCmotorControl_FOC_R2017b_fixdt_9292_d.svg |    2 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9293_d.svg |    2 +-
 ...CmotorControl_FOC_R2017b_fixdt_9741_d.json |  376 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9741_d.svg |  494 +-
 ...CmotorControl_FOC_R2017b_fixdt_9743_d.json |  188 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9743_d.svg |  242 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9842_d.svg |    4 +-
 ...CmotorControl_FOC_R2017b_fixdt_9904_d.json |  262 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9904_d.png |  Bin 5718 -> 5738 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_9904_d.svg |  596 +-
 ...CmotorControl_FOC_R2017b_fixdt_9937_d.json |  334 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9937_d.png |  Bin 5906 -> 5906 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_9937_d.svg |  468 +-
 ...orControl_FOC_R2017b_fixdt_9948_2342_d.svg |    6 +-
 ...orControl_FOC_R2017b_fixdt_9948_2395_d.svg |   14 +-
 ...CmotorControl_FOC_R2017b_fixdt_9948_d.json |  268 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9948_d.svg |  518 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9950_d.svg |   26 +-
 ...CmotorControl_FOC_R2017b_fixdt_9953_d.json | 1008 +--
 ...DCmotorControl_FOC_R2017b_fixdt_9953_d.png |  Bin 6395 -> 6405 bytes
 ...DCmotorControl_FOC_R2017b_fixdt_9953_d.svg | 1462 ++---
 ...CmotorControl_FOC_R2017b_fixdt_9957_d.json |  498 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9957_d.svg |  670 +-
 ...CmotorControl_FOC_R2017b_fixdt_9988_d.json |   62 +-
 ...DCmotorControl_FOC_R2017b_fixdt_9988_d.svg |   94 +-
 ...BLDCmotorControl_FOC_R2017b_fixdt_h_1.json | 1726 +++---
 .../BLDCmotorControl_FOC_R2017b_fixdt_m.json  |   93 +
 183 files changed, 55591 insertions(+), 55508 deletions(-)
 create mode 100644 01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.json
 create mode 100644 01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.png
 create mode 100644 01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.svg

diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview.json
index 36f4043..99987e5 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview.json
@@ -100,7 +100,8 @@
     88,
     89,
     90,
-    91
+    91,
+    92
    ],
    "hierarchyUrl":"support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_h_1.json",
    "backingUrl":"support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_m.json"
diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.json
index 3613553..f57e430 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.json
@@ -79,37 +79,6 @@
    "masktype":""
   }
  },
- {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10009",
-  "className":"Simulink.ActionPort",
-  "icon":"WebViewIcon3",
-  "name":"Action Port",
-  "label":"Action Port",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10007",
-  "inspector":{
-   "params":[
-    "InitializeStates",
-    "PropagateVarSize"
-   ],
-   "values":[
-    "reset",
-    "Only when execution is resumed"
-   ],
-   "tabs":[
-    "Parameter Attributes"
-   ],
-   "tabs_idx":0
-  },
-  "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
-  },
-  "obj_viewer":[
-  ],
-  "finder":{
-   "blocktype":"ActionPort",
-   "masktype":""
-  }
- },
  {
   "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10008",
   "className":"Simulink.Inport",
@@ -177,6 +146,37 @@
    "masktype":""
   }
  },
+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10009",
+  "className":"Simulink.ActionPort",
+  "icon":"WebViewIcon3",
+  "name":"Action Port",
+  "label":"Action Port",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10007",
+  "inspector":{
+   "params":[
+    "InitializeStates",
+    "PropagateVarSize"
+   ],
+   "values":[
+    "reset",
+    "Only when execution is resumed"
+   ],
+   "tabs":[
+    "Parameter Attributes"
+   ],
+   "tabs_idx":0
+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
+  },
+  "obj_viewer":[
+  ],
+  "finder":{
+   "blocktype":"ActionPort",
+   "masktype":""
+  }
+ },
  {
   "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10008#out:1",
   "className":"Simulink.Line",
diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.svg b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.svg
index 6322f48..320f2f4 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.svg
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10007_d.svg
@@ -61,44 +61,59 @@
       <!--RAWSTRING-->
       <g data-tags="blk">
         <!--RAWSTRING-->
-        <g id="BLDCmotorControl_FOC_R2017b_fixdt:10009">
-          <g clip-path="none" fill="none" opacity="0.65098" stroke="#000000" stroke-linecap="square" stroke-linejoin="bevel" stroke-opacity="1" stroke-width="1" transform="matrix(1,0,0,1,149,89)">
-            <image height="36" preserveAspectRatio="none" width="67" x="0" xlink:href="data:image/png;base64,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" y="0"/>
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10516",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10514",
   "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"n_fieldWeakAuthHi",
-  "label":"n_fieldWeakAuthHi",
+  "name":"a_phaAdvMax",
+  "label":"a_phaAdvMax",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -312,7 +330,7 @@
     "FramePeriod"
    ],
    "values":[
-    "n_fieldWeakAuthHi",
+    "a_phaAdvMax",
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@@ -343,40 +361,42 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10513",
-  "className":"Simulink.Switch",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10511",
+  "className":"Simulink.Sum",
   "icon":"WebViewIcon3",
-  "name":"Switch2",
-  "label":"Switch2",
+  "name":"Sum3",
+  "label":"Sum3",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
-    "Criteria",
+    "IconShape",
+    "Inputs",
     "InputSameDT",
+    "AccumDataTypeStr",
     "OutMin",
     "OutMax",
     "OutDataTypeStr",
     "LockScale",
     "RndMeth",
     "SaturateOnIntegerOverflow",
-    "AllowDiffInputSizes",
-    "SampleTime",
-    "Threshold",
-    "ZeroCross"
+    "CollapseDim",
+    "CollapseMode",
+    "SampleTime"
    ],
    "values":[
-    "u2 ~= 0",
+    "rectangular",
+    "+-",
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     "[]",
-    "Inherit: Inherit via back propagation",
-    "off",
-    "Zero",
+    "Inherit: Same as first input",
     "off",
+    "Simplest",
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-    "-1",
-    "0",
-    "on"
+    "1",
+    "All dimensions",
+    "-1"
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     "Main",
@@ -385,8 +405,8 @@
    ],
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     0,
-    1,
-    9
+    2,
+    10
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@@ -395,16 +415,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Switch",
+   "blocktype":"Sum",
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   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10512",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10510",
   "className":"Simulink.Sum",
   "icon":"WebViewIcon3",
-  "name":"Sum4",
-  "label":"Sum4",
+  "name":"Sum2",
+  "label":"Sum2",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -459,11 +479,11 @@
   }
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  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10511",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10509",
   "className":"Simulink.Sum",
   "icon":"WebViewIcon3",
-  "name":"Sum3",
-  "label":"Sum3",
+  "name":"Sum1",
+  "label":"Sum1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -518,115 +538,89 @@
   }
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  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10509",
-  "className":"Simulink.Sum",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10508",
+  "className":"Saturation Dynamic",
   "icon":"WebViewIcon3",
-  "name":"Sum1",
-  "label":"Sum1",
+  "name":"Saturation Dynamic1",
+  "label":"Saturation Dynamic1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
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-    "Inputs",
-    "InputSameDT",
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     "OutDataTypeStr",
     "LockScale",
     "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "CollapseDim",
-    "CollapseMode",
-    "SampleTime"
+    "DoSatur"
    ],
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-    "+-",
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-    "Inherit: Inherit via internal rule",
     "[]",
     "[]",
-    "Inherit: Same as first input",
-    "off",
-    "Simplest",
+    "Inherit: Same as second input",
     "off",
-    "1",
-    "All dimensions",
-    "-1"
+    "Floor",
+    "off"
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    "tabs":[
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-    "Signal Attributes",
-    "-Other"
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    "tabs_idx":[
-    0,
-    2,
-    10
    ]
   },
   "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
+   "jshandler":"webview/handlers/ContainerHandler"
   },
   "obj_viewer":[
   ],
   "finder":{
-   "blocktype":"Sum",
-   "masktype":""
+   "blocktype":"SubSystem",
+   "masktype":"Saturation Dynamic"
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10506",
-  "className":"Simulink.RelationalOperator",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10507",
+  "className":"Saturation Dynamic",
   "icon":"WebViewIcon3",
-  "name":"Relational Operator1",
-  "label":"Relational Operator1",
+  "name":"Saturation Dynamic",
+  "label":"Saturation Dynamic",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
-    "Operator",
-    "InputSameDT",
+    "OutMin",
+    "OutMax",
     "OutDataTypeStr",
+    "LockScale",
     "RndMeth",
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-    "ZeroCross"
+    "DoSatur"
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    "values":[
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+    "[]",
+    "[]",
+    "Inherit: Same as second input",
     "off",
-    "boolean",
-    "Simplest",
-    "-1",
-    "on"
+    "Floor",
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-    "Data Type",
-    "-Other"
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    "tabs_idx":[
-    0,
-    1,
-    4
    ]
   },
   "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
+   "jshandler":"webview/handlers/ContainerHandler"
   },
   "obj_viewer":[
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   "finder":{
-   "blocktype":"RelationalOperator",
-   "masktype":""
+   "blocktype":"SubSystem",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10504",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10503",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto27",
-  "label":"Goto27",
+  "name":"Goto22",
+  "label":"Goto22",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -635,7 +629,7 @@
     "IconDisplay"
    ],
    "values":[
-    "n_motAbs",
+    "r_inpTgt",
     "local",
     "Tag"
    ],
@@ -655,11 +649,11 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10503",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10504",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto22",
-  "label":"Goto22",
+  "name":"Goto27",
+  "label":"Goto27",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -668,7 +662,7 @@
     "IconDisplay"
    ],
    "values":[
-    "r_inpTgt",
+    "n_motAbs",
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@@ -721,73 +715,38 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10500",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10506",
+  "className":"Simulink.RelationalOperator",
   "icon":"WebViewIcon3",
-  "name":"From8",
-  "label":"From8",
+  "name":"Relational Operator1",
+  "label":"Relational Operator1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
-   ],
-   "values":[
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-    "Tag"
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-   "tabs":[
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-  },
-  "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
-  },
-  "obj_viewer":[
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-  "finder":{
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10514",
-  "className":"Simulink.Constant",
-  "icon":"WebViewIcon3",
-  "name":"a_phaAdvMax",
-  "label":"a_phaAdvMax",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
-  "inspector":{
-   "params":[
-    "Value",
-    "VectorParams1D",
-    "SampleTime",
-    "OutMin",
-    "OutMax",
+    "Operator",
+    "InputSameDT",
     "OutDataTypeStr",
-    "LockScale",
-    "FramePeriod"
+    "RndMeth",
+    "SampleTime",
+    "ZeroCross"
    ],
    "values":[
-    "a_phaAdvMax",
-    "on",
-    "inf",
-    "[]",
-    "[]",
-    "fixdt(1,16,4)",
+    "==",
     "off",
-    "inf"
+    "boolean",
+    "Simplest",
+    "-1",
+    "on"
    ],
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     "Main",
-    "Signal Attributes",
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     "-Other"
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     0,
-    3,
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+    1,
+    4
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@@ -796,16 +755,16 @@
   "obj_viewer":[
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+   "blocktype":"RelationalOperator",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10499",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10500",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From24",
-  "label":"From24",
+  "name":"From8",
+  "label":"From8",
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   "inspector":{
    "params":[
@@ -813,7 +772,7 @@
     "IconDisplay"
    ],
    "values":[
-    "r_inpTgt",
+    "r_fieldWeak",
     "Tag"
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@@ -831,45 +790,6 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10507",
-  "className":"Saturation Dynamic",
-  "icon":"WebViewIcon3",
-  "name":"Saturation Dynamic",
-  "label":"Saturation Dynamic",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
-  "inspector":{
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-    "OutMax",
-    "OutDataTypeStr",
-    "LockScale",
-    "RndMeth",
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-    "[]",
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-    "off",
-    "Floor",
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-  },
-  "viewer":{
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-  "finder":{
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-   "masktype":"Saturation Dynamic"
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@@ -902,42 +822,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10497",
-  "className":"Simulink.From",
-  "icon":"WebViewIcon3",
-  "name":"From1",
-  "label":"From1",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
-  "inspector":{
-   "params":[
-    "GotoTag",
-    "IconDisplay"
-   ],
-   "values":[
-    "z_ctrlTypSel",
-    "Tag"
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-   "tabs_idx":0
-  },
-  "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
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-  "finder":{
-   "blocktype":"From",
-   "masktype":""
-  }
- },
- {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10493",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10495",
   "className":"Simulink.Product",
   "icon":"WebViewIcon3",
-  "name":"Divide14",
-  "label":"Divide14",
+  "name":"Divide3",
+  "label":"Divide3",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -955,12 +844,12 @@
     "SampleTime"
    ],
    "values":[
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+    "**",
     "Element-wise(.*)",
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     "[]",
-    "fixdt(0,16,15)",
+    "Inherit: Same as first input",
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     "Simplest",
     "off",
@@ -1104,60 +993,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10491",
-  "className":"Simulink.Constant",
-  "icon":"WebViewIcon3",
-  "name":"CTRL_COMM2",
-  "label":"CTRL_COMM2",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
-  "inspector":{
-   "params":[
-    "Value",
-    "VectorParams1D",
-    "SampleTime",
-    "OutMin",
-    "OutMax",
-    "OutDataTypeStr",
-    "LockScale",
-    "FramePeriod"
-   ],
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-    "CTRL_FOC",
-    "on",
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-    "[]",
-    "[]",
-    "Inherit: Inherit via back propagation",
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-    "inf"
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-    "Signal Attributes",
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-   "masktype":""
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10495",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10493",
   "className":"Simulink.Product",
   "icon":"WebViewIcon3",
-  "name":"Divide3",
-  "label":"Divide3",
+  "name":"Divide14",
+  "label":"Divide14",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
@@ -1175,12 +1015,12 @@
     "SampleTime"
    ],
    "values":[
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+    "*/",
     "Element-wise(.*)",
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     "[]",
     "[]",
-    "Inherit: Same as first input",
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     "Simplest",
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@@ -1210,20 +1050,22 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10489",
-  "className":"Simulink.ActionPort",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10505",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Action Port",
-  "label":"Action Port",
+  "name":"Goto6",
+  "label":"Goto6",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
-    "InitializeStates",
-    "PropagateVarSize"
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
    ],
    "values":[
-    "held",
-    "Only when execution is resumed"
+    "r_blendFactor",
+    "local",
+    "Tag"
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    "tabs":[
     "Parameter Attributes"
@@ -1236,30 +1078,48 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"ActionPort",
+   "blocktype":"Goto",
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  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10496",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10491",
+  "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"From",
-  "label":"From",
+  "name":"CTRL_COMM2",
+  "label":"CTRL_COMM2",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "Value",
+    "VectorParams1D",
+    "SampleTime",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "FramePeriod"
    ],
    "values":[
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-    "Tag"
+    "CTRL_FOC",
+    "on",
+    "inf",
+    "[]",
+    "[]",
+    "Inherit: Inherit via back propagation",
+    "off",
+    "inf"
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-    "Parameter Attributes"
+    "Main",
+    "Signal Attributes",
+    "-Other"
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+   "tabs_idx":[
+    0,
+    3,
+    7
+   ]
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   "viewer":{
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@@ -1267,46 +1127,32 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"Constant",
    "masktype":""
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  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10490",
-  "className":"Simulink.Abs",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10501",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Abs5",
-  "label":"Abs5",
+  "name":"Goto",
+  "label":"Goto",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
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-    "OutMax",
-    "OutDataTypeStr",
-    "LockScale",
-    "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "SampleTime",
-    "ZeroCross"
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
    ],
    "values":[
-    "[]",
-    "[]",
-    "Inherit: Inherit via back propagation",
-    "off",
-    "Zero",
-    "off",
-    "-1",
-    "on"
+    "z_ctrlTypSel",
+    "local",
+    "Tag"
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    "tabs":[
-    "Signal Attributes",
-    "-Other"
+    "Parameter Attributes"
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-    6
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   "viewer":{
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@@ -1314,58 +1160,30 @@
   "obj_viewer":[
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-   "blocktype":"Abs",
+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10510",
-  "className":"Simulink.Sum",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10489",
+  "className":"Simulink.ActionPort",
   "icon":"WebViewIcon3",
-  "name":"Sum2",
-  "label":"Sum2",
+  "name":"Action Port",
+  "label":"Action Port",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
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-    "Inputs",
-    "InputSameDT",
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-    "LockScale",
-    "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "CollapseDim",
-    "CollapseMode",
-    "SampleTime"
+    "InitializeStates",
+    "PropagateVarSize"
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-    "off",
-    "Simplest",
-    "off",
-    "1",
-    "All dimensions",
-    "-1"
+    "held",
+    "Only when execution is resumed"
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-    "Signal Attributes",
-    "-Other"
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-    2,
-    10
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@@ -1373,7 +1191,7 @@
   "obj_viewer":[
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-   "blocktype":"Sum",
+   "blocktype":"ActionPort",
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@@ -1445,21 +1263,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10505",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10497",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto6",
-  "label":"Goto6",
+  "name":"From1",
+  "label":"From1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "r_blendFactor",
-    "local",
+    "z_ctrlTypSel",
     "Tag"
    ],
    "tabs":[
@@ -1473,16 +1289,96 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "label":"r_inpTgt",
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+  "icon":"WebViewIcon3",
+  "name":"From24",
+  "label":"From24",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
+  "inspector":{
+   "params":[
+    "GotoTag",
+    "IconDisplay"
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+   "values":[
+    "r_inpTgt",
+    "Tag"
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+   "tabs":[
+    "Parameter Attributes"
+   ],
+   "tabs_idx":0
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+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
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+  "obj_viewer":[
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+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10520",
+  "className":"Simulink.Outport",
+  "icon":"WebViewIcon3",
+  "name":"r_fieldWeak ",
+  "label":"r_fieldWeak ",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
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@@ -1498,14 +1394,20 @@
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     "BusOutputAsStruct",
-    "InputConnect",
-    "Interpolate",
-    "LatchByDelayingOutsideSignal",
-    "LatchInputForFeedbackSignals",
-    "OutputFunctionCall"
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
+    "SignalName",
+    "SignalObject",
+    "SourceOfInitialOutputValue",
+    "StorageClass",
+    "VectorParamsAs1DForOutWhenUnconnected"
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    "values":[
-    "2",
+    "1",
     "Port number",
     "[]",
     "[]",
@@ -1517,10 +1419,17 @@
     "-1",
     "auto",
     "off",
-    "",
-    "on",
     "off",
+    "[]",
+    "off",
+    "held",
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+    "0",
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     "off"
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    "tabs":[
@@ -1540,71 +1449,77 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Inport",
+   "blocktype":"Outport",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10508",
-  "className":"Saturation Dynamic",
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+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Saturation Dynamic1",
-  "label":"Saturation Dynamic1",
+  "name":"From",
+  "label":"From",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
-    "OutMin",
-    "OutMax",
-    "OutDataTypeStr",
-    "LockScale",
-    "RndMeth",
-    "DoSatur"
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+    "IconDisplay"
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    "values":[
-    "[]",
-    "[]",
-    "Inherit: Same as second input",
-    "off",
-    "Floor",
-    "off"
+    "r_blendFactor",
+    "Tag"
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    "tabs":[
+    "Parameter Attributes"
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+   "jshandler":"webview/handlers/ElementHandler"
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-   "masktype":"Saturation Dynamic"
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10501",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10490",
+  "className":"Simulink.Abs",
   "icon":"WebViewIcon3",
-  "name":"Goto",
-  "label":"Goto",
+  "name":"Abs5",
+  "label":"Abs5",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
   "inspector":{
    "params":[
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-    "TagVisibility",
-    "IconDisplay"
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "RndMeth",
+    "SaturateOnIntegerOverflow",
+    "SampleTime",
+    "ZeroCross"
    ],
    "values":[
-    "z_ctrlTypSel",
-    "local",
-    "Tag"
+    "[]",
+    "[]",
+    "Inherit: Inherit via back propagation",
+    "off",
+    "Zero",
+    "off",
+    "-1",
+    "on"
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    "tabs":[
-    "Parameter Attributes"
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@@ -1612,16 +1527,16 @@
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  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10486",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10487",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"z_ctrlTypSel",
-  "label":"z_ctrlTypSel",
+  "name":"r_inpTgt",
+  "label":"r_inpTgt",
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   "inspector":{
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@@ -1644,7 +1559,7 @@
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@@ -1684,11 +1599,109 @@
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   "icon":"WebViewIcon3",
-  "name":"r_fieldWeak ",
-  "label":"r_fieldWeak ",
+  "name":"n_fieldWeakAuthHi",
+  "label":"n_fieldWeakAuthHi",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
+  "inspector":{
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+    "SampleTime",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "FramePeriod"
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+   "values":[
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+    "inf",
+    "[]",
+    "[]",
+    "fixdt(1,16,4)",
+    "off",
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+  "className":"Simulink.Constant",
+  "icon":"WebViewIcon3",
+  "name":"n_fieldWeakAuthLo",
+  "label":"n_fieldWeakAuthLo",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
+  "inspector":{
+   "params":[
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+    "VectorParams1D",
+    "SampleTime",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
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+    "FramePeriod"
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+   "values":[
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+    "inf",
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+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
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+  "icon":"WebViewIcon3",
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+  "label":"z_ctrlTypSel",
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@@ -1704,17 +1717,11 @@
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-    "SignalName",
-    "SignalObject",
-    "SourceOfInitialOutputValue",
-    "StorageClass",
-    "VectorParamsAs1DForOutWhenUnconnected"
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@@ -1729,17 +1736,10 @@
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@@ -1759,7 +1759,7 @@
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   "icon":"WebViewIcon1",
-  "name":"Vd_Calculation",
-  "label":"Vd_Calculation",
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   "icon":"WebViewIcon1",
-  "name":"Speed_Mode",
-  "label":"Speed_Mode",
+  "name":"Torque_Mode",
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+  "icon":"WebViewIcon3",
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+  "label":"Switch Case",
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-  "label":"Goto9",
+  "name":"Merge",
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+  "name":"Goto5",
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@@ -923,33 +909,27 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10723",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Switch Case",
-  "label":"Switch Case",
+  "name":"Goto16",
+  "label":"Goto16",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10364",
   "inspector":{
    "params":[
-    "CaseConditions",
-    "ShowDefaultCase",
-    "SampleTime",
-    "ZeroCross"
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
    ],
    "values":[
-    "{VLT_MODE, SPD_MODE, TRQ_MODE}",
-    "on",
-    "-1",
-    "on"
+    "r_nLimProtMax",
+    "local",
+    "Tag"
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-    "Parameter Attributes",
-    "-Other"
+    "Parameter Attributes"
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-   "tabs_idx":[
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-    2
-   ]
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@@ -957,16 +937,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8834",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10722",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto14",
-  "label":"Goto14",
+  "name":"Goto15",
+  "label":"Goto15",
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   "inspector":{
    "params":[
@@ -975,7 +955,7 @@
     "IconDisplay"
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-    "Vq_Vlt",
+    "r_iqLimProtMax",
     "local",
     "Tag"
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@@ -995,11 +975,11 @@
   }
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  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10427",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10425",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto13",
-  "label":"Goto13",
+  "name":"Goto9",
+  "label":"Goto9",
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   "inspector":{
    "params":[
@@ -1008,7 +988,7 @@
     "IconDisplay"
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    "values":[
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+    "iq_min",
     "local",
     "Tag"
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@@ -1028,11 +1008,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8831",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8834",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto11",
-  "label":"Goto11",
+  "name":"Goto14",
+  "label":"Goto14",
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   "inspector":{
    "params":[
@@ -1041,7 +1021,7 @@
     "IconDisplay"
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-    "Vq_Trq",
+    "Vq_Vlt",
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     "Tag"
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@@ -1094,25 +1074,37 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10030",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9715",
+  "className":"Simulink.If",
   "icon":"WebViewIcon3",
-  "name":"From9",
-  "label":"From9",
+  "name":"If1",
+  "label":"If1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10364",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "NumInputs",
+    "IfExpression",
+    "ElseIfExpressions",
+    "ShowElse",
+    "SampleTime",
+    "ZeroCross"
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    "values":[
-    "r_inpTgtSca",
-    "Tag"
+    "1",
+    "u1 ~= 0",
+    "",
+    "off",
+    "-1",
+    "on"
    ],
    "tabs":[
-    "Parameter Attributes"
+    "Parameter Attributes",
+    "-Other"
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-   "tabs_idx":0
+   "tabs_idx":[
+    0,
+    4
+   ]
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   "viewer":{
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@@ -1120,16 +1112,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"If",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8823",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10030",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From67",
-  "label":"From67",
+  "name":"From9",
+  "label":"From9",
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   "inspector":{
    "params":[
@@ -1137,7 +1129,7 @@
     "IconDisplay"
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    "values":[
-    "Vq_nLimProtMax",
+    "r_inpTgtSca",
     "Tag"
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    "tabs":[
@@ -1156,11 +1148,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10367",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8816",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From6",
-  "label":"From6",
+  "name":"From60",
+  "label":"From60",
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   "inspector":{
    "params":[
@@ -1168,7 +1160,7 @@
     "IconDisplay"
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    "values":[
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+    "iq_min",
     "Tag"
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@@ -1187,11 +1179,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8813",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10367",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From58",
-  "label":"From58",
+  "name":"From6",
+  "label":"From6",
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   "inspector":{
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@@ -1199,7 +1191,7 @@
     "IconDisplay"
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+    "Vq",
     "Tag"
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@@ -1218,11 +1210,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8812",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8814",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From57",
-  "label":"From57",
+  "name":"From59",
+  "label":"From59",
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   "inspector":{
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@@ -1230,7 +1222,7 @@
     "IconDisplay"
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+    "iq_max",
     "Tag"
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@@ -1249,11 +1241,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8814",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8813",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From59",
-  "label":"From59",
+  "name":"From58",
+  "label":"From58",
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   "inspector":{
    "params":[
@@ -1261,7 +1253,7 @@
     "IconDisplay"
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    "values":[
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+    "id_min",
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@@ -1280,42 +1272,108 @@
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-  "className":"Simulink.From",
-  "icon":"WebViewIcon3",
-  "name":"From53",
-  "label":"From53",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9029",
+  "className":"Simulink.SubSystem",
+  "icon":"WebViewIcon1",
+  "name":"Open_Mode",
+  "label":"Open_Mode",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10364",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "ShowPortLabels",
+    "Permissions",
+    "ErrorFcn",
+    "PermitHierarchicalResolution",
+    "TreatAsAtomicUnit",
+    "TreatAsGroupedWhenPropagatingVariantConditions",
+    "ActiveVariant",
+    "ActiveVariantBlock",
+    "AllowZeroVariantControls",
+    "BlockChoice",
+    "FunctionInterfaceSpec",
+    "FunctionWithSeparateData",
+    "GeneratePreprocessorConditionals",
+    "IsSubsystemVirtual",
+    "MemberBlocks",
+    "MinAlgLoopOccurrences",
+    "OverrideUsingVariant",
+    "PropExecContextOutsideSubsystem",
+    "PropagateVariantConditions",
+    "RTWFcnName",
+    "RTWFcnNameOpts",
+    "RTWFileName",
+    "RTWFileNameOpts",
+    "RTWMemSecDataConstants",
+    "RTWMemSecDataInternal",
+    "RTWMemSecDataParameters",
+    "RTWMemSecFuncExecute",
+    "RTWMemSecFuncInitTerm",
+    "RTWSystemCode",
+    "SystemSampleTime",
+    "TemplateBlock",
+    "Variant",
+    "VariantControl"
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    "values":[
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-    "Tag"
+    "FromPortIcon",
+    "ReadWrite",
+    "",
+    "All",
+    "off",
+    "on",
+    "",
+    "",
+    "off",
+    "",
+    "void_void",
+    "off",
+    "off",
+    "off",
+    "",
+    "off",
+    "",
+    "off",
+    "off",
+    "",
+    "Auto",
+    "",
+    "Auto",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Auto",
+    "-1",
+    "",
+    "off",
+    ""
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    "tabs":[
-    "Parameter Attributes"
+    "Main",
+    "-Other"
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-   "tabs_idx":0
+   "tabs_idx":[
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+    6
+   ]
   },
   "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
+   "jshandler":"webview/handlers/ContainerHandler"
   },
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"SubSystem",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10742",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8812",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From5",
-  "label":"From5",
+  "name":"From57",
+  "label":"From57",
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   "inspector":{
    "params":[
@@ -1323,7 +1381,7 @@
     "IconDisplay"
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    "values":[
-    "r_inpTgtScaAbs",
+    "id_max",
     "Tag"
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@@ -1342,19 +1400,21 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8803",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8831",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From48",
-  "label":"From48",
+  "name":"Goto11",
+  "label":"Goto11",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10364",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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    "values":[
     "Vq_Trq",
+    "local",
     "Tag"
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    "tabs":[
@@ -1368,16 +1428,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10722",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8841",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto15",
-  "label":"Goto15",
+  "name":"Goto20",
+  "label":"Goto20",
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   "inspector":{
    "params":[
@@ -1386,7 +1446,7 @@
     "IconDisplay"
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    "values":[
-    "r_iqLimProtMax",
+    "Vd",
     "local",
     "Tag"
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@@ -1406,21 +1466,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10419",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8803",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
+  "name":"From48",
+  "label":"From48",
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "Vq_min",
-    "local",
+    "Vq_Trq",
     "Tag"
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@@ -1434,16 +1492,16 @@
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-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8793",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8802",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From38",
-  "label":"From38",
+  "name":"From47",
+  "label":"From47",
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   "inspector":{
    "params":[
@@ -1451,7 +1509,7 @@
     "IconDisplay"
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    "values":[
-    "Vq_max",
+    "Vq_Spd",
     "Tag"
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@@ -1470,11 +1528,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8824",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10730",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From68",
-  "label":"From68",
+  "name":"From4",
+  "label":"From4",
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   "inspector":{
    "params":[
@@ -1482,7 +1540,7 @@
     "IconDisplay"
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-    "iq_limProtErr",
+    "r_nLimProtMax",
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@@ -1501,11 +1559,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8792",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8799",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From37",
-  "label":"From37",
+  "name":"From44",
+  "label":"From44",
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@@ -1513,7 +1571,7 @@
     "IconDisplay"
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-    "r_inpTgtSca",
+    "Vq_min",
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@@ -1532,11 +1590,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8791",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8793",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From36",
-  "label":"From36",
+  "name":"From38",
+  "label":"From38",
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@@ -1544,7 +1602,7 @@
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+    "Vq_max",
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@@ -1563,21 +1621,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8832",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8804",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto12",
-  "label":"Goto12",
+  "name":"From49",
+  "label":"From49",
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "Vq_Spd",
-    "local",
+    "Vq_Open",
     "Tag"
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@@ -1591,16 +1647,16 @@
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   "finder":{
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+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10724",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8791",
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   "icon":"WebViewIcon3",
-  "name":"From3",
-  "label":"From3",
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@@ -1608,7 +1664,7 @@
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+    "n_mot",
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@@ -1627,11 +1683,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8777",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8824",
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   "icon":"WebViewIcon3",
-  "name":"From20",
-  "label":"From20",
+  "name":"From68",
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@@ -1639,7 +1695,7 @@
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+    "iq_limProtErr",
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@@ -1658,11 +1714,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10730",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10724",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From4",
-  "label":"From4",
+  "name":"From3",
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@@ -1670,7 +1726,7 @@
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+    "r_iqLimProtMax",
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@@ -1689,19 +1745,21 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8774",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10418",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From18",
-  "label":"From18",
+  "name":"Goto4",
+  "label":"Goto4",
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     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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+    "Vq_max",
+    "local",
     "Tag"
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@@ -1715,16 +1773,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8771",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8779",
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   "icon":"WebViewIcon3",
-  "name":"From14",
-  "label":"From14",
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@@ -1732,7 +1790,7 @@
     "IconDisplay"
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+    "z_ctrlMod",
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@@ -1751,21 +1809,19 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8809",
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@@ -1779,24 +1835,26 @@
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-  "className":"Simulink.From",
-  "icon":"WebViewIcon3",
-  "name":"From1",
-  "label":"From1",
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     "IconDisplay"
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@@ -1938,16 +1901,16 @@
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8765",
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-  "name":"From",
-  "label":"From",
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@@ -1955,7 +1918,7 @@
     "IconDisplay"
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@@ -1974,11 +1937,11 @@
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   "icon":"WebViewIcon3",
-  "name":"From54",
-  "label":"From54",
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@@ -1986,7 +1949,7 @@
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@@ -2005,20 +1968,20 @@
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+  "className":"Simulink.From",
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-  "name":"Action Port",
-  "label":"Action Port",
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   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:10364",
   "inspector":{
    "params":[
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-    "PropagateVarSize"
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-    "Only when execution is resumed"
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@@ -2031,7 +1994,7 @@
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@@ -2103,11 +2066,73 @@
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   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"iq_limProtErr",
-  "label":"iq_limProtErr",
+  "name":"r_iqLimProtMax",
+  "label":"r_iqLimProtMax",
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@@ -2130,7 +2155,7 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10720",
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   "icon":"WebViewIcon3",
-  "name":"r_iqLimProtMax",
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@@ -2197,7 +2222,7 @@
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@@ -2237,11 +2262,42 @@
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@@ -2264,7 +2320,7 @@
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-  "icon":"WebViewIcon3",
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-  "label":"iq_max",
+  "name":"Action Port",
+  "label":"Action Port",
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@@ -2433,16 +2386,16 @@
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@@ -2450,7 +2403,7 @@
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@@ -2469,86 +2422,21 @@
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   "icon":"WebViewIcon3",
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-  "label":"From25",
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     "IconDisplay"
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@@ -2562,24 +2450,26 @@
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@@ -2593,24 +2483,26 @@
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@@ -2624,7 +2516,7 @@
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@@ -2696,21 +2588,19 @@
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@@ -2724,16 +2614,96 @@
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-  "label":"Vq_max",
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@@ -2756,7 +2726,7 @@
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@@ -2796,11 +2766,11 @@
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@@ -2823,7 +2793,7 @@
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@@ -2906,7 +2912,7 @@
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@@ -3035,7 +3041,7 @@
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@@ -3179,7 +3154,7 @@
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@@ -3219,50 +3194,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10734",
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   "icon":"WebViewIcon3",
-  "name":"r_inpTgtScaAbs",
-  "label":"r_inpTgtScaAbs",
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@@ -3285,7 +3221,7 @@
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@@ -3325,11 +3261,11 @@
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@@ -3337,7 +3273,7 @@
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@@ -3356,196 +3292,100 @@
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-  "label":"Open_Mode",
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+  "label":"r_inpTgtScaAbs",
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@@ -3617,11 +3457,73 @@
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@@ -3644,7 +3546,7 @@
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@@ -3684,11 +3586,11 @@
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-  "name":"Goto2",
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@@ -3697,7 +3599,7 @@
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@@ -3717,11 +3619,11 @@
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@@ -3730,7 +3632,7 @@
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@@ -3750,11 +3652,11 @@
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@@ -3777,7 +3679,7 @@
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@@ -3817,11 +3719,42 @@
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-  "name":"n_mot",
-  "label":"n_mot",
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@@ -3844,7 +3777,7 @@
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@@ -3951,11 +3884,11 @@
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-  "label":"r_inpTgtSca",
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@@ -3978,7 +3911,74 @@
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+   "values":[
+    "11",
     "Port number",
     "[]",
     "[]",
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index 1061140..40a53a5 100644
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10454_2816_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10454_2816_d.json
index 3bbedfe..71919eb 100644
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-  "label":"Equal1",
+  "name":"DataTypeConv4",
+  "label":"DataTypeConv4",
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-    "Operator",
-    "InputSameDT",
+    "OutMin",
+    "OutMax",
     "OutDataTypeStr",
+    "LockScale",
+    "ConvertRealWorld",
     "RndMeth",
-    "SampleTime",
-    "ZeroCross"
+    "SaturateOnIntegerOverflow",
+    "SampleTime"
    ],
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+    "[]",
+    "[]",
+    "int8",
     "on",
-    "Inherit: Logical (see Configuration Parameters: Optimization)",
+    "Real World Value (RWV)",
     "Zero",
-    "-1",
-    "on"
+    "off",
+    "-1"
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index e96628f..31eba4d 100644
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10454:2846",
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-  "label":"Goto6",
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@@ -407,16 +261,16 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10454:2794",
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   "icon":"WebViewIcon3",
-  "name":"Goto1",
-  "label":"Goto1",
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@@ -425,7 +279,7 @@
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@@ -445,11 +299,11 @@
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@@ -457,7 +311,7 @@
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-  "label":"From1",
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@@ -502,30 +358,56 @@
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@@ -733,12 +744,13 @@
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@@ -965,11 +1001,42 @@
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-  "name":"I",
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@@ -992,7 +1059,7 @@
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index 9c5fdc9..df6125b 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10566_d.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10566_d.json
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-  "label":"Goto7",
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   "inspector":{
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-    "TagVisibility",
-    "IconDisplay"
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+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "RndMeth",
+    "SaturateOnIntegerOverflow",
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+    "CollapseMode",
+    "SampleTime"
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@@ -465,11 +377,11 @@
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   "icon":"WebViewIcon3",
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+  "name":"Goto2",
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@@ -529,11 +441,11 @@
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@@ -606,7 +520,7 @@
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@@ -667,7 +583,7 @@
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@@ -964,16 +950,16 @@
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@@ -996,7 +982,7 @@
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@@ -1123,7 +1108,7 @@
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+    "OutDataTypeStr",
+    "LockScale",
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "InputConnect",
+    "Interpolate",
+    "LatchByDelayingOutsideSignal",
+    "LatchInputForFeedbackSignals",
+    "OutputFunctionCall"
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-    "Only when execution is resumed"
+    "2",
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+    "[]",
+    "[]",
+    "Inherit: auto",
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+    "inherit",
+    "-1",
+    "Inherit",
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+    "",
+    "on",
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10591",
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-  "label":"Divide1",
+  "name":"Action Port",
+  "label":"Action Port",
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-    "LockScale",
-    "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "CollapseDim",
-    "CollapseMode",
-    "SampleTime"
+    "InitializeStates",
+    "PropagateVarSize"
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-    "off",
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.svg b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.svg
new file mode 100644
index 0000000..48511e5
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+  <g fill="none" stroke="black" stroke-width="1" fill-rule="evenodd" stroke-linecap="square" stroke-linejoin="bevel">
+    <!--RAWSTRING-->
+    <g id="background" pointer-events="none">
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+    <!--RAWSTRING-->
+    <g id="BLDCmotorControl_FOC_R2017b_fixdt:11017">
+      <!--RAWSTRING-->
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+  <!--generated on windows @ 2019-12-30 21:36:53 W. Europe Standard Time-->
+</svg>
diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_29_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_29_d.json
index 6924cf8..31a209f 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_29_d.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_29_d.json
@@ -98,11 +98,11 @@
   ]
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10192",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9307",
   "className":"Simulink.Annotation",
   "icon":"WebViewIcon2",
-  "name":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#00b050;\">Task1</span><span style=\" font-size:10px; color:#ff0000;\">: Diagnostics + Control_Manager<br /></span><span style=\" font-size:10px; font-weight:600; color:#0000ff;\">Task2</span><span style=\" font-size:10px; color:#ff0000;\">: Field Weakening + Limitations<br /></span><span style=\" font-size:10px; font-weight:600; color:#ff00ff;\">Task3</span><span style=\" font-size:10px; color:#ff0000;\">: PI Controllers in FOC</span></p></body></html>",
-  "label":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#00b050;\">Task1</span><span style=\" font-size:10px; color:#ff0000;\">: Diagnostics + Control_Manager<br /></span><span style=\" font-size:10px; font-weight:600; color:#0000ff;\">Task2</span><span style=\" font-size:10px; color:#ff0000;\">: Field Weakening + Limitations<br /></span><span style=\" font-size:10px; font-weight:600; color:#ff00ff;\">Task3</span><span style=\" font-size:10px; color:#ff0000;\">: PI Controllers in FOC</span></p></body></html>",
+  "name":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#000000;\">The rotor position is implemented based on the following table:</span></p></body></html>",
+  "label":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#000000;\">The rotor position is implemented based on the following table:</span></p></body></html>",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
@@ -120,7 +120,7 @@
     "ClickFcn"
    ],
    "values":[
-    "<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\n</style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#00b050;\">Task1</span><span style=\" font-size:10px; color:#ff0000;\">: Diagnostics + Control_Manager<br /></span><span style=\" font-size:10px; font-weight:600; color:#0000ff;\">Task2</span><span style=\" font-size:10px; color:#ff0000;\">: Field Weakening + Limitations<br /></span><span style=\" font-size:10px; font-weight:600; color:#ff00ff;\">Task3</span><span style=\" font-size:10px; color:#ff0000;\">: PI Controllers in FOC</span></p></body></html>",
+    "<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\n</style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#000000;\">The rotor position is implemented based on the following table:</span></p></body></html>",
     "off",
     "rich",
     "auto",
@@ -147,11 +147,11 @@
   ]
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9307",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10192",
   "className":"Simulink.Annotation",
   "icon":"WebViewIcon2",
-  "name":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#000000;\">The rotor position is implemented based on the following table:</span></p></body></html>",
-  "label":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#000000;\">The rotor position is implemented based on the following table:</span></p></body></html>",
+  "name":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#00aa00;\">Task1</span><span style=\" font-size:10px; color:#00aa00;\">: Diagnostics + Control_Manager</span><span style=\" font-size:10px; color:#ff0000;\"><br /></span><span style=\" font-size:10px; font-weight:600; color:#0000ff;\">Task2</span><span style=\" font-size:10px; color:#0000ff;\">: Field Weakening + Limitations</span><span style=\" font-size:10px; color:#ff0000;\"><br /></span><span style=\" font-size:10px; font-weight:600; color:#ff007f;\">Task3</span><span style=\" font-size:10px; color:#ff007f;\">: PI Controllers in FOC</span></p></body></html>",
+  "label":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\"> <html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\"> p, li { white-space: pre-wrap; } </style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\"> <p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#00aa00;\">Task1</span><span style=\" font-size:10px; color:#00aa00;\">: Diagnostics + Control_Manager</span><span style=\" font-size:10px; color:#ff0000;\"><br /></span><span style=\" font-size:10px; font-weight:600; color:#0000ff;\">Task2</span><span style=\" font-size:10px; color:#0000ff;\">: Field Weakening + Limitations</span><span style=\" font-size:10px; color:#ff0000;\"><br /></span><span style=\" font-size:10px; font-weight:600; color:#ff007f;\">Task3</span><span style=\" font-size:10px; color:#ff007f;\">: PI Controllers in FOC</span></p></body></html>",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
@@ -169,7 +169,7 @@
     "ClickFcn"
    ],
    "values":[
-    "<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\n</style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#000000;\">The rotor position is implemented based on the following table:</span></p></body></html>",
+    "<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\n</style></head><body style=\" font-family:'Helvetica'; font-size:10px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\"><span style=\" font-size:10px; font-weight:600; color:#00aa00;\">Task1</span><span style=\" font-size:10px; color:#00aa00;\">: Diagnostics + Control_Manager</span><span style=\" font-size:10px; color:#ff0000;\"><br /></span><span style=\" font-size:10px; font-weight:600; color:#0000ff;\">Task2</span><span style=\" font-size:10px; color:#0000ff;\">: Field Weakening + Limitations</span><span style=\" font-size:10px; color:#ff0000;\"><br /></span><span style=\" font-size:10px; font-weight:600; color:#ff007f;\">Task3</span><span style=\" font-size:10px; color:#ff007f;\">: PI Controllers in FOC</span></p></body></html>",
     "off",
     "rich",
     "auto",
@@ -275,6 +275,86 @@
    "masktype":""
   }
  },
+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9305",
+  "className":"Simulink.Outport",
+  "icon":"WebViewIcon3",
+  "name":"r_devSignal1",
+  "label":"r_devSignal1",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
+  "inspector":{
+   "params":[
+    "Port",
+    "IconDisplay",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
+    "SignalName",
+    "SignalObject",
+    "SourceOfInitialOutputValue",
+    "StorageClass",
+    "VectorParamsAs1DForOutWhenUnconnected"
+   ],
+   "values":[
+    "7",
+    "Port number",
+    "[]",
+    "[]",
+    "Inherit: auto",
+    "off",
+    "inherit",
+    "-1",
+    "Inherit",
+    "-1",
+    "auto",
+    "off",
+    "off",
+    "0",
+    "off",
+    "reset",
+    "off",
+    "0",
+    "",
+    [
+    ],
+    "Dialog",
+    "Auto",
+    "off"
+   ],
+   "tabs":[
+    "Main",
+    "Signal Attributes",
+    "-Other"
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+   "tabs_idx":[
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+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
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+  "obj_viewer":[
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+  "finder":{
+   "blocktype":"Outport",
+   "masktype":""
+  }
+ },
  {
   "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9304",
   "className":"Simulink.Outport",
@@ -516,32 +596,63 @@
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  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10064",
-  "className":"Simulink.Constant",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9300",
+  "className":"Simulink.Outport",
   "icon":"WebViewIcon3",
-  "name":"b_fieldWeakEna",
-  "label":"b_fieldWeakEna",
+  "name":"DC_phaB",
+  "label":"DC_phaB",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
-    "Value",
-    "VectorParams1D",
-    "SampleTime",
+    "Port",
+    "IconDisplay",
     "OutMin",
     "OutMax",
     "OutDataTypeStr",
     "LockScale",
-    "FramePeriod"
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
+    "SignalName",
+    "SignalObject",
+    "SourceOfInitialOutputValue",
+    "StorageClass",
+    "VectorParamsAs1DForOutWhenUnconnected"
    ],
    "values":[
-    "b_fieldWeakEna",
-    "on",
-    "inf",
+    "2",
+    "Port number",
     "[]",
     "[]",
-    "boolean",
+    "Inherit: auto",
     "off",
-    "inf"
+    "inherit",
+    "-1",
+    "Inherit",
+    "-1",
+    "auto",
+    "off",
+    "off",
+    "[]",
+    "off",
+    "held",
+    "off",
+    "0",
+    "",
+    [
+    ],
+    "Dialog",
+    "Auto",
+    "off"
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    "tabs":[
     "Main",
@@ -550,8 +661,8 @@
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    "tabs_idx":[
     0,
-    3,
-    7
+    2,
+    11
    ]
   },
   "viewer":{
@@ -560,16 +671,16 @@
   "obj_viewer":[
   ],
   "finder":{
-   "blocktype":"Constant",
+   "blocktype":"Outport",
    "masktype":""
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9297",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9298",
   "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"b_diagEna",
-  "label":"b_diagEna",
+  "name":"z_ctrlTypSel1",
+  "label":"z_ctrlTypSel1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
@@ -583,12 +694,12 @@
     "FramePeriod"
    ],
    "values":[
-    "b_diagEna",
+    "z_ctrlTypSel",
     "on",
     "inf",
     "[]",
     "[]",
-    "boolean",
+    "uint8",
     "off",
     "inf"
    ],
@@ -614,20 +725,42 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9441",
-  "className":"Simulink.Terminator",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9297",
+  "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"Terminator",
-  "label":"Terminator",
+  "name":"b_diagEna",
+  "label":"b_diagEna",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
+    "Value",
+    "VectorParams1D",
+    "SampleTime",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "FramePeriod"
    ],
    "values":[
+    "b_diagEna",
+    "on",
+    "inf",
+    "[]",
+    "[]",
+    "boolean",
+    "off",
+    "inf"
    ],
    "tabs":[
+    "Main",
+    "Signal Attributes",
+    "-Other"
    ],
    "tabs_idx":[
+    0,
+    3,
+    7
    ]
   },
   "viewer":{
@@ -636,7 +769,7 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Terminator",
+   "blocktype":"Constant",
    "masktype":""
   }
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@@ -738,46 +871,38 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10751",
-  "className":"Simulink.Saturate",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10156",
+  "className":"Simulink.RelationalOperator",
   "icon":"WebViewIcon3",
-  "name":"Saturation1",
-  "label":"Saturation1",
+  "name":"Relational Operator1",
+  "label":"Relational Operator1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
-    "UpperLimit",
-    "LowerLimit",
-    "LinearizeAsGain",
-    "OutMin",
-    "OutMax",
+    "Operator",
+    "InputSameDT",
     "OutDataTypeStr",
-    "LockScale",
     "RndMeth",
     "SampleTime",
     "ZeroCross"
    ],
    "values":[
-    "1700",
-    "-1700",
-    "on",
-    "[]",
-    "[]",
-    "fixdt(1,16,4)",
+    "~=",
     "off",
-    "Floor",
+    "boolean",
+    "Simplest",
     "-1",
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    ],
    "tabs":[
     "Main",
-    "Signal Attributes",
+    "Data Type",
     "-Other"
    ],
    "tabs_idx":[
     0,
-    3,
-    8
+    1,
+    4
    ]
   },
   "viewer":{
@@ -786,7 +911,7 @@
   "obj_viewer":[
   ],
   "finder":{
-   "blocktype":"Saturate",
+   "blocktype":"RelationalOperator",
    "masktype":""
   }
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@@ -931,37 +1056,27 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9290",
-  "className":"Simulink.If",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9281",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"If1",
-  "label":"If1",
+  "name":"Goto5",
+  "label":"Goto5",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
-    "NumInputs",
-    "IfExpression",
-    "ElseIfExpressions",
-    "ShowElse",
-    "SampleTime",
-    "ZeroCross"
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
    ],
    "values":[
-    "1",
-    "u1 == CTRL_FOC",
-    "",
-    "off",
-    "-1",
-    "on"
+    "b_hallB",
+    "local",
+    "Tag"
    ],
    "tabs":[
-    "Parameter Attributes",
-    "-Other"
+    "Parameter Attributes"
    ],
-   "tabs_idx":[
-    0,
-    4
-   ]
+   "tabs_idx":0
   },
   "viewer":{
    "jshandler":"webview/handlers/ElementHandler"
@@ -969,16 +1084,16 @@
   "obj_viewer":[
   ],
   "finder":{
-   "blocktype":"If",
+   "blocktype":"Goto",
    "masktype":""
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9934",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9280",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto7",
-  "label":"Goto7",
+  "name":"Goto4",
+  "label":"Goto4",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
@@ -987,7 +1102,7 @@
     "IconDisplay"
    ],
    "values":[
-    "z_dir",
+    "z_posRaw",
     "local",
     "Tag"
    ],
@@ -1040,11 +1155,11 @@
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   "icon":"WebViewIcon3",
-  "name":"Goto28",
-  "label":"Goto28",
+  "name":"Goto24",
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@@ -1053,7 +1168,7 @@
     "IconDisplay"
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-    "b_motEna",
+    "DC_phaB",
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     "Tag"
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@@ -1073,11 +1188,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9286",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9283",
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   "icon":"WebViewIcon3",
-  "name":"Goto25",
-  "label":"Goto25",
+  "name":"Goto23",
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@@ -1086,7 +1201,7 @@
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+    "z_pos",
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     "Tag"
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@@ -1106,11 +1221,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9283",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9272",
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   "icon":"WebViewIcon3",
-  "name":"Goto23",
-  "label":"Goto23",
+  "name":"Goto2",
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@@ -1119,7 +1234,7 @@
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@@ -1139,11 +1254,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10189",
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-  "label":"Goto20",
+  "name":"Goto18",
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@@ -1152,7 +1267,7 @@
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@@ -1172,74 +1287,27 @@
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-    "OutputWhenUnconnectedValue",
-    "SignalName",
-    "SignalObject",
-    "SourceOfInitialOutputValue",
-    "StorageClass",
-    "VectorParamsAs1DForOutWhenUnconnected"
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@@ -1247,16 +1315,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10188",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9276",
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   "icon":"WebViewIcon3",
-  "name":"Goto19",
-  "label":"Goto19",
+  "name":"Goto15",
+  "label":"Goto15",
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@@ -1265,7 +1333,7 @@
     "IconDisplay"
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+    "i_phaBC",
     "local",
     "Tag"
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@@ -1285,27 +1353,37 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10187",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9290",
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   "icon":"WebViewIcon3",
-  "name":"Goto18",
-  "label":"Goto18",
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-    "TagVisibility",
-    "IconDisplay"
+    "NumInputs",
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+    "ZeroCross"
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@@ -1313,16 +1391,16 @@
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+   "blocktype":"If",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9277",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9275",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto16",
-  "label":"Goto16",
+  "name":"Goto14",
+  "label":"Goto14",
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@@ -1331,7 +1409,7 @@
     "IconDisplay"
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-    "z_ctrlModReq",
+    "a_elecAngle",
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     "Tag"
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@@ -1351,11 +1429,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9275",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9456",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto14",
-  "label":"Goto14",
+  "name":"Goto12",
+  "label":"Goto12",
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   "inspector":{
    "params":[
@@ -1364,7 +1442,7 @@
     "IconDisplay"
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-    "a_elecAngle",
+    "VqFinPrev",
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@@ -1384,27 +1462,37 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9274",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10139",
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   "icon":"WebViewIcon3",
-  "name":"Goto13",
-  "label":"Goto13",
+  "name":"If3",
+  "label":"If3",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
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-    "TagVisibility",
-    "IconDisplay"
+    "NumInputs",
+    "IfExpression",
+    "ElseIfExpressions",
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+    "SampleTime",
+    "ZeroCross"
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    "values":[
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-    "local",
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+    "on"
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    "tabs":[
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+    "Parameter Attributes",
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@@ -1412,16 +1500,16 @@
   "obj_viewer":[
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+   "blocktype":"If",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9278",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9287",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto17",
-  "label":"Goto17",
+  "name":"Goto26",
+  "label":"Goto26",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
@@ -1430,7 +1518,7 @@
     "IconDisplay"
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    "values":[
-    "n_motAbs",
+    "DC_phaA",
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     "Tag"
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@@ -1483,19 +1571,21 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10159",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9271",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
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-  "label":"From9",
+  "name":"Goto10",
+  "label":"Goto10",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "z_ctrlTypSel",
+    "r_devSignal1",
+    "local",
     "Tag"
    ],
    "tabs":[
@@ -1509,78 +1599,202 @@
   "obj_viewer":[
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-  "className":"Simulink.From",
-  "icon":"WebViewIcon3",
-  "name":"From8",
-  "label":"From8",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:11017",
+  "className":"Simulink.SubSystem",
+  "icon":"WebViewIcon1",
+  "name":"Motor_winding",
+  "label":"Motor_winding",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
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-    "IconDisplay"
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-    "Tag"
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+    "TemplateBlock",
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+   "jshandler":"webview/handlers/ContainerHandler"
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-  "className":"Simulink.From",
-  "icon":"WebViewIcon3",
-  "name":"From7",
-  "label":"From7",
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+  "label":"Implemented_control_methods",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
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-    "IconDisplay"
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   "viewer":{
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+   "jshandler":"webview/handlers/ContainerHandler"
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+   "blocktype":"SubSystem",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9250",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10159",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From6",
-  "label":"From6",
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@@ -1607,11 +1821,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9262",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9263",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From45",
-  "label":"From45",
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   "inspector":{
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@@ -1619,7 +1833,7 @@
     "IconDisplay"
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-    "r_devSignal2",
+    "r_devSignal1",
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@@ -1638,21 +1852,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9269",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10692",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto",
-  "label":"Goto",
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+  "label":"From39",
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     "GotoTag",
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     "IconDisplay"
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     "Tag"
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@@ -1666,16 +1878,16 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10355",
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@@ -1683,7 +1895,7 @@
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@@ -1702,25 +1914,37 @@
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@@ -1728,16 +1952,16 @@
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-  "name":"From37",
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@@ -1745,7 +1969,7 @@
     "IconDisplay"
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@@ -1764,11 +1988,11 @@
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@@ -1776,7 +2000,7 @@
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@@ -1795,12 +2019,12 @@
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@@ -1808,7 +2032,7 @@
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@@ -1828,11 +2052,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9258",
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-  "name":"From34",
-  "label":"From34",
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@@ -1840,7 +2064,7 @@
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@@ -1859,21 +2083,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9282",
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-  "name":"Goto8",
-  "label":"Goto8",
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@@ -1887,16 +2109,16 @@
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-  "label":"From32",
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@@ -1904,7 +2126,7 @@
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@@ -1923,11 +2145,11 @@
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-  "label":"From31",
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@@ -1935,7 +2157,7 @@
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@@ -1954,11 +2176,11 @@
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-  "label":"From29",
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@@ -1966,7 +2188,7 @@
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@@ -1985,11 +2207,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9287",
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   "icon":"WebViewIcon3",
-  "name":"Goto26",
-  "label":"Goto26",
+  "name":"Goto9",
+  "label":"Goto9",
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@@ -1998,7 +2220,7 @@
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@@ -2018,11 +2240,11 @@
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-  "label":"From28",
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@@ -2030,7 +2252,7 @@
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-  "label":"From26",
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     "IconDisplay"
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@@ -2075,24 +2299,26 @@
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-  "label":"From23",
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+  "label":"Goto19",
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@@ -2123,7 +2349,7 @@
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@@ -2142,11 +2368,11 @@
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-  "label":"From21",
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@@ -2154,7 +2380,7 @@
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@@ -2173,11 +2399,11 @@
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@@ -2185,7 +2411,7 @@
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@@ -2216,7 +2442,7 @@
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@@ -2247,7 +2473,7 @@
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@@ -2278,7 +2504,7 @@
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-  "label":"From17",
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@@ -2309,7 +2535,7 @@
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-  "name":"From14",
-  "label":"From14",
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@@ -2340,7 +2566,7 @@
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@@ -2371,7 +2597,7 @@
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@@ -2402,7 +2628,7 @@
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+  "label":"Goto28",
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-  "name":"From10",
-  "label":"From10",
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@@ -2495,7 +2723,7 @@
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@@ -2611,11 +2839,11 @@
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@@ -2623,7 +2851,7 @@
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@@ -2654,7 +2882,7 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10751",
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-  "name":"Goto15",
-  "label":"Goto15",
+  "name":"Saturation1",
+  "label":"Saturation1",
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-    "TagVisibility",
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+    "LockScale",
+    "RndMeth",
+    "SampleTime",
+    "ZeroCross"
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@@ -2718,7 +2966,7 @@
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@@ -2737,108 +2985,42 @@
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-  "label":"F04_Field_Weakening",
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@@ -2846,7 +3028,7 @@
     "IconDisplay"
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@@ -2865,11 +3047,44 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10191",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9278",
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+  "icon":"WebViewIcon3",
+  "name":"Goto17",
+  "label":"Goto17",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
+  "inspector":{
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+    "IconDisplay"
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+   "tabs":[
+    "Parameter Attributes"
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+   "tabs_idx":0
+  },
+  "viewer":{
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   "icon":"WebViewIcon3",
-  "name":"From",
-  "label":"From",
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@@ -2877,7 +3092,7 @@
     "IconDisplay"
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+    "VqFinPrev",
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@@ -2896,21 +3111,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9288",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9930",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto27",
-  "label":"Goto27",
+  "name":"From3",
+  "label":"From3",
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
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-    "n_mot",
-    "local",
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@@ -2924,16 +3137,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9245",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9251",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From13",
-  "label":"From13",
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@@ -2941,7 +3154,7 @@
     "IconDisplay"
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-    "i_phaBC",
+    "z_ctrlTypSel",
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@@ -3057,43 +3270,25 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9298",
-  "className":"Simulink.Constant",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9253",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"z_ctrlTypSel1",
-  "label":"z_ctrlTypSel1",
+  "name":"From22",
+  "label":"From22",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
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-    "VectorParams1D",
-    "SampleTime",
-    "OutMin",
-    "OutMax",
-    "OutDataTypeStr",
-    "LockScale",
-    "FramePeriod"
+    "GotoTag",
+    "IconDisplay"
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-    "on",
-    "inf",
-    "[]",
-    "[]",
-    "uint8",
-    "off",
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+    "a_elecAngle",
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-    "Signal Attributes",
-    "-Other"
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-    3,
-    7
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@@ -3101,26 +3296,24 @@
   "obj_viewer":[
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   "finder":{
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9285",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9418",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto24",
-  "label":"Goto24",
+  "name":"From4",
+  "label":"From4",
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   "inspector":{
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "DC_phaB",
-    "local",
+    "b_motStdStill",
     "Tag"
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@@ -3134,24 +3327,26 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10161",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10189",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From25",
-  "label":"From25",
+  "name":"Goto20",
+  "label":"Goto20",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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-    "n_motAbs",
+    "task3",
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     "Tag"
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@@ -3165,16 +3360,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8220",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "className":"Simulink.SubSystem",
   "icon":"WebViewIcon1",
-  "name":"F01_Estimations",
-  "label":"F01_Estimations",
+  "name":"F03_Control_Mode_Manager",
+  "label":"F03_Control_Mode_Manager",
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   "inspector":{
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@@ -3226,7 +3421,7 @@
     "void_void",
     "off",
     "off",
-    "on",
+    "off",
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@@ -3267,91 +3462,11 @@
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-  "icon":"WebViewIcon3",
-  "name":"Data Type Conversion7",
-  "label":"Data Type Conversion7",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
-  "inspector":{
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-    "OutMin",
-    "OutMax",
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-  "icon":"WebViewIcon3",
-  "name":"Goto4",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10160",
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   "icon":"WebViewIcon3",
-  "name":"From24",
-  "label":"From24",
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@@ -3359,7 +3474,7 @@
     "IconDisplay"
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-    "r_inpTgt",
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     "Tag"
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@@ -3378,58 +3493,108 @@
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-  "className":"Simulink.DataTypeConversion",
-  "icon":"WebViewIcon3",
-  "name":"Data Type Conversion5",
-  "label":"Data Type Conversion5",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10066",
+  "className":"Simulink.SubSystem",
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+  "label":"F04_Field_Weakening",
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-    "OutMax",
-    "OutDataTypeStr",
-    "LockScale",
-    "ConvertRealWorld",
-    "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "SampleTime"
+    "ShowPortLabels",
+    "Permissions",
+    "ErrorFcn",
+    "PermitHierarchicalResolution",
+    "TreatAsAtomicUnit",
+    "TreatAsGroupedWhenPropagatingVariantConditions",
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+    "ActiveVariantBlock",
+    "AllowZeroVariantControls",
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+    "FunctionInterfaceSpec",
+    "FunctionWithSeparateData",
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+    "MemberBlocks",
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     "-Other"
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+    6
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   "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
+   "jshandler":"webview/handlers/ContainerHandler"
   },
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   "finder":{
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+   "blocktype":"SubSystem",
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10065",
   "className":"Simulink.DataTypeConversion",
   "icon":"WebViewIcon3",
-  "name":"Data Type Conversion4",
-  "label":"Data Type Conversion4",
+  "name":"Data Type Conversion2",
+  "label":"Data Type Conversion2",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
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@@ -3445,11 +3610,11 @@
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@@ -3472,37 +3637,25 @@
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+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"If2",
-  "label":"If2",
+  "name":"From38",
+  "label":"From38",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
    "params":[
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-    "IfExpression",
-    "ElseIfExpressions",
-    "ShowElse",
-    "SampleTime",
-    "ZeroCross"
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-    "",
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@@ -3510,30 +3663,79 @@
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-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9299",
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   "icon":"WebViewIcon3",
-  "name":"From15",
-  "label":"From15",
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+  "label":"DC_phaA",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
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-    "IconDisplay"
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+    "OutMax",
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+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
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+    "SignalObject",
+    "SourceOfInitialOutputValue",
+    "StorageClass",
+    "VectorParamsAs1DForOutWhenUnconnected"
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+    "Main",
+    "Signal Attributes",
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@@ -3541,16 +3743,16 @@
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+   "blocktype":"Outport",
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   "icon":"WebViewIcon3",
-  "name":"Goto1",
-  "label":"Goto1",
+  "name":"Goto",
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@@ -3559,7 +3761,7 @@
     "IconDisplay"
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@@ -3579,25 +3781,41 @@
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-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8210",
+  "className":"Simulink.DataTypeConversion",
   "icon":"WebViewIcon3",
-  "name":"From1",
-  "label":"From1",
+  "name":"Data Type Conversion1",
+  "label":"Data Type Conversion1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
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-    "IconDisplay"
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+    "SaturateOnIntegerOverflow",
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@@ -3605,32 +3823,48 @@
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-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10154",
+  "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"Goto10",
-  "label":"Goto10",
+  "name":"CTRL_COMM2",
+  "label":"CTRL_COMM2",
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-    "TagVisibility",
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@@ -3638,125 +3872,122 @@
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-  "name":"DC_phaC",
-  "label":"DC_phaC",
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-    "SourceOfInitialOutputValue",
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-    "VectorParamsAs1DForOutWhenUnconnected"
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-    "Inherit from model",
-    "Auto",
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+    "Floor",
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-    "Main",
+    "Parameter Attributes",
     "-Other"
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+    7
    ]
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8203",
-  "className":"Simulink.Inport",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9301",
+  "className":"Simulink.Outport",
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-  "name":"r_inpTgt",
-  "label":"r_inpTgt",
+  "name":"DC_phaC",
+  "label":"DC_phaC",
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@@ -4666,11 +4793,17 @@
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-    "Interpolate",
-    "LatchByDelayingOutsideSignal",
-    "LatchInputForFeedbackSignals",
-    "OutputFunctionCall"
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+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
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+    "OutputWhenUnconnectedValue",
+    "SignalName",
+    "SignalObject",
+    "SourceOfInitialOutputValue",
+    "StorageClass",
+    "VectorParamsAs1DForOutWhenUnconnected"
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@@ -4685,10 +4818,17 @@
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@@ -4708,16 +4848,16 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8208",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8203",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"i_phaBC",
-  "label":"i_phaBC",
+  "name":"r_inpTgt",
+  "label":"r_inpTgt",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
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@@ -4740,7 +4880,7 @@
     "OutputFunctionCall"
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@@ -4780,11 +4920,11 @@
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   "icon":"WebViewIcon3",
-  "name":"z_ctrlModReq",
-  "label":"z_ctrlModReq",
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@@ -4807,7 +4947,7 @@
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     "[]",
@@ -4842,79 +4982,94 @@
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+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
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+    "IconDisplay"
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+  "className":"Simulink.From",
+  "icon":"WebViewIcon3",
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+    "Tag"
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9299",
-  "className":"Simulink.Outport",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9244",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"DC_phaA",
-  "label":"DC_phaA",
+  "name":"From12",
+  "label":"From12",
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-    "OutMin",
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-    "OutputWhenUnconnectedValue",
-    "SignalName",
-    "SignalObject",
-    "SourceOfInitialOutputValue",
-    "StorageClass",
-    "VectorParamsAs1DForOutWhenUnconnected"
+    "GotoTag",
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-    "off"
+    "i_phaAB",
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    "tabs":[
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-    "Signal Attributes",
-    "-Other"
+    "Parameter Attributes"
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-    2,
-    11
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@@ -4922,16 +5077,16 @@
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+   "blocktype":"From",
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9252",
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   "icon":"WebViewIcon3",
-  "name":"From18",
-  "label":"From18",
+  "name":"From8",
+  "label":"From8",
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   "inspector":{
    "params":[
@@ -4939,7 +5094,7 @@
     "IconDisplay"
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-    "b_motStdStill",
+    "b_hallA",
     "Tag"
    ],
    "tabs":[
@@ -4958,11 +5113,11 @@
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  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8207",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8202",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"i_phaAB",
-  "label":"i_phaAB",
+  "name":"z_ctrlModReq",
+  "label":"z_ctrlModReq",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
   "inspector":{
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@@ -4985,7 +5140,7 @@
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-    "7",
+    "2",
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     "[]",
@@ -5025,104 +5180,11 @@
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-  "icon":"WebViewIcon1",
-  "name":"Implemented_control_methods",
-  "label":"Implemented_control_methods",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
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-  "label":"From30",
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@@ -5130,7 +5192,7 @@
     "IconDisplay"
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+    "z_ctrlTypSel",
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@@ -5216,11 +5278,11 @@
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   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto2",
-  "label":"Goto2",
+  "name":"Goto25",
+  "label":"Goto25",
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@@ -5229,7 +5291,7 @@
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@@ -5249,11 +5311,42 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9281",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9248",
+  "className":"Simulink.From",
+  "icon":"WebViewIcon3",
+  "name":"From16",
+  "label":"From16",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
+  "inspector":{
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10158",
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   "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
+  "name":"Goto6",
+  "label":"Goto6",
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@@ -5262,7 +5355,7 @@
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+    "r_fieldWeak",
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     "Tag"
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@@ -5282,11 +5375,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10157",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10255",
   "className":"Simulink.Logic",
   "icon":"WebViewIcon3",
-  "name":"Logical Operator1",
-  "label":"Logical Operator1",
+  "name":"Logical Operator2",
+  "label":"Logical Operator2",
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@@ -5299,7 +5392,7 @@
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@@ -5327,11 +5420,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10255",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10157",
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-  "name":"Logical Operator2",
-  "label":"Logical Operator2",
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Q6bmZPxhjrbfg6cvdL0+97pl18ZVne12g0quRzr5Zz12bLJ+7E5wAwTg39tqTfHuK4fzXAvlFS7LHXD/YY43r1qkwZ9rssHufJnvGgPdOfqtSXZHqLTGdK2ibp3jFHBQAAAAAnvRWtJEovlG/V/Fwt1/WRNJhrA9Wr5VzWam6gSejNrPobphNm1jVJYGbVy+eZbPOHJe0ysy21BJHU+q6bJN2RWuwNrKpK6aM6pfr83HYfhhDWF0VxRK15cDZl+yvNwbNd0jOdKrZCCDuruXrMbEOfLb1G6bwQws7sT9dKsz71/hvQ876ULb8l/yAlKat2dDtSYm5OunZFWp1Vh5Z03eTPQxr/Vs0naibcvf57qfY/qyiKR9SaCyp/DvJn9Ta1tyY7505Jz6Sk6WS2z9wYIYT1KZl1q+YTanPPW1EUfVX8TU1Nbc7miXqy3T6p8vB4NX6P53NubiPRag4AgNXiU3NLTnUVAAAAAKyElW43d2/1olfS3jSPSFepquVwWu3Ycq7Wam7QSej7SkTl55C0P/voZUkz7n5Q0p2Sbqj+uPt+zScLto8zseLuD2dJrAfKsrwkVUO9WdJeteKckHT3KkgA9WOHWomO6s+nQwgvF0VxYNj482fSzCa77SvppU4fpCTlnmzTrhDCF6ampjaHEG5rNBqPar7i57qltDtLyaBdafmopAfU+s282GH/X0uJndn0fFbP6sFst13dkm5mdo5a13winfOWNM7hbLcPuvtjaiWHZjX/27gzrcvMtnRJSM3J28eZ2cNd4ppLOnVqOVef24hWcwAArBKme+X6blreqFLnjTkiAAAAADjprVi7OXe/vkpQpHZouwc4/AnNv9Rt23IubzWnASsDYozHiqI4mFrOTYYQtrVLYHVqZ5daenWqQNqXXoLvkqRGo/GLkla85VqKoUoQ3Zm3IUsvyXeHEJ6V9GnNV1TV43w8tQlbN2i11gqaSBVdF4UQPhljHOQ5kzTXCm2dWs/Cvvxa1WzsNk6McU8I4bik29VKCG1qNBqPZ+c5aGb/dqlJijzx2s/vKt2/4+7+gdo93Jeq3aqWbe9T5/aOVbL0zmazmV+ffUVRHEm/9YnqXGZ2Wf49QwjPqZVkkuarerrZmmI63mw2OyaXy7J8pNFo7Ej7dmo5N9dqzsw+38e5AQDASjB9S6U+o1arOUl6v6RfGWNEAAAAAHDSW8lKoryq4YL0t/n7kl70V5UHbSt9su1DTUKfvyxOiagFQgjr83MMkiDJExV9tIwbiew7zXRKesQYH0pVIW2vc4zxWLPZPCfGaMPMR7SM3qvWvDpW/SnL8hJJe6t2Y2olMXYNU1FkZp/KVncURXEghHBzaml3c1EUj4QQXlRKpnSTko1NzVeTLVCW5Y8OGl8Hdw6QEJsxs8vaPcNpjqC5Kp8+zrnoWTKzP6yW2yWI0nn2ab5lY71F4wKpoqmau6lre7r0nQ6nfTu1nJtrNRdj3NPmcwAAMC6mu7K1a+Q6Y2yxAAAAAMApYMWSRGb2qLKXt+7+iUGOz+YhmUxzocyptYEbahL69LJ4JsXXrgLh2qWeI2k7X9AopQRX1/lcKmZ2JC32arU2NjHGh+qVXtPT04dijLubzeY5ylqemdmHhhh/T956LSVLblWr8uXWbA6etomfSjYfT96W7U7NP2dbGo3Go/20W+sj5q5zaeXcfaZHIvVotdBjnqfnOmyvEnUys47t3Ny9ShJ1TZzmSdu8gq+Lud9nqtybU28118dYAABgJZn+VJ7+N4bpTM1XFQEAAAAARmDF2s0l16j1Aneymouk3+qHVOmzRZLc/XJJ+6rPsjZws8O0F8vGeTIlACZCCDfXqgzy6oO25wgh7EyxnZ3N/bMaXFItmNnWEIKPM5hRK8tyqmrr1m2OqW6azealKRl5lVqVLlUiY1atJMoTkr6q+ZZp38iPT8mIJzSfTLo/a8u2M4SwT9LVadxdIQQt5dldZl9WSqRIOmvQg2OMD4UQPr1cwVT30N2P91nBd49Se0el/2Zk8lZzv788EQIAgGV2l6TWXyhz3SDp3nEGAwAAAAAns5VsN1fNfXNjtumDPSoV8mP3qEPLuewl8pIqA8zs4WrZ3d9ZLfeqPgghrC+K4oikO9J8OKspQTSsmd67rE61RMLQ7f1ijPtijBfGGNdkre3WpG27Jb0h2/2r+bHu/rDmq7Guq1f6pPXrNF+NNFRrvJNdqhKsWs093GN3SXP/namqySZr/42pkr0z7eYdAwAAq4DpQbm+m5bfoVLvGHNEAAAAAHDSWulKoqrK4GJJO9RqwXVrCOGZfuYRcvcD9UqfvNXcUiehjzE+VBTFrWa2rpaIyqsPHm1z6L1ZYuiwpM/W5zpZRdU7D6R5Z7BE7v62VMFWzbEjaa5F24a0z/5ms9k2GZF+CxcoVb2k1mh9z3V1KsiqBKVWhVC/Pqv5xO6Vkh6i1RwAACcI00sq9ZBaXQgk6f2Snh5fQAAAAABw8lrRSqJKqqIYeH6idpU+WcXPskxCb2YH0uJENVeMu1+Wts3kyQBJStUf1Yvno6nKZMlxdLBmyOMez5ZXfE6kMes6b9Cw0jxPVQXbwdrHVbWKzKzX+b/a4/MV5+7nV8tlWT4/zliyZO3hfhLJlQ6Vh3myt6+qJAAAMDZ3ZcvXyHXm2CIBAAAAgJPYWJJEyTWaf4m7pUrIdJPaQ82kYy7K/72MlQG3Z8sXT01Nbc6qhOrJADUajTdXy2Z2ZJliaMvM1qVqiEW6te1LL9er9nEbOo1xssifpVFVjLj7xzRfwdauuqxfK/7Cw8wmuzxH67PnfabPOYBGIq8SVGt+p4Fk975qOUerOQAAThQNPSVP1UOmM+S6aswRAQAAAMBJaWxJopS4+FC2qa/5ibIXvxNFURzQ/Iv6ZZmEvjafyabUAkySVJblfT1im2y3PcW5FF/Olm+sf5iSInf3GKNKcE30qtyampra3CmJUBTFCyEET3MwrbgQwsshhJ1dPt8m6YPVervnIoSwM43jIYT7h4hhX2p7WFWP7avtkic0tnaaayiEsN7d359temrQWIY06e6PtbvHtWdjUVJ0hb07/Xs2zQE1kLz9pLu/T6niT9L+ZYgNAACM3qey5evHFgUAAAAAnMRWfE6iXIxxXwhho6Tt6nN+Inefe0FvZlvS5uWuDJibzyTFJnc/2q6qIn2HQtJkqojaJ+n2GOOxEMJOd78+q8wYipkdkrQ1re4oimIybTtTrRfpVayzmq+8qPuopC1ZnC+q9bL8uWyfje5+for3AUkL5i5KyZl1KaYNU1NTmwetNJmamtqcV1/VrKkngNokYCYk3VEUxa+l1oBV/G9w97el71h5oMNzsVHz12lL/cOUONri7k+a2V9Ieil9dJ5a92FSktz9uJldWT8+zW11U7qOE41G49GiKA7UxtooaYuZVWMdbTab9e86Mma2TtIzIYT9aiWnznT392TP6qxaz8xYLMf8QWnOsl9Weuar7WVZPrI8UQIAgJEyPSjXb8i0Rqbz5HqXTH867rAAAAAA4GQyznZzkqQY49XuflTqb36i6enpQ+5+PN+23C3F8vlMKmb2WJdDfidb3iHp+RCCS7rDzDa4+/F6zAPGs8/d56ofUpLsDkm3qvUifVbSLe7+Qpcxjkm6MYtjMsV6R/Zne5YkeHnYeLsxs9+qnfOO7LN19c/q1WVV/GnfPP5dWSJgVtKdMcYFSa4BTabrfGt2jh2aTxAdNbPLOiU0zezK6rmWNNFmrO21sRYlm0YlPY8H1UqUbU/x3FpLEF03yBxAI5DPH/T5bjt2U/9vg7sfH2cLPQAAMADTy5IenFt3qokAAAAAYLmNOkmUJxq+3Wmn9IJ8wVxD3dQmnZ9191FUYOQtqWYk3dNpx5RUem968T6XXEpJgr3NZvMcM6u+32ybIfJr86V252g2m1eolQg6mm2eScmjt8cY91RjdziHYowPNZvNcyTtVaulXr7frLsfTePdEGNs19Lt8SpJ06myqpdOsXVSluU38/Uq/nStZ/LP0rW5syzLyzvEX3lK89+9XUu1j0p6oHatpdb1PijphmazeX63JEqM8Viz2TxfrXvWLtbj/Y7VSXUth0hAvtxsNi9V6zrmx+bPU6fKvOo3PVuW5fNdzlFd347JxuxZWPRMuPtl1Wfp9zWU9N+K2Wz9U112BwAAq0/+f7t/Xq6zxxYJAAAAAJyEbNwBAFgZqbqtam13/rjj6SS1JHxcktx9f0qQAgCAU1WpwzJtTGs3yXTbWOMBAAAAgJPI2NvNAUCu0WjMJYVqVYMAAOBUZLprbpmWcwAAAACwrEgSAVhV3P3StDjTpe0dAAA4dTwk10uSJNMbVerdY44HAAAAAE4aJIkArBpTU1ObzWxdWm03XxQAADjVmL4r6cFsC9VEAAAAALBMSBIBWDUajcbPpMXZsizvG2swAABgNbkrW/4/VWrt2CIBAAAAgJPI6eMOAMCKmZU0IenL4w6kkxjjbkm7xx0HAABYZRp6TqX+VKZ3yXS6pOskfWTMUQEAAAAAAAAAAGDkSm2Tp39K/Z2cv/AGAAAAAAAAAABw8nOdkZJDVaLoF8YdEgAAAAAAAAAAAFZCqY9lSaLHxh0OAAAAAAAAAAAAVoLrjXNJotY/bxx3SAAAAAAAAAAAAFgJpf5zVk30sXGHAwAAAAAAAAAAgJVQ6t1Zkujv5Dpj3CEBAAAAAAAAAABg1Fynq9TXskTRtnGHBAAAAAAAAAAAgJXg2p0lif5k3OEAAAAAAAAAAABgJbjOVqnvzSWKXG8Zd0gAAAAAcCKycQcAAAAA4MQW/sRPf/FMrV3SIK/ojYPs/uCGtR+Z/b6/facknfWP5/3hL3zp6GdLt9OHPX1DOtuXML+Rmf+wXGuGPd6lM2U6c+jzu85w6eyhjzedLtnw99D9pd/9icYP1TeXt3zkP0v6usz/Qq/qqcbH4nNDnwMAAADAshv6/4kCAAAAcHL4pT/3S6yhzw17/N9J0qtLDGLAv772U195UJ9d/1OSpH/8vhff86r9j/ec5kPneFohLOmv0NmS/grekv/23tJOv2Quvdjho3eZaY1k0mlSectHXpbpKUlPm/zPdJqeshg7HQsAAABgxEgSAQAAACe58qZwnk7TRrn9pEwb7TTfZDG+PPf5af6V0/zEajLw+u+8S2d+9y166Ywv6bunf0sv/NBDWv8P14w7rFOWmb5e3+YhrNGrC6urWgkjXdL6Y9KrUnnLR74u6SnJ/8ykp3S6ns2fTwAAAACjQ5IIAAAAOIl4CK/1V7VRsp+UtFGujenF/FypSWpL9uXqmLX/3b7yd68ZQ7BL9NZvXq/DP/orkqS/et1dJInGydskiaSz+0k9mmmtpF+Q7BckyV/RK+WHP/KcXE/Rpg4AAAAYLZJEyyiEcJukiyVtkDSRNs+4+xEzezTGuG/A8e6XtDWNdWeMceeQcd0vaXu2aW+McXefx94s6d2S1kmaTJtn3f0FM3us33EAAACw/DyE0/17ukCnaaPKlBR6VecueDHf5i29vaK1ypJE8afslQ88XX59SXPSjMGb/+Ea/fn/cpNebXxXfz/xlL79/c/prH86b9xhnZK8TSWRvaK1w/TAa82PpAtkuoA2dQAAAMBokSRaBiGEbZJu13wSJTdpZlskbQkhvKGfpEoIYaekojbeUJPgpti21za/vtdxU1NTm83st9RKeNVNmNkGSRumpqY+Nz09fWiY2AAAADCYMoS1yqqE/BW9wxo6Q66BJqTxVuXGwm2ur1ib7avZ9716ps75/7bp2A/fK0n64mvv0kVf+8R4gzpFmetv69vc+qsk6mt82tQBAAAAI0GSaBm4+01mNqlWhc2TZvZ5SS9JeoO7X5YSKpK0K4Tw1U4VRVNTU5sbjca0pE3LHJskzWq+uqmrEMJ6SY9W+7v7UTN7UlLV4uEN7v42M7toueIEAADAQh7CGXpF73DNJ4Xs1VoSZ8g38OaLk0Ht5pQ5EfzYN6+fSxL99Q8/qI1/+xs6rTxjvEGdiswWV/WUOluNUZ6SNnUAAADAUpEkWgZmNuvu+83spmazeaz28e4QwheUEj/ufrmkRUmilCDKEzMHzewvJe0aNq7U/q5KUN0vaUc/x7n7w2ZWJZTubDabQ7W5AwAAQP/KEM7Vq9oot5+UaaO/ogvMdPpyVWLkvPUXnBZua1USnXB+ZHajzvqn8/Tt739O//O0l/T8D9+rH/vm/zXusE495ouTjI3Fz9lIQ6BNHQAAADAwkkTLIMZ4YY9dPqv56qCz2+3QaDTeLGnC3Q+6+8enp6cPpbZzQ0nVQB+UpJTA6utv0KVzVomlB4adBwkAAACdeQhr9Io21qqEXitpvjpolAkbX/y/SU36byM840j92Ddv0H95Q+vvQz3/2k+RJBqD8ntanHhxnT3S57gPtKkDAAAAuiNJtDJe6rVDjHHf1NTU88s1v4+7fyxVA82a2U1q/T9G/bgq/XtW0keXIxYAAIBTXXlTOE+nzVcJ6VWdJxttHqirdnMPNfQV+RhiWQZv+oer9Gdrf13fa7ysb/7A0/rmDzyt1/3jO8Yd1inl7o2NxZVEpjeufCS91dvU6VWp/PBHnpXraZn/mZV62vbEZ8cbJQAAALAyRpokytqsPRBjvDqEsM3d35fmsplQmsOnqpzJjtvn7pea2Tppbk6cP4wx7hllvCO0sVowsyOddlquBFEIYZukrWn1kzHGYyGEfpNEVVu8J9u0zls2qWLpKrWqlrrNlXS4j0otAACAVcNDeK2/Ol8hJNfGVM0wxqxQTZs5iRqv6uvlCOePGaV/Vq7Rm/7hKv3V6/5vSa1qotd9lSTRymnTaq6lbReF1cjm29Rdp8Zcm7qn1WpT96SfpqcbMZ6Q83YBAAAA3Yw0SeTuE5Yam4cQ9knaYQsbnU+Y2RYzuyiEcF065lZJ6/L9zGyDpA0hhB+MMe4eJIY018+bBwz98RjjsiRIagmb2bIs71uODdjCaQAAIABJREFUcbtx95vMTO5+tNls9n298vZ2ZvbCaKKTiqI4IGlLP/u6e7cEEgAAwFh5CKf793SBTtNGlSkp9KrOXfC/eFdLYmihxUmiH7CvlN8dRyjL483fev9ckuivf/hB/eTXf0P/rFyzLGO/44ekH/xnC7f98d8vy9AnB1f75MkqaDc3rJTYfVfrj/07m29T97TkT5r0tE7X07SpAwAAwIlupdrNbVWqFnH3g2b2qKQz3f39qVpowt1vNbNJM5tw9+Nm9rCkr7r7ZjOrkiy7pqamPjdIxU2j0ZjW/HxAfXH3g5IuHeQYaWGSRa3v907NJ0NmJV23XNVCXWK4TWlOITP72ICHvyFbfi6EsNPdL5d0blXVpdb3OCrpwRjjviHjq67J4bIsp9L8S+slfVjSdmn+OXH35wc9BwAAwKiUIaxVViXkr+gd1tAZcq3WZFBbZjrdQ3itxfitatu+8+zlX/qv5bfM7LXjjG1Yr/vHd+h1//gOffMHntb3Gi/r2Gvv1f/29x8cerw3rZG2rpXWfr/0fW0qrN7zo9LX/0n66+9ID31tCYGfBFyL5yPyEM7QqzpzHPGMSmpTt1ayn5dEmzoAAACcFFYqSTShVnLhQ81mcy6xEEL4j5KeUauiqGotd7DZbOYJmn0hhPuVkgeNRuMKSX0nWtz9O7XqpZ7MbGagAzRXMXRHbRxpPqlyzXJVJ3WJYb2kD0qSu+9vNpsPDTjE67PlQtJkm2s3oVbSbVNRFJfX7lVP7n5lGnMmbyOXrs3VRVFMVtVlMcaBE3UAAADLxUM4Q6/oHa75pJC9WqvAOYESQ4t8T2slfau29SuSTsgkkSS99ZvX65v/69OSpC++9q6hk0Q7z5HO7yO9sfb7W3/e9Bpp+q+GOtVJwaxtJdEJ02puKWhTBwAAgBPdSiWJJOm6GOOCpEWM8VhRFAeqSqE2CSJJUlmW9zUaje1p9YJBTjpoEmNYZVl+s9Fo28S9Sqo8E0K4P8a4s91Oy8HdP2ZmE5JmzeymJQ43KWnG3Z80s7+Q9FI6x+VmtkWSzGxLCOG2QVoAZhVJBzt8/nm1Ko0mQgg7h6lWAgAAGEYZwrl6VRvl9pMybfRXdIGZTj+R80DduLV9if91SSfsZD5v+vZVemrtr+t/nvaSvv39z+nvJ57Sj8xu7H1g5lfWS295zWDnXfv9g+1/0nEt/kt2r2jtCZ1EHRJt6gAAAHCiWbEkUT1BVMmrdlIbukVSOzJJq3eOmtRGbsH/G1S1a0tJlQlJO4qimGw2m1cs9/lrcx99cqlVS6kSqV2c+1LLuF1pvyslDTRPVA8/uIxjAQAAtOUhrNEr2lirEmpV0FT/i+4kf8Ft7ZNEX1npOJbTaeUZetM/XKX/90c+KUn6q9fdNVCS6Kd/pH2CaPYV6Wv/JP2PV1vrP/zPpR/55wvb0P30j5y68xSVZosqZdx09kn+E+obbeoAAACwmq1kJVEnz407gFFJVTALkipmtnUUFTLufpOZyd2PNpvNJSdtzKxjS78Y4+4QwjVqtaNb12m/DmYkTbr7RR0+vzg7D1VEAABgWZQ3hfN02nyVkF7VebKTPg/UneuN9U1m+m9jiGRZvfVb188liV74oYd04dd+W9/3an9T41zUptHe8Vlp75fa77/tR6V/dZY0cfqpmyCSpNO8TXLRdLZ85WM5UdCmDgAAAKvFakgSnfRijLuLonhb1abN3S+XtGwJkBDCTkkbJMnMnkzrdedVC+4++f+zd+/xVdVXwv8/aydAlIARokSLiohCn1LFGkocmakWam3LU7HaFqe22ArRoe1gx14cFTYbqvbmKL9WW5VOtdoptlrQx99P66WhUxiDOQgq/kSLGJUiaICAoQZI9nr+2PuQc82Nk3Nd79crr5zz3ZezciEke+21Vsw+T6WpOur2L2lV3SEio6Kv34eEzj3A90Rk7MKFC/+oqj8KK8VOA24gaM2HqqZsR2eMMcYY0xN13Wrt7KoQQqkLW0CVeFYoniIfSF6V5qwHkmEj3p/IsfvqeGdoI51OO6+MvIcPv3N1r45N1TYuXYIIYPlbwdvHj+1nsEVChe0pFkflIJSC1Ys2dRsop9Ha1BljjDHGmEwr+iRROPPo/D4edp/neV/JZBwisp5g1g5kfohrbA+Nf+lFLOfHxHIfEP1YY/8EnpCZ0JLsjY0jnGsUt4OqbhGRbw7Q6xtjjDGmiKjrlutBJlFGHX6YFOpkXFwuyBJD6ST/Tiq6FS38T9iH3vk675zcCMDLx9zZ6yRRonf2926/Uq4iAiivILniRUtzJlEmpWlTtxGlEUfXSSeNDGKjeF5HbiM1xhhjjDGFrOiTRPQjIaOqA3HX20DO2jmcu8lij90S83hcb0/Qx7Zw/xq+v09VR4nIOQTzmlDVF0TksUy0yzPGGGNMcfJddzQxVULaQa04VKBYMqivUs0k0sKvJAIY23oJz3R8i/byFlorNrFt2CqOf+/cPp/n2CEwcjDsPJD5GIuFqrbdMdFJ/nskSHCYDBOYiDARDdrUaQdt/g2LNgCNoGspo9Ha1BljjDHGmL4o+iSRqv6biIzvyzEi8tQAxHGKiETP/3wmz+153jwgVYu5Q8L2creHT1NWSnmet9x13WUESZvTXdc9LVUrugULFkwTkdMhqPrpbZxhDKPC18popZYxxhhjio+6bgUd1CpdSSHpTLjwbImh/tPki/h31UrL3Ca/TUQqcxFSppT5FZy283JeGPUTAF6uvrNfSSKA74yHX74Of7UmX+mkS0hkunuCSSFsUzc1eJOg2uj6RduBRkHXAhFrU2eMMcYYY7pT9EmiJUuWPA08PVDnd113nqpeIyK3pKuocV33B3S1d8P3/XsHKp7DpaprwnZ0QwlmBCUlcxzHWRJ9LCK/78/ruK57R5jcMsYYY4wBwHfdcXRSh8oUhDrtYJII5ZYHGhiSqpIIQGgmZp5loZrQcsWhJFFz1Uray1uo6Kju9pit7yfPJTp6MHx7PGx6Dx7dZsmiJKnmEQEoNZbEzY3w3/ZMa1NnjDHGGGN6o+iTRNkgImOB2xcuXHiNiKwBGsNNJ6rqmcQkiID7wsRVEtd1ZwEjYpYO/XGuqqPCSpyoXZ7nLc/MR9BFVX8U0wLuy67rjgMeBVoJPp7PA2PDfV/oY2u4p4B94bn/xXXduPlJqvpC+HC7iDzcxzZ2xhhjjCkg6rqVdFCXUCUUXMGPXli2C8wDTl13jHhec+yaKM1I4SeJqtoncPx757Jt2Co6nXZeHXkPp+/4drfHPPY2zB2betuEYTBhPGzZB027bA5RlCjNKdeF7jNyJqusTZ0xxhhjjEnHkkSH7ylV3SIiY8Nk0Vjgy9GN0RZzoZRt3mL8Nt2GsLonNtm0D8h4kmjJkiVPu677M+AbBMmcs8O3aBzRh8+IyOV9Obfnea+6rvtd4EfhueNEW9gBpwPnL1y48MLFixd/ss8fhDHGGGPyjv/v7kTKuqqE6GQiYnmgXNOD1ED8RX4VthbL1+WDLVeybdgqADZV/7LHJFFkN4x7B847Nv0+Y4cGb5NHwLItNq9IJbndnLruGDpzEY3pLWtTZ4wxxhhjogY0SSQi+6DHuTW70jxOtA8YGj1nvghn9pziuu51qvoxYFyYLAIOfewbVPWOdBVEMaJVNr3Rp1/Wfd9/xXGc6Pm7PdbzvGsXLFjwpIh8V0TOIJwjFMb3AnB/f6t8wtZ8Q8Nz3URQoRQ1UVVHicgnCb7W57uu+wPP8/pSrWSMMcaYHFPXrdbOrgohlLrwgqRlhfKNkzyXSJA3chHKQBjTOpOKjmray1tordjEtmGrepxNtPwteGc/zDgOhnbz19LYoXD9B+Hnr5V4CzplR9LSQWrEyUUweeDsKdDWBi++lOtI+sza1BljjDHGlCb7M91kjeu6v6aryurSdO3ywrZ7vwVQ1SesmsgYY4zJX+q65XqQSZRRhx+2jRPG5Tou0zsq+k1nifez2LW5z/qzxJG0Fe6FZs0J3+SlY4MP8ZRds5j2eu8/tK+dDBOHd58s2n0Arn3xcKMsXKL6+TsnOw/GrukN7kyQFbmKKWeu/iaMDLuHHzwIO3fBc+vhmbW5jSuDVGlDsDZ1xhhjjDFFxNrNmaxR1XNEJDrLKG2rPM/zlruu+1sAERmWvQiNMcYY0xPfdUcTUyWkHdSKQwWK3X5UiFRGJS05NBfTl/KDLVceShI1V62kvbyFio7ejcv5z9eD97NOgA8dBccOSd7n6MHB9uVvZSriwtKZqt2cUCOai2hybGTMeNlBg6BmFHz6Atj2NrzxZu7iyqDu2tSBrhNopJyIeF5rD6cyxhhjjDF5wpJEJmvCNnNA2G4mDdd1fxDzdMPARWSMMcaY7qjrVtBBrdKVFJLOhPZkxZBNOHtK8L6I7vbvNU1uN0cHW4vpr4QR70/k2H11vDO0kU6nnVdH3tPjbKJEy98C3oLPHg+fGAWDE1qpnVrCtzWVlcn2xDXxqSmKnw19Ef05ksrHz4Vf/br74z/8IaisLMifQ920qYuEbepWW5s6Y4wxxpj8VUR//pl8p6rPi8j5IjLWdd3/AR71PO+m6Pawzdyngc+FSzuA23IQqjHGGFOSfNcdRyd1qExBqNMOJolQXrTXeuuvgBMSciQFeIH2sAhjEpeW1Tlb50b8DkGK5m+F//XulbwztBGATdW/7HOSKOqRbdDWAV88IX49MWlUSu48U5oT1xQ5qWh/bqQz9uT022pquj/2pBPhC5cEjz99AWzfAbf/InOx5YDARISJqFyOA9pBu3/DoggQAV0jZUTE85pzHacxxhhjjLEkkckiEfmmqj4mImOBs4GzXde9MdW+qrpFRK73PO/V7EZpjDHGlAZ13Uo6qEuoEgp6cEWv7hb7Vd6ahE5rHzg+N3HkVsqr16I0U0SzpU7ZPYv/OeFbHChrpbViE9uGreL4987t17n+9E5ykqh0aepZNJL6+6qoVVWl33bkEUEiKF3LuXGnxD+vGQVVR0HrnszFl2MiVNDVpu7qsE1dC7Da2tQZY4wxxuSWJYlM1oQJn1PCdnL/BIwFYq/O7AC2AP+9ePHia3MQojHGGFO0/H93J1LWVSVEJxORIssDnXQiHH8ctLXBiy/1vP/e9+JniIxKGs9T/DTNxXyhGYonSVTmV3DqzssOzSZ6ufrOtEmi2qNhz0H4a1vqc53abePk0qJKUqu5UOkliYYP73775LPSJ4lOTMg67t1bVAmidESoJk2bOvH1h3Kztym3ERpjjDHGlAZLEpms8zzPEkDGGGPMAFLXrdbOrgohlLpw2HiRZYUI7rb/wiUwcmRwt37U2XVw1y+7P/bdd+OTRD1d5C1CIlSp61aK58WnRJStxfa98sGWKw8liZqrVtJe3kJFR3XSfv94DEwYBlv2wct7gxZzUadWwhUpuoq9vm+gos57qSuJtMRmEp10YvzPH4CDB2HQoK7n3SWhjzoq/vmevZmLrcAITFSYwGC+E7s+u0ErhgzXc+86y3k8V7EZY4wxxhQrSxIZY4wxxhQwdd1yPcgkyqjDD5NCnYyLuz5bzBdrp388ea4QBGv1V3SfKNryOkwY3/X8yCOKrsVTb2hQ9bE5fk3eKLZvmxHvT+TYfXW8M7SRTqedV0fek3I20YjBwfuxQ4O3zxwH7+yHoWUwNMVfTwd8ePhvAxx8vpLUlURSau3mEtvFQTBXKPZnU2J7y1ixyWqAbdtS71cqhFXieS2xS0OGcQEqK+ZG/I0oSw+0yf33niftuQrRGGOMMaaYlPCIVWOMMcaYwqedsl4caRKVn4pwmRTRHJnDdsJomPGp9NtfTtHJ6KyPDFw8eUo6SMqyadBuruictnP2ocebqlMnEHcdSF47dkjqBBHAir/BzhTHlAJRktJjvuumyNoWucQE0N69sGtX8n7Tzkte+/CHktfStaUrGfpA0orqxQCCTBSRuwcP09fnNumieWu1tBKSxhhjjDEDwJJExhhjjDF5bvZ6raqP+FfPbfL/kmLzyqwHlE9eebX77VM+CmdPSb2tdQ/8/f34te7u9i9SKslJojItziTRqTsvY5AfdF5srdjEtmGrkvb5y7uwr6Pnc+3rgLu3wJ/eyXCQBcQXSW43d7DEqogAjjkm/vmeval/NiXOHgIYf1ryWm9mqhUpVTqkLP7/NbdBy4ELYtcEqRHB7SjT1+c2+Xdf9aw/MauBGmOMMcYUEUsSGWOMMcbkqSvX65i5Tf6tQzr0dZBbRWRqfUSnxu4jvj6Uq/jyQm8upn5iWuq79QF27ox/nnixtwSIJieJKC/OJNEgv5JTd1526PnL1Xcm7RPZDf/2PPy/bwdzid7ZH/+26b1g2789H+xbysRPMZPIKcEkUWK7uF27gp9NBw/Gr9ek+NSMSDh2Z4oKpFKSotXctqGcKyLJA8SCAypEZI7vyItzm/zH5j6r07MRpjHGGGNMMbGZRMYYY4wxeaY+olNV9Rq/U2eISNzva4p+ElgdfS43eRv86xdtLuk2czt3JV+kjTVoEMz4DLy1NXne0K5d8XNDujtPkVKRpPKpmla2vj0sF9EMvPEtV/D/H/MLAJqrVtJe3kJFR/L150e2BW8mPXFSJIkosSRRqgR0tIpo56746sQjj4CTToxvJ3fU8Phj33038zEWlORWc4h+pjfD9UTkAoQL6iP+Bh9ZevA9ltvcImOMMcaYnlklkTHGGGNMHnAbtHzus/6suU1+E/AXEZkpSNINPaLMSjpYWJ6NGPPWnoTEz9/fT76D/8gjYO7XoOqo+PVULaHSVR0VK02+qO+dJx2gqRIABe+Yv9cy8u+TAOh02nltRGn/8zkc+8vYnriWsjKtmJ10YvJatMLxjTeSt00+q+tx1VEwPCFJtH1H5mIrMKq0SxkPJq6LcEnfziSTHPjV4GH6en2Tf0N9RNNUIRljjDHGGLAkkTHGGGNMTs1er1VzI/633x6mr4sjvxWR2m4PEBl3xTo/vmqoM8Wd16Xkzbfinx95BDz5dPJ+w4fDFxKuNaZqV5dqRkgxSzGTCECLdC4RwISdVxx6vGnkL3MYSeFS1bZ7z5TWpHXkA7mIJ2eOPz7+eWy7uFQ/X0bFVBZ9cELy9s2vZSauwvS4eF7c91T9Or8WpF+JR0FqEFkC+tbciP/z+oim+IQbY4wxxhhLEhljjDHG5MAV6/xxc5v8Wwd36FuC/LgvF8HK/PhqIudmb6PChsxHWSDSXVTd9Ery2gmj4UsJxViJM0ASZ4QUu/SVH83ZDCObTtk1izK/AoCdR25g55Gl+8+nv4TkKqJQabWbS2wXF1vZ+MabsHdv/PbY9nNjT47f9vf341vRlRpJnrGnyoUZOHGFIFcBL9c3+f/H5hYZY4wxxsSzJJExxhhjTBZd2aTnzm3yV5Sp/FVErhaRyn6c5jNJK5p8ca1kvPFmcHE11tiT4TfLU7dumjAeZnyq63liu7rEi77FL12SqCjbzQFUdFRz0p4Zh55bNVHfqaT5/pASSxIltotLrGxs2Zl8zLTzgvdVVfHriQmlEhK2mluZvKGvreZ6IDJDHJ6sj/jr50T08tkNWpHR8xtjjDHGFCBLEhljjDHGDDC3Qcvr1/mX1Uf89So0iMjMwzqhSN2cRj/+wn55ic8lSry4Gr34+pvfpr7wOuWjXbOHEi/qDh+ePLuoiIlQrq6bNLNDIMVAleIxvqWr5dxrI5bT6dh8+76QdO0IldKZ/3L2lOS1xMrGVBWNJ54QvE9MMLUmde8rJY+L57XFLlyxzh8nIgPUIs7mFhljjDHGRFmSyBhjjDFmgMxer1X1Eb122zB9C5X7QCZl6txOGTPinnve5pJuObcjoWJoZNgyrnUP/O4hOHgw+ZiLLgyGzq97Lnlbqlkhxexgimoip3jbzQF84L3pDD0QfNjt5S28cdSjOY6osGiadnMijMlyKLmT2C7u4MHkdnHPrE3++VM9MkhEH3lE/PqW1zMfY6FI0WquTCWzVUSpXtbmFhljjDHGWJLIGGOMMSbT6iM6oT7i/3RIp74N3CxI5tsvCRcnrZVyy7m/bYt/PmhQkACC4KLtioeTL9QOGgRfCD+NqdrVlRBN1SJMpTn7kWSPo+WM33n5oeevVFvLub4QIamXo7puabWaS2wXlzjfLN368OGpE9HPrM1MXAUmXas5VU1urTpgbG6RMcYYY0pXeTZexHXdWcBvw6c/9zxvXjZetzdc150H3N7X43zfn75kyZKn+/ma1wEzgNOBoeHyDlV9XlV/1Jfzhuf6V2AU8Iznef/Qn5iKXfh1/hHB53sH8E+e573ay2N/APwTMJbg8wz9/HoZY4wpbnOf1ekiOh+YATKgr6Vw7ryNWnnHRDnUnkfKuZ9OlgzoC+erZ9bCpy+IX/vwh7ru6n/xpSBpNOWj8fsMHw5fuAR27oQjY4ppjjlmYOPNM5IiSbT/PZqHDMtFNNkzvuUKnjvu+wD8bdhT7Bu89VB1kemeaIqZRAepKanbEHvbLu6NN6BmVPxa4s+iEp5HRIpWc3Ma/dEiMjUn0YjMEGFGfcTfgHDLcXtluXeedOQkFmOMMcaYLMjWr/AjYh73ZzjzQJrYn4Mcxxnf12Nc1z1t4cKFfwRuBM6mK0EEMEpEzncc5+EwKdGtBQsWTFu4cOHz4blGAajq0O6PKl2qeiVdn+9RwA09HeO67izXdbcD3yP4esX+ZRf9ej3Vm6+XMcaY4jW7QSvmRPTy+oi/XhyeRGRGz0cdPkHKO/Zr3Gwj8bxmhdXZeP28lHiRNTHR8+hjqeeDnJAiKTC8yLMjiTS5Rdi950m7qrbkIJqsGXZgDMe/dy4AvnTw1xH35zagAqIiSe3mUlakFauTTux9u7gXX0peS/wZs6eEk0QpWs1JGRek2jW7ZBIq920bpm/VR/Ta2eu1qudjjDEDyX+OM/wIr2kE1QgaPv584n4aYVXMPjv9JrxcxGuMMYWilO7zSuc24L5evu2LHuR53h19fSFV/amInB8+3gL8EPg6cL2qPhHuNhT4Xlh9lcR13dNc1/214zhPicjpfY2hFC1YsGBazOcq+jX8XE/Hqeq/05WA20L4fRDztYpK+/UyxhhTvOojWl3f5N8weJi+7sCvMjlvqNeU5FY8fgm3nGvZGf+8emTyPr9ZDm8lF0AkJYoGDQoqkUqEIh9Is6k5m3Hkwmk7Zx96vMlazvWalCVXEqWqSCtaxx+XvPbyptT7vvFmchJ70KD459sSWmaWiHSt5kT4Yi7iSSVsGXvzkE59uz7i//SKdf64XMdkTKkSn9Mk6PISPIexqqTqqPOxmH1GiHQ9N8YYkywr7ebyWdhy7Cs97Re2K/syQIokQY/C4w8liETkUwntzm5yXfcO4F/Cff4dWJ54HlV9TETGho9fEJE76Ue7vFIiIt8NH+4A/h+C6quhruv+wPO8a7s5bp+qPpGqpVyYFFpGWJ2kql8lxdfLGGNM8bnqWX9ip8PXQS9HpGJgm8p1T5UZsxu04t7zpP3Q4iAepJNbcxhW7rz7bvwsocRWUFF3/RK+863026NOOjF1BUBxSn1xX2gGarMaSZadsnsWa078JgedNvYO2cy2YasOVReZ9O48M8XMKmXMAHfazB8vbwp+3hxzDIwcEcwdat2Tfv+Wnd3/zIm2xiw9Sa3m5m3Uyo52zU2ruW5JBfCNMuUbc5v8lQ6y9M7JsirXURmTCf5znIHPH6IJGIVdKDc5k7ml2+OauFWEq6PPFdY7tXxkoOPNJb+JaxDOAiYInBldV1gPbBJYIbX8PncRGmNM31klUS+p6oXRxyLyq36c4rKYc9WnmocTzmraEb7G6QsWLJiWuI+IjFXVF4CvL168+Iz+VDSVEtd1T4tWbwFPeJ53Exwasnt5d8d6nvcPixcv/mSqmUOe5y0HfhZ9LiJnZChkY4wxeap+nX/B3Cb/Md+RF4Ph1lKR65hEpHLQsPjh2o7nbS3ZlnOpEjpnT0m9793/2fMMkFKaS5SmAkS0+CuJyvwKTt156Fd1Xh15bw6jKQyKJrWaC9ZlVKr1otS6J6hMvO2nsMAL3ncnsq777aWTkI6XotVc0Eo19//HdkdEZqrQUB/x19ev8y9zG7Tkb8A1hS1Fhc4IoMchfSJdSZLwuDPT7Vvo/CY8P8JOEX4icGnixypwpsClwO/8CM/560i6pmeMMfnKkkS9ELYri1YBvRAmCPrq7PD4LamSDlGquib62HGcTyRu931/uiWH+uTQ7CHf96N/8f8hfD8qrPDqr9jb/UrnD2JjjCkhsxu0Ym6TP2duxH8RlcdEJA9mJMQT5cKkxVJtOffGm3DwYPxabGVRrNY98PgTyfvHOvLIzMWW7zTNhSDhb1mOJCdiW869fvSDHHTautnboMmt5kKl026ur158KXWrSwiqkEpQulZzKVup5i2bW2RMKfAj/JcICyV+5npaAmei/Hig4zLGmEyxu116IaZdGSLyWF+Pj01EiMia7vYVkXV0zcs5PnF7dwmmTHFd9zTgBlU9J9rarhuX9iVp5rru/xAkzO7zPO8rruvOUtWvisg5BK3b9qnqmsQWb67r3qGqn0xotfdAWBnUnWgV0TMx57uNrrZ+VwKZSLjt6HkXY4wxhWLeWq056HAVoleGswjy2UxgbuyCDOJ+7eDHIiX4u97e94LWT1FV3Vyvi965f9GF8fNBDh4MLtr+918GJsY8lH6WTIqWYkl0qyod/X5t6FBJm3To3TmUNqClv8cf2zaFIw8cP+Pvg7dVH3TaaDr+hv9z9lu3Pdf3M+lWFen358IR7RBfDutzoY62iSP9/lwAlA2i5Y6J0vdMmeqNCmtApgB1Ij3fhV5S7vplMOvs9A8HlYrDhwXrL27MbVy5k9RqbnaDVqjqDCmwtoUxc4vc+oi/rFNY+suznM25jssYc/j8CP8VVgj1STFXVRljik/eXzgIExbTe9wxhu/7r2QqmRK+/jkcEWA7AAAgAElEQVTh0x3dzbDpxsSYxz1NJN0SfaCqWW9hFjtrR3r3m3mv7qKIUtVD543OYEp4naEicr6InOO67pzwmBuBsbH7icjpwOmu6w5P9zVxXfcHdFX4PBpd9zzv1YULFz4Rvs7pCxYsmNbP75cTYz4uSxIZY0wRmLNWJ4mjX+8QvUyQCgpguIaIVNdHdOpdtXKoxZx4Xot/w6JV9PF3qKLw7rvxSaKe5g69+FKQWJp8FrS3B89LdDaIuu4Y8bzm2LW7amUlhfAPIRN8vg3BXb8bj1169MaapYtyG1DhcW7yIkAk+lxdt4ZO6jRIGtWi1IlQmbsI88CLL5Vua7kEIprU23HQMJ0uSAF/j9jcImOKid+ElypBpLAF5Q7KeMr5CM8D+OuYhs8XES7ubcWRMcbki7xPEgFXE1Z99JbjODvIXKuDGwgqXACe6Oc5Yn/J7faqg+d5y13X/W0/XycTbiOs6AF+Fk3AuK47T1WvCSt59gE3Aa2H0fbuc+HroKpPiMjDQJWqXhG+xlBVvVFERonIUFXdIiK/B95U1WkiEq22+t6CBQueTJXkUdVPhYmlHYkVR+FcqfPDx98F+pMk+qeY83VbIWaMMSa/zYn4MxyYD0wvyOvhwezEhDlE+gBI6SWJtrwOE8Z3PT/yCDjpxO4TP2+8WZKJIVXaETYAjaBrBFLOmSkZwv0oNyOUI0zFZxwOVglwGMTztgMrwzcA/H93J1JGHSpnIdShTCzJqscSp0qblPN44rooFxbif8OpiMhMhZn1EX8Dwi3H7ZXl3nn9rzQ0xmSXrqVGhW8krcN66eTTMiX+9ybnLJ4Gnta1LFSHu7MWqDHGZEAh/DLew0ThZBmu6oi2K9sHfD+D5807ruteR1flzc9iK3Q8z7tjwYIFr4jIUwTJndGpWr3FtJPb4fv+l7qp0Ikmor67ePHiO2KOfxB4jqCiKNpa7onFixd/MubYO1zX/TXwZQDHcS4mIckTVkSdHh6flMDxPG/5woULbxSRsSJyvuu6p3me92o3n544CxYsmBZ+nIQfx229PdYYY0x+mN2gFUMq9XKF+YJMyHU8h2km8J3YBSljpXbw85K7+PryJvh0zOionbtgz57cxZNHVNkMRFBdC6yWQWwQz7MLllHCdnweB2aEzy8DFuUypGLk3OxtBDYSdC9AXbeSDmoVakHOAWqtTV1JWCme155ifWbWIxlwMgnlvreH6c1zI/7SA2Wy7N4zpTXXURmTbWGlzQwRzlQYnqId259VeZUybo9W5+SSOnwpsSJIYUuqBFGscNv/HvAAjTEmg/L+okGYqOhPi7fDFtuuTFXXLF68uNdJhAJ16AJZqhZuS5YseXrhwoVbRGSsqp6TuD0UTZyMchznE3RfoTMncZ5R2Aruj9FKoRQJIgB837/XcZwvh08nJW4P5xxFH6esdgork74XPr0B+Eo3sSYe+x8xT3/dlwSTMcaY3Jq3VmsOlunXUb0KkeqiuGFZZNxVz/oTf/FR59Bgi5JtOde6B373IFRWBgmj1tJMEKnShtAIRARdSxmrHc87rDk1JeJeokkiZTaWJBpw4UyaVeHbTwB81x0tndRqmDRCqS35NnVFRkQfSlyrj+hUoDoH4WSJjBb48eAOdec2+ct8h9ttbpEpFX4Tt4pydbRSMM3v3x8T4WP4zPWb+LYzmVuyF2EykRSJHuWO7hJExhhTqPI+SZRLqvr5mETDj3IcTl4QkaE979U7iQmimNfYEfP44VT7LFmy5GnXdYFgzlGKc0QrwJ5JV83ked61ruteDozqJumVJKxiilYpvbB48eJ5vT3WGGNM7sxZq5McR+d3iM4SpKJY2tlE+cJMgrvzDxH0NyXZcq4E530obERpxNF10kmjc5O3IdcxFSThUZQWhGqEMShTkcRWjmagOZ63FdhKTJs6vc6dpA61qExBqJUUN4qZwpCu1ZyqXtzLubgFTUQqgasd1W/MbfIfFZFbYucKGlOMRJKqhnra/yca4U2p5fcDFVMvfCxxQXx+k4tAjDFmoFmSKA3XdecB0XZnL3TTNq2YbIs+cF33usR2cmELt1EAIpKu9PcZutrNPdnPODb2vEv3PM/r1V8Xnuf1aXZV2JIvWsG0T0Q+39fYjDHGZFd9RGcqOl/g3IKcN9RbwsUktsYt48Gw5VxFboIyA0GVVmA16FogIuU0Op5nrYsyQWjH50HgKiBaTWQXb/OABInPDVibumKQstWcRKv4SoQg5QQ3eMyc2+RHUG45fp88aHOLTL4Q4WqNcHWuXl+Vr0BukkT+OqahCfHAeseqiIwxRcqSROldFn0gIg9k8LwTu9sYJmKir7svg6/bo9jKGuA613WJJopc152nqtdE7+zyff/eNOf4h2zFm23h1+a68Ok+gnZ51mbOGGPy0OwGrRhcqXME5gPjpJiTQ4fIpDmN/uhldc7WQyue1+Zfv+hxinLGQ2lQpQNhI8pqRNdKJxHnZm9TruMqcvcSTRLBLJRvIqSanWJyyNrUFa5UrebmrNVJCONyEU8+EJFahN++PUx/bHOLTDFS5VWEDwN/BBoQtjhndY0n8Ju4BuG62BlAIrlLHIvGzyICkH7MTDfGmEKR90micC7Q93rcMUbYAuyM/r7mggULptE1W2dHYkVNP8T+Id/THymx/xFlvT+xqu4LE0FDgRtd170xui2m9P+HJVJZdUiYIFpG8HmJJohStsszxhiTO/PWas1BR+cLehUiVbmOJ9ucci4BbotbFH0IxJJEBUKVrUAEdI1Ao5SzIbwYbrLFoRGfTQgTECpRLgHuz3VYpmfWpi7/pWs1J47dzBCwuUWmODmTqQfqu9l+i9/EeIS5WQzLGGNMKO+TRMDxfT1AREYdzguKyHdjnv7hcM4F4Pv+WsdxAFDVbpNXqjotJhnTeLiv3RdhQm4ssAO4J5zJNDbcvENVn1fVH5V4ggjgJksQGWNMfqlf59eqz/yDwbyhQvj9ZqB8hoQkkZSxUjtot5Zz+UeVdoQIYVKIMhrDi9wm14R7gZvDZ1/CkkQFK12bOqBOkSlAnQh9akFtDkvqVnOiFxZ1S9g+srlFpkRltZuOMcaYLoVwEeX79DFZ4vv+K/19Mdd1TwPOD5/uI/Fu3H5YsmTJ067r7gBGicjpCxYsmJYu0SIi50Rf2/O8Ow73tftCVT8VJqie8DzvWuDabL5+Pgq/H26jK0H0wwxUlhljjMkAt0HL3x7GDFW9BpWpJTDrukcK59ZHtPquWmmJrlnLufyhymagEdV1wGoZxAbxPJs9kY+U+5FDSaLp+IzGwRJ4RSChTR0QtKmjkzrCpBHKJGtTNzBStZq7cr2O0U6r8ErF5haZXFLlNmcy3+p2nwirgI/19pz+Oqbh80URTlM4QcJZ4MYYY3JrQJJEruve4XnevOjzhOqYbX05VzjzJZtzX26IPlDVPy5evLhXr+267jzgRwTJhPs8z/tKwi5PAF8GcBxnCZCUJFq4cOEfCeYBQQYqmPpLVc/pLpFVKlzXPU1VH4upTPthmDwzxhiTQ/M2amVHu855W/XrIOPEskOHBBeT9AISqh5E9F5rOZddqrQhNAKNgq6jjNWO57X0eKDJDw5b8XkKYTpCOcG80h/kOiwzMMIKvgfDN9R1yznIRC2jDl/OQqiTHmbLmp6lazWnnTrTqoh6Fp1btK1Sb66P+Ev3l8k9NrfIFApdSw1lLEf5WPSfez7/q1eHV8VPWu51MswYYwpNxpNEYWuuf1m4cOEnRWSNqo4SkWhlDr7vP5np18ywz0UfqGpfKnnq6Ko2OT/F9u+H66OAsxcuXPi8iDwGvAlUqeoXReT08HW3iMj3U73IggULpjmOMz5NDJVhsuqQvlQjicjzwOkiMlZEnnJdN3bzDlXdEe63BrgtTOAVrTBBNDZ8/ISIvJn4+Y3l+/4rpZ5YM8aYgTSn0R/tlDG/432dg0hVXv9lmUPqczGJrbHKeFw7aLM74weOwkaURkTXik/ECVpcmcJ2LzAdAOVLWJKoZIQVftE2dcChNnV1QK21qeu3lK3mVLnY7vfoPREZA9w6JJhbdI9TLkvvPFOacxuVMenpWmq0jP9P4Mxcx9Jbzkd43o+wS+LnhuM3cY0zmVtyFZcxxgyUgagkeg7YF15cHxt7d6+q/iGfL6KHM3miiZ5nMhmr53mvuq57NUHrslFhQuj06Pbo5ylMEH0qXQJGRP4j9riEbWOB22PXXNfd1dv5OZ7nfcV13XHA2Sk2j4qpqDkd+IrrunOKdTZPmOw8VPYcJjpTJf8OcRxnB9gfisYYk2lzIn6dA/MVLqG05w311vTZDVpx73ly6EKceF67f/2ilQTVEOYwqdIKrAZdK9BIORHH8+xu7mIjPIjyc4RKhIn41OIQyXVYJjfCNnVPhW+Atanrq1St5uojWq1oXS7iKXgiVQJX+536jbkRf6XCLctqnazONTamN9ThXxITRKrchsOjzlldXXb8Jm4V4ersR5jWH4FL41aEL4EliYwxxSfjF1rCZMgc4F8Jkw1h4uP3ixcvzvdWXf8Uvt9H34fTNhJUIQ0laC2XxPO85a7rPgfcoKrnRKtUAFT1BRF5rKfPkYj0aZCf7/vv9nZf13Wvo+tr9oSIPByzuQqYoKpnhAmuoQQJrz4liaLxq+qWbnbbleZxon3A0L5+Tnrpuej5e3tAtNLKGGPM4XMbtHx7pc5UuAakDvK7JUU+EZHKIcO4AFgZv64PgViSqI9U6UDYiLIa0bWU0eh43uZcx2WyQGjHZzkwJ1z5EliSyHSxNnW9p0prylZzqjNF7AaQwyHBDTSXCFxS3+Q3CtxS0yYrbW6RySMfSXj+5zSzjnp9/SUbBFaQkCQSONOP8F9OLf+c7jhdS406LEaY5tRyyoAHaowxGWDXWwwQzN8hSIwMBZ7xPO8futn3fwiTSb7vT8/n6jBjjDGFZfZ6rRrSqZerMj9sp2L6Q/WeuyY7X41bct0K7ZB37S737qmyFWiMrRJK1R7JlAjlXKAhfNyCcByCXXg1vZaiTd1UEapzHVe2qbLMuXHR3MT1uU3+ChGbmZdpqtosgs0tMr2mET4P/C5uTbktTTIn9rhVJMzqkdr4a42J+yjsQrkp2rbNX8c0lCsksWon9bl6FadG0IRT/VlqObe7jyWVVB9f+DGsR/kNZTzlfITnD30cPjMQvhJtU5cYvzHG5Cu7Y8dEXULXXRs9VVFtJkwSOY5zzEAGZYwxpjRcuV7H+B06Xzr0ckSqbDbB4VGY4TZoeexdxNZyLpkq7QgRwqRQWCW0NddxmTwirMKnGWEMwYX9GSRU6RnTnVRt6tR1x2gntSDnALUotSJU5CzILBD0gcS1eRu1sqNdL8hFPMXO5haZfKLKepGuRIvACISfaISfBDvkLLQeqcN8fP6UOJtI4EyEM/FBozXGit2Kb4wpWJYkMlHDYx5X9bBvdDbPvmKdSWSMMSY76iM6VdH5fqe1m8kkEaneXslUYFXcOnpvKbecU2Uz0Iija+mkUQaxIRxQb0x37gduAEC5GEsSmcMkntcMNJPcpm5q2Kautpja1KnSIuXx/x8BdL6vFyBS1MmxnLO5RSYflHEPfl7NGuo15yM876/jC6r8LjFR1BOF7sYsGGNMXrGLMQYA3/efdBzne+HT61zXHe37/kPRVnJhO7pLVPWLwKhwv1/nIlZjjDGFzW3Q8m1D9RKEa4BasVvuBoSPXkhCkohyVmkHLaXQ6kiVNoRGoq3jgiqhllzHZQqQ8BDRJBHMRKlAsBaEJmPCZPWG8A0Add0qOqhVqAM5i8JuU7cyVULehwvtN4DssLlFJpecj/C838S3RcLKoTRUeRThAwJnZiu23nDO4mn/OT6Oz1JStJ5LRWE9wncGODRjjMkY+53MHOK67g+A7/W4Y+A+z/O+MpDxGGOMKS6z12vV4E6dIzAfZHSu4yl2qtp892Tn5MR1//pFd4swJxcxDSSFjSiNSFAl5Nzsbcx1TKaI+KxHmBQ+uwixaiKTfQXbpk71E3Kj91Tsktug5dsqdbeI2Jy8HInOLSqvkGV3TJS2XMdjcst/jjPw+YPAWEieG5T2uCZuFemqElJY79TykW5e43vAlITX+R9glTOZW/wI/xWdTaSwxanllJ7iFLhKavl97H5Jc5CUxc5k3N5/RtJ8vMHcoS+KcJrChxOqi/6syqsiPJkYjzHG5DtLEpk4CxYsmCYi84BxInJ67DZVfQHYrKp3RCuMjDHGmJ5csc4f5/h8HZhjF4Oyy+/kzGVTZEPsml7vTkfkyVzFlAmqtBCtEIJGymkM534YMzB8bkBYAoCyHCd5uLYx2VYIbeqCVnN6XGIl0dxndbo4FPT/RZn22eNh9BFdzze9B8+3ws4DA/zCqq3AMr+TpcvqHJvLZ4wxxpQgSxIZY4wxZkBc2aTn+uh8hBlhmxOTZap4d0+WRXFrrluuHfJ2obQtUqUDYQOwGnQdQdu4zbmOy5QYn3EIfwVAaUc4BsESkybv5FubOlWWOTcumpu4Pjfi/1yQq3IRU7752slwZhUMdlJv37IPmnbBn94Z2DgU7RB4EOGWu85yIgP7asYYY4zJJ5YkMsYYY0zGuA1a/vZwnYVyDcikno/InI8f2/U4K3feFgTdcFetk9TX3b9+0U9F+EYuIuqJKluBRlTXiBChnIh4ns1/MbkX23JO+TIO9+c4ImN6xXfdcQRt6qYAdSiTstamLkWrOYD6iP+WtZ6F702AsUN7t++WfbBsS3Z+v1HV1SJyy3Hv8ajNLTLGGGOKnyWJjDHGGHPYZq/XqiGdXKXofEFqsvGaIwfDhR+A0yrh6MHx2w74sOglSxQBdIqe+suznLjKG73enYrIX3IV06E4goqMCNAo6BotI+J4nrW6MRn3pS99aXRHR0faikbf91t+//vfd18Z5HM1wq0AKCtxuCizURqTHeq65XqQSZRRhy9TwjZ1EzL+OmlazdVHdCqQ8/+Dcu1rJ8OUET3vF2v3AXhwK0R2D0xMSVQ3I9xuc4uMMcaY4mZJImOMMcb02xXr/HFlynxgDkjWhmfPOwU+ODx9axYIevnf+mq2Ispn+q27ap3bElf96xe9JUJW7+JWZTPQiKNrpZPVDGJj4sVDYwbCpZde+jow5nDO8fcRf+fhnz0MQNnBMj535ecobw/yTgr7VcreTXWc+J2dImhP53cc5x9/85vfWJLU5IS6bpV2UAddFUeH26aum1ZzSwS54XDOXehGDoZFH0r+PeaAH1QM7e+EkUPiZxTF7pP1G2FsbpExxhhT1Gw+gDHGGGP6bO6zOl1E56MyI5uvO3IwXH0aHDuk5317276l2KlyMZCUJEJ4ELh6AF+3NVolBLpWyljteF7rQL2eKXINWkFraw1lZRV0dtbgSAW+RqsWyyEm4SnyAaJ/56jWIFLx/iPX1hzx/p7DCuHIXUdyzCvH8O74d+kc1MmbH32Tsf89NnhJGCLamTrp2svb8h7+1KJn+PztLUDsv5PWpOeqexK2Jb9ddLT9WzN9IsHP58fDN+Dw29QJ+kDKdWVWqd+u+olRqRNE9zbHVwmdWgmfGx3/O81gB+aMhR9uykqoAZEq4NtSrlfXR3ybW2SMMcYUGUsSGWOMMaZXZjdoxaBhzHLQ+cCkbBckjxwM3xmf3FoOYF8H7NgP7x2M2b8XiaSSINTVR7T6rlppiVtWfQiRjCWJFDagRBBdSyeNzs3exkyd2xSRR9tq2L+/mrKyGlRH05XgKUNkNGh5OKckuh6837MHRMD3g/dK8L4n4T6+k5k/e0549gTeHR8UDL0x9Y1DSaJMUHFGQy+q+3rzca9she6SSKp7ENkePt5OWdl2HKeVGZXb+/0BmKLjeN5mYDOwHPrWpi5oNceqxPX6iE4Axg1k3IXgpBQ3smzZl9xG7q9tQTJo1glwXszsxcocXckRpByYhTJrbpNvc4uMMcaYImFJImOMMcZ0qz6i1ahepaJfD+YN5eb236+MSU4Q7T4AT+yAP72Tk5AKgiDlqjoTWBa3fqO32r9+0db+tJxTpQVYDbpOoJFyGh3Ps1kFpSqa+HGcaoKWbtXASESCRJBIdbg2mo4OKCsLjkuZ7Ojx50szqh2IBO2OlBaE6PdeV5WNSDuqQcJDnY6K9r0/Bg57XtqY1WNY/8/r0TJlxwd3sH/Yfoa8l5mMdPX2Vy7dN/bs7UBV+BYQGY1qefh4KBxqARbsp1qJSDWqFUjcTLj488SK/dxHk2++H00ubSVIJrWAbgVpCT+vzXQlmpqpqtrOedJ+2B+4KRhhe9BI+PYz6LZN3cqU7URVL+lVorPIpUry7O9Mv//yt4L30UTRS4dXGJkRIjIVmPp2pW6uj/g2t8gYY4wpYJYkMsYYY0xK9RGdoOh80MsRqcjlJZ1TK2HCsPi1d/bDba9muSd/4foMCUkiAIR7gG7nQqjSgbCBICm0ljIi4d3lphQ81DKa8kGjUX80yhhEPoAyGnRMmJCIT/wkSn0xuA1oITbho9oO7IjZFiQjfL8Fx2mjqmorh3Gnetmlly7p77Gxhrw3hFEvj2L7xO1ombK1diunNJySiVNT9+y9jW9c8+nmwz5Rg5bT2hpN/o4BQJ3RiF8eJu4qgJEIVWHVVjVBMil6TExFU/j1S/V13LMHVuxuCRJ2uhVlKyJv4MtWxN9KkEg6rK+byX/p2tQJpEsWfCYrgeW5XQeSW+eOq+z+mOVvwanD4OhBXUmjvCAyDri143115zb5vxjky9I7pohVJRpjjDEFxG7hMcYYY0yc+nX+BeozX0QuyHUsUV87GaaMiF+7e0tyWxaTjraXV8gxiXf46nXuJBxZH7embAUaUV0DNMogNojnWbVAMVqxuwrfH015WZAAUv1A0PKNMcCYsAqodzeVBVU7rUELs4TqE3VaKKMF39+eq+qTSy+99HWiCZPD9Np5r/Hs3GcBqNlYw3k3nZeJ0+L7/skPPPBAc0ZO1l+PttXg+1V0dtYgUoNQja/VYXKwiqBCZAzdVSklCr43tobJwK2I/A1oRqQZkc18dnhLT6cwxWF2g1YMrtT1IpKyRV0p+ezx8Jnjktefb4U7Xuv+2JGD8/sGGUU7UJarL7csmyIbch2PMcYYY3pmlUTGGGOMiV64uQxhPioT860TTIWTvPb6vuzHUbikoqOd6cDKuNWbvA3+9YuWI2wVdA1lNDqeZ3f/FpMVu6vCu7zDNx2Pho9FqikrC+b7QHK1SNfzZmAraHNctYh2NIO2cnH11qx8LHlidGQ0TV9rQsuU90a9l+twMiuYSbQd2NTjvr/bUUnFEaPx/dGojgFGI3JSOGtqdJhwrAwrzmqA2rjvMdXgbWVrG7AZZTNCM/Ba+H4zF1ZZ1WIRuTdIEH9wTsSf4cB8kOm5jilXHtkG/zAyuY3uGVXB/KHuKoXyOUEE4dwi4TIp47K5EX+VIEvvqpWVPR9pjDHGmFzJs0tAxhhjjMmmeWu15qDDVYheGcwbyk/zTgkunMRqeCfP2q3kOVW9/+7JzpdzHYcZAI/srUZ1HJ2MQ/zxCGPiEkHdUQ3bhdEcV+Xh+1tRv7lYEkCZrCQCeOVTr/DKBa9wyqpT+NCKD2XknHlRSZRp0Wo1KR+Do6OTqtV68zVR3Qxh0iiaQFI2c/DAZr4wyuafFLA5a3WS4+h8hFkgFbmOJ9tqj4a5Y1Nve+CtIpu3qLpZYemBNll2r80yM8YYY/KOJYmMMcaYEnTVs/7ETmG+CJcVwoWZVO3mDviwpsUSRT2xti9F5JG9E+jQcYg/AZEPoToxrBLqvu2X6nZENhNUh7wGurnULrJnOkk0EIoySdSTBi3nvffGof4YYBzKKQRfp3Hh+x6mtNCM6iZENgGvILIB39/ERUe3DmTYJrPmrdWag2X6dZSrpKfEdpGZdQKcd2zy+gEf7m0uwra6qq0KNrfIGGOMyTOWJDLGGGNKSKG2eDm1Er49Pv32fR2wrzN5/e334ckd8NeSuAyewC7EFKYGLWfXrgmUORNQJgLjEZmA6gSk24TuVlQ3AZsReaMUE0HdsSRRgXq0rYYDB8ZB2Zg+VckFFXIbUd2II6+gbKK8fGPYTs/kqdkNWjGkUi9XmF9Kc4u+dRpMGJa8vvsAXPti9uPJBruBxRhjjMkvliQyxhhjilyxXHRZMhGOHdK/Yze9B7e+mtl48pa1dCkcD+2cSFnZRFTPiEkEpf83qtqOyKawcuIl0E10+psYMWIz9rXuliWJitCK3VU4zgRUJwHjw38/E4HR3RzVGiZTNwCvhO83WOVR/inUm1r663sTYOzQ5PVSaK2rqM0tMgNOGyjXSn4F1InwVallda5jMsaYfGJJImOMMaZIFVv7llMr4V9PhcFO/47fsg9+2PMo9gKmT4HcbhdZ8tTDreOCi9kyBagN39K10moLE0EbUX0JdTZRLpv57PCi/g4eSJYkKiG/21HJ4CETwnaMHwKdgDKu2wRsMPNoA7AO1Y34nZFimcdV6EppbtEPPgxHD45fK+ZqoiR2k4sZQLqeMXTyOoAqm53JnJrrmIwxJp9YksgYY4wpMsV8QaX2aPjnE2Foef+OL747crUdZbnvy1Jr15JHHmoZjVNWC5wF1CFSS6q5QartRCsZ4BUc2URZ+QZriZV5liQyNGgFra0Twqq9M8KkUS3pK49aUY0Ec47kebRjAyNGbOI86chi1CZUDDe+LJkYtMG947XU2z9+LHzxhOT1K9cNbFx5R7VVhZ8N6pTbrV2uyRRtoEIreVckvEGnkzNlCva7szHGhCxJZIwxxhSJ+ojOVHS+IOfmOpaBNusEOHVY0H6uL5VF+zrg354fuLiyRVVbEH5hF1DywCN7q+nQOsSvRTgLpS7lrJQgIbQRaASeByJUVW0sqQvOK3dfgkgbvvZ8h7gjW/G1L5+b1u5ahlmSyKS1YncVIrWoTkI4A2RS2Lou+XaErn/HERx5CZo5bxMAACAASURBVF9Xl9y/4xwr1Ba6sQmg7m5YufOs5LWSSxIdYjfCmMzym/iVCJcDqHKbM5lv5TgkY4zJG5YkMsYYYwrY7AatGFypcwTmIzIu1/Hki48fGwyBPiO5doO7t0Bkd/ZjygRV3SSwdH+b3GOtWHIgejEZ6giqhFJXIah2IBJcSFZdSykmhFJZ2ZqzRM1nH72Boft25uKle+2x8697sPXoE9q63Um1DejrB9Lcq72ENmYe/WAfz12cGrSCPXsmArWofgioDecdJbeIDGaFRYBG0LV0djZaq7rsmBPxZwhcUwg3xyz4XzD6iK7nqRJFqSqJDvjwzfUDH1/+06d8WLqs1nk015GYwqXPMh2HJwEUtjq1pKjdM8aY0mRJImOMMaYAzVurNQcdnS9wFSIpUiEGYN4pyYmiB96CP72Tm3j6S1UfF4eld53lPJ7rWErG73ZUMmhwODtIpoBOSpmIjU0ICc+jNHLUURuxJF6yriTRBiCo+lGtQKSmD2cZ05+XLoQk0SMzvs++oSNzGUIzM6tOzmUAee+hnRMpcyaATAkqj9K2ktyOSCMQJIkP7G/kC6O6TwCafpuzVieJo9cgzBJSVIDlgcQkEcA7+6FpFzyyLUgQnT8qeSZR8c9T7Bu7WcYcDm2gXCt5W4Roxfc/Si2rcxqUMcbkCUsSGWOMMQWkfp1fqz7z8/lCSD5JdVdu4SSJtF2V+8uUpb/4qLMx19EUtQatYPfuWkSClnHIJGBimr03gm5AWYfjNDJ8+AZLCPVSNEnk+//I50Zk76LMI3urZzxy/b+WaefwdLuUdR6sprNzSOL6gSFHJleOpDre948o8w8e5YtTrk5Zjz+bVZxyX5y4/f77nCsf2nvU8d0nEkSOIlVSoq9Ua5BDM+uqgElYkqh/Hto5EcfpmkEGk1K2qguSo13VhRcdbe2zMiyfb6AZORi+Mz45CdSTn7wCf7X0YhJVbRFYcNdk5xe5jsUUFr+JW0W4GkCVZc5k5uY6JmOMyQeWJDLGGGPynNug5W8PY4aqXiMiU3MdTyGZdQKcd2z8Wr63m1N0Oyp3DvL5hc0bGiANWs7u3XWITEfkY6jWxVwwj9WVEFKN0HFwg1UDHIZokkj1ZC46ujnX4ZjQit3nItKAJYkyo0Er2Lt3Er5fB0whaFWXqh1sG6qrEVmD6mqqqhot4ZwZ+dqKd+RguPq0YJ5ibzzfCne8NrAxFTIf/d/Wfs70lR+hTuAZAFVapI0T5DzsZ68xpuRZksgYY4zJU0FySL+B8vV8ushRKD5+LFz0ARjsdK3t64B/ez53MXVPN6hy+4E2ud9aqGRYg5azd28tquei+jGCZGtihUgzSgR0LSIbUI1w0dGtuQi3aK3YfRCRcksS5RlLEg28R/ZW06F1iB+tVpxKYkVYdLaR6moc+TP796+2pPThq4/oTEXn59Pcoq+dDGdWxf9+kmjTe3Drq9mLqdCo6uN3T3Y+les4TGHym/irCNG/rS6SWlbmNCBjjMkD1qbGGGOMyW+zLUHUvdqjYfigrufHDoFThyX3/gd49O3sxdVrqo+qytK7P+o8letQisqK3ZOA6cA09uzpSgrJoXukmoFVqP4ZWGVJiyxI3YLL5Jo6oxEN5ugUipWt16I6G5FGVP+MI6u5sGpzrsNK67PDW4BHw7fAI3sn4PvnElQbnYvIGGAqIlNRrmXwEFjZuoHoz6lBgxqZUVk4X6M8cVetrARW5tPcov98PXj/2ePhg8OhMiaatg74w1ZrMdcdRTt8h2+m2+5f59bJICLieR3ZjMsUDoHfAC6AKheDJYmMMcYqiYwxxpg8Vh/RqcBfch1HPks1DDqVhndg+VsDH0/vaLvCPYIsvatWbCR1JgRJoXMR+RhwLsl36W8HViHyZ1Qft6RQDqzY/TYiNVZJlGdW7L4ckV8Bq5hZdV6uw+mVFbsfQ+SCuLXYf+Odnau5eGRhzXJbsXsM6kxF/HMIfpZNSNpHdROwCliLJbf7JZ/nFpneUdUf3D3Z+fdU23zXHU2H/BUhQple6nje1mzHZ/Kfv45xovwVQJU2aeMYazlnjCl1liQyxhhj8oS6bhXQLp4X90fK3Cb/PhG5LEdh5b1Uc4di7esIKoj+9E72YkpH0e2i3I7IL+6qlZZcx1PQonfhq34MmI5IdcIerShPITyN46zis8OLJxm3YvckHJmKsomZVYVTgRadSSRyNhce1ZjrcEyoK0m0gZlVZ+Y6nB41aDl79uwmqA68DZgE1JLcQrKVaBWO4zQyfHiE86RwKgsebavh4MG6mMT3pKR9VDdD+HNOecpaZPZevs4tMt1TdPugCjn1jomSstbKv37Rr0S4HECVVhH9qnzfsyoRk8SPsF7Cn6uqfN6ZzIO5jskYY3LJkkTGGGNMHtDr3amK/BZ0qXOj95PYbXMa/dFSxssikngBzIT+4wwYmtA8Zl8HbG6DB96CnQdyE1cX3YBwy3F7ZblXSBcp88nDreNQpodJoXMRqUnYo+uCcHCH/YbsBzkAYucpRdtSRaukVJdz0dGX5i64PoomiVTP46KjV+U6HBPqShIVxkyirhlKW5lZdQKQau5YHelm/kAjqmsoK1sdtoErDCt2V+FIHb5Gk0a1SS0cVRsJKo3+SFVVIzbfrlfycW6RSUP0y3ed5dyfapN/nVsrjjQlrqvyCynXbyXehGVKm9/EDSIsAVBlpTOZi3IdkzHG5JIliYwxxpgcUtct105xUa4VoVyVVinXU8Xz4i5c1Tf5NyCyJFdx5rtTK+ETo4LHuw4EyaHI7tzGBKCqKx1k6Z2TZVWuYyk4K3aPIb593JiEPdpQXY3InxFZVTSVKQ1aQWtrHcHHfE54sTs+QRxc7K6gUC7qR1mSKD+t2P1tRH5MoXw/rWy9AVgC3MPMqq+m3S+2BaVqXYrEclf7NnXWIP7qgmrf9rsdlQwZMhXlkwTz1ybGbVdtJ77FZnEkzgdQPs0tMimoNt412Tk73Wb/hkV/EZia8lDYSKde6tzsFVYbSjNg4lrOQbvACVJL4dw4YIwxGWZJImOMMSZH1HXHaKf8VqAubl35mXPjoriBvLMbtGJIpb5oLVEKgbYDyzqFpb88y8nfQer55nc7KimvmImj00iVFAoSI43A04g8VXCto9KJTQp1XcyuiNsnOmvFkTX4uhpoRiRIgzrOMQVTDdGVJHocke1Ze93g87c/YbWVi46+LWsxpLLi/7L3/tFRlWm+7+fZKTTdHaHSTXfHvjgdzqLX4IjnQBvaOKZXh9PYxjN0W2mxhaOOcBoUR73CVa8icDZ1xKZd6gKWOqIwA454ZVROFZo+YDe9EqfjNUzigbtklsxt7jE9Mj04Q3ftYGYMpLKf+8euSiqVyu9K7frxftZiQb17195PQrL3rvf7Pt9vzOt08dsiLOo8AmylYESi2FsgS1BdTWPl7jG/781zc+nrq0PkWlTrhrmfdoK2grxbcDaVTd1VXOhbnLiGLgZmDdquehY4AvwSOFJQgliOWdXmzrLKuB9YZXKL8gNF4yJc8+JVVkem7e5Ge6kgr494DKUHSx+yHgs/OzVVGgqNNMu51dZCxn5PMRgMhiLDiEQGg8FgMPiAu9FehsrzIgyZfFAlLq5eKVvDgyan7uzQEBDJWZGGcaKnFXZcKJPdLy0QkwsxFiKxaixZgqs34okkAyu3VeOItPbbxxWLddJYRKGkdZ7wS8Q6knGiOhL7EJG5qDbSWFkYeQtJkSg/8F8QicQ2I2Jn4UingbEKpp2DX2o3SgCRBvLhezIWIrF/QWQmfX1XctOXJt4V0NRdRTxez4CNY6bMn7ODrkOF1I3jiWINCN/Fs1FL70g8BRxG5CAzZrQWxfU1y/zZCa2I9+gqlHvMIh1/UdXduxZaqzNus+1yjcsHIozp/0iVqAR0dXrXvqH0GGQ5B0esGq7zuyaDwWDwCyMSGQwGg8GQQ9S2KzQuz4tw24j7KU3W45u/nz6+ut09JN5kniFPUNUOlKe/9q/yhskbGgNRpwbVGxFZwtBJ2ROoNmHJO5w/38qPvpoxmLqgeO2TCqZdVMN4OoXGMhEddfYAK1D9KY2V66ek9mwTia0lPScmG4jEUT2dMjKT9AnxgX1nAGvJB0EkeyJRtvD/ezIakVg1Ih8B3YSCl2T52AOZPyK1wwi4ns0lHEWklQvn2wriOtWsAWKxWkQWI/LdxNeWaqfWjXIY9GeUlTUVTHdijrCbNfBPl7BEVR8QkYx2ZoYpRNVB5Bsv1kjGn0vdYD+CyNbxHZLTgt4uj4dbslKjoSBJs5yLC1xqLOcMBkOpYkQig8FgMBhyhPuoXYPIq2Nd6YjqdfJ4+Ejq0J0dOlfRD4xXvr8oGkdpEpGnX6yRVr/ryWuatZxzXfUoNwENpFogDXQLHcSSJm4MFr49XzInZKRwea+boyWlO6Fz3OeJOmuA54FWQsFvT6rmUmJAZPBfEEmKRKphGis3A8lOs6HZOZPBdSuwrJmDxkSqUC1PeV2OarnvFnyjEXWWAa+i2kFj5cIpPVezBjh3rgbX9SzqvN/nwSKndw07AbSAvktgWitLKnJnpThRXvukgosuagC5HtUlGfKaWoG36euLTqpbqwi58323BuUBhaXmWSw3qOp9uxZaGS3i1LZnalx+nakzf/TjEkf4qZRpWMJhs8inRDGWcwaDweBhRCKDwWAwGKYYte0AcR5U5DERxjyhoHBcynRh+gfXO9vdJxF5MPuVGkZF1VHY61o8Z/KGRuDNczPp61uCyI142RipXR3einWVgwTkcMGvWPdyZbwuoeEtq06lWVZ1ZuG88xE5BkBf/DJumnl6lHcYIN9Eoq2IPDJIJDKMTNTZBqxF9VkaK+8bdf9s8+a5ubhuPZroNspknzjw+/4uZWWtBZFr5HV4LgGuT3xdqXSiehhLDjJ9RouxpfMwuUW5QdETX/tUFgzXqe1u2Py8CGsmdw5apUxvl3C4czLHMRQmxnLOYDAYPIxIZDAYDAbDFOLa9iz6ZI94E+UTQFfKlvDe1JE7jmnwoj79UBiy8tcwRahqpwg7zpfJXpM3NAwHnTkoS4E/yWBldBrVJkQOFHz2xdhEoZNACyLvEAi0TFlnQdT5FE+Au5tQcOeUnKPYyCeRaMAy0IhEYyUSa0ekhnz5mY/EqvGuB9eiWofI3CH7pOYaWVYb06d3kM/WpE3dVfT2NoD8CUID6SI/HEH1Z0yb1lQQXVNTjMktmlrU5bpd35Ijmba56+15WHJsPAuwhj2P4iC62toSfmOyxzIUFkMs58qplHnkv42owWAwZBkjEhkMBoPBMEXoRjukKrtEmDn63sMcQzkjAf2GhMODPqysbndXiciuyVdpGBHVNoGnq7olavKG0hjIuPgTYGmGybHjCWHoIKFghx8lZoWxiEJwnMH2cbkREiOxQ4g0oLqfxsrlOTlnoWNEosLFs+L7NEWA7gRtBXkX1bYxZXlNNcnrBVxN8nqROdeoDXg373ONmjVAV1c9nvi/JMN1vhXVA7h9b5R6N6PJLZoKdP+LNdaw9zZ34+ZD4tnYZu+Myk4J6EPpz92G4maQ5Zxwu3UV+/yuyWAwGHKNEYkMBoPBYMgyatvlGpdtk7W/GDighuXx8Ob04Tvb3fcy2MIYJomicSCq8PTuGqvN73ryioEci+SE4YAAqhoHWoCfAdGsWKr5QVN3FfF4qp1U/ohC6USdjcBjqJ6lsfLLvtRQaBiRqHB589xMXPfJRKfi0I4dcBLiy9G8EV+atZxYrAbLqmNAOBqaawTH+7uNPIu6/LThPOjMwdUQcD2eeJ7awXEcOICwvyjy5SaByS3KBtojZXL5CwukM9NWd4PdICKHpuTMcEJcvV1+EvZfeDbkhEGWc0rUWkij3zUZDAZDrjEikcFgMBgMWUQfteerJS8LzMvaMZUeAvoNKxwetEp3VYdbayHvZes8JY+qA+x2+9ixu9Yq6RXRgzhwdhZWWQNwE96kYOqq+G7QKK71NvGeqO8TshMhVRTyvr5Mk8/5IQpBQqi7uBaoTQhZnpWl6oK86KTId4xIVBx4uWd1/TZvmTt2wOto9ISjsrK2vMgHevPc3JTaMwteqif7c42ylWOWbbz/gxBwC1A36PvvWW6+ARwo5euSyS2aBKqbXlxobcm4ybYD2icfCGS6X2fp9PRg6UPWY+Fnp+ochvwhzXKuR8r5srGcMxgMpYYRiQwGg8FgyBLuo/ZaRLaKkGmialKostd6fPPK9PE72909iKzI9vlKCtVTCM8FymX3n88T84EQkvlCy1C9MZH/kcppVKOIHGTGjJa8ztbIxECGSNI+rnrQdm9VfwfQglrvIm6rr6LQgbOzKAsMdCGozktbvQ+qPYisJBTc70uNhYQRiYqTZi3n3Ln5uG6q+JIpty/ZbdSBJe/iapuvv9+QzACqReQ7KYJX+u/4GaAlUXNr3gkvr31SQaA8hKU3odqQJhidQqQJ1z3AD7/Y6mOVvnHHMQ1e3KcrVLlfRKr9riffUdXOC91y+UvD5Be6m+w1ovJ8bmqhSQK6UsLh/OzuM2QNYzlnMBhKHSMSGQwGg8EwSdS2Z2pc9oiwZEpP5OqCdOuLPzuqVXFLPzQrVMePqraKyNOXfkqTyRsiuSr8NuCWITaGqh2IHES1Ke8mJ0fDW7VfOyZRyJJ3OH++1deOqNQug0z1enQOstWaMeN4wYl1fpGPIhFsIhTMuGLeMAk8sbsGuHpY8cXD6zYaEIU7c1toGq99UsHFF9fhavK6VQNUpO3liV0i76DaRjDYxjAT6jknVTCCxQyu/XQiq+5AQS4ymCR2swbOVGhI4QFjFzwijS/WSDTTBrXtoMbl15PJ+xwvqpwWdKU8Hj6Sq3Maco+xnDMYDKWOEYkMBoPBYJgE7ga7AWSPCJlWLGcVhRZry+ZF6eOrO9wHBXlyqs9fDCgaR9kvFjtevMrq8Lse32nWcmLnlmK5t6A0DJpAVT2CyAH64k0FFUj+5rm5uG6qfdzg302v66at3zrO78nVsdXbAbSh+i7TprWxpOKML7UWA/koEqmupLFyr6+1lAID3Ua1wNWJSfrqIfupngFphYTVWzB4wlcxo1kDnDtXg+sOdBul5sHBgNidvLbly3WiWctxnAaEm0BCpApGqmcQ2Y/qSwW3+CALrOpwawUeAEImtygVPfJijXXdcFvdjZufFHgwlxUBqBJHeErKdJOEwyUlbpYKxnLOYDCUOkYkMhgMBoNhAiT80Lfm/oOqNsqW8KDVlXazBn5boR9I5iwVA4Cqo7Bzmis7/vxq8X/izE+aNUBXVz1wK7CUwau8j6P6Cm7f/oIRhiKx+XgdN54d21CLqe5E101ywrcQRKH8EbGKDSMSGVIZsHq7Fi/nqyZDtlE3qq3AUaCF3gsdvuevJa8jyeteZrHrVCLXKJml1pnDCocykmBUiPeeLHHXMa1243q/wIpS7wpXNC7IlS/WSMbsMNe25xCXD6bC1nmsKLRJmS6XcLjTrxoMU4exnDMYDKWMEYkMhqLA/SYQBbnMe60fA+vAOjC+fQwGw1jQ9fZcLZNXkx8icnpu5ZQE9PL0VYx3vu82oHIo1/XkPaqnFHZc6Jbdw3nblwyR2HxEbgWWAbNStpxGdR+u+wo3femET9WNnaQoNGAflz6p5k3oiryDSAvTp3f42gVgRKH8wohEhpEY2rUzNNso2bXTWHmNP0VmwPu5rk25zmRaNHK6/9rY19fq6/W+WcvpcpaA3Irqkv4uVu9724JaLxHvifouxuUQk1sEqrp910Jr3XDb3Q2bXxdhaS5ryoQqDqJ3W1vCJgewyBhkOQdvWDXc7HdNBoPBkCuMSGQwFAXuTSBvDB7Tp8F6cHz7GAyG0XA32qtQ2SYyJB8gZ6ir66yfhLenj9/Z7r6FyNTmIhUMegTkueE87UuGA2dnURbwcoYGi5oO8Aaqr9BY2eJLbWNldFHIAVpQfRfLai0AUWhwBtL0GS1GFMoh+SUSNQP1RiTKcw46c3C1Li3X7ASh4JW+1jUSXsZcXb/QBTUZ8piSuUbvAm1cON/miyjz5rmZqLsMV+9ApCZlSzfwBvAKoWDJZMGUam6RomculMnlLy0QJ+P2DXY9Is25rmskVNktAV0n4XDJiJnFjrGcMxgMpYwRiQyGERnSfXMOsMEaMjmb9r6nQB4YeK1/B9a8qaoyP0Si9K8ZEt+vp8H6b9k5h8HgH4mg3F35soJRAjpbwuFBH6R//L47p0z5AIZY5ZQI2oOy33Vlx+6rpeTyDfp57ZMKpl20DLgFkcX9417HymHQV5gRbMpLYcKzwpufyNwYTRRKWij5+389XlHo/PnWUlodn3cYkcgwGaLOk3g2s3sJBVf6Xc6Y8azeahGpQ/VaROogbbGLahyREySvr2Vlrfxg+tmc1vnmubn09d2KyAoKueM1S5RSbpGqrt610No93HZ34+ZjfnTwj4bCSXF1ufwkXLrPnUWGsZwzGAylSlE/aBgMWWD2gEAEINNBZw2/ez9pq77kiqxWlXe4lwGrh47LdNBVgBGJDAWNbrDrNC6vijCW3/8pR4Sg9okNDLLk+IurrFOrO9ynBDb6VJovqOpZhJ3T+uS5ks0batYAsXMNiHsrEErL1GgFXqGs7I2cT/iNRrOWE4vVYFl1qH6Hri5v4lIGrWPKL1EoycGuWlz3LVzXC5BP1jxgH9eKJe9y4YIRhQyG4iH5jH/U1yrGi7cooCXxx6M/z02uBa1LCNzzgfmIrMV1IRI7mXiPl8c01blGP5h+EtgEbCISqx9kkSryCGVljxB1jqP6EmVl+/LunpZldtdYbcDNRZ9bpNo2kkCkG+0V5KFABCAwV0Xecx+112fq8jcUJK+Q/HlzuQmMSGQwGEoD00lkMIzIRLtv3FbvA1cqMoW/b353ErlrQbYNv11/DNZfTv48BkNuUdsOaJ/YKI+I5NfCClXiBPRyKxw+lTr+Zye0It6jH4LkhaA1lajqSYEd57tlb8nmDXlChTeJJjKzf1z1JCKvoLrP97DyVJKr2ZP2cV7ex+DON9UzgzJ68kUUSufNczNx3X8BQPUIIu+g2moyhfIc00lkmCjNGsBxPkWkHNUFeXttmiheF08yi6kOkTkZ9uoEbQV5F8tqSYg6U0uzltPVFUL1DmDxoPwi4TDIK8yYES2F626x5ha56DUJQWwIatsVGpdfi1CVaXs+oUqTBHSlhMNFLV4WO24bsyTAxwAKcYFLpQbzf2owGIqevJrwMhgMBcv1o2z/HmBEIkNBobZdrX3yskBdPi6pECGgcdkKgwNV/3yedN/5vrse5WWfSptyVPWwWOzYVWMd9rsWX/DyMW4DbkV1TkoHyxlE9gOv0FjZ4WeJ/bz2SQUXXVzbbx/n2R0NiEJe7Z2JXIx3cjbpmA1+MP0skdhJROZiydPcGCzNn0eDoVTo6pqfuH45RScQQbKL5ySwF4Cm7iri8fp+ezrVeYhUg1QDtyU6jc4i0jqlor4n/uwH9tPUXUVv7zJE7kBkPrAEWEJXVzdRZz+u+xI//GJr1mvIExJ5PdvtZn32t1/QpQgPyOAcp8JDde/uhZkFIgDiPFgIAhGACEs0Lh/oBvt2eTxcMjlaxYZVy2m3nVYR6gQCqoSAYTvdDAaDoVgwIpHBYJgk7mUgDYPH9HDa2A05LclgmCTuRnuZxuV5kSFZKHmFCEt1g10vj4dbUsdfvMrat7rdvUu8zIEiQXtU2Vem7Nj5Latk8gj6SQZ7K7eg1KU0p3aDRkFeIhhsYZHE/SyTSCxIapcQ1ACB/nqTotBg+7hOX2rNDi3AXFy9FjAikcFQzHhiN6gOP6FdTCypOENSnIHBoj9cjUhdooM1hEgIgEhsHY2VU2e55dW0HdjOgd/Nw7JuReQ2vPyiVVjWKqJOJ6r7sOQlbgyeGvmAhUnYu9fvB/bf2aF1qvoAwpKCyy1SdQKurB9us2vbszQuD+fhWq1h8QQt+YW7cfNPpUw3STjs73OZYaL8NeB9jhJuwYhEBoOhBCishwiDwZCPpIX26mHgdSBFJJLpniWdZXyaDXlNwtLiGc/z3e9qxoaKPAksHDLuyn2UaXvBTRikoegZVF6Y5srOkswbisTqQe6hry80yGIHjqDWK8R7or7m3bz2SQUXX1yHq99BpIHUzIABIauT4hGF0jkKrKGoBFmDwTAMVyf+Lqw8omzh3WuOJP4k7ffm4S0MSNpOt+Ssnpu+dAJYD6wn6iwGbgWWAtWIbETZSCTWhiWvINb+Ys0verFGWoHWH7/vzrFcvQdYJSIVftc1FlR4fMRnu7hsFaF82O15jMAj2ieL1bZvlnC40+96DONDhP0K2wQCAovdNmZZtZz2uy6DwWCYSgp64shgKA50MWgDXhBuEOSKtO3vAn8HvADW/8x9faPyo7TXb3v5Q+42Txzq53q8lX8GQ17iPmrXaFxeFSGTB3/eIlCjG+0VsiW8N3V899VyfHWHuxtY409lk0WPq/LchW7ZV3J5Q57wsgLlLmCeNyig2gG84mtYd6ZOIU3pFPLopHhFoXRaAFCtpVnLSyETwzAFiJiJp0JApBYAS/zvJIrEQojY/Vadqm05v9Z63SzHicSSI/7Z8IWCnnj12if3ESgPIe4dePeqWpRa3L4niTqHUX2JYPBwMV6r/+Iq6xSw7o5jGr6oT1cJ3J/P+ZSqevJr3TLsZ0P3UbtGhNtyWVO2EajRuHzgbrRXW1vC+/2uxzB2pIazbgctwGIAAizFzGUYDIYix4hEBoOvuE8BDzBiy4JcC1wL3AnuuvzqxnG/OVTU4kDi70PALQPD0uBZ01kf56g4g2HM6Ab7EUUeEynM+6KqPKa2vV/C4UGTHoJsQnUZInltmzcI1SZV2bHrW1bpebl71jl3IbICJbkKuBvVvbjuC4lV0/7VVlb2Kv2iFQOdQqongRbfJir9pLGyk6hzGpFZnDs3fW4ApAAAIABJREFUH/B/8thQeHjdgYZ8xsvnqQbAzQO7OZHvAPMTuTxrECFhs5YqGuVKsFmc+LslR+cbHq/baR+wjwNnZ2GVLUPk1sT3ybPFc5yzRGK7cfue46aZRSfQJnKLnrKbdXte5xap3BceySLX6u9OK2hEqAB51d2w+XoJ6H0SDvvX/W0YFwKvkLy+KbdgRCKDwVDkFORkmMFQRNSOb3fZBu7HYB0Yfd+c8J8Hv9TDKSLQzxkkEgGeNd1/m/qyDIax4dr2LPpkD7C4QNzlMiLCLI3zILAldfzFGjm7ut3dJPCMT6WNEe1R2CvIjhcXWif9rianNGuALicEcg9Qn7LlBMILnD+/11c7uSTTpp3BdZMC0QngSEqnkONjZf6j2orIMlTrMSKRwVCcxHvrEou6TuTJNa8eAOUNhJmo1iJSjUg1sCwhGjmgrSBHgTYunG+bovvJd71a9J0pOPbE8QSgp4CniMTmI3IrqrchUgU8glX2IBEniro7+OEXW32uNuvkc26RqkZHWgzkbrSXSTIPpkgQYYXGpU4ftW+Wn4T96bgzjI9y3tAenhcoF6HWfZ851lUUZc6ZwWAwAFh+F2AwFB7yAKiO/EeuncICVk3hscdLBqu5JNZfgp4bZX+DwTd0ox0iLsdkYAVsgSMPq21XpY9+rVt2KupfB8oIeHlDugnksl011t0v1kjpCERN3VVEYptxnI9BXgfqUY2juh/X/Tah4JXcGHw2LwQigB9MP5voGAJYRyi4jsbKaE4nS5u1nINdtUSdR4jEDhGJ/UvC/s5fRLyJUdXv+FyJwWCYMhLP9qr+iwnedc/Lf5sWuI9QcBHBYCUi16D6EBAFHDwb6yXAY8AvmHZRjKhzjEjsGaLOMiKx6knX0qyBlEy2lkkfb6porDxOKPgQweBloDcDrYgEEJZiWb8i6nxA1FlDsxZk/s1ovFgjrbsWWo2ucLmqbldVH58ttMe1eGjYrbZdjspjuawoV4gwR0Xa3UfttX7XYhgdmUc3yuH+AZdlPpZjMBgMU47vq0gMhhLn70CvxLNm+znIP4CkrKpy1wLhwdk+0pDjGodBFwOXpQ2mdzilW85d4VnU5WW2kqFEUNsu17g8Cdwrhdw+lIYIFRqXx4DVqePhRRK/q13vU6HZp9IyoMcRnv7aOdk/otVIMRKJ1YPcQ29vCOlfzXsaeIFp03azpGL4AGe/EWkF5qJaRzK4fCpp1nIcp5ZkBpLj1CJSnqgluVcD3kpp/+jra6WsbCCvxGAwFB9epw7AUb9Lob+LSE/23zO8jJ22xJ+nAHjz3Fxctx64Gu86Ws2ARd29iEAkdgZP3DmK1xk6vg6Hc+dqgApU477lEY0H75njDeANIrH5wF3ACkTmAc/T1bWVqLMb1eeK0To1H3KLFJ5K1JGZOGsLLR90PIgQQGSbu3Hz9VKmt0s47E/GpGGsvAKEEv++gzTXBoPBYCgmTCeRweAr1l1gzQBrmdd5I2mTbtZ2/J78Gha9Oe314Qx5Qz/P8Mb/nGHMYMgJ+qg9X/ukXYR7/a5lilihj9rz0wdfWCgtoL5fS1Q1KsqiF2usBS9eZe0rGYHotU8qOOjcS9T5AJFmhKWIBFA9AnozM2bMJhTcktcCEYDqu4l/XT0lx2/WciKxeiKxzUSdX+E4Me/7JTbeBGc5XkbTYaA1UZP/3TteVpS3at+bdDQYDMWE113i/W6XlflvKenlESWF++H5wfSThII7CQVXEgrOJhC4FFiOl6txPHGMKkSWIbINkWNEnRiR2KFEx2b9qJ01rtuQOE5ediyPSGPlcRor7wYuTXRgdQJB4EHg10Rjb3HQyZPFednlpQXi7Kqxnrr0U5mtri5X1Y7cnFlPX/hUHh92q21XKfJwbmrxF4EGjcsHusEuEkeD4kS6aVLlLHidYG7HeOMCDAaDoXAwnUQGQ/7zqd8FDEN6u/XbQ3ex/hLcbYM7ofgR3oevLKIBIG0VnFaAzEwbm8UgH+7U13oxkG7VVZ3hZJnGkgRBMlgf6WmQ5TDKh3nDlOJusu9VV54UKEorEfBWJ6rIk8B1Q7aVyXrt0xBIjr9+7QF29wk7/qJmhJWjxciB383Dsu5CZAVKRWLUAfZiWS/wg+mFZa9nSSsKiNTRrOWJleuTw8uJaED1OzhOfX+nECS7hRygJSX/yJvYPOg0oBxicI6Tn7TgrTStJzn5aihptJlyLqFahWpcqoGv462OnwnMRKk44/5h1Xm9mAqre9uXOmjD5R2ZxmFZQD5k3hiSnDs3P3FtcvLkul0PpAr3Y8NbiLCf5AK0SCyIJbW4Wgtcm+iGDCLSADQgAo7TQ9RpA36JyBGmT+8gdYGHyHcT/8qRyDAFeLapT9Gs24mda0DcexLfgyUoS4jETmLJc3mTEZhFUnOL7mrXehe9X0RCo71voqjLQy+N8OygcbFF8N9GNkeIUAXyC3fj5qekTNdLOFwai6cKCFlEj9vBG8CaxNCtmPxJg8FQpBSR0Y7BMBW4N4G8MXhMnwZrFJHDbR2aSzSSsZUuTnTmXAH8AUi6jVsa6ccaS50T/Voy4f4XkL9IO9ZVmW3k3P0gt6QNXje0a2rYc90GPAxUAOUgQzJXCgPtBmkc+9dtyBZq2zM1LntEWOJ3LblC0e9bW8JN6eOr23WzCHaOqjitsONCmex+aYGUzoRnswbockIg9zBYwDgOvMCMGXuzIq74RdT5GE+Uv45QcPzXswNnZ2GVLQauBxYj6WL+MKJQOq99UsG0i2KIBOiLX5YIKPePSGwtIttQ3qAxePPobzD4RiRWjchHQCeh4OzJHEqPEVSXOfQxJyEAJYWgOTJk8coYj6mcxWKddRX7JlObIYskf7/RJkKV3/e5liAiMQBUZ2fVEq1ZAzjOPCypw9WkaFSdtlc3qq2IvIPqYUSagSDCfdwYfDZrtfjNm+fm0td3DyK3Qb9o4aC6j7Ky5/JELJwSfvy+O6dMuR9Ylc2FRYq27KqxFg233V1vz8OSYyKluZBZoYMyXW6Fw6W1oKoA0A7qgF8BqOJIN5fKIgr3Wd5gMBiGoSRvwAZD/uBeBrwKXFtgmu33hg7J+6BjfLvezNjzLB4GmTfGffMYqQA9BO5ysN4YfX9DNtAN9mKNy8veSr1SQp5U2z6cviLxQjc/vahC7xAvl2BKUNUOlKe/9q/yRsnYyQE0dVfR27sGx7kLSYjZqj1AFMvawY0zimXV4RFgBarfZSzX8abuKuLx+oQtXD0ic9P2GJsolM6PvtpNJNYB1CZEp73j+Bqyj2W1oQpo3aj7GgoKPUY1vcxRoRrh68AclGpgDn3MFMiqgbcIM1Fedtu5RQLcJwvozN7RDRMjufBL/M8jUqsOUYDTWc/M8e7ZxxN/PMEnEqsGFgPfxbuGV6V0Gm0dqKvIVtZ7ItB9vPbJei6+eAWu3oPIXETuxXXvJRI7jFrP8cMZQxbkFDqJvKD77jimmy7uY42i98skF+kpGi9zuW/Encpkm5Tw/JRAjcblmLvRvtvaEjaLBPIIqaHVbeeUCHNECOoXCJG3kQAGg8EwcUr2Jmww+I97GXAI5Aq/K5kAN0zy/cvwgmLHgBwAnTvYJi4T2pk20AOk53ucBlInrc+AnE+8Pw6SvhI9fX9gxMkaB9I7JnQu6C+8UFgJgL4KbhVYxbPaMg9R2w5on2wFHiwo+TVLCMxVl1XAztTxlxZJz13t7kMKr2fzfIrGUZpE5OldC63SslWMxOpB7qG3N4T0X6c6gReYNm1v3ucMjZ+38UK+G4D1Q7ZGYkG8DqrrgXricU8USjbAqsYRaUX1HSzr8BDrovHRAtQm8jn2TvAY2WH69A66uroRqeLNc3OLeZV5IaFHqdIAs3CpRvhPwLd63S9X/I/z1/OZXjxzWTt70t4SRAiizEKoEKiiD7DSlvLk4MYiwhKNU69H+bZcbSwMfUUSGRSq/t/fxPUWluWqFk+I2p3443XYqLsYTYhGEES1h2CwOH9GPXu5Z4FnEzand6G6BJEGRBuIxE4BLwC7E7Z1RUOiC/yndrM+9U/TdRnKAyATzd3bvfNb1rC5Ve4Gu0E8MbKkEaEC5GV3w+brJaB3SzhcVPaGBc5LwGMACHdgRCKDwVCElOLcmcEwDqbSbs79ryDhoceWw4MtydynQB4Y5Vg5tJtz14JsG997MqE/9jKLxrTvTDy7uR6QApxw1SrQZkhdQa+bwNriX03Fi2vbc+iT1yUZMl2iqHJWAvoNCYeHTFrc2eH+AmTyH8ZVHYW9rsVziZWnpcFrn1Rw8cUrUO4CBjodVb2VxZXTD09C+MhvUq2OAoFL6e3twVtd7nUKZfq9Uz2JyGFc+SXxnpasZTpEYvUJq6NJ24ZlqZ5DCfHsbkLBnaPub8gK2ky5XsJ8oBblCoQ5CZGnOh9XpSvEUU4DZ9/r/da8r1hny6vLfvNZQPo+N8z+x+VTFsqiIYtWDLkgaU+oGqf3QqXvmTSR2HsJG7j8uM54uXJzCQVLZ8LU+5m4B9UV/ZapXufwXlz3OW760rBiSKEzkdwiVT17ISDfGM56OLGw6wOB9E7jkkaVU6gut34SLty8ryLC7eAZgXshcR+PM9uqxV+rY4PBYMgyeffByWAoIa4Z/FLfHUawuSQn1Yyd67N0nO8BYxSJ5CxwNkvn9QE5A7rQs5uThBWRPAbul8Ba529txYW70V5FXLZ5K/FKGxFmap88TIZuD8tlXZ+lx2TUDr3MqGqnCDvOB2RvSeUNeZZy9yOyBk3JKIDdCC8Qqix+oayx0iESa0Oklnj8PTJbF3bidfm8TSDQMmXdVMFgG47Tg0g1B5053Bj09/sv8g7QkLDW83/ytgjRZgJ8nnlqUYNwFVCrMK9fDEouofF5GZwqp4CTwCmE3wh0qnBalE6rJuV5Jvrzj4DqGep835lV3afwpAg1qccSmE8FG4HNufwaDAk8QQZETvguEDVrOY7j/Xz09fnf1QQkLEKLs4toOLzuqodo1k04zm2I3IPIfGANZWVriMSOILzAjGC02BaMvLBQWoCW8eQWCWwa6VlRXdYYgWgoIsxR5D13g73eejz8lN/1lCraTEAv4WXxnFCStEgFpfP5x2AwlAxGJDIY/CNd/LnS69KxtnsvdTHoKpBbcl7ZsLiXgTQMHtMXwRrFOs69DOQfBo/JLeA+BNbH2a0xX5Fu0BtA94AsTYytBRcjFE0ete2gxmWXwFK/JwfzCmWta9t/kR6Cu/Nb1onV7e6zCGvHdzxtE3j60m6JllTe0EFnDso99PauQRKTIaodwAsEg/tYJKUWXtsCpAaadzI4V6gzJ1Uskh6iThtQj7IY8FskavFyiaj3tY4iQ5sJ8AXqVbhFISSSyAHysyavG+gU0IlwCvj/gFMCp/iUU9Y4u366mNEnC2nRZq6hgo0I9qDzCRv0KDvl6iE2uoap52ogP6zmHKc2YWvqFHO3SsHg3fs9K77//vs6RO4BliKyGFhMV9dpos5zWNZufjC9gBe7DWWsuUWq2vG1btk93HESz++PmWf3zIgQAHnS3bj5u1KmKyUcNveAHKInqNAe3pKU5zqF/fIpt0uN6e41GAzFhxGJDAb/aANSLOlkOrANNMXKLe+emG8aOiRjyDaxPgb38FCBiZuA7dkorDCQbtDloBihKHvoBrtO4/KySP+EtSGBCOUal8eA5enbLgQkfFFcb5OkVcowKBoHogpP715oFVcw9Wh4Njr34+ptiAQSTp8tqIZprGzxuTr/UP0ZIlU5F4Uy1/IOIvV50b1jcomyxlQJQ6pc6FPrs4Dlzhhhn7OAg3AaOINyBuEfcTmNRSdxTk+VxUzCUm6z287VIvQ/MwkEVKjHZCDkHtU6RECto36XwsBEZYuPNRgy8cMvtgKtNHWvo7f3HmAVIrOArfT12USdfag+l+i8KhpGyy0SkXUjLSrSPtkg0t+ZbRgGgQaNyzF3g73Sejx82O96SgE9SpX28AtJsZVWZbu1EPOZ3WAwFC1GJDIY/OP/Ah4Yda/8YtXgl/oxWEcy7zqEt4F0keh6SkokApC4EYqyg9p2gDgbFdngrbQzZEKEZe6j9g7rJ+FBAs9LC8RZ3e6uB3ZlfKOqA+zWPnbsrrVKy3P7YFctqg8Dnue+Jw5FE+JQUU3wTIjkZFg+YFmHUbXJh+6dRRInEmtFpIG+vjo8uzHDONAO5ircr8rSiQpDCj0onXhdPp0Cv1GXTiw6pZvj05zfVZXL+Y+qAv/MR//bvx+UZSUL6MzG1zFpLDahac9MFt/BiES5xbN38ya8yzQfFkkku5re8bmO4sT7/96GJU9P2L7Us1fdRLOG6epaiur9CcvCVYisIuoU5bNEQgjaB+xL5hYB3bsWWsM+K7i2PYc4a/NvTWR+IkIVyCF34+anpEzXSzhsOlmmCD1KlVo0p9ogKjxkLcTY/hkMhqLGTKoZDL5h/U9w14FsG3k/PQxcBnJFTsoaFvebGWo4NI4DHADSvlZp8KzoSsVyLkm/UHQWZE1izAhF40Btu1r75GUR6sxnyzFgyTaG5KDB17pl728r9C4RGcjAUD2F8Fzgc7L7z+eJv/kLueag04DyMKr1AKjGEdmHZT2Rs66Qpu4qvvCFs8WWYzBlpHbvHPjdvDywYDoKNCByLZ4NkWEMuO9Tg8sGICQw5kbqhCB0AmjF4n2gzbpqFNvBCPRQTmf8D/JIFLIGWVZaV9HhtuOkrbA3mR2TQE9QQS8ziVOtShWeCDmok1YhLl4HGSq0Wr+JVWFZAVTP+J4516wBuroSuZamk2hKcJw1iKzB1VVEYruZNi084Uw97x6+H9hP1KkBvR9lGSIhREJEY00oTxdjV3Iyt2jUHePypFnkNX4EHtQ+Weza9s3pdtKGydMvEIl3z1WII6y0rmKf37UZDAbDVGNuygbDyHzkdcvIZd5LPQdjshhJs5LTv8u8m7Ud3L8B/k/gj9PO838Dbyf22Q8kBBrNJKhkqvO9CewzAvJF7z0yPeX9L4z9/dbH4L4IcufAmJ4D+UOgxEQi8IQi7ga3xxOIwAhFY8PdaC/TuDxv7CnGjkCtu9FeZm0JD1qFHl4k8Ts7dB3wK1VtFZGnL+2WppLKG2rWAF1OCGQDirdiXLUHkZ1Y8tyEVxOPl6buKuLxh+ntXYPj3A3szcl5C53U7h3LWgz4LRK1APnR2VQA6N+yWC02iFI/FmEoIQodBn6JRZuc47iMM/8nL3HdQRPReoxq+obc4/z+2S4I9Cjz1aIG4T8A81CqEarowcuTk2Rz6FAGDSs9r8+8452bf/8yiPjfReQ48xCpAJxi60LJCyKxICJeFpiX+7SG3t4VRJ2dic6fiYfUh4IdwO0cdMIoG1C9DZElCEuIOiVpYasb7Hok0a1tGDcC8zUux3SjfZ9sCe/1u55iIaNApCy3anjD79oMBoMhF5gF2AaDweA77rYBoQhAtxuhaChq2xUal20i6baHhrGgSqcE9HIJh3vSt/34fXdOIoS4dPBsZZYBGxCZkxh1UN3JtGk7Jrx6eLwkxSHVNYh4k5iqpwgGLzfdRGMk6jwCbAWihIKNvtbi/VzFEClHdbaveU15jHYQUrAF5o+6r9INRFF+Jp+nSeYxuQ7HSKwakY8ACAX9/SwUdT4CqlN/VrSZgFbwngg1qbuqstpaaLrTUnH/lnmUMR+Xq4AaYL4IFdk8x6W//XvO9H3lIRor/bUZisTWIrIN1cM0Vt7gay3FSCS2OSESHUd1JcJjIEsSWx1UdwDbJyUWJTnozEG5J+2+3wY8QWNldNLHz3PUtgPaJ+1juf4bRkeV/RLQ1RIOl1b3f5YZViBaaAQig8FQOlh+F2AwGAwGa50nDCWRtZ5wZEjiPmrXaFyOGYFo4ohQTZy1mbaVlED02icVRGJrcZyPENmDyBxUvQwBb6J2fU4EokgsSCS2md7ej4C1iYmiFsBBZA6Oc9uU11AsqCZDnOv9LAOARdKT0nVQ72cp+Yjbxiy3g2YgMtIEoSqOKrtVuEG6+bK1kNutb7F/0gJRnqNHqdJL+MUQgcizQcuPHDCf0Q7q3Ha2uR18LBYfiPKyCGtFqMu2QDRw0nzIIxLPoUDE5BFlG0849nJihfU0Vh4nVPl9VBfh3Ze9LiORj4jEHqRZyyd1vhuDpwgF1zFt2mxge6J7uRaRCFHnGJFYUXfYKFShg60eDRNHhGUalw/cR+2a0fc2ZMJtY9YggUjpRvi+EYgMBkOpYUQig8FgyAusdaA7B17LWnAf86+e/MHdYD+IyHsizBl9b8NIKPKw2naV33X4QlKUuejijxHZhkgV0InqOoLB2YSCW7KyQnisdYh8lJh08sQh1UWEgosSq5UBNkx5LcWCZ73kAEEOdtX6XU5/qLzItaPsWVJoByso4wMZQTxTxUEJS4DZ1kJWW1dxWBYxpPuxGHE7qNUy2jN9f0R5XGrITS5aHpIqDAG/EmGtwKypPu/+z27iTN9X4lRWdkz1uUZHvTwikRZ/6yhCRDYAFage4cbg4f7xxsoWQsFFwHXAcTyx6Ekc5yMisbWTFouWVJzpF4tUt+Ddx+YjEiES+5BIbAXNWnTxAFY4fFoCukCVou+ayhUiVCPynm6wH/G7lkJDj1JFGb9IFYhEuMG6isOjvddgMBiKDWM3ZzAYDHmDBkBfBVmaMrbOy6UqPVzbnkWf7BFY7HctxYSK3m09Ft45+p5FQmY7t5PAEwSD+3Jm6RaJBfE6hu6H/qyR47iyiR/OaBq0n2eFFUS1sRSsZ7JC1IkAIWA9oeBPfa3loNOAcgjVkzRWXu5rLXmAdjBTlV0yQv6EwhngCfmUnVMuCuWZ3VzQ6qo++dWav/xK2b/8qWTIi1U4Ip9yQ1FkL40D7aBOlZsQlk5UEFLoAU4BZ1E6gbMi/A44g8tphTMyzetO014qRJipQoXAzJ+c+z/+aMO5//oQqh00Vi7M2hc2Ed48NxfX/RDoZsaMSmNFmkWauqvo7f0IkXJEruHGGcN3jUVioYQlXbILshPVcNaeJTI9J6ieAh7P6fNKDnE32ffiypMiTE5wM/SjcETK9HYJh3Njm1zADLGYSwhEUmM6dw0GQ2liRCKDwWDIK4xQBOButJegskfE2FFkC++Dj5ZOwK3n+Z8MiE5OvB5PBETnTnhp1nK6utYCD5MqDo1Ux0A2wglmzFjIIimJTopJEXXWAM/nRV7Ha59UMO2iGCIBAoFLc5ZvlYdoB6GEQJTxWq7KKeAJ6WZfzjqG8kgkuuPnf/7PW2Zs+fKsst9m3K5Km7g0ytWUzM+QtlOvgj1Sx1nG90EcOIHSARwVlw7+jRMTFtcisWcQuRfYTijob05kJLYCkT2oHqGx8jpfayk2os42YC2Q7BoamWYNJOxgB/IMsy3keGLRKuCBRNczCVvcJwgGdxbbM4E+as9XS14WmOd3Lb7x9T/w/v7NP2TlcKqcBb3dejxsumGGwQhEBoPBMBQjEhkMBkPekUkoYiXIXr8qyhVq2+UalydFuNfvWooJhQ7KdLkVDhd/9lAkNh8RG9UlKeJQS0KUaclZHc1ajuOsAR5OmeQ5hbCeUOXIHudeN9HHQAX50BlTCAxeaf9lvyfR/vpvbvzkR58/+JUevfjTizn/1yL8jE9LxzpNmwloBc8PlyOXCITeLt1syvn3JE9EIreDxwQ2Drddlb3SzepS6SAarzik0INyGOEdgQ7KOZ7VzKqocwyvY2Q5oeD+rB13YrXsAVYk7mObfa2lmEjtIlJdNK5nhGYN0NW1ClW7/x6f7YUomZ8jPLGo98JufvTVosloU9uuSDz/r/G7lpyz5Aa4+lvev0/+PbySvcuNwnYp04ckHC6J+8hY0WMENc57/QIRxBG+byzmDAZDqWNEIoPBYMhLNAD6FkhD4nUcWA5W0QZouuvteZTJq1ldSfj1P4CuLnC6snbIQkPhp1Kmm4r+A2IkVo+3sjfVnjCKyBMj2sdkm4FVxlsHiUPjXWU8sLrZQXV2TvKSCp1I7J8QqRr3ZF+W0Q5WAHuGjCcmtUV4SWqKN4tBmwnoJbwqsDTjdqUTYblVQ+5+L1PJA5FIjzKfMo5l3Ob9nDxkLeTZXNflB+MRh/qFIYsDcjHRrIpCqaR2A/bFL+Ommaen5DxjJRL7EJG5wHWEgkd8raWYGG8XUSaSQo7X/Zu0iGsD1mftPuR1JK9A9YH+7iXv2WAHsL2Yng90ox1Sz0kgOPreRcCVV0DjjTBt2sDY734Pe/8qa59dFI5TpjeXxEKxMaAnqNDPOCRCHfQvWlluLaRoP2MbDAbDWLH8LsBgMBgMmZA4yM2giZZ3CQAv9wcXFxnuJvteLGnPmkAUnAEr/xRWrYRbl2flkIWGKqdRvc7asnl9UQtEkVg9UedXiDQjshjVOLAX1QWEgo05E4iaNUAktgLH+RCRPQmx4hSqKwkGL6excu+4bGgCgSdQ7cELyranrvCioiXxd72PNaDKtZnGBcoTuTwRt51fu+3cq83FlcMwqkAEz8rnuNI3gShP0LLM/+/qdcZcWQoCkbZT73bQjNA8kkCk0KNKVIXbpZwvWwtptK5i35QJRADTLqpJdKKe9l0gauquQmQuqnEunC/p35us8ua5mah6XSuqL034OIukh8bK7ajORjUMOIjUItJMJPYLIrH5ox5jLOcIBXcSDF6O6srEwhPv2UDkIyKxx2jqrhr1OAWAbAlHCeiVSolYfjV8b7BABPClL8KKP83aKQTmE5dj7kY7Y2dvKWEEIoPBYBgZIxIZDAZD3iLdIDeAnky8Lgc9BG6Nv3VlD7Xtme6GzW+JyjNZC60NzoDV/wX+3WzvddVXPSuHEkKVqAR0gTweLt4Vx5HYfCKxQ4g0A3Wo9qD6LJZcTii4ksbK4zmpY6g4NAfVMwj3TUgcSuLl2HhZZKr3ctCZM/IbDMDbAIh8x88iRHjJdeVfR9lnjgjPaAUf6lEmP4mYB4xX4hqrAAAgAElEQVQkECmcVuEGq4b7pnRyv0CQck6oDghlvRo4DTRaC7nBuoqiXu2tHcx0O3h9DOLQGYV1OROGUhGpTRThvyjT21ub+NfxYrIX8x3XXYxI8rlzF1Fnz6Tus42VDo2Vm1GdDWxHtQeRxYgcI+pEsiQWxWms3EsweDmwHDiOJxZtpLf3I6LOtmIQi6xw+LSU6SJUw6pFbLe58k9h+vTM2770xayeSoQKQXa5Gza/qrZdGl1aaWgzAf2M15MCkTfIfUYgMhgMhgGMSGQwGAx5jXSDLEoRiiqAt0Dn+lpWFtAN9mKNyzERlmT1wDNmDP3Q9c0FnqVDkaNKj4reZz2+uVHC4bN+1zMlHHTmEI29jMgxRBpQjaO6k2nTZtNYeR83BnM3wRqJhQaJQ579yzqCwdncGHx2UgHWXraS93suEsBla5aqLmZaAFCt5bVPKvwqQmpolTKdf/iz//j7bvcLI+8rVKvFr9z2zJ03hcKIApFyUvpYaLz+B5B5dEs337499gLX/UuUP/7HtxcXswVhEreDJap8OFynGaSIQ58y26phu0+i4tWJat714dyDSYreIqXRWZErQsH9qC7As6UNACtw9cOsiEWh4DqmTZuN6rOJ7uYQIseIOK9nZcHHIokTCu4nFFyAaiNwPCF4raW39yMisWcKfWGJhMNxeTy8WdBFqvjbzTcVXHP1wGK2HCLCMo3LMfdRu3b0vYsLvYRXRWjofw3rrIXs9LMmg8FgyDdMJpHBYDAUBDoXtBmS4bh6GmQhyBl/6xo/atsB7ZOtAg9O2UmWNsJ/+PeDx86dgye3Tdkp/UbhBH263NoaPuF3LVOCFzC9AViTmNAB1f1YsimnwhB44pBnAZdcGZy9bABPHLKBUMpoNBGGnZvuqEIm6nwEVCPcwI1Bf0WJSGxruZx/ZNnn3mj6yy/d2wmEBGYNu7+ySBb2W+YVDKMKRC6L5Gry516VB5lE/UQdBUjkjnX6WssUkrD4eUaEFcPuA2eAJ+RTdsoienJXXQaiTgyvQ+OanGbapaDNBLiE25o+u/7pv+754Rej3f9paXfjZQf8qKXoSb/vqsYR2Yfw+KSfLw46c1A2oHobIoGsHjuV/961BEsfINmdlzxPX3yT75aJk0RtO6hx2ZOway18gjPgf79nqM1cKlP8mUWVuKCbCPBUUVtSJ3Db2SbC2v4BJSwL2exfRQaDwZCfGJHIYDAYCgadC9qe6CbC6y6Sb4MUTMeIa9tz6JNXBabeMm/tfUPtGv7XR7Dnr6b81LlGlWcloA9JOOzvxNpUEIkF8YKlH+63hlE9AjyUc9EkXRzy7GR2JgQcIw7lA1FnD7AC1Z/SWLne11oOOg0oh1A9SWPl5dpMQL/AUoQHRIZeAxVarBomFp7uI24Hzwjcmz6ejwKRdjBTPo5VGJEod+hRqtTirUw/85Bn4hDAm+fm4rofotpDMFjJIvGlJreDBwWeTL7+N/dzv/j85z/7obFrnEI8S7itiHjdBsl7fCDwRMICduJ4YtGTpAtR2RZxIrH6xLNEfeI8PXjWtU9M+jnFZ9xN9hpc2ZY1e2q/yPT5JJ3f/R62PzPlpSgcoUxXWuFwQQuJI+G2s1GEx5KvVdluLWSdnzUZDAZDvmJEIoPBYCgotM7LJeoXilq93CLJ+0kDd6O9CpVtIuTGBmq4lXr/4zC8dzQnJUw1qpxFdKW1Jdzkdy1Zp1nLcZw1ickOzz9dtQNPHGrJaS3epMs20sWhbEwcRZ0aYANGHJoweowgcdaq8J3O+Nen//E///ybZ/q+0kZj5TW+FvbaJxVMuyiGSIBA4NLUnxX3fW7D5fkh18MC6yZyO1gi8Fb6eL4JRO771CS+3zWf9V38wbfOtlx5ovdyIxJNMe7fMg+LQ8N10KmyVz6XZzlVkdgKRPYArYSC3x7v2933mZONXCm3nUOp1kgAqrSK0Cg1FMzioIIkk9CSrXv+0K6l7B178HkGfw1ex3OY4CStcH3GXW/Po0xeFZjndy0TIpPTwe9+D9MvGfx55eTfwyv7c1JSMX+WcNu5V4R+tU3hDfmU5bKoiLOuDAaDYRKYTCKDwWAoKKQVWA6aeLiVOtBXQQO+ljUCattBd8PmVwXZlTOBCMDpgnffGzp+3Xc9AanAUThCQBcU3Ye6Zg0Qia2gq+vXCWEmiOpJVBtprFyYU4EoEqsn6jQj0gzM71+RO23abELBdZOa0InE5hN1IkA7EErkFuylr+9KQsFGIxCNjjZT7nawVuP8GsEWqJ8d+M03m7/yfYCaRBeaf3gh8x0AxOP1qZusq9gHrMzwrvoMY3mJHqUKZc+Q8fwTiG7DpTnZyfK5svNX3l/xvN9lFT3aQR3Ce5kEIlXOKnzfWsjKvBKIPBJ5REzMZs7lLbcjxdZooghvDxkS6lT5lR6latLHNwxPY2ULoeAiVBcBrYPyfqLONpq6J/79b6w8TijYmDh2S/+x4/FfE4ltztp9a+BraET1JJ594jYc50OizrKsnMMHrK3hE1KmC1V51u9axs2VVwwViHp74ejfDl3Qdv78yMda+adwa3b+G0WYKchb7sbN29S2C7tLKwW3naUI/Z59Ci1GIDIYDIaRMSKRwWAwFBxWE3D3wGtZArrLt3JGQDfYdRqXYyJk7wPp1//A+zMWftnsWcylMm0a3Lo8a+XkGlXiqK63tmy+rujsISKxEI7zQWIV9yzgNKorCQavpLEyd6Hukdh8orG3EuJQfVbFoYPOHKJOBJFjpIpDllxOKLiSm75UnJlSWUSbCWgHK7SCDwS2iTAzdfvcwP9L9bSPA+SH4NICgOp30jdIICEgFShqsSf9e6/K2bwSiDp4TJSX0xcozAn8L79KKgm0gzpVDmVaGKJwRITLrRryc4GDiBforvrueN+qx6gWYa7ANredSQWKyKfs/H96/yg2tDzmqkWzHsNfEbwU8ISWb6PaCBzPslg0IER5XdIViNiIfETUeYRmzc5kfWNllGDwSuBuVM8gMgd4lUisnUisPivnyDESDvdYj2++D7RRtUC66oIzYMmfDB1/9z34/OeHjv/jb4c/1pIb4N/Nhrl/CA+t88SnLCCwVvvkPV1vz83KAX1E26lHeFUgAKBKm5TzfSMQGQwGw8gYkchgMBgKEms36KaB17IC3K2+lZOG2nZAN9ibFWkWoTorBw3O8FbOrVrp/XlonfdBaTT2/JUXAJtK1Vc9y4cCQ5VTqF4jj4d/6nctWSUSqycSew+RCCJz8WxR1jFjxjdorNybM2uUN8/NHRBwZEm/gAOXZ0kc2oOrHzJgLTcgDmUzwLqI0RNUaAWvA3tEmJNpn9/Gv+qcjn8NRIYIMznHkncS/6ofsq2vcHMVtINQuhUWAMLKfBCItJmA28HrAhszbd/RfXemYUMW0A7mKryeUSBSdsun3JBvdmnaTECPUf03bXV/VB34h/mzyn4L06aNu5NI4wO/EyKsddvZo81MqNNbFtFT989vW63na4duE+ZqH69P9NiGcdJYGSUUXJBRLIrEtk6q+6exsoXGyoX9x/bsdbfiOB8Ria3Nili0SOKEgjvpvfANVMNANyI1iDQTdSK8ea4gRQHZEo4S0AVKAVi0/mgpfP5zg8fOfOItZqv66tD9u4dpsLzyCvjmgoHX06dnFp8miMB8taTd3WivytpBc4z7t8xTeCtFIDopLo152LVqMBgMeYfJJDIYDIaCxn0eZM3Aa10H1nb/6gG17Wrtk5cF6rJ20CuvgIbveR+G0vm3z+CDD6Dp0Mjvb/z/2Xv78KjO887/cx8NthwLNLJJraY4ESlOoDENqiUDDW6k1mxhC0YTQ2Ia3MAWuzjBG2ihNgF+0iwQ7JospHYXd3ELKc5CAs4IQ2KykA4JpIA1VCQmgdQkkJhN5JpkRiAbGY3O/fvjHL3NjMSM5lXwfK5Ll5hnzsstMZo55/k+9/c7K97O4eu74bUfZazMbKLKNvHo4+L3Xz83OYlCouFpYFNOA5adQOmVqM5DxJ100xcR8act3uxrKycaXd/32CZzaDDoccrVYm+XbVjCbZT9Y1pOfOVnnb+7AzhJnbeyv21zwkC5RDFhygCqPGJV80LuC00NO0SzdGV0uSg8b1WRd/VFT1GiV9ghwoy45yD68847/+foX732t4DJJMowepxyLaKpnwyiFVJFQSxw0CDFOoIasZmkwsdRqmJFLVUiwDGB42pxTG7myLUmGe0m9sa+7twMjIellvaUinSya5pL5HLrpffdGRTpk1vXdeyC+Ju74QiE69y8n673wAiqXyYT1y7faJ2H2PVuxw84HdWr8XpfzNiCGee6ZA2q8xHxoBpFZBsez+qM5iLlCK2v92iUJ0HqRQpQOJ0xHSbe23fsnSuw+R8da+zPLYoXilb7Ex9r+dL4e6Es5Repsls8+oj4/bm7Hk8TbaZCOzkqOJacCi1EqbYmcX05LxgMBkOWMCKRwWAwDGnU42QSyexeY3PA2p2PauxV9bNR2SKSYRuU/+8L8QJPLNcSixKFxV66BFv+2blJK1BUiSD6mLXWn5sE21ywJzIG1XqQeQDuBMVzGQ9uvhYvXRxFkWdNVgQcZxLmCVQXuauOM3fsGxA9zgQtYm8/k8+OlQiskGoOEQh7EXFsmmKEmWSwQwRRLmDxbbHYJ5WkN0HidMlNAuZS590JoM14NUpz705LhajAbxdal0Us9gnmibK995hCixRzV75X6mqQYi3hgEj8IgVV2rCYY/0ifAYRx4fUiEQZQ4N4tITDIsS1vigstarI6wKWLjTEfIU1/b2X9LsfRIEjAt9Wm33WvfSxBnVfe2/100F1RG5hekp/H42RRcBm0H1aWubTEgKJhE+UWqkeAp0U1yPZEouC6iESmQes7BaLVM8C6/CVbUuv6F68fGkstr2enu7mNlS/RMfVDW6m3pBCV9ZPUWR7xhwMMsEH3g+fmTfwIrUlj8Ptt/U8984VWP938cda8BeOzVxvfv0b2PRsZmvuhSrnBX1Y1vmPZO0kGUJDjFTlsAhjwf3MVybHvlcbDAaDoX+M3ZzBYDAMaSQKsgC098X7DtCaXFah9fUl9sqGLYLsyrhABNcWiMCxcZh4L6z428Q2dLsDjrVDb0aMcDqMChSFI+LRyutGINrXVk4g/KxjueYKRD2Wa+nZuaVaR2NkI1bR68B8VyBqRLWSOq8vLREnEPYSCDcQjb4OLHEFokNAddrHvkHREFPU4nCiSV2FU4DPqmZy90SpMznn/J6j0ZpBnPKiiCOEaCdv2U0c1hBP2q9y9yB/hIPu9z8Ft9Mlyt64iSxlf6ELRADY1MeNKavzLRABaAlr+hGIzohQbd3D/nzUdSOgw1mSSCBC8ReCQGSfoMoO0QxsTVUgAhDwiGMbuV4sXrNDvGE3sUVf5X4N4uFWpiQSiABEmKLtHNbjJJ9h051jJt+XWqJyC3Pd97u+m8HfpPqzGDJErA0deLtzhQLhhkHb0NVKFF/ZNrze8agu7c4SEtlKY6SZQDiuq2xQPDDiDHVeX1wu0rCbXqcxsoigFl5XzgDIOv8R8WilKnlZKJeQTz4Yfw9z5id9XQx6C0QAV67EH2fyxHiBqKMDtv1LZursBxEqFAnaK+tXaX19wb4e9BQlqgS6BSKIijDdCEQGg8GQGkYkMhgMhiGPtIH4QM+4jz2ge8Ee7IRmSugX6idoVJpFyJ5/9Q9+mPy2A4lFX93h3FT15oOj4U9q068xg6gSVVgrRVorfv/5fNeTNl3CSUfHOUQWO6KM7nNFmdzl8QTCXhojz9DRcY7eAo5qbdoCTlCLaYysQuScu7K4BNWQe+xa6ryhTP0YNxJ6nPIB8k32SzGTpYrG+B11v/s95VwigRO9/u1xRQdnYriJc3aIzXaIGRpMOlPoOwAeidbYTczWKzQnEjKAr6Raa67RV7k/NgtKlbPSxrY8ldSNHWISwpLYcYVTYlMrVZzJR103AnqcCdDXOhFA4TmppiH3FcXUEWIKNsFYi8R0EBglwkIsDmgJv1L4n9fYfoJaBLU5yS4HEec9wraPAMjdtEkRM1X7CskizNAQQzJT5rohe2JRO76yTXi9o1FdCkSACYgEaIw00xi5P0P1O7lIMBfVs4iUA5uJRF7LmCCVI8Tvj1jrGuao6GOqeV64sOAv4q3hfv2bvtZw3tL4/Vpj3A28pTD1T+K3+/7RnDghiOARkTXaKQfs+vqUBfZso0E8eoXtfa6rlLlSRcF3PxkMBkOhYUQig8FguC6Qi8BUULcTQ0qAA6DJr1odBPbK+mUq0tRfgHzG2B1wbqxiiRV8ehMrFnlLnZupA9+J3/ZjkxPfqOUBVS4IWmutbVgtfn9m/OfzRVCLCYSXdAsnjihzxBFOymbmrKumS6RyLKaWxYhDtfjKDg362F0/YyRyDmeS1AucQtWHr6w6rWPf4GgQj1rs6vKW7/Oc8oK0MbPf7hVLvuv+K+VJtESr9bsQoUJgkcBeHU7YbuIVu4lFiSZ+NYhHQ4xt/Z333/lC2eLOX/32hytE2JXo/VJhp1VdQKuf+0GFz8QNWvillvy/VynPdgVVdw8pR6SYyTKRrHQp2scYpU3UZOPYQwUN4tEitgp9RVOFk3KZpfmqq7uOEGP7E5rBWXGuyrFz0fdv8196krWXll2NatE/D/Q+EIsII8VifBLbjdVOjl5T1AmEK4BRqLZTVta9wEAqOY+wLu5nUGbHjhnywLXEoq+/mfA1eE26xCLV0aj66RKL4ACNkSCBcE1G6q/z7sTrHdctSImMdQWpIHta47sECxhrjf95bJ2sXV3FuSbZzp9xCd4Krl7t+3j+X8R3I/3sHHwnmH6dKSBQQ1SadVV9QQmHOpxne2e2KSwdCtdTBoPBUIiYTCKDwWC4rrDvBo66IhFOd5FUO91GmUPr68u1U7bLICZgB423FP775+JvlA59D8Z+OD70NZaODvjpz5wVfJ9+yNmnN1n29U6GoRgS2y+B8HxE1tBj63PSzeOJ7/rIFkEtprV1GY4dj7OSV/UYsCJt8SaoHlpbF6Ja76667ckMyGTA9A2M3cR6EZ6MHVdltVXN2gF3/vqbJQy7KeyGcqeU92IfY5R4eCPVehXeRGlB6EAZmWwuwqDySvKAnqJE23mrtxigykVp406ppT3ftdHO5T5jSoROxscFVgfCFelmEmkQjw5nMcoahE1WFasHVfh1kEmkIeYDW/uMQVQ6qZaJeZqg7arDyUl6PdHfosJJlHVyC/vlbtoIhBcisgU4RJ23FpzsMDqoUouPozwowriM1KVERJjZ70p35/NzK6rH8JVN7rNvMxV0ci7mh/EXQseWIQanC+eZXrlCLcDTeL3PUyuDf890OpOeoKcjGlQPAssztvgm8Tl2YsnqnHV/ZwCtry/WTlkvxHeZZo2B7ldihZ0Z050Fbb351n44etz5d395qs9szGzNKaLKc+LR5eL35/ezv4kGpMcCV5UNVjXL81mTwWAwDGVMJ5HBYDBcV1inXOs5d4JaxjrWc5nzFbdX1c/QqLyWU4EInC6g7x+NH7+32rGR+9b+xN1GXQwb5ghDK/7WySaKzSe6/TZHPMoDqrQp+oi1rmHOkBeIGiNVBMJHEdmKsxL6LKoLKC2tzplAlLi756Tb3TM5zc4hD4HwfCKR08BmRMqdvAAex+sdh69smxGI0sc+wbR+BKIXrikQAW7odtcK/JpUzm1N4oIqKf8dCtwhwkcFqpIWiODQUBCIAPQKD8V2iyDszLdABEB7QhuxL8UJRABFRWn9rjXEFB1Os8BGEUrQ1PNtricUPh87Jsq6fAtEADqcabF/i27n0GNymWqrmt3df3siE50N9FjXtlJJRO7loFXFaqua36OI0ao8psp+hZjl/skjgleVV+wTTOtnk4nuhvEiUjRJuzpD/vGVNbqdOQu6bdxENro2bvMHnfnjK4vgK1vBsGGjgU2otiNyPyLNNEYCBMLp2yp2ncPuvAtcO1GRh7D1NI2Rjbx8aWTa58gB4ve3W2sblioaZ9WYNT49N/nOn9IELgZt7kfU+I/EC0QdHbD//2amzjQQYbF2ylF7RX1OrM0ToSHm9xGInI5sIxAZDAZDGhiRyGAwGK475CCwoNfjGtDt6R5V6+uL7ZUNzwqyV4T83Bx+J+jcaPXmPbc4N2RHjzudQNcSi95zC9T8kfM91q5u7Iedm7IconBSbK221vpfyOmJM41j6bYZ1aOITAIiqC7F6x2fM+GktzgkstHt8HHEoTpvZVoiVW9xSGQrImNQbXF/xtHM8j5nxKHMoEGK0b6dCQCqhKSNx1M41LcBEBkwl0ibqbBDzNAQT7p5QwcQbkmt6tRQaAEWWFXUDgWByOXP4kakMHKUVOPtu0T6sQt7YMSgJgo1xEi7iS3AYYHeE2NDYrI0G2iIuticH1XO0paEkJsLlM8lGF1uVfN8AovELjut4/0dTio5b1XzvFXNdCnmdhUeVqVRlc5US3MFxr12U0KruBqnfv1+70EN4lFhZezGajFkOjtuOGoliq9sG17veFSXonoRkTFup3V6C7hmlLRQ510KjAO2oRoF6lyxaCt7IulbQT848gJ13gWoVqJ60MmUZAm2/TqNkScJarLZfHnFWuvfh0crFQ5m/WTvvNP38aVLsPVfEm/rTRBX9dqPnG6kGfEfufx7s/N8ASAwAUuO2qvrF+X63Poq9yts6X4MB+UyD+e6DoPBYLjeMHZzBoPBcN1irwLpFSStT4G1YlBHWlF/N0WyPZOhz4PGWwqP/Lf4MNgf/NDJLupi8kTHwuH221I7/jtXYP3fpV9nEihskiJdPqSzh7ps12A9XZZu8AKWtWKwk7GDqiESmQes7GXrchZhBXVl6fuS72mdhG1v7z62I4D507aMMSTEDrFEoI+XiioXxUO1VHI+6QMFwjWIBIEL1HnvBNDjlKtQg2MfNQEYK0KCWZrM0643s7/9fj447PzS37/yo+cLogMnBewmwr1/V6qctaq5K581dWGfoEqUpt5jA9oSdtm8JWE351qWLQTWJ3qtqHLEqua+QRXeVUdp6S1D8b3EDtGcQCR6xKqmIBY9aAjt8xhOWVUJsoMCYS8iYWcjLcNXlnQnoQYp1uGE47rsUqlTaRQPS6WS87x8aSS2/RYAlvXers9R9zzbhb6ikkKLXGb0UHs/uSFxrlVOu4tMFuAr25bR4++JjEG1HmQeAKpRRF6kM7qaB0fGd1UOhsbI/cAz9PzdX0B19VCx2dX6eg9RlimyRiRNkW4gZkyHP6h0/h3Y07+ws+TxvvcpXVZyj/4l3BnTpNryJvzD89mpN01yaZdtv8rdCEe7cuYUTkkxk4fQghuDwWAoWIxIZDAYDNc19maQXiu89HGwnkvpCKvrF2PLMyKDnwDJOOM/Ar5Z8XYOX98dfyOWqliUA5FIlRbQBdY6//6snijbOOLJs4hUAaAawrIeZ1bpsWvsmRn6E4cynQv00sVRWEWvO778+iLK46lMIhqSx50IPSdQ3mdcmG7dQ2p/L0Et9kQuhmuKv1/8L7c9urPc+s8JItcIjM8wqvwUi38ADpdc+H9fekdv/aOsTA5mGT3OBIpo7jOmbLOqe3et5g/3dXNZeq3MV2iRIsZJZQLrwCRFIvsEVdg8K0K/oe2qnLeqGd3f8wOSglhVaGiIscDpPmMFJlgkEInWJsyP2hOZhvIKqmfwlaWUO2SfYJoor6RZqlOfcubfr3709afa/nrmrzrvOH/4jmlTgTEos1Ae6kfQXiFVPJWJ8xuyTE/W1Fm83nFZE1UC4QmI1AN1AK4d3fN4PE8zo6Ql7eN3XXvF5k7Ccuq82e/UyQD2F+onIbIjWWvYQeEtdYSegTp/1tT3ffzGBSc/teaP+o6/cwU2/6NjvV2gqHJB0Lmyzp84ay0T5zhOuRbR3HWNqNAinVTKRNJ/XRsMBoMhi6snDAaDwVAAyOOgo0BmuAMbwT4P1r5r7an19SM1KltEqSu4JQWv/Qg+/KF4r+5p/8W5wep9E3X0uPOVjFj0zhXY983s1OyisF88+rD4/bnpsskGzkrn9aguRAQgAqzA630hZytJv9E6j0ikPkEgdOZt3x4ceYHGyPPAEpBR+LxGIMoSWsKyOIEIDqUqEDmigSz6zXvKrNuLwgA5DRxTiOLYWm3qHgy8J4jwR6793bZc1pMuWkRN7MeACN/NSzEJkFra7SaOIUzpHoNy7WSLBpmbwFpsQLQZr3ayHmXhNVebS9/Xa9yxghTrrYzBogKlQmCkCrejlHzlnc8SxcPCJhoUTskt7B8qq6EVZiS4NPhSoQhE/ZBYJLZ1EiIgkvoCB01gwzhIRBh7z80/GLvr5s8AVKC83vNkglMrR+QWUlr4Y8gTjrDSZRW4LqvXSr6yk4CPPa2TUF2PSA2whI6ORQTCm4Cn01ro4tS+jaDupLV1CfAETmfRAQLhndidyzPWuZQlrC/6j2l9faVGZbNIlq4PIq0DizreBHlEb78NH5scP77vmwUtEAGIMEpVgrqyfh0e1mbaJUFPUaLtHOgWiJQ2lKlGIDIYDIbMUWjTfgaDwWDIOFoCegDEXQmtbUAtWKF+91hZf78iW0UKPJD7c4ug/I6+Yz8717/3N/QvFrW8CV/dkbWbMFXaUV1hfdG/6dpbFyiFYC0XCNe5K2QdqxPVizidQ9m1ftvXVk5HxzlEilGtxVd2KGvnukHRZrwa5VzcanmlVqo5lPRxjlOuFrukl2CQci1wVeCmQe2rnMdijnUPfd9je+zvzlPnHVznSZ6wQ+yKtbkCxkkVZ/JSUALsEJMEjsaOq3JEbOb0mUgaoIPHPsE8lGdixcoBuUyZ3soosRgDjFXld4GxCGNSOY4rLu4WeFyqchSyPkjsEAcE7u89plHutCZRMJPDdog3pKfTwfn9CuOse2IyfALhA4jcDzxGnTclPye7iddFSD/7JUVcgWj6UBEVb18cImgAACAASURBVHhy1UWU+Nw1wHo3LxIcy9wvA5sy0hX98qWRdHauARa6mUVdlrxDIqvRXlW/EJWNXfZlOWPyRPiv0/qOvXPFyUztzZmfwFd35q6uDKBwhCKda/n9Gfk80CAeHc4rXZ85ClGxmS735iBjymAwGG4gjEhkMBgMNwRaDnoUpMJ93AJUg9Xn4l3r6z3aKWsEnsx1hYPCWwr//XPxtnOHvgffCQ687/iPwORJzr5nfnLt7dNA4ZTY+rB80X8yayfJNt/4zRRENubNWi5WHMr0JEcyNEY2AkuAQ9R5a3NyzhuIhFlEcMiqIunftetVvzdZCxmFduAt4AzKCWwOyq0cl7tps5s4nao9nZstsiChxVlQi4lEwq7QOBpf2flUjp1P7CbO9f6dqnLRqua9eSwpIXYTW0RYGDuuSgR4Xmy+LBNpSSQSaYixqmxJR1zMFKpcFGG5VBVmx5m7ovut3jk8/eb95BFtogGhj5+TwkGriql9NmyMXAZKUK10uzCSwj7BGOnd7ZMjVNkntzDXCERDBOe9/xwi5Xm1G018HZW5fMXGSBWqm/N2nZgGuqJ+rBbJjpxmr86Y7ixaG4hf/wY2PZubejKMKhERXSBr/Y3pHstuYqsI83sNLSjUz0eDwWAYyhiRyGAwGG4YdKwrFLmr9PUMSDVIG4BdXz+GTtkhUJXPKlMm0Uq8jg74+38oCGsGVZ4Xjy4Xv39oTubsaysn2vFMryDki8AKfGW5CSZ3ui820tM51A5sAL6U81yg3t1EMHWoeO8PFewmDsdN0KfQRWSHmIGyo7/VwLZiC7whyqsKr8jb7BjIGstuIiDiZjpcA4V2lKVWNQN3IaTRsZAvNMRIHCGtZ0zZZ1UzM08l9YvbRRbsT9xzRcFtj4b/ftH56Ps5MLKuVou4hU7mIXxKoCjHJQ9IoYoBdogZAnt7j/Wb95NH7GOMwsM5ibFYV1huVbEB6MpvaQbaqPMOT+n4TSwWIaUZXLdb7BTKSYQf4PxtvQ/lj22sPy4SO2EHoyoXgW0i/FMhdfAZkiAQXoLIxrx0ESWiMfIQqmuyYtcb23GuGgVewLluLGirXneh3DPiLAbKPp9+CMZ+uP/nC+heJh3c+6Cl4vcPSoi0m1glwpqeA+KXahoyVZ/BYDAYejAikcFgMNxQaI1rPedOmOhBkOm6qmGeqjybc6uFTLHgL+CDMe5NeV59l8kVdHnB8c9f7K46zf2NviMO1QM1QOaDlwdLTzfRSeq8lXmr4zoj0Yp8hZNWFUn9ju1XuRuLpt6dDV2ci77/7b9uXX/rd9/92PLwAxUbkq0pURdCwu2Us66d2bU7EBojTwLrUd2Jr2xusrXkk0SCQCFP0rh5QgHpeu8Y4ig8Z1XxeL7r6I0d4lmBxTHD90kVWQssHyx2iM0Ci3qPuULNfVYVx2iMLAI2o3oQX9nUxEfp59hNvCLCtP6eV+UiwkmUU1ickCineIdT/WVklTX+/MmP3Hx6/cRhTSc2lK7eB6BCm8BZLrO/wPOeDIkolC6iWJxrvHnAyl5i0Vkc+94X0xaLEi0wUmspnyh9Mc3Ks469sn4ayHYRRmb1ROM/Ap+MdXHtRTKuCEMEhVN06lxrvf9UKvvZr/KQWOzoPo6yzapmQeYrNBgMBgOAle8CDAaDwZBL5BD0vriW+6d98Ox/4OQPDU2BCJwMokuX+o7dfhvM9uWlHIVDeHT8kBWIvvGbKbS2NrsdPF5UjyEyGV/ZY1kXiALhCTSG97rZLTWuOLWNYcNGU+ddmleBCMDjedrtZppAIJxUl4khCez44GiBryWzqwbxYLE9kUCkyov3/Of3Ghqv/Blh2/uxlGqSa4s+CjvlFiqTEogARA65/6pJqZb8MjF2QIV+M+3yjVQSkctMVc2vFY0qbQonFXarsklhqSpzgPsoYjTFDJcLEe781Y9BqVXlKbfTqQ8Ci+0QM/LwI/SPxmQRKW1cpiAtpaSY5ap9O2/czqKAfYxR9Ly+v5/KcTVIMdLzd6zKGff/erXCTI1yp1XNe60qplrVLLXu4UWZyMn+BCKAMKUTj7w7iS+1Pb5bqmmQahqsKjZIFY1GIBqiRCKLXIHoLF5v4QgktRLFV7YNr3c8qktRbUFkDCJbiURO0xgeQL1IghklLdSVPQxMRfUMIiOxdDuNkSAvX0rJxjXXWOv8+8Wj45Us59289iMnRzURPzt33QhEAAJ3Y0mTvbp+0bW3dtAQU7DY3v0YDkkbj2SnQoPBYDCA6SQyGAyGGxRtgJ4V8mtqgqya8r38lZMJPvB++My8+Hyir+92bsRygCpRQVfjYYP4/QUf1htHPq3lXr40FtteD669l2oUkRcR1jHLe3bgnXOM6SbKOHaI5tgsAI1ypzWJa4Ye2008I8KyPvs6nQIrrCo29LGTKi0tS3aF9EB5I0nby8XiWPGEgRIsaxwPjCh42yi7ib0icSLFe6WKi3kpKAU0xBRV/iZZ28BBn0f5MfAt4KcCZ7A5IxO5tqAdk42kzVRoJ1tju6AULkgx4wrBds4+xijx8EbvMVX2W9VMz1dN10KPM0GLaIqznVNC3l/+fMQlLf0QwnRmefcne0z7GKMoog4hJMWcysj/TSD8FiIjse37+MRtBdeVZUiRQu0iSoRT62JEVgKuLTUnUfXjK0tvwZPzufckqivdTL4o8BRe77qMZCFlEV1Z/6Qia0T6vndklD+phY9N7rl/uXQJntk48D5DGCe7UReI39/vojM3I/BwVzeXKmfEw+SEeY8Gg8FgyBhGJDIYDIYbDK2v92iUJx/e4/sfXz310e7Pge2zAswb/8N8lpY+iUJg37kC6/8u66dW5Tyqc60v+gtyNfWAODfwy4CVOOHdubOW2xMZg7IS1XmIeApaHOpiX1s50ehpnC4rX9oTKDc4GmIscLrPmHLEqua+a+7bjJdOwnHjvTNHABojYcCLyORUQrTtJi7HdlmmZC+XiED4FUSmMURyiewmwiLdk4aoct6qZvRA+xQa7oTTE8DsbHTNqvKUVc2KlHeMEYkA9BQleoXXRKjocw5hunUPSYsY2cJuYqEIW3qPKSy1qtiUr5qSwQ6xRCBu5nXb23/OgvD/AtWyvGamOJ+Fr6PajtdbVuiT54YkKLQsomQIhL3AEkQ+T49YdATV1fjKDqV57Apgs/v5B3Ae4bFUxNl8YH+hvgqRXbHvyRnFW+pYzw0bBt87nLPFbflClQuCzpV1/jgxXEOMdAWisQAKLVLEZKnkfM4LNRgMhhsMYzdnMBgMNxBaX1+hnRIUkTXbHnhZaj5wvvu5BXtnceSN9+evuEyw7xVoebPvWLQj66dV5UXx6PghKRA1Ru4nEnkNJ2S4BDiCbVdm3VpuT2QMjZGt2HoamO+ObsOScdR5FxSsQASOjYrqlwHc3CRDGigJMj2El5LatyN+X4VDfQQiANX97veaFMvr45+vyosp2cslQuS77sE+Puhj5Aj7BGN6C0QAFLDVXH9IFWesahZIG2V0Ujnn119xhAFYoMJfq80e1bQ6o8ozVCpyN21Iggwim0J5vXwmbsTOsi1TBrCq2JTIgnDerV9nhHX5x3kViABsnQKASMgIRLnGHgX2NLCXgP0s2EGwz8V8HXbHu762O9vrFNB44TmoxcAT7qN1Q0IgAvCVRfCVNaA6Gtjk2utOQSRIYyTIntZJaRz7PL6y6aj6gAtABcorNEYCvHRxVIZ+goxjfdEfEo+OV2Vn1k4SaYX//U/wD89f9wIRgAijFAnaqxrWaH19d5eWBvGoEugWiJQ2wGcEIoPBYMgNRiQyGAyGGwR7Vf1sjUqzwBQAj2UTmPM1xt7uzItFbQvfrk9x5tfZzWnNOl/d4XQPgSMYbfnnrJ3KyZzQh611DQ+L3593G6CUeOniKALhHcABRMai2oItD1PnvY8Hb08pWDYlAuGKPuKQiAdoHBLiUF82ARFgAo2RuDwdQwpogsnvKLuT2lf407ihTpbGb9ctzPxJSrW5uUTuRMUCq5qH07aVGkq5RJ1UJRg9nvM6MoTUEpWJnNx9ZRbb3v5zpIpt1j1stO6lzqrmvSpMV9jt2hWmQsZEIgC5zMG4fCJJ+H+RUzTEWBHnGqJ7TDlj3Uv2PjMyiLTxmGpfkdNDlEnDmn6Sr5p64WQjqRqbuayiHtD7wd4CdhPYl0HeAHkFZCPIYpAakIqYrynueNfXPGd7DgOXwX6tRziyJ3VnEcHJgraZ6w9fWYQ671KGDesSi6I4OZFHaYwECIQnXOsQAxy7kavvjgM2uMeto8hzmkB4GUHNnq1bGojf32ata5gLusC9HjCkiQgegVXaKUGtr68A0OFsj/mMWWBVFWbencFgMFyPGJHIYDAYrnO0vr7EXtmwRZBdsSvCvcXtvDL3q5SXOPc7F995DzO/NpeWtoy78eSOSCvs+yZ8a7+zIi/SmpXTKITEo+Ottf7CCSJOhqB6aIw8SZHnNCIPuTfom4BxfKI0ez/LvrZyN8unrzikWkmd1zeExCEHX1mku5tIdU2hTmwMEfpOOsOFZLKIEu6rnE3Y5WNZh7q3d1Z4J4fyI4VTKJOlKr4LYVCMGBEC2hApL/QAb6x4AU+4fidsrHvYb1UxRzq5E1ihmvTq5eyvrtAkMo6yXYLyl3GDwj/loZRBIbW004lP6Xl/OfTuFP5ve+238lkXACJd72VDVoQtXLQEtM4RcfQt4ADIQpAqkAxd8MrdPcKRHOV/3bKOTkDVn5nj54kZJS3UeZdiyThgW7eoI9JMY3g7eyJjBnXcT97RRp13ObZdCRwBShB5htbW5rS6lbKMrPVvw6OVShrdxIY+CEzRqDTb375zt0DvRVcrrOokFwwZDAaDISMYkchgMBiuY/QL9RO0U5pEWNjfNhXeCIE5X6PkpqsAnP3Nbcx5aQ5tV2/KWZ0Z57UfwdHszLOoElV4Sop0svj957NykmwRCNcktJar8y7NmtVOlzjU0XEOx+e+GDiEai11Xh++sqF8o+10E4mMIRKZl+9ihiJuZ0LsBHsqK+ljX7eJX8cPjDiDagsixUQiSU9Aic1uKWZyRjslaiXa3S1g2zUZO2420L52fgrtXB56dnOpIhNpkSqesqoZnWR3UUZFIh3ORoFYMTOv4oE244W+1xIKUelkSC2UsCZxQS5zVweezz148V/ap7+1G4qK8tu94+TA3O0+OpTHSq4j1AP2Q2AHXGEo4Io43mvumgkO3Pwejnt+dt1kFs7ynqXOu8AVi9yfSeZh62kaI1sHbRf34O2nqPPeh+ojqF4E7na7lba4fxcFh+X3n5UirVZibG0Ng0Y+cNIrt7/xYNdjheeliqfyWZPBYDDciBiRyGAwGK5T7JX1y1SkSeCaK9Un/c4Fts8K4LFsAI688X4W7J2V9RqHGm7Q6lRrbcMK8fuHhr88wNffLCEQfhaRYM6s5V6+NHIAcag27QDkQqB3NxGsNN1EqaPatxPIJfnJcImzfRmjwbjJdXdb6QrHrkn68BNpSdteLnEtBZ9L5Ap4FX0HOSS13FB5KUl1FwkZydPQIB47xBqBRfFP5lk8iLIkLp8KGmVi/jucUkVqab/pjbf+7RvtDxS3UxzhgRFn8lqQJY5wrXom79lIQx4tdrOCXgfZAVIHknz3qHOMKOj5Ab6S+0z496KksvVyhpMFuWXQ3T/QJRb5UK0E3ed2hc/HKnqdxshG9rUNznrTV/YCRUXjgBfckYXA6wTC/S5yyyfi90ettQ3LVXW6FkCX55Bm5HmofLn7ob71gTb51pMv9L+DwWAwGLKFEYkMBoPhOkPr68vtVQ2viMgzIiQ9aV334TOs/+PvdD/effr3WH5walZqHIqo0igerZR1/kP5riUlAuEabrr5NUQWA6D6HNm0lguEvQTCDdj26/SIQycRpqctDu1rKycQrslQpZnCdBOlx8diB6QzpcnwPpMzInh1OBs1mOC9T/W77kap5RJlgyGQS6QwI25Q+E6CTW8IencXodQq7OzKDRLw6CnSsq3SZrxawl6BVXHPKS/mM/dHj1OuwhOx46L8Qz7qyQhWl71bAWQA2eq8D4rkv5Yhi3rBXgZ6zrV8q0hinzbQY6DbQJcDPmAcWMPAGj3A13DQu0DngG4APQjaV9z7veglDhZ/IeM/ZjoozwALsfU0gfCzgxZ0AHxlJ6krm4lqLXDIvdZbQjT6OoFww6C6gB4YcZE67yOITAZOITISkS00Rg7z0q/vvub+ecBa598vjv3c/mtvbYhj+EWY9H9AnEWKXPot5PinS/Td4iP26vrF+S3OYDAYbjwk3wUYDAaDIXPYq+pnoLI1gX1T0jz+7ek813Rv9+PN07/Jonuue3ehflGlHUuXWmv8z+e7lpQIhL2IOBMCDudRXZC1Dp6gFtPaugz4G+hebX4SVX/adiv72sqJRp9AdREQwesdTa0UTjdDINyASD2qZ/F6x1ErQ6fLLM/YTZwW6el2VKVN2iiT2gGtvbrR40ygiOa4cWUfFkute+jJugqEKxA5h2qUjqtlfPKO/IVPB9VDa2sYKMGyxuW9kyEBdogDAvfHDI+TKgqu1pRpjCgAdd607oU0xEiF+Sh/KR6mS2XSGUZ96tBRXp/Cs0J8R5IqZ+UWKrPS0ZYkdojNsd1NquyzqpmZr5rSpjG83bEfYzV13rV5rSUQPoDI/e5n9La81jLkUC+wBPTzyVnJaQTYB/ISsB8yeC0x/t0/4E+j38PiVsbZn2TB8F0ZO3a6NEaqgKY+Y6rtiDyH6rq0O9gC4RpE6ulZ+BABnqa0dNOgrteC6iESWeIes8TNQtpAx9V1ef3sHgB7Zf0ykPWpLNC7obm5DT7+ArzHfem9WwLBR6F9RPcm7gK9R8Tvv5inKg0Gg+GGwnQSGQwGw3WA1tcX26saNgqyNx2BCGDj1G8z467/6H78+Lens/+ng3emGMoonMTW6iEnEH2jdQYirwEL3RvrTVx9d3xWBKKgFhMILyESOQeswRGITqLqo85bmZZAlCjPSKSc1tYlGao+U5huosEixL65nExWIAKQiZxUJe41JsIMlNN2Exv1OM5qaV/ZeeA8Ih5uvjmRzV3u6J1L1Nk57Rpb5xy3K6bP70iV89eFQJRBpIqLVhUbrGrGEeFCSjvvayuv8PyCvbc/BBDoRyC6iMXcfApE2kRNIvs7sVmdj3oyhtKVTXYsr3UE1YO4dnOW6SRKHvW4tnJvAPUDC0R6EfQFYCrIe8F6GKQxowIRwP945wGmdNzKH3acLCiByOEZ9/s2hOnASbf7Zxki5wiEG/j6m4PvhvSVHaLOW4uqDziJcy24nkjkHIHwEoKamuVfrUTxlW2gMzoOZTciHkSe5KabXyMQrht0nVnEWuffgOpk1V6LUwyJ8VyFiTt7BKLoTXDsz/sIRAAi1GlUmnVlfU3uizQYDIYbDyMSGQwGwxDHXlF/t3bKUYGMTJx7LJsdvpeo+u1fAhC1Lea8NIdTb/1WJg4/ZFDYJEU62Vrvz5vFT8oEwl4aI1uxdC8wCtUzWNZ91HmXZnzlZW9xSGQjIuVkShzqsqyLRk/TN8/I727xREEFGjsrcL/kPjLZRElin2CMELfiNnURwmJ5okkZAY8IS7SIc3aIZ+0TjEHVsYSxCyALqCuXSCT/tcSg7dQIMdlOYux0BiIVcROg6fYpvtPl9zLjlsS/VoWT4qHauoe8tfLqKUoUtsaNK9tkIifzUVNGePnSSEQcgfrqu/kViSKRu3E6JVqY5TWTy0lhV4EedW3lBhA29CSwAOS3wXoE5CBkqdPX6d7+vHPa7muVwmBPZBpQg2o7qn5mefdT5610BZ1TgBeReobd9PqgBJ3e+Moau4+tegaRckQ20tp6mkB4fsrXRw+OvIDPO8cVts4DFYgECER28fKltBbFZQPri/6QeLRSlexYOl8PiA1/0Ai3uesq1ILQbAi/L/HmwihFDtirGtZofb25vjYYDIYsYkQig8FgGMLYq+sXYUmTwIRMHrfkpqvs/dQORo24BEDb1ZuYvuPTtLSlFbkwJFDloqIzrbUNS8XvLxxLs2vR0z00v9uWw+utZFZpZifAEolDqmeBuRkTh0TOuRYjXhxxqNbNM2pA9Zg7/jeZ+YEyRGnpBlRbTDdRSsS3KAo/SfUg1j2cFZv7VBN3BAgUCyxGOf16eWXVGM/PIN5GLfeIHHrolpf4Sfk9M+0mDttNrNLjmX0vT4M/ixvRGzePKNNoiLGVRT/YUEzijxhVXpRi7kvZvi7DaDvrRajoM6ZE6BziXUSdnV1dcifzbl3VlY0kkl+xakigJWBvBI6CVA2wXQjwgVUJsi1rwlBfltDVSZ2uxW6mUdYDIPK821Hr4CtrpLS0EtUFqJ7tFnSc7p+FaS148ZU14vWOR3UBcAFH3NlKJHKaxshDKR9vlnc/paXjUF2LahRhNp2dp2kMzx50jVlC/P42a13Dw4o+rJq/LtCC5fcOwvt+3PP4h9Og5UMD7iKCB6Vc/H5j52wwGAxZxIhEBoPBMESxVzZsFpXNIgx+xd8AlJe08crcr1Jy01UALlwawcyvzaXt6k3ZOF1BoLBfPDreWuvfl+9akqb/7qHlGc3tCaqHQHg+kchrfcQh1QV4veOo8+5M49iO8NRXHDoJTHXFoUO9tl7hfl+WVuhypnF+10+7j9antRL3RsGOF4mEwdm0yERa5BamqrJJSTzzLuAZM+x81eHfms7YYa9X5bsbLXLH+zu23vZZPuT5aZEIU0RYQxHNdog37Ca2aIh8WuLN6P1AISq3mE6iTKHKlCJL3xM3DhdUmWNV83A+LeYA7BBLBOKCw0VYak1K0Vqv8JgI0G35mE9s/RgAqt/PcyUFjtaBngZZAtKPeKGHgFqwqh07uRxRyF1EgfB8YAKq7Xg8T8c979i6bcPrHQc85i52KUdkC5HI4Lp/Yo9dWnoXqkvpsuWFHTRGmlO2jauVdnxlq4FqHLu8kSC7aIxszffneSKstf4X8Wilkr9u0IKjIgR3/VvP43P3Ol/XQJXd4tHHsliZwWAwGDAikcFgMAxdVP8p2yvU7n7vf7LD9xIeywYg9Kv38fAeH1H7+vr4UCWqqsuttQ3Txe9vyXc9SZOr7qFAuI5I5DQiWxEZg2oLqkvxesfjK9tG7SBX6fYIT05XEnhd4cmxrKvzHozbx1d2CNWDiBTT0bEyzZ8ss3i9z3dPsEQicRkehjh+N3ZA7cF7+cvdtFnVLEUYP5DVS7n1JmtK10FPwHZeKC1qnVks78aNC4wSYSFw2G7iqIao02DugrD1Ve5PkI9zJN+ixXWFcqzTlnd6HhJVZZMUMd6qZnc+SwOwm1gosDF2XJV9UsW2PJSUWcTt3lHreJ4roSePyMq/YFWQqBfsABAAicvtcrc5BdwHVi3IoRwW10VhdhE54k7XddLTzCjp//q2VqLUeZ/H6x2N6tLuzuiu7p90coAccWcTqqNdES0CTHBs48IHUhahfGUnKS2t7u4qgvmIvEZjJP8dwjFYfv9ZKdLJCk/lu5a8c8dZ+Oi3eh63fMjpIroGCkfEow/HdhHVB9VTb+ydDQaDIaNcX7N8BoPBcANhfdEfEnSmamo5CKky467/YOPUb3c/bvzJWFb8659k85Q5RZWzolptrfNvyHctSfPypZEEIru6u4fgZJa6h4ppjDQjEogRh0bjK9uU1rkaw7N7CU/lwIXurqRrT7Isd78vYk8k3rIsX/TuJrr1/BeIFi9DaUCZjzIfmxkoNSgF56OfJ+I7id4eRCZRDNY9nLWqeZhOKlV5UYl/j2yx78h/FpBwsFNdBb6/TYRJQECH06whxuaiLBU+Ez/I13Jx7hsF615OvdD+Fw/suzKNF9/+FAiTrWqWSiWRfNdmNzEbYXPsuEILnQz9ldxB9aDqWJUVaX4t3pxu2ApU2xkxYuhmPGUNuwq0GaQfgULbgBUglSD5Edn6dhEtzUsN/RGJzHM7dyLApqT26RJ04sWiwKC6f3rjK4u4tsGjUXUEK5ELg1po5HQprcay7kP1DM618AEC4Wf5+psF5Y0tfn/UWtuwAtWpqgydhWiZZPhFqP66k0cETv5QaLaTRzQACielSKcnsv/+5XDd8cvhusMIRQaDwZA5jEhkMBgMQxhZ5z+E6NxsC0WLq19lcfWr3Y83HPtDnj8xgB38EEGVF8SjlfJF/9CZnGkMOz7swmxUo6j6KS2tznj3EDiTBV038qqhzIhDkftpjDSD7OqevFBdSmnpXUl3JfnKTgKNiHhQCq+b6D1nf07tlPdS1P4MUI8T/L4VYS8QBN7C5i1sXsFmDUrh2Obllj4ikSpnpDZz72UykZNWNQ9LEXf1tqF7s/O9p1e01oPqtZewZhGp4siGtsULT3aMv/a2cLcqTXaorw1cptFTlCD0yXhQaBcPg7eTNCRk0a83/XTmr3fycPgfse4pDDsibaIGYYfQt3NNlTZspl4HNnPQ2joBkWJULzLLO+jOxYwQ7ejJRsrkAo/rAnsJTvZQReLndR/IeJCncpQ51B9dXUSHYqxx84tjebveffQ0vrLUBOhEYlFP989RAuGaQddmySTXsridzmh6+WazSo/h9VbSJYKJLGbYTc3saZ2U1nGzgKzzHxSPjlduMOvWm9tg8ovgcezLebcEjv05RAe2L1c44wpEcV3MjzbZzwgyW5DZvyzRZ7JSt8FgMNyAGJHIYDAYhjjWWv9uVJdfe8v02Dj120z73Z75lMe/PZ2D5z6Y7dNmBVUiis6x1jU8kujmoyDp6h5yxJWROJk91fjKGgZt95YcXR72E4hEBi9m7GmdRGMkCBwAJgBtqPpRHZzwJCx3RbJ5BMITBl1XpqmVdsavbMLz9sDbCSMRpiGsQjmHzcYbUCzq21El2VlhK5Wct6pZalVxi1Qh5b/8jz9ss28FkbH5zrV6ki9vr3zzcNvolh/y/fZJX1I42G+mklAisDebVuPbiwAAIABJREFUQpFe4SEhJudO2V0IHS6G7KIhpijsTSQQiTDdupdT+aoto6g6wozkqfOkD+LkERVELYVCl72cbEycPaQXAB9YM0HO56CekWDPAPsh0Bq3u6kC1Mu+tnJE/sbZrMCyiCKRRa4Q00JpaXJdRInoEos6rt7VbRUnMgmRII2RYMpiUVA9KF2T+ht4cGT6wnOttFPnXYpqLXAekTHY9mEaI88MOk8pS4jff9Fa2zBdbV2a7QV+BYEVhYk74T3uJUT0Jvi3eY5QNACqtEin+hJZgD8aspcgsqzrsYgsebTJXpXhyg0Gg+GGxIhEBoPBMET4qyat6e8564v+Tdn2u/ZYNrse3MXd7/1PAKK2hW/Xpzjz66HlnOV6W1daa/15z31Imv66h5yOmuzirIw9hIgHkfqU998TGUMgsgvVo0CNW/9zeDx34StrSHl1axezvGcReXHQdWWTkd/rNw8nIUIxwhKUphtJKBKJs93LjQ2LryyCujZT0WhNTs7ZH7USRfXI+ej7mXJx/0WriqlSxG8DK7T/38eaLFYUZzUnyleyeL6cokE82kzBBZznG/sE01R5RYQ+M3cKUYS5UsX1JGJMdL/nPY+ofsR637ny3+dc+e/fp69ScHkqueea9nLbQMaBZDn3R6eAvQvs14G3QPaC7ACCIE3AOdC3WFx8lO8OK+FtOVxQXUSO3doTAIj4M9Kl9sk72npZxa1FtR2oQSRIIPxK0ot1IpF5wN1uZ9KX0q6rN76yQ1x9dzywDREPsIzW1qaCWkjkYn3Rv0lUq1UHn8M4JLinEW5zdUC1HIu51oEvc53OVZ0q6/1x9sN/1WTPVojvHBJZ80iTvTAzRRsMBsONixGJDAaDYQiwMKTzVQg+ErL7nRy01jasUOWFbNZRctNVXpn7VcpLnOabtqs3MX3Hp2lpKyj774SoEkXVL0VaK37/+XzXkxT56x7qi207diCq83jpYj/B0THsaysnEH4WW09321ep7sSScfjKHh8wQDlZOqOr3YmKOr7xmynX3D5XDLuyhyu/k3q2jjAKZS9K4f9BpYk2U5Fg+GIOSzjkfs9/wJrIdwFQ/TiAVBKRKp6Sy9ypsDQ2U0lggoYYfC5EP9gnGCNCn78jhQtyLwczfa5co0GK7RCbtYSwRnlj2fBn811SQaBBPHYT66U/gUiZa1WxL1/1ZQURx4bKtvMqfF349/f9YcOIpz9Q4fkFFZ5fTFSLV+xXeSifNeUXexH92stpG7AArAUgWez+1nKwtwOHQWaDDJB5KB7OF1Ww8T0wb/hEsNeADuKzOwudLsNuWuZ2EZ2ltDSz9wVOrtBqhg0bDWxCtR2RaYg0E4jsGjAnMqjFvRb1pG6BlwyfvKONOu8CbJkJXMDpXG+iMbKq4LqKvug/KR6tVGVbvmvJCuP+FX6nVwPqj++Hlg8NuIsqbYJOt9b74zpXHw3pFBW2S8IOQ0DY/FdN9uyEzxkMBoMhKYxIZDAYDAXOoyfsaYJuARBk1SNN9uL+thWPPqZKVjtkRo24RGDO1yi5yfGWPh/x4tv1KdquDuwtnU9UOS9orazzN4jfPzTsHb7ROq9X91A7sCJn3UOxfOK2I6D7EPFgFQ3s/R0Ie2mMbKSj4xwii53VnLoP1Up8ZXMzmgHx4MgLiDwPgGVls7sidY5fGM+//ttpvr8Pfvh324EF7pcfZTfKKRJZjQhVaFY7RQoCteO6iBDl1zkrwHKFGQpg9b7IIff7lN6TWFJL1KpiEzYPx+6iyqyM16HxXUQw9Cev9DjlWkJQYJEIJSKUrC/147Va811aXtFmKrSEoAhP9rPJcqs6u9cTOcexl6xANUpZ2aByoOwTDCAcJM9P2j74id6PBTxiscMOsSQTxx86qAfsjSCb+7GXOwVMBtmW3Trsu0FPg8xLeVeVm0BWgb4O9sLkhR8dCXogo0JRIOxF5PPuo3VZW1A0o6SFOu9S7M67gG2oRhFmY+tpAuFnE1q5trYuAyqACF7v81mpq4tPlO7DsipRdrtdRWuIRA7z8qWxWT1viojf32ata1ig6FxVhob9dTLc+UP48Pd6Hp+vgtf/cMBdVIkiukDW+eME/EdDOlZVAyDFifYFEMRjw9ZHQ1o4i8YMBoNhiGFEIoPBYChgHj1hV6nNrj6rpoSN/a2UEr8/Kh5doGTXGmbS71xg68w93Y+P/b9RLNib+TnLTKDKTvFoZaKbjoLkpYujaAzvxdLtiIxE9RhFRZXUeZ/KafdQLFaRkwEk8lDCrp1A2Esg3IDIOWAJIsXAIVRrqSubmTVxy+N5GogANTRG8j/h30WtRLk07gtcnALnHvXxzbb9CNsQGrCYg8V4YBzKcwn2zlrmTAERJxKps+o3N7z77hFUo0AFgXBFzs6biBEjQkAbUMKlS1WxT1v3sjPbJWiQYiDOqkWK+Kdsnzub2Ceo0iKaROgTYu4hSkXRL0i6M/I6Q0PUaZTm2M6x7udhqVXF4HNMCpWOjq7XwclBW3DZ7M2EkPPfLm9ui9ilceMCG+2mBHZK1yVaAroLpJ/fp24DmQxWlvOwdCSwFyRNK0opB9kCehQ0CYsz3QxSA5pJm6wlgBc4ia9sWwaPm5gHR16gzrsAS8YBja4F8GKi0dMEwg0E1ZnUf+niKFRXAqD65YxY4F2LB0ZcxOedAzqHriylzs5m9kT6XWyXL6y1/p3i0fEKx/JdS9rc/gv4g16OkG99EH7wX6+9n+hjiazAP3tcy1X1FXEcFQY+hEgJqnsfDWlBiYEGg8EwVDAikcFgMBQof9WsFarsFZE+9hWCeFTY3t9KKfH726RIZyqkbneVArPH/Zj1f/yd7se7T/8eK/41/85NXajSpugj1rqGueL3D43Q9UB4PkWe10BmoNqO6nK83vt4YERW/y+TwqnBWfkpsrF7PKjFBMLLEDnn2og4kxOqPuq8tVn36Z9R0oLql91HhTWx5itrxLEILCEafSLueYuzWDyOxogAwhjszKxWL1QkQfaSSA7t5j55R1uvsPianJ03EW4uEQAanz2nQbJukaPDWSz0/T9ROCSVnM/2ubOF3cRsbIICcULQoXencLJjPFhFBWU/lG00SLHdxEYgIBKfzaRKBPBdlwIRgMjH3e+DWjSizVSIMNYVcjZee4/++XnHnR99JPz3XNVh78aXybLrv6NIy50umkT5Q7myl+s+3/Z+bO5aQHeDLnfq0UcAP5M6TvBb9gDHkyrQJtCG/ruE7NmOpR0A60HTz0pzunecaw1Vf9rHS4VZ3rPUeX3Y9n04C9W8iNQTiZwjEF6IVfSEu3ioDXL8/lJXtpvO6Hi3I74Y5VkaI8G8LxCJQfz+81Kk9yk8pYk6zYcCwy/CxJ0g7t/H5ZFw/CEnj2gAVHW5tdYfZ4342VNa0mHpXhGpSLoGEa+iwc8e1xsm49NgMBgyhRGJDAaDoQB5NKQj7ai+Ikg/F7hSrKqv9LdSSvz+iBRprWp2V+Y/+YdHmP/RngaRp/5tCtt+kP98WIUQHq1MdMNRkOxrK6cxvBeRrYC3u3vIV7Yhr91DsQwbts71n68iEJ5PILyQSOQcIs/g1H0W1QXUeStdgSRXbEL1IjCBxnCh+ZEvB0B1UUL7FYfvJhiL6yi5nlCNn7jHmaDOZRHO710KIJcIuhT3P419QkcksMSTzNnSaDNelJXxp+DLibYfCthNzEbYEZuzA6BwcM6vv5KPsvKGBvFoiPk6nHMiicUHVY7QyXipIpfv3TlBQ4y1TzDv87dunjn/1v/Dv9z2V8X6Kvdrc7xQNuBxokzr+rcIS+wmtg5axFWdsvvKLF5sm/2YJn7ve8Y+0XO+6wsdC3oYZFKC51rIib1cF/YokAS/Z90EMg6sOWBtcOqxXmDf28/zxNsf4X9fhv/y7jLQQ4mPKx6g3hWLYi6M1Qts7rWtF3R92j9KNPoE71jFqB7L8TVYD5+47Qh13vtQ9aF6FpFyRLYg0tW980JWsoiuxYMjL1BXNhPVR3CEqhonRyk8P+e1DID4/VFrbcMKQadn+x4u4wxrh3t3wk3vOI/fLYGj8yA6sB25wiZrnX9D7Hh9UD0dV3SXiKR8PSxIeYelwUdDes3uI4PBYDD0YEQig8FgKDA+e0pLVDUgIgO2yotIiaLBhcfshHY54ve3iK1TVWnJTqUOW/5sLzUfON/9+JFvzuTQzyuyecoBUdggRTrZ8vszl32TTRoj99PR0VyQ3UOxzChpAZwbOZGt7o1/OaotqC7A6x2XE3uTWJwJh3UAKOsLKpy4znsQOIRIMR0dcRPxAAjxtiuS3b/bfCMkmFj15Lxr5RAAOrhcIjtE0G5iu32CealONifgoFOLTuq25+k+EZ+L3Vjga2mer4coS2K7SlQ5NlTFgm6BKMFrTOE5ucz0i/bt+SgtL2iIOi3hNPz/7L1/fFT1ne//fJ8ZNGqAiWJNu7TFXdvFLrawZgq00JIu3IUtaKYSl3jxCl1AdHUrW3lUb/ELs4DYxS7s1S2uuAt7YQuKdqKwhbvYO2mhBZyh0JVds5W90Eo1VjCDRA1kct7fP85JSDJnkpnJJDMJn+fjkcfk/Py8M5kf53xe7/frzaau1WLt+yiPSROV1oQBNimZBj1CwI5xnx0jYsd4B3hNlC3ryx7+vU1l93Lnlc8uxmIvrTTaMV6zY2yxY9yXQb+hr3ZcEGGeDmWba9eYOS+9NxrHOqnpzyq3bRJhotL5M1/Aj82OfPVAKh50kmPHJh5/lx4FGdf39nKd8Egs0fVgLQFJFTOSybaKmDr+teS7YFUCIdA015wyNrWqSNdBinXWAqcvUo5c1fo0c4Y9wD1D4XtXRHI+T74IldUSCNwI3IOq89pWbXYtggsZ1zOo3oTz/R9AZBO1jTt56b2iEhNkdfhl8es4VXYVOpaMENupIBrqFoTbfnjldvig+0sjVbZaq1Ys8dr2VqluFPEScDMMSWS0qkbuPaYpySIGg8Fg8MaIRAaDwVBELI+qv6VZN4lIRk03BSkXH3vTZUrJmnC9oNV92QzVb9lEqp9l9DXOjUHStgjt+FPqz/Tv/ZYqDahOs1atWCrhcPFU36Qjqn4ijWuAvYiUA0eLsnoole+Cm/XsiENLCASuJ1S2uaBxBwJPodqAyA0kEtk3nu5LLtq+LObFhNeE36jUYwbHZG06VCj8LH0gcNCtjCvPsZn1aRHmirJFW3nHjrFP4zxkv0L2E31Oz64EIiUkEu3Z9XacB0Q696hSOCUV+ek7p0cIKHyj63qBh/Nx/v5G44xG2NJVIFJIqrLQquB+qRygNj5ZojGm2HGO4FjLeQoNCg0qzLCCPDwYnheN4rfjPKBJTojwhAhVIqn9zzoiwmgR5orwhCiv2zFet2Os1VeY2rFKyBWCpqQcD7O1lL16LLVqLS2trc57XPUggFRQL1DZtaJIhFLsIrNR7RX2bNCod+8f3QMyGaS/EyS6VG9qEmS15567mspRXezs1tHOTWqdqiNdCppiH9ihqmgf2F8HmZdmnxwtDHUq71sLaRZ4T2DvZaudaq0CUylJqgJP0XLhU+7z9R032aiwhMpOUhWoRHUpqs0gM2ltfa3YKtElHD5trV4xS21douqRTFRMjHsJRpy8uHy4Cs58ottDVNklfp3vtW1hTFcgXu+T7BCRSS0f6pblxZQ8ZjAYDEWMEYkMBoOhiHhrqK6Tix7lGdFTppSsDu9HtKYv/a0DJc1Ebn+WEVc6FgOJ5hJmPVtDQ1P/JG+5Nxo3yerwy/0yYG+JNI4ikdiHyEPumvUMHx4syuqhroTKEqguBR5xxaH1/dKAuCecGNomttekVGMUklBZHaovI+L3svVCuTVl3SCvJEKzmFDtK5zXTB0Atj0l28MFDnf43S/CJGCNWLxqxzhhx9lgx5mZcZWB6h73tyl6iHI7xkbxmDQU5R+yjTXtkEm+lVJFBHUSdJ+XAYRG8auySej8fCskUWqsIMVlPxoI5F0I1ih++zDT7ThRhKhAWv9XVfZIK+Osm9mTbp+BhMaZpKW8JrDOq99SpohwgwgPYrFXS2m0Y2zROFVawle87AvdYyZpM/v0kHellgfj3cf2JvVSQT0WNUrnazURqvRQ+v/jwMGeDWxzxZAu6FMgs/qn/1AKXXrhiR/Euz9eexWR7krttyhJ15ZuLGgaEV8mQHefQzLVfZ6y46bW67ucx+9UKxUJt1/XRKhsBaGyFYUOpROhssfx+cahetCp7JMdRBq3EWnsfX+oPGI9Gl4vqhP7utdsznx6P3ziovU49VPgN93nyijsF7/WeCX1LYzZC0RYnq/wRKTqrVLdmK/zGQwGw2DGiEQGg8FQJCyM2w9Cu2d3VvSUKWWtCu9CvLO18sXoa04TqX4Wv+U0Kz3+7tVUv1BNc7LvkrdUaVbR+63VK2ZJONx/Te97Q23jbESOIDIB1dPYMouqwJIirx7qTKjsGaoCq4pCHOpIILC13QM/kVhc6HC60NabaG6naiKbBUiXCUDlaD57zgwYEgWonhJx+hJp9n2JFNJaIokwSmCxwE4dSqMdY7cdY7Ee8agac7n9qsjr8676Pj+6dtafq48TIixIGVM5zhWkePfngh6iHO/+NAOyioihzBWhU4+TDgLR830xpH2QkRpLrS7JiDx+5tuHucGOs1KHckKU3eJR8dKGwlG3emiGjB8cYrTGGa3K7nQVU7kiQqkIc4EIvu7tFwXGqkW0u/d4hxM71eKW/LTjalewe6zr7urjW1mEXYTYD4Ds8BaIeBisexyRpSB4vAd0VMqqFxM3oOpcoyuPpD+d1IM1GfR+0Pc9tksP8ayFLJNc7n//K6S0fZHpYM/02t3QgVuG1RMITEY1jGoSkTmIvMoPzhbVcyePho+KT4OqRZbs8LH/gM90yM9747OOSNQNCvXi01kSDqdc5y6I2zORjv268oTIvIUxu/d9vwwGg2GQY0Qig8FgKAIWvmLPEaRXliIiUvVmqaa9sLZWhbeqrZ6+z/li0sd/zcav7mxf3v/GJ5i/M7VIIh8oHBPVidbK8JN9MkC+iWoJkcYNzkQJAaAOu3UcXxs+MPzGBwKVkkTaJ7i/XVTZoI6dWC0ifmxdCYDNbPC8Gf6n/gytQKT8bwpidyVS5zzm0JcoydGedwKBEhGmi7CBVk7YcU7YMfbYcbbYcZ63Y8TsOB8+e/XXH9lUdi9fKdk/oms1DIAqTVjUyJj8CIhqsTal6kaptSouVjcMJFT5osfqh/tCIGqzNcPHayrZC4x5iqFE48yz40RFeV1gmYBnj0JwBEYV7rQqBk/1ELgCEUTTVfmoUq/KM3c3/k1j5Tu7eLpp3p8DIYVVqhzK1MZJLIb0uI8wWls5oHHSW30530tOmr2tKe818fHdrrZzpOklNTCwHwDxqGrRZtBqkBRRrH+RM6nrNPX7QPk2In6g1v0+7wHrSWAsaDzLeEaBPpjx7i+cGcO19myqPFzuYF3WgtOlSKUk3SqnIE7yx0gs3Umk8Qmee7vwVc8uEg43WatXLFS0xuMzov8pexP+sIN2fuYT8POqbg9R5aT4tFLC4ZT4Fx22K0TZJt5icq8RkYcWxW2vxBiDwWAwuBiRyGAwGArM3TGdgsWWfJxLRBYsjNsr0223Hg2vV1ifj7HSMe9zR1n+pR+3L2//9zGs+MmUvI6hypPi06A8Gs5okrbgvHBmDGfPxhBZjGoS1TDDh0/jthGDuu9Mv6OUckvZHzHzIzaVXxpB+c4CTz51oS1TdcgHc3j/49sQdiCde6egHEeKLFO0L+iFHVReGTYsDjQBASKNWVk6WRM4lctEjcAoEf5YYK7AbSJUeIlCHVFoECFo3UyWE47e2K8wx62Q6BybTdhr/wGBUNFxUZWTci7/33caZ5IO5Yhra1aKphdm+mDsEfYrzLFjbNRS3gE2dVc1BG7fIeV+aeJG62a29k+k/Ycqa8VDRFGoUyFoBbnR+vXp8NPvf72srvmLzXfrpn+UCmqtCh6xgkywglxBK+MUVqvyn72NR6BclQMax7u3pCVt1W7HCJWlfH7IOBJIZgJ08ZNWIGoCmQZWn1T4ZYmXYPrVTktOFZHzedmpF1FPWMdBJoL+DahmEdO3wM7sc8XnW4mIn1vObwftUhUlN4DOy2LcS5tQ2VGGDw8Cj7tVRfdx2eUHeOFM9n0G+xBrVXi7+HWckp/ehDlR8h5M+D74LzjL718Nr9wOmn56UZUGsXWGhMMp1Xt/dti+QZWdItKnopzC2rtjOVg6GgwGwyWCEYkMBoOhgCx+xR5jozvzmTUlyLKFMTutbZ21asUSVbbnazwvVnypjrk3/Vv7cvgnX2brq5/t9XlVOQ0aslavuF/C4eKyOktHbWIxPt8BnMzhU6hWEipbMaDs5QYCyliUGMJifBcshr8K4x5YxE93fbLQobVTVXaSz33zF0z9Q7jyjTkp252+YXdeilZz6mn50w8478M2r5QpPe2ucUZojCl2jMV2jLXQt9VPCkmFp8THjVKRn34EeoRRXnYuCttl/ACenNYUq7FT+axO0zgj7BgbgX3SVgniMCJfY6SMGaXEPsx0O8YaO84R4B2x2CbCgnSVM+3HKqdRwnKO660gTxakUq+P0SOMEiHFFkqV+60KKttFVZ+/TbA56mWTKuM5alWwzAoyGrgWmK9Q17U/UKaIEFBlt32Y6Skbbf2iG6TnBK/b12iC17aBhb2mG4FoBkjhJrg7IUdBT3ZZOR069PnMuoqo0/mTwGUZ2Mx1PKYU6Nkay0lsqEI1yVB9BMTLKvTPMx/XQKU0UxVYimVNBk4CY/D5DhBpnFfYwDoj4fBJ8WmlWxHZv5/t/gvwha1wuXup2lICB++A8+m/klRpQjUka8Ip1zGL4jrCstkpSJ9XTArit4Vtd8d0Sl+PZTAYDAMRIxIZDAZDgbj3kJa3Wuztk6wpYV13mVLi1zvVO3syb2ya9SKTPv7r9uX5O29l/xufyPl8Ci/j13GyKtxtX4CiIdIYINK4DcdOrBSoxbLG8bWri2RiZBChzEM5gHSx+Ln8XeF82bJenHcUygr3/POwmYMyxf0Z624fhXZfBYLNBGw2oLzF9f94M5e/7TVWEqjBGphWX1mjXSa4M7R86hNU20of/7jT6iOM0jjz7Bjr7Dh77RjvAO8gREXYIMKDIn0jELzdeu0FVdZLK0GrgntkXH6sZTSKX5NskS6VXAqnxMc9+RijgHSdfBqjUXqdgKFR/HaMxaq87tUnCg/rxFyxX2GMHWO2HWelHSeqQ2kUp9fOQwI9VropJFXZpUq1NPFRCbJCKgv43upjNMndqSsJW0G62tCOB0Ckx89XqeC0VLDZqqBSzjEUCKnyZraxuVVm/2LHuK/LhjbB6lBK6FH8arHBo7Iwbf+z4sReB/JQ6vpiE4ja6XJdKSXtFTg5VxG1oZNy6zcqc51ju9sFxzlAZCu3Bo6DbAbt8lqRMWAPAtGxn7l1+EFUx4HuAkoR2URtYhPR4rHvk3A4aa1a8Yig01T7qaej2BB8Dob91llWCw7NgXPpL4VUSQo6y3o0nPL5e+8xLVXViIikt+jMM4L4bXTngkOaVfW4wWAwXAoYkchgMBgKwL3HtLTF0mhfZU0J4ldhy6K49w2mhMNJ8Wl1X1oV+C2bSPWzjL7mNABJ2yK040+pP5PdnKoqSVQfFp/OsMLhgWHPVpuoQOQIInNQbUZ1CVWBELcMO13o0AYdNmuATYiHUPPrO+DsZ+bywulc7aAaUO4GNrljbAOi7s8R4IT78yGKYtOCzQn35z+w+SU2TQgHEBZ7xgigJBCqsfLfO6WI6bPqixyoAxjhOzP5/OEhX7djbLJjnKCVE8AmER4QmNpXghCAwruqbHo9+bvLg7+NUv7mLy3rxNuP5LuyR0t5SCTVBkuUO/MlRBWQTt9nIgR0KDlMzl7EPkyFlrLPFQXTiUFZf760VQg9OPQJNpXdix3niB3nQ7F4VYQdbn+hKT3ZELafTzkOPEyS660gs6wgzw/GyqEUpHPFjUIzfg+LQXWvhS4KwpmdvpJmzrEH4ercwsMS4Qk7zik7xrKzsaHjwbVFtDoLJfZBRupQtonQqamHQhLhb3MZvzDY60A8+n4UrUAE8KzHOkeA7FUVkZaAbsw9LPWoxHKJNE4BmYlqM8LqDlv+zmNvU02UC6GyBFVls4CHUU0C8zh79gAvJrpWrRYUWR2uE7+OU+0qdvYBn90D1x2/uHzkFjg9Ku3uqiQRrZHV4bqu25ZH1d/SrJvkonDeb4hIqfh0958dtovqf2kwGAyFJouyZ4PBYDDkg+VR9b9ZqtH+uChW1SYRCT5dIZ42Rbp8ebm2SlTopslyL6k/M4LKLXfR0OQUDoy+5jT77trEiCs/6PFYVY6jWmM9Gs5LH45+IdL4ILAGET+qx4Hq7CcWDD2i+FG2IXhXzCm1/PCEn2TZTGAzVYH5OY1js6w9W7cv+OBjP+aKN+di9VMWaJFgxzghwqi2ZVVOWkGuL0QsGmf0ix/OOPLHV0RLSvq56MK1s1pqVXSY2K5NnABGIczg1kDeKj7tOBNwrNI6Vdeo8rgVZGm+xikUdpyZAjs7rlMlIcIsqeiSEFGbUHeH6wmVnex6Lj1CQFtZAyzo+nyl7AvNVgVXdBvbQUaKn1EqjJJWpmJRBQzP6A9LN67TD6tWhH9I+fsuEew40Y49mTw/R6JaQiJxDhE/fv9HmVmalbWlfZjpouzOT8TQYF/HT89/vvm2kp3fQTipTk+rLyJM9XqtKTxvVVCdr/H7lrQ9iBqAaWAVcUWUfQSkc2VB8MJc/ucHm93ruXHZX8vZa0Ee7F1cuhCs1D6FtYkozmt/PVWBJR32LwV9A6SDqK31YN3YuzgucX7w7iQsaxtOUkATsJCqQJ9ad+eC/cjy+7BlraRLSuoN178Cn/vhxeX//BK89pVuD1HR+62V4a6VnQAsittP5FZllz9UtX7StD2IAAAgAElEQVSILZXfGy+FsTw2GAyGIsNUEhkMBkM/8+ZQ3dZfWVMiUqpodMFB7wa4Eg43iE9nqPZdP5DR15xmx207KPE7Sc31Z0ZQ/UI1Sbv7ryBVtopfxw0Ygeil90YQadyNyFo363QzLRdymFQw9Eh3ApHShHIPFiFaAo8463RuzpmfwpN9YoV27tOn+Oku2PsfeqkJRMWExnlI4dVbr9jd/wKRchJhYieByKHO2aGz/V2vxoozGoikCERwVJrw6mMx4LAq2KUX+0sBbjUR7LVjacRkD+zDzNVWXhNY3JNABCBQolEC9iuM0ThVdpwH7DhP2DF22zFes+O0iJ83gH2ibMHiLnIQiBSaFepUeURhojRxrRVk/qUqEHkhwig9clF8BqCxscL9Tj6ZrUAEgPLV/ETnUG69zW1X7CxBWI5TqbhShOmeApGyX0rILcGh3+lOIJLK4haIAPj7lDXnrXDuVUT2BMCjoipr/hq0cxVjpHEKMAXVZvz+73TeXZpo+w65iKmW6C1fu3o/fn8Q1ZdxLKS3EWl8gqjmradsPrBWhp8U1Ymab4vK8l86VURt/GZMjwIRquF0AtHCuP1goQUiABEZ3WLpznuPaf6t3w0Gg2EAYkQig8Fg6EcWxey1gmQ8WZUPBCkXH3sXxdXTKknC4ZNia6UqTX0Vw6SP/5pNs15sX6771SgW/sssz31VaVK0xlq94k4Jh/ssprxSm5hKa+uriEzHyTCsoSown9uvGxjxDyS6F4gagEosngJwJ3XcLGDW5jSekABSs3hzRTkEjOMnPw/yzhebgSlEGqt6OsyQXzRKiR1jC7AmEyFAQVVJKBwF/kmVhbQyjhKGqqb0wul5fKVW/IyzbiZVBL9oiTUl2/N6jhVntEJUoJO9qSpNAjWDyZZM4H63OqvjuhIRdthxohon7XtN44y2Y46Q0/W56pGhNIrFqzhC3DqB+0SYLsLoTF5faWOCo6o8rsIMKeFaq4JKK8gqq4KDg+n/lisC/6frOk3yjc47iWNJp5pbvzdlek7H9RJV9ssVzJAxfXdtlj/sud0LRN7V7MWFbAXtbLl5jt8FcuhFpH5gI0geBAQpA/2/jnVd2ypZ7j4+lUb4PN55UfzgnSxmyIKZpQ0EAjNQDaOaROQ+EokDRBpHFTq0jsij4aPi04mq7rVwbxn2W6h43ulHBHDmE3C4+8tWhfWyOrzCa9vCV+w5guR2Td4HiEhFslkjy4tM8DMYDIZCYEQig8Fg6CcWxe0HkN7aTuSGiIxW1Ui6TClZE64XdEZfCkVz/uAYK6dE25c3/2Isq/Z/qdM+CgfFrzdZq8JFZ+HgSVT9RBrXoLobkXJU4wjjitGCYlDQvUBUjzARq8uku7Da9ZKvItKYa5Pa/PSDULZjMQHhqDux41SQtE34GPoFPUS5lhIVYW7afaBJ4aeqrFSbm+Qcl1lByqwKxkkF86wgz8h4jroTuBlPgCo0q3KPFSTUTQ+gOvdxLC+916s+SPZhKrwEIpelUpG9wFXMSAX1KEs8tzmiW8SO8drK4auZd9X3efWjX5htH+ZuO8YuVf7dq19Tf6DQqkpclWcUlgCT8TmvNyvIUutm9gwMsaDfeUbpUgIo3KexDgKryBfd3w5le3L7MDeI9G8VhvsZsXUACUSzcfr2daG9B9EA+YyRJpDO3/XBViGnKiKWgYzJW2jIONB/B51CbWIqzmdZAstaneaALmNrEmSg95wrDiolSahsBSIzUD2NiNODtMiSfSQcbrJWr7hH0WrXmjQ3Lm+CL2wF/wVn+dwIeOV2sNPrKao8Lz71tLC9O6ZTsNiSczx9hkx9c6huK3QUBoPBUGhMTyKDwWDoB+6O2bNtYZvkJaswd1S19mNNUh2uFM8MZHvZ8tmobBPJPfO5J+bvvJXNv7g4V78t9AJ/+pljSYTHxKdhCYcHRnZ0pHEUIlugfVJxPcOHLyXNc2voJd0LRPsRZrlVP6lEGp9A5D6gjqpAZQ5jB1B+jPDZrI+9eI6DCJVIhwnNSGMAkRNAAKf67JIRFwvVk0ijlGgpR0RS+7A16+X6zAd3yZnWwOIVX/nrVOuhdOeMscK1jup+P+W42FTLeHqecGzrS9SL14XGmaTKbhFSkgNUWW8FvcWUwYDGqVJli9ffXkw025cTbxnHJP/Bj8r4vrN9HczYMTaJMK/jOoVT4uMmGUeCSONbiJQDQaoCWdnX2jHuE+GJbI5xK9mOoRxF+IUoR3UIb/6y+YavHmn53N9Mv/xlDVhnU+7B1Tnm70XYLhWczmbMwmFPB3amVsy0C0QD0ArRXsaVeiu3nv9Dbj9v4/PdxC3DshS67Jk4n9+/4z6OdB6l99U8ky6c4c+aryFghwmVrei8Uf2ga0G62NxpHVjZX/sYuueF0yPx+bfRdh+g+hiBwCPFdh+gy5eP0lbZImSZBOG/AF/cDGVvOssXroR9X3eEonRjwcvi0xle93KL4jpaVWMiUrTfy6q6fmPQGrTXRgaDwdATRiQyGAyGPmZRXCeB7gXJfxPRHFDVZzYGrYXpttuPLF8sKhv6avykbTFj23/n5ROOi8flvqT+efDQN/7m4KSsJmIKSqSxCpFNQADV01hyZz4bzBu60LNANAPpJuN6V1M5LS0nEClBtZJQWV2G445FuRuYR2+aACsNCOMQj0ngSOMKRJajepxA4MZim1zoKwolEtlxnhBI8cFX5fik03te/dn5CSFUVxEqeyTTc7oWZpFu94HtUsLCjCsDahObgHmoPkWo7J5MY+kQ0yUrELWhhxirPnaKM0Hb/+NDEuUkcBzhJPBfKCfF5jiXkSDBKTmbaAGgKmDuyXLEPshIfLwqQqe+Lars+eQ7v7zvjQsfOQ40MXx4Wbafr3aM3SLp7eZUOY1wFOUYFoclyTE+4JinFWBt42yQHcB+HRkIqTBKbEoRkprkpDVhoPWm00mgu6HrhK8mQaaB1BUkrHxQm4gAVcBmqgJ57gmlo4CRzqOMBP2ks9wuJAW6OdhhiCqim7kg/wrEgRIcAeCbIF6Vbw+DPJanP2Bw4fR3upuWCwtzsoiOqp9EYiUiD7lr9tOarOG2EUX1ftbly/0kWabItzNKBBQbPv8cfNTVR9WC/fMcq7l0Y8BB8ek0L6vwew9peYtPjwiSnZVrAVB06cYK6/FCx2EwGAyFwNyQGAwGQx+yKK6jUT2AZHDT148oumpjhZV2EtT+9vJlIrKyr8ZvunAZwX9YSP2Ztmw0bQAmg3W8u+MKTlRLSCTWIbIYANWXsVvnF9vN4KDDZgte1mCZCERtRBrXIPIQqgcJlU1Mu5/iB2aifJN8WE85Fo6VKTZ4F+O6WE2kOp9Q2eZejzkAKIRIZMeZKbCz63on85VqOemKvz29Rrqe9zA3iPK61zaFZpQlVjDL3gC1iTnANlTrCZXdmOlhGsWvpTyEsNyrF86lIhC14VaOzQO+2Ze2YW4VyB7gv0Q5rj5OWjd37QviQW1CASMS9RI7xmwRdnRd/5PzX9j55Xd+OIscqkg1SokOpVGcCXjUsTQ9hvILhKMkOZqVsFObWAc8ADxOVcDTimngoKNBY94CETVgPV+QsPJBpHEsIkdQTWLJjdwa6OfrUi11haSbcWzrevm5pfUgk0EGSHVaP+L8r/cBpageZMiQUJoeT5mcq3PymEgNVYGX8xpvHtBvL5+kyDaRHpIn/uBf4VM/u7h8+GvwRvpieoV68WmlhMMpz9+9x7S0pVkPSF4tGPsY0TufvtnaWugwDAaDob8xPYkMBoOhj7j3kJar06umqAQiAEGWLYzZKdn0bVirw6u0rV9KH3DVkAtNT/7JrmWuOAROZtlO0KJ7rtp54cwYzp49gMhit8fNIwQCM/IqEL303mgijXuJNBbv89Df2DzQa4HI4TtAApEJnt7xSgk2D+BM9kfyIhA53JNWIAIIlSXam2KLLCeqRVFxOCjRVNsoVfbIOWa4/YHq3NUVPPd2xnYo1s0c9+rnpspxaWVi1gIRgN/vxCIyml1NGWXeapzRWso+EVZ6CkSw5FISiACkkmYryFPSxI1qU6PKwT4ZSNllBVlqBXlKPs/LGQlEhrxhBXlelZQJvS9d/rNZc696FlSz/r/rFYxAWaowkRKGWkFutCqotoKssirYlXXlj+oE9/Gn2cZSXGg5aDRVIAIGukAEF3sEimztf4EInN5I1jGw/gnkRtCloM09H+eFngKpNAKRBy8mbgB2g1ttKzKBZPIAL72XYkWbEaGyWlTHOb1JZQSqu4k0riCqBbUZ74qsDu8Xv96kSm3anUbFOwtE9VO6F4iUBpwKohSBaHlU/S3NunNACUSAKpsWxO2ZhY7DYDAY+hsjEhkMBkMfcO8xLU36dLeIjCp0LGkR1t0ds1Ptu9o2+3SpKnm/2Vc4KrYGp26ZvxqY5XjXA8ho0B2Op3qREWmch893ABgLnEK1kqrAqrxag72YmI5txxCZCmwrthvLgqBMAdZ6rM9WIHLEGPguACIr259fxY/NYpQTCOvoUN2SJqaWjMdUVmGlTlymEAg8hWoDMIpEYnHG5zdkjP0KY6TL/1aV0yLc2W4NFSo7iWo9In4uvzxbkfBYl3NvlSsYl1H/IS9mljag6vi8JJNTuttVD1Fux1incESECZ77wBKrou+E/2JHKklan2e7FXQm/Ce/s4fqM//EseSNS1X4S7V5UbVXfWCK3kJnsCNXcI+S+n7bWPYNqq784Ylsz2dN4JQV5EmrgoMZ20SmwxH/nWaMQ4b0jVDZL2ipKxB5vN51yYAXiCKNY4EqVJMIqwsdDkgSrMe5ljHcmPwgu2O1zrX9M73OuhJpDGDrTkTKUY1jWTe637ejsO0YtYmpOZ03VHaSQGAiqk8h4kdkOYnE7kwTPfoLCYcT1uoVIRW9R5XOAuS1/w8+98OLy2981hGJ0qDKabG10gqHPUXzt4bqFkHSn6BIEcQvyjbHMt5gMBguHYxIZDAYDHlmeVT9yWaNgIwtdCzdIYhfhS3pLoAlHE6KX2sU8tZ4WGG9+HSirAm7JtdWHORO16IEkKmgG/M1Xq+Jqp/axEbXQqIUqEX1Jr52dX6bMdcmHsLWnVzMaJxOIrE8r2MMNGxGun2IOotljuVPdgJRG8OHP+6KMWNIJOZiMwflNYQNSDeTvEoLynMoQeB/ZjSWsgshnNG+ldKMU+kE8C1TTZR/xMIrI/RhjwbxdQAof5TdAM7ktFtRNN8KcmevJ5bBsapR/bLXRvswN9gx1qmPEyI80GaL1RGFpCr3X8oCUVdkDE37z0/g+Q9v5aa3fva8dTPrrM9TZQW5VoUZCs8rHj1luqeoJgEvRWQMTeIjpHTu/VZCM3837C+vLlRcALz33lhESoCTOdtZFRz1uz2IvCotwmAN/M+YglcRpeHps5Wsef9K1p47g0+3XEyu8kKPApVgVYLU91uMA4Wo+hHZicho4CRDhszilmH1tFwI4nz/l7pVQAtyOn+lJN0+gjVAEyJTaWk5wg/eLTqxwVoZfgpbg9qW5DL0NIzf7vQjAqf/0M9TC+/bUKVJ0NDFe7rOLIzZa0Dm5D/y/kFEShXdsSiuuVWXGQwGwwDEiEQGg8GQZ94s1U2O2DEQkBJV3Z3uAljC4aT4dIZXdm42qNKgqjOsVSuWSDjcxTZDaoEO/vwyD3RFb8bLC7uayjl7NgosQDWJ6hKqAiG3IiU/RLXEbVC/BhE/sB5Vp0myyDK3L8mlh9MXKJIi3DgT8NU5CURwUYzxvw+f/+9PIGyjuz4lynsof4XwESz+FIs4wjMo3b8GlGMINUgWE81ONdFxRMpJJB7q+QBDNqiSIrSIza6UHUV+7P6W3We48u9uX5qJUsHmXGL04Efu45S2FfZBRtoxFtgx9onyejpxCJweKtJK0AryZJ7iGfRYN7PHqqBaWvk48LAqJzM8dETPuxj6GhnHSYHqriLfR4e8naNdV56w7TaruYFcRbQNxGOiW58BWdHv4eSboqsicnGSRpweoTe0rqLV+h8gZaBBp3qLsPszHxgH1jiQuoLFW+ycPbsBmAQksKwZ7aLt7dc1MXz4NGCzWwW0kUjjmpzHqQpsRxgHHEOkHJEotcV3bWetCR8Tnwb1yjP/m4lbwX/B2fD+1fDK7aDe04WqJBGtkdVhz6S5hTH7PhEpur83WwQpB9177yE1iSAGg+GSwIhEBoPBkEcWxu2VIpLaP6WIcTOlogsO2p5NTCUcbnKFopwyEhX2iF/HWavDe9LvZa0H7ZiFuhx0Xi7j5YXaRAXJZAyYhOppYBqhsvxmye5qKieRiALzXBFqIVWBJYTKNgOPu3ttpDZRkddxBwLKBgSvv3shVmdbr6z5b8Hn+dKXL/CxH6bvOaO8gfI/EK7BYjnSQRRyft/czbGngVDWQpYjYDkTUyLfuAT6UvV3j4SUSWIZT2pGf1svIBibzf9AbJ6XEiZan+/l67MzdQALSreMPvfKFbvtOG+JnzdE2Cg99MxSZb009cLu7hJHxtMgFTxmBbk+w+oiIxIVCVLBfpSaJr3qHMCJ1k+8K+dy6AuW16CkTaQ+VNA4csZeB+JhT6y7QO7p/3j6gGKtIkokFiNSDpwiEHBfx5J0KvGt9Y5AJytANoOYz/vuiDTOoy3xy5Y7uWVY5/uaSklSFZgPPAKAyENEEjuy6VHYiVsDx7lwfiJtwhOsIdK4m5feK67vi+qwn2lPfJor3UvdlhI4eAec7+bPFr3TWhVOTbQB7o7ZsxHW9UWohUFGtlgavfeY5vY6MBgMhgGEEYkMBoMhTyyK2YsFWVboOHJBkHLxsXdRXD1vXCQcbpBWDal6TKqmQZWk2rrEWrVihlczU49RloJ2aKSqG0H7vyIr0jgP1X3ASJwKqiChsro8jzGWZDKGyAQggSNCPdO+ffjwh1Hdg2N7sTPnRroDEZsFCKk2H8p6LLb36txKCVcc38nQ45el2f7/gBAWn8BiS9pKIOFvUY9tShKhGivHpvWBwFZUjwMB4IGczjFQyLUaLHdSqr/0CKkikJNV3DbRNiXTk8t4GvJgL9cJDZQ1/fTaae9tLPsLSq0Pp0sGlmaq1NLKOCvIEqlMFcYM2ZNRdZHgmWSRMaYHXV6xgjxf/ptf1n2q4ef87lv/9u2CvxdUnUoikfxa1fYL9gMgHt9HehCkxhEsBjjFWkUUaQy0i1eqj7jJJIZcqE1UIPIEACJhvjbcU+AAoCqwCqhBtRlhNkMu25tzX6Hbr2uiKjDfdQloQmS62/eoKBLANIpfm9nU1s9QIak/rzrKufQ6lnNvF/a8Hl8U10k2bBJkUH2nicjolg91913GDtpgMAxyjEhkMBgMeWBRXKtUeKLQcfQGERmtqpF0mVKyJlyP6iy350a3KNSLatB6NJxF9Y0k3f5Erh2L+EEj0D9e0F9e/mQptYm1iGxCpATV7Vw4P5lQ2cm8DhRprELEEaFU67GsiSkiVKUkablQ3W4/1toavSSEImU0sMFj/X6koyVhzudfh5DaK0z5DTAfi99DqE09sAvCSfDc737E7WmTC5WSRK22PkbfKrZmxwOcVJGolXRWMnXu4x/3WTSZMJQJX7g8NiyTXTuIQyFTPdQ3dKwuQqlU2K5uhZqAX4+Re5ZxItE7kcmQwvt65cTjyd8tvMXbi4kbEClHtZnhwwfYe9OeDeJREaD1ICGQ/hb7+4ZirSJykkUCqB4nENha6GAGLC+cHom29f3Ura4I1D1Vge2oTkP1NCITSCYP9Oo6PFS2GdXJbiLQKFQPEGkseDKQlrJWoL1KUGCh/Pb3g6r6iHokQyk8lu7eblFcRyu6Q0QGZcWNiEy6bKhuWW6SOgwGwyDGiEQGg8HQSxbFdZKqbhkMWVMiMqnlw/QXwNaj4bigs7xuHNpQ5SnxaVAeDecwGSJNzsSDujfpUgq6F/rWC/q2eX/218NPvdbgT55/ENUk8Aihshpuvy6/EyC1iWWIRIBSoA6fb3KK3UUbt1/XhG2HcDIPy2ltjQx6CzLlCQR/l3UNCNVZ9ffxwmYOwuKU9W9+tYVfrBqPZN1H5rudlpRnsPJgafS14VuBo4iUkEx+q9fnMzhY/F1XuzCBxXaMiB7q2vtK2/oSTemn6DxRoaEV60La7U6z6Yc1yceNONS/SJA6q4IagY8rLFWlnhZjOVc0vPTeaERGAE2Eygr7vrDVsYYUiVM5kKpu7AnAptT12uAKRBlXlhc1P3h3EsVbRfQNd2n1wHrtFBFR9ePz72wXav1DMk84+trV+/H5JqNaD4zCtg8QaZyScyyhsqO0XBiH6na379E6ahORnO3seokd5wGRDlXrSlgq2CzhcNJaHV4laGXHyllVnrFWrXjY61z3HtJyVHc6PXwGL4LMfnOoDuikUIPBYOgOIxIZDAZDLxiMWVMiUvVmqaZWc7RtXx2uQ7Smq1CkSkLRamv1inskHO6FuCINILNA3Z4lMhJ0N+TfC/quu+4qCd214IeXnf9g6VUfvHvV5H3fa/VdaK7KKMswG6JaQm3jFtqaD8Nmhg+fxi3Duu/Lcts1x4CFAIiMBnYMWlsim7kIne0FHfu2GiRzm0NPlHJgY8r6xuBZYv88hF/dl302p8VBlP3u+esQ8teXQTXsPi4m0jgqb+ctZoQ+tfCwbuY4SkomtghVavGaxnlIo24MLRdediYMZXQhq7msmzl+gcu+3bbcov5TqmxV5X61ucmq4Cap4DFrAqcKFeOljlRw2qrgcSvIjSTM/6FoaG117N0KXUXkMN59LIZYMsQeCUScRJ2OaBMQAsmpR2VRYllt12XPmCqiQYgjrn3HsY6TElpaolldV90yrB6fbzKwH8cKeK/b2yg3br+uiVBZDcL9blJaFZddfqC/r/XsGLOBtW3LqmyWICs67iOrw/vFr+NUeV6V58Wvnte59x7T0qSlEURu6NuoiwNBFi+M6YpCx2EwGAx9gRQ6AIPBYBio3HtIy1ssjYozeT/oUHTVxgrrkXTb7f+5/AGxHBsShTp8eqcVDudxkkwnOVVE4k4eax3ItHz531dXV5cnrwr8uOR806e7bHpq27Zt+Zvw39VUTktLBJEJ7sTzI1QFHsvqHJHGDYi0VcE8TlWg99ZrxYQSQHkN6VrRwXoslvT6/DbLkHaBru3cDRza9ue8PeMFVJsZMuR6tx9NNnFXuRZ2QYTuBb9siTQecHtWbXYbKQ8q7DhR6VKpIxV9e12qRxilrewTvPvHKJwC/lZ8PCMnG3cjMgFb7nSruwrGJ3f+20/f16u+cNq+5h6qAr2vVjNAbULd32pQLVxFhEgUANXr825teinT9p2puopQWdrrmP5g/A9ffn371V+/4RP+N1oF3Qf8C0KtdXOOvev6HC0FPQAypsv6JBACK30vl4FGpHEKItGcrwH6Cue68QQiJUANVYHe9WM0wItnJ2DbEbeiqAHLCnHr8MyF26j6OZvYBDIXIC+fLbWJClR3IlI+7FzDO+9d9ZGv8bWr+7xvmR1nAspeEcciVaFOzjFNKrtxiVi+3C/hcMr25VH1v1WqEURm9mXMxYiq3r8xaD1Z6DgMBoMhnxiRyGAwGHLg3mNamvxQ97qTuIOWni6A7WUrVqJ6Xvw85nXz0Hvs2SA7OkT0PFjVvT1raO78z1mWVXdZywee9m2qumT79u1Z9FNKQ6RxLCI7cSalm7ClpttmuV7UJpahuhwRP1CH319TNBMZ+cJmQ4oVnHIK4Uak5x5YGZz/dYTOGY7KDCz2EGnci8hUVJ8iVJadOKj4UUZh9cFk38XJqyRTK77LVf/1xzhZrCfdPRJAAuE/UY4BR7EGTiVDIUQiAD1EuVpERUgr7quS+GHzf3t9QeMTwQb7usKLdLWJh4A1qG4nVFZT0FgGCxdFouLAiET5pTZxBBiLLbOy/s7NI0teXvU7f1H69KlR/l+nbFPlOMIehH+R96iTSqe/VWFRP+hOkOke25aA1fvromKiNhHF+R5aT1Wg9wkp+aI2sQ6nkugoVYFxhQ5n0BBpHOVek48BmkDnU1X2fJbnWInIMmdBtzI8ML9XVoC7msrHxp+Nf+q/9v3OKxVzW3/1iZsXECrbnPP5esA+zA0o+wQnKUuVermCoIzJ7Vp7YczeKCIL8hvlwEDRpKXU/H3Qyu41ZDAYDEWMEYkMBoMhSy6lrKniuAC2H+jcOFnXg5XzzXxowb2zhzQ3bfe1tvi62S0pIqHvf//7uU8u/eDsTCzdhtN/6CStrbNc+7jMeO7tUoZcvglxG8qqPkUgcP+g86W3qQAOePQiqsGi99mzyiRgX5d1dVhUAm1C3hFUk1hyY1HZzdQmonzk5SlMnN3zvuBUR8HfITyJkOjT2HqJHWO3CJ0mIvtDJALQY5RqM5s6Nmv2osG+jmnv/OA3x776Rc/Ko37jxbMTUD2AagOhso8WNJbBgjM53HtUR7oCfu9oTU7mthEDRuQtap57u5TLLj8HgGoZobKCfRZW7nrpzv9bfsv/7mk/VZqAWlH+ifep6y6jv2+xN4Ck9u5DnwIrfxXWxcBAqCJSDREqqy10SIOK594uZchlO5B2IfSRrC2mHbu5je3JWxfOz8q1h2lNTU0VEGlbPjZmJq9+5k8eI1Tm2funN2icEarsa0uSUWggSTBXy9pFMXsZIit73nMwo80g056ukD6vADMYDIb+wIhEBoPBkCWXXtZUMVwA22tBHuwQU04ZrX+y+C8fHfbe2w+J2pl8/zW1trZOfO655zIXdtqoTTyE6kr3BnI/fn91VhMQTrZjBBjrepbfQ6jsmazjKHacSpwDCBVd1u/BYkaexlgBLO+yrrMAVZuIAFWgW6kquzMv4+aDSONYPvPoET69tud9O+JMOH4Hi/z21sojdoxNIszruK6/RKL2GBzLlbUiTEq3T935SVT+dmdhqzyi6ufs2Xdw+lOMI1R2tGCxGAzFTm1iKrAXOEZV4KaCxhJpXDVdOrcAACAASURBVLltxIJlc654IeNDVDkNPEMrf9e//cbs+0A8GrLrHqdP5EBJUNERoBNwekGNBPmVY5Unp5yeSrIHpMlUEV3CRNVPIrEOkfucFbqV4YGFVErm1XyOyBjB+V6ux26dlq3Qf8cdd4xV1X04yWTt/OoTFcT+cM6uFvHX5Co+dUWjlGgpe9uud1RpEpvJMp6cricWHNKxlo8j+YhtoKOqTSISfLpiEPVqMxgMlyxWoQMwGAyGgcSimL3s0hKIAKREVXcvimsBey9ZS0E79AWRdWDPyfToL3/5y/4/ufsvfzj87FsPZygQAZRalrW7uro688b1UfVTm9gErHEFos0MH16ZpUA0BYjhCEQNWNbkQSkQASiLPQSiZuD+PI6RWjEmPN9leakjxslcIo1j8zZ2bwmVHeXc6J9mfZxQirASm0vssyo7rAoOWkEmAyFVuhPBp/ZXTJ441YN17lJhYzEYip82G+DM+430HRPuPPP3/OCDr+5WzcyWVIQRIjyEnxN2jIjG04vY+cOeCaxLXa/1INUDQyDSeWC/DrwDshNkGcg8YDnISmCTY1+s7zCi9UccGjKFpDbj93+noGF3ZFdTOapOJZctBe2lNaiplCShsvuBe9qv/RKJKLuaMr/eD5XVYVkTUT2OyGgsX4zaREXPBzpUV1eX27a9ky4CEcAnfx3nKz95YuYVLe8f5IXTva5k1ih+HcqWdoEIklhU5yoQATwzXo4Cea92GoiISKmi0buP6KhCx2IwGAy9xYhEBoPBkCEL4jrvUi2rb7sAXnDQLqDtksx3Mlrb2QLa44RpdXV1aemnx9YPf++trCtTRGSkz+eLVFdXp9zEpbCrqZyzZ6PAPFSTqC6lKkuv8trEYmAvIiNQjWO3BrNqrDuQUEqAb3tsWZ3nHj+pr1npYuVza+A4Io4IKbI8Zf9C8quqxfz8qVbOTIDWkgaUk66tXCZsQAeOqKBRSgoxrlRQ64pFk1Vpt/Y5Z1/VdE/j3wD8USHi6oTqj93fCh+LwVDU6HjnQQ8VOBAQmZDEz23v/vP/ZwX5FHAj8LDCy0r3PYgE/CJUAfvsGJs0zoi+CVJHA9ugq22iNoDMAMlLJUPfoZPAjuGIQDf0uDtSwmnrK6y5EhYNfZ+ZV+aQGKK9t5j0Iplcg0gJUFfIXlqXDFWBp7BkFtCEyASSyRgvnBmT8fG3DKtnyJDJwH5EyoEokcaqng676667Snw+X0RE0t5TXf3ur5j+o7/+g2saf32UF8/2qv+tlrK2k72ucr91M3u6OSQjnq6Qx1R1cPUpyxFByu2k7r73kGYuNBoMBkMRYkQig8FgyIBFh+3pgm4sdByFRJBy8bF3UVz7aKKixwiSTkaruqKJ+EEjzgSBN9P/4uHPXhg24s1hTb/9vZxHFZng9/s3dbvTC2fGkEweACYBTVgyi1DZ4xkPElU/kcYNwIb2CqRAYHD3qHCqiMq7rDuOkPnzlhmpIp1N6kRSa/IRVJuBKreaqzi47ZpjvDFnC/v3wK6Geiyux+KjCAKUAZUoS1BSJ5QEP8q3+j3mXAlQ0JtrqWC/FSQE3IhS+fUzT369PvlpcCyJCk0dACKTiGpBxDSDYWAgzjWBbRc2wcKpSi1FtZnhw48CSAX1UsFjVgXTpIRrFWap8oxrMZcWEeap8rodw6NfUG/QAOhOkC6JMNoMhEBO5ne8fGNPAI2CZFzB0Yl3fdeA7AZ7L2iGYpGOAN2bd6HoxcQNqM51htBwXs9tSM+tgT1YVhDV48BIfL4DvJiY3uNxbcwsbeDC+Rkoz+NUBe0g0vhgd4dcuHBho4j0KPyUfHiWr/z4f13zyROHfkJtImP3hI7YcR4Q4YG2ZVUes4I8lcu5vNgYtJYoWsC+tcWDiIxusXTHvce058RCg8FgKFKMSGQwGAw9sOiwXaE2OyQly/ISRDj20XMUrAm0k9EqIccCBZyJDd3hZsJ2YtI3H5tzZeK3P7/yg8TQPAw8u6amxruK7AdnZ+LzHQBGoVqPZQW5NZB5hl6kMUAisRuRxV0qkDL3Rh9oKH7wEC+EpUj32dU58GOPdalj3zbiFCLOjXOxVRMJq93eVFM6CVhCAqEOi/VYzEK5yaPKaJJbtWXIEKmgXoLUPV8yL4KTYVzOS+8V0G4T3D5ECaCURKJXWcUGw6DFqQIIAAluuyb7foL5pG0SWCTuVVEsY2iyKthlBVkoTXwUm2mq1KpXYgMgQkCEDXacHRolD9ej6neunzyrb+aDVeRVzPZIIJJaAZULMhU05vS/7GmCVzeATAHNr52r8m03SaiOUFldXs9t6J5bhtXj801E9WWgFFt3upX9mXH7dU2EAtWoPoaIH5G11CY2Ek0VEufMmbMMmJvpqf3J83zh0KYhN/37v2wj0rgi45gAO8ZsoL2ppcJ2K5h/i7iPnZMaRevyfd6BiIhMavlQdyz3+N8bDAbDQMCIRAaDwdANdx/RUarsFOmaZXnpoar7h5TI/HA29ml9gjQAsxwrFAApdzJJL1rhfenBx/56ZMOr2y5v+SC1H03uLLvjjjvmdVoTaXwAsSM42YN1+HyTuWVY5o1LnYnnA4hMBZpQK5RVBdLAZa5HFdFR5KLVV94Qat0+Rx3XLcBmS0pFkdObIAFM4QdnZ+Y9llxx7PCeBEDEo2+Ei8UxhL/ttE4oQYuiEqYrxd/jolKSqDq9itQuBtu+OvfRWM4ZDF5YliPMqBaDwHGz+9hjLFJJUj7Py1aQkPj4lCrrVb0TcgRm61D26rHUXibZoWsdcSSFMFjbe3fufmGTc/3XFY2DLgEmA9e7PzcClXwmuZWP2GlOJ36QB0FfBZ3ivY89G6TNtmuNU4mVB0wVUeG5ZdhpAoEZqD7linUb0gk9aQmVPYzqQjepZwGJxG6ee7v9fVpTU1MlOdqWjzm2iy8c/MflQ579zY6O50yH28tsk+AIyqrsl3PMz2XsnghXSnJIicxS1XhfnH+gISLT3yzV7h0oDAaDoUgxIpHBYDCkYVFcR9hJ3S2eN6GXFqpaP8SW6u+NKRZveus4MA3UjUfKgb2g5V/65qN7f+c3v1gqdrqJgNxR1Y01NTWTiKqf2sRGRNa5N5PPMHz4NG4Z1q1lTCdqE1Ox7QOIjAZOoTr5kvGgV76Zsk7om4kRoQk8rdjmAq9hcwCbNdhM56ulSVQdkcXS4uo/5vd/x7XDG9uD573XTXrRidwCvyl0DBkh4lSiaREIM8KP3N+KQbAyGIoPkfHu408LHAlAm2CVVSwyjpNWkCXi53pVnvHcB6boh0T1UK4WnToP5AGP9bUgK3I7Z3+ipXjagOo9YAXBWg+y37HLk5Mg9SB1PPr+GJ4+B396fs/FRKOuyCggCvamziKQBoANHfYLgK7p5d9RAjqWvZd9z7mW1F2miqiAVEqSUNk9wD3tQs/Zs3vZ1ZT5+yxU9gwiM3CqkKcy5LIYkcZRd9xxx1hgS2/C++Sv43zlJ0/MvqKlaX93MWmc0arsFnGu/VSpFyEklXmv1G/ne2OkaYgts1Q180S5QYyIzF0Us9f2vKfBYDAUF0YkMhgMBg/uPaalqhoRZwL/kkbRBtti1vfGS5ob6kJhHXOaKqt70yOjh1775snrfv16X06g+m2xNnD27F5ggWsPt4SqwEIvO5m01CYWo7obCKAax+8PunZSgx+bCoTOjYH7qoqoDWE+SuqNq+BHmIDwEMJu4B1uuWYhE267wI2rx/KzFzwm0QrEzNIGwGkQLLKym+zW1EbI0n2/C0M3iNS5v00pYBQOYr3s/laRSSaxwXAJ0mbFmCzoeyTSGAD3e87n25/LKWQcCSvIQmCyKsdTtgsV6mNb9me2J+DZY1OPgdyZQ6gFQGem2szpY2Cl77XiJFeMBRLcmZwPcj0QBm3xPkDmgR652PdS14F07cm5AOwxXY/MHF0HHOHJK6bxV1fBW5cVV3LKpUpV4ClX6HEqy5PJA66VZabHv4xlBYGTiIwu+fDsoSS+/0MeEnaufvdXTP/R2s9d0/DLY9QmUnpx2Ye5QSHaLhBBAxazpKLvrwO/N14aRCSkaQXYSwyRBxfF7eK5jzAYDIYMMCKRwWAwdGF5VP0tzbpJxG1+fAmjqk0izPqHm62UCYriQPYDd4K2Apx752OX19V9i2Syb1qwtFhDfvHSV1eW4EwYt9nDrc/4BFH1E2l8AtiAiB/leVouVLoCwKXCXR7r/r5PR3SqiWbRQ3NwACz7Y1z3o8v49FoI3vldWq64rU9jy442O7wxJBLenvbK73usO9W3YeWJJKMKHUIKtw4/iPOcB9xG9IXDsbI8iYifyy+/5L+fDIZOdBRmYA2XXX6O2sQRIo1PUJuYQ6RxVL/FYklbFVF9VhXGHkgF+8VPUJUUsUlgih3jvszPlq6Pj54GmeX0fRwIeCZw/XP3h7i9BlX/1rnmkmanako+DXogzUGjXDvj7zuiUcp2P5DeArZb7DEgF/ve/NwP91wxK7dzGfKOI/RMRPU4MAqf70BWNsS3DKvH75/oS55/ZfLPnv6IT5MfyVdoJR+e5Ss//l/XjPrVK/s6VpbrIcqx2Sk4FYaqNEkrM6ybU0XmvuLpCqkXYZaqDpDPkr5G1i18xZ5T6CgMBoMhU4xIZDAYDF14a6iuk4ue45csiibFovrpm62i9pge+1dbLhs78fvt32fvvPP77Nv3l6jmsx0RNF15dbS26jujPrzq6huAk7S2TszKHu65t0s5m4jw/7N3/uFRlme+/9xvJhBqJBONGiy2sYUWFHexJgVWWIiFLeyCZlRasgtnYQsIrp6FLW5llQs52NUu7sK5dMWCu9ADe4iiThS6sIttcKULNnHBI62x0kJXFqJFZwKxhmTy3ueP9w1JJjPJzGR+JXk+1zUXmWfeH3dCMvO+z/e5v18RZ0JH9VF83rl845rBcyOl5AHzwsaaEVKff2BxAuEmlE3dMoqi4fmtRfO1D6W4stjxFQYv2eHBQ926iRQvsDBsLIREzrYwxMxBAERmZrQKf2A8qs6Es61TM1qLwZCNqK5EeQG9tJJ9vPuZuwuRk1QH38cf2IU/sAJ/YHxceSPxYKsjEokkJRtJbiYow5ilGsE6FR7To7EI7JqHIxCF2VRpCGSuY8vWX9BIndvRuzQ6dxG1d+ReQk6B9XugS0B/231n8YBURq9FpjtZRfES8ee9CrQk/mMZUsLtw+vJyZmEcw2Qj9h+qoMPxrz/7PyGu/2rflX00cmkl+YJXWTSkW15N/38X/xUBx/W4+RrDvtEGAOg0CzCLJlA2l0Kttxi1VnIHI38dzr4sNix5KdqbIINBkO/wIhEBoPB0IkldfYqkDhWZQ5glOVbbrH2Z7qMnpj44Ka1o9+r2Tm25Ifyla90WH03NIzjJz+5L2lC0dniG/btmf3olFDusALgEB7PJO668njMB9jbVMyQoa+DzEa1GVsW4Ctck5Ti+hPKbIRwu5bqtIkYQgMWKxGuB1ajHOxVMPr0szdQo6lpTUsEr/dxVBsQGUVj4+JL44oHZQfSLaNifzbazWl/Eq5U3VyiNAsz/sB4/IEVVAf9VAcDiBxFpN1eZlpaazEYsh1fYRBf4SZ83rn4Ckegej22LED1Kbg0UToSkXlunuBRGhsD+AMH8Ace4eXgzCRa1DnZSHHmEfWEjKNJmpirYdapIuRrGzGEpOtWkG72VMD9cMlWs58gkbpjR0XfvFMXka8wymeP9SzwZdBXI7/eIxtcES4OpInRbR+EjeWBmhyTbOL24ecoKJgBPOtmkD5GdXBbLALz/PnzR1l2KPbuowQYd3wvX6t9ev3Pz3/pV+IIoSiEUBZIaffuw3Tx/TI5aCk9iKuDB0E8iPqXvmlHev81GAyGrEIyXYDBYDBkC0t+as8TSxLwdx94qLJua1l2hxdPXfnocyM+rP+G2G2Xxt5++y6OH+9wB7vuuje49danEGmLdIhYCP2/G2f/+8/G/dFt7vPtFBTElz/kWFTtQ6QY1QZU53LnFRm7ccsoNpsRloWNzkBIZFImOSh5KNOAUuAWYBziTja1XG7z2k8sPrnuAXyFT2SsxnD8gRWIbES1Aa/3eqZJHso2hIoIW5cjbidMFqF1LISwiU2lXMqyr1ZeOT8G234HaKKgoDCuv/94cN4rpiEyFUcE8oZtEQQOIvwIsV517ecMBkMsPP9BPkOGTkR1MjABx1I4kih0DNVDiPwE1SP4Ck/Ffa7qYADw0tZ2U1wLSmLArmMi8LpA10lqmxny1Wifpfog8FiE8WfAWp7M+tKDTgcOhI29ANbcbpv6AxWI+IEgqtdHF4k6Y98HbHBEm5hrWgPWozFv7g+M579zjvIXl0P3S9Ty/ifcDQL8gRXABlcsOohlze3NTrKysnKMqu4RkegiZh/IsZT7/ugnTPjS+52HF0kp21NxvnhxMnkkQUvGgYWiDYKUbykVc+1mMBiyFiMSGQwGA3BPrU6zRQ9IN5/2wYeqPru1zFqS6TqiMXXqVM+QGycdLgr8OuKKrP/8zwW8++6sS8+/9KV/45Zbtsd/IpEPXrt1+akzn71pgjuyhgpv7BMAAC81zsbSXTgTUcdRnZPQhNNAweYk0skWR2lCKETILksKx7bNy78dncyn1+8grsmlNFCjeTQ2voeERjLuO7u4/h+nIIzstp2yE4usDCKPJBKpMMu6hezsXvQHziJSjG1PSZrI+8r5Mag9HeVr9CQKOZ1MB/EVpt02xmAY0PgD4xGZCHoryGSIaNt2GtVDwBvAQbze4z0Kxc4xjwJBKryFqSjbrmWDCKs6j6my0yqL9H5vzwT2RMghOggyA1IkeqcU9YCeBenUmaxNIFc5WUOdqA4eBcajug5f4SOxn8P+CvAfIENjrKkJGAtWbBmA1UE/UMHjl73DEc/YsGPtB2tWxP0MmeXl4EyU3UA+qvXk5Ph6W7BRWVlZBOwmyR3AkQSi/3Xmf55f27r21mSL031hSa39mIjEbtM3kFE94bFlytMTZDBl0RoMhn6EEYkMBsOgZ9lP7XFtwmERSZbNSP9Fde+IJvGtS9VK+T7yh/euKpa2ttrh5xu6T4h3orNQ5PE0M3fun8V1njYr51f7/+CvOV9w7ReAJlQX4CusjusgXVYc6l5aWioHVf5QODajEN7rMqZUY+HLUEWxkfAEUwpRvJz9w2coOP5NPvNf0bapR5iSjVZzEKWTKItWv3bDH9iFyLw+/R44HUnTXNu6aUh4NghNbgfDa4gc5I6CpOSZGAyGGNnbVExr60REpqI6ESh1uwY604TqEeAnWHKEixcPdflsrw4uAzaj+iq+whmpKFNryNN8fiPS0QmlSpM0cZWUd7ZQ1TGgtRB+faunQMpAsvLzITbsHSDzwwZ9IB3Xagl1EV06/pPx20/rTrB6X5jx0seTsazXUQ3xH7kT2PCZH4GELRLQ0WCdiO/8hrTgfJbvA0pQPYeqr7fFI1OnTvWMGDFis4gs7mm7WIkkEO1788tsOzSJ2tI/bj513YS5ceWmppiltfY2RBZmuo7sQI958mTK0+Nk8N4TGgyGrGXQr5g3GAyDm3vf0OJWSw9ItxvowYeq1uUOk8p1ZdkpEN21ePGNoYufHP7Mb4OX97btV76yA4+nmffe+zqjR/9rXOdpHnJZ3Z7Z668L5Q67BmcF8Zy4VvDXqIfGxs1A+43gJgq8D6TMoqr/ECm09UdpryJehNUo+xD5NnubnmF2fmKr/5QSYCFwyn3ejNB+rKD7AGhAouQk2UwE7kGZx4h/iW6D4whE5dkqEPVLRF4D5rlWcLERLgrZdrF7rPYtuopCw4fXmfcJgyGDOO/v1e7D6doMBEqxLMeiTnUyIkWITAemo8CQoVAd7LCoQ//IXYeZMpFXymm2a6mi4zrDySa6jAqgyhlRL6g/gkDUBMzp3wIRgLwIhIlEeg/t/3cQYxZRJHQykEA+qcwH/T5Iz92mlrXerW8nG/L/E+yngIfDtroHeCD+Ggwp5/bh9extmkRrq9/pRKSG6uACKrxV0XZ57bXXQsCSefPm/UxENtDHebg//v2j3QSiHQe/goeLTDqyLe/yCx++/HZ18CEqvI/35TzJYkSTLDmbr0WIpDSjqX8g41s/1X1ra7Q8WxdlGgyGwYvpJDIYDIOWe49rfuunWisiYzJdS8bJ8vb32YuWzcprbX4lt+1iShc3fHzF52v+7bZVUzTH40H1CLm5vrhEgVfOF2HbjqWEaghYjq/w2ZQV3J+w2YawMGx0LEL2e3NXB2twbEI2UeFdmdAxnOyjkwjh3SPRtg8Bp4EcnMmE4QiXxbBfNcLyTgJUVmK/yUxR9oUNZ3MnUQkiJ1FtxustpFy6C3m9dQqpNiNy5JJ9nNd7JOJxDAZD9vLK+TG0tU1E5FZgIjAu4naqvrg7kONAf8p0rK65PKpUW2X4XDu2PSAzI+zatdum36Ie0PehW0fm9SCneKlxPpYmYBereaBHIdF7A60Dqyzqy/7ANERqUG3Gkpu4w3sC7JHAya6WgHoOrKsSq8GQFp7/IJ/codsQ7nZHVsciysybN2+miDiWdQlw16S3uev3Otzk2gWicH79uVLqvvLNf265+rMLs2EBinvfvU+cPLhBj6IvXHtBKo1QZDAYsgkjEhkMhkHJ2hr1nMnXGnOhmv1BmnO+dd+3L/s0sEHUTuVnVujE9bf+uPar8//Aeao7KfAuiWsC98WPxmFZfpxw2iAwlwpvlBDpQYhNLUJHjpTShEWvXWFZQYc1TKdJnQSweRhhfZKrc7h4ZZChHy1C6BeTf1rLNISasOHsFYkAqoMncTJLZlDhfRV/oARHDHJEofA8E9UQIoeMKGQwDGD8AS9qTUbsW92uglKcvJLCVObYaQ0evZyTQkcenUKzVcowsDeArIqw2zqQR1JVU/qxH4PwrBN9ghpZTTD4DiKjEsgiivaziwNdAlbkBUJRF53Yu0HuDtv6qv7f8dWOenEE1SLQIpBIttHNoCeAepAT3fKlspXq4AZwM8JUn8Hrvb83UaaysnKMqu4R554hLp5e5sd7mfOjeeMX1/HUD2+lLcot0sdXfJ7XJ33rwG+HDL8zGyyvl9Zpkaq+bhZoOqjqpq1lVmKLzwwGgyEFGJHIYDAMSpbU2bul+83YoENVm0Rk1pbSXqwxMsDUqVM93tHjvv+ZTz6OL1AoTlT55KcT/sfbv7p+0kR3IP7MkZcaZ2PpLpyJoRPk5MzpLch20GFzgU75CSjHsLg5gxXFR3vINGynwrsooWMoXpSzCNGt4uIllH+Gt//2Wv5rbjOeYdcnbIeXZiKJRAorrVI2ZaqmXqkObsOxDDyOswK4pMvrTvdgHXAQS17rllViMBgGPjXq4eOPx6QjON6uZYdIV8u1EV8/8+cNH434h+5baxVYlamuKb1E7MBpwN+4GpFtxN1FZE8EXu96vETQi8CNYP2yy3DnLqLc3LDPa3sVyIaw45SBVde3WjKFjgedDkwAxkP8YghoPeCKRvwSqMvan0fH9QGoluMrPNjbLpWVlUWA4z4QB7PL6rlz4tsceqeEH/y4NKpA1E7zsAJ+MuHPjn1Y+Pkp2XBNsviIPVI81Er3LsDByuotpZIVtoAGg8FgRCKDwTDoWFprb0D6ukqw/6NoyFIqv19mvZDpWsKZO3dufutnCv91WMuF30vleWzk7L9N/6vGwJUlY4AmYElPnuIRqQ4+iOp6N9z6EJbl4/bhA2TlZ5Jw8nhOho1VYdF/Jqz8gfGIHEU1hG3fnPAEoM2TSCJZBxFQ/gGL+/AHDiMyEdVn8BUuT8qxU0zETiJlnZTxSGYqigF/YKE78diBah3wqhGFDAZDurFreUyES500R96eyO/92U8uqlpDu26px0CmwEAMSrf3QOecEw3hbzzldnWvocL7aGzHUY9rMxfZPjBu9ALInSAdHeU9WtfqQmBb2FglWPFdk2YUexQwD/jTxEShWNDTwAsgPwQOQhZYdb308WREahDxxLvQbOrUqZ4RI0ZsFpHFvW+dOCHPUN68ee6ZX31p6i3ZsJhoaZ2OQfUwIt5M15INqOqSrWVRug8NBoMhjViZLsBgMBjSydI6e4URiFyUldkoEP3Jn/zJyLZhw99OtUDU4sl7++U5f5MTuLJkDKoNQHkCAtF04DH3xnA/BQXlRiCKSEm3EeGt9JfRB3yFx4DtiHjIyemLZdz/Tko9yk6sS2LTavffxbwcTNHEjAE4CBwDNqHqc+2kyvAVruYO734jEBkMhrQifNT+5ekPR+Jb5SeCQNQAzBmYAhGAPOB+jw4TW3a7NnMNFBQ8EceBHk6eQAQglwMHwN4G6sUfmIaTV9mMx/O97tvrNyMc41jy6kklOg3sGpD3QNanTiACx6ZOVgAHQM+CvdXpWNKUZpZG5eXgKET87n1AVbxOBK+99lqoqqpqiaquBFImeHlCF5lQu/Pa8W8+/zavnM+41duWUqlHZI6qDtD3pTgRNi+t04pMl2EwGAxGJDIYDIOGe2rtuxU29L7lwEdVH99aZj2V6TrCmTdvXmmLlfuzoa2/LUnlec7nX/WTl29/7AvNn/FejWodubk3U+GN38LCyRzaDoDIRM43liS10IFDpJv3jK9kjBvhu66lWAXVwdJetw9H8QIzUc73qQ7lCMKSS899hQdRfRURD7amJvMo2Xg4lekS4sZXeIoK781UeFfiK6xOZd6IwWAw9IbAOYCm3+YzZ8UeGj4Kd2/SEMhcsE5noLw0IfXAFNA1DNG7+c6nZe4L34svA07rQO8Hfdyx5tNDbtdKX+tbCPoeu4ZtpQWATV07ObTYEZJkZlg9J9zvLYtpF4eoAZmW/vNLEchiOgSjja4FYXp4/oN8bN2DSBGqdbS2LOl9p8hUVVVtUtU5OK4GKWNs/YGiW/9989Gif6r9SirPEwtbSuWQBYsUzXw3WIYRxKOqO5bW6aDPSjYYDJnF2M0ZDIZBgXPR9uf8lwAAIABJREFUpQdAkpcF0k9R1Z1by6wFma4jErPu+fYvvefPfCGV5zg9cvzB12+9ZxoAqlW0tizpUwdAjXpobKwBJqNaT2tLmekoCENZSDcbFRYhrsDWn/AHnkTkPuAgFd7ymPaxGQd8G5jX5zwipQHhZiRMZGu3wwNQvdntfMpa9CgltHWzIMxuuzmDwWDIIuxaHhZhfeVf76Lq3+ZF2EKXwCCyMGq3BFVtwOu9Pj6RqCe0BBjp/CsjQT/vPGckUAIxWmZ5bZvfShUt8p573M8D8yLfm+gmyNZAey0B3dxd2Iq6/TngCMibwCm38ysIEr5YaBToGOCLwBjnISVx1hYCdgLfBetEfPvGQY16CAb3IDITOI3HU5YMG7fKysoxqrpHJJXdWPCx9zr77Rv+0Hfm/mmvpPI8sbC01l6GyOZM15EIo/Nh7HAoGgqnPoG3gvBRSx8OqBpEZNKW0mwXiA0Gw0DFiEQGg2HAY3yPO1D04LUXZMa68izw8O6MI7Rszfu0ceH0H/8dlzf9JhVnCR37nYo33hn79VsB4vUN75G9TcWEQoeBEtC9VBTOScpxBwqRRCJlDhZ7M1JPX9jbVExr60lE8noNJ7aZCfwFQowTKb2gNAHlWETueqsO+oEKVF/FVzijj+fKQxmFMArwopxD3BWuymks+jT5EkkkUnjGKqVfZCoZDAZDptFaHnlk6yNr121ZG+nVp8C6P+1FZQpn0v4d12puJb7CTek7ueZ3CEn4gPkgn+nD8Q6BzMo+i0D1gK4A1oLk97LtIeBFYG/fxBrNwxGMxoPeAcyMfcGfVoOsS4ltnz+wGZFlQBOqU5K5MKeysrII2I2TX5UymvOG6zujbvt2/UPf3JjK88TC0lr7YUT6Ryc8cNvVUH41XD20+2u/+gReOg3vJfjXq2hDbpvc/PSEbiKqwWAwpBxjN2cwGAY0976hxaq6zwhEoOjx3DyZk3UC0fMf5BMM7gEWNucND731O3f8NUm2W1CRDw/+/n3vvjP267ei2gxUJk0gApid30Bbm2sTIbPxB/rNjU7GkNRaaqQMZ6WoM/kkEvnGWqnA5ijCvqQJRA7LowpEAMIDqIYQme7mH8SOUoTNYmx2Y/Me8CnC24Af2IawB3BsZYT3sHkPmyexmYn2sTuqo4ZB3+lpMBgMsfK3Ox6YEEUgehUkS7tQUkQwOP9SFpHX+0x6Ty5NYB0Haz9Y94B8HjTBzE+tdywCs04gGg96GGRDdIFIG0AfAL0OrClgbep7N480OyKPbAfLB3IV6AJHANJeOsWkAjgK9gFIoo1XdXAZIstQDaG6INmd27t27Tp35syZGaqa0i7AvObzclP9vr8vfegf4snuSglbyqxHHWE7+5l3HXzzusgCEcAXLoP/OdrZLhEEKW61tOZPj+qgn7swGAzpx4hEBoNhwHLvcc0P5eg+ESlJZP8rh8CfXQ+P3wTrx0FpYXLrSy96OrdNZjw9LstuOvc2FZM75IBr19CEJXPev/9rj6nqXJIU4BqyPKf+ZdZa++yIG29EtQHLKqfCW5WMY3fhriuPY0slACIP81Lj/KSfYyChFGW6hD7wPSAIjMcf6AiaVaZjcxTwI4zv8QjKhbiyiZRHsdjZ4zZ3eE8g0r7NYzEcswibVdi8DvwGYSvC3W73UM8IoxDuQ9iHEsBmc1z/py0kyQbIYDAYBiM6fu0z66aHj+bkhE66IkN2LQhKJTXqAR5yn8WZRZQK5BxYcwEfn237NLZ9tNmxmJMpEWzYMoy9yhWIomQxagPoSpDrwXoitRlY0gTWzjDBqJeudJkOvA72VtC+XXtWB6ej+qRzWFmDr7C6T8eLwmuvvRaqqqpaoqorSdL9UCRy7BD/9fmyb+MPrEjVOWJlxAVZqQmLq+lh3nVOB1FvDLGc7RIWikTGDAnpnnuPay8dewaDwZBcjEhkMBgGJGtr1BNqVj9IzxO1UbjtanhoLEy4AgqHOKuF/rSkfwpFqtoEMiPr2tZfOT+G1tYaRCai2oDIDO7w7geoqqrar6p9tkn5NG/4MX/FhqvOX35NMXAcu62MOwqO9Ln2aNxZsBdYA4DYW3m5cWLKztW/iDRhEJ6w3X/wFQaBv3OfPYZ91RexOQAc6FEcUhTlFyjzsBgOxNZxpuxFWBfbtroO1WZEJnYRsLoebzo2u1DeR9iA0LcVtkIewjKU97BZgeLpdZcJZNf7kcFgMPQbtBh0T3PLsC7vtfnDmmhr8/whSDBTlWWExsbFmesi6gF/EP6haRh//cl5cvVlN5snDA264tD1TgaRRNgmU9gjwa5xu4ci5SaFgHUg1zldQ+kW5y4JRnOAsaDb3Zqibb8Y9B2wFyd0ulfOjwH8iHiA7VR4H0/oOHFQVVW1SVVdp4Lk886Xvvbqh1d/yemM9wceScU5YmVduYSuvSCVqnook3VE48ohcGucEmP51XD7tYmdT0Qmt36qO9Y6IrjBYDCkBSMSGQyGAcmZfN3mrhyLm/Y28svCLsmGWPDHn0tGdelD0ZCIzMq6AMzqYCltbTWIjEG1npyc8nDxpqqq6hnVxK0HPrxq9Bsvz/7uuFBu3mWge2m5OIm7ilK4utGlwvso6E5E8rBtPy+eG5nyc2Y/kSY9rkl7FcmkoOAJVBv47CtjsAM/Q4j+fqPYKIeA8Vh8GYvnABCeRel5Mk85jlCJxLiS1Fd4ChFnkkykw4dI8aAsdDudDiDMQ5Js7yZ4ETaivO3mMRkMBoMhqagH1A/S5drCkxPin9YuOgtZdr2Xamo0D9X2z7os6CLqRPtncFnrWlqtCrCuAsYC5c5DR4NV6IpDWbZwwp4PvA0yLfLregykDOSR7Ohak3qwFoGMdkS3aFZ0UgSyFezXwR4X8+FfOV9EW9seIB84REHBkqSUHQNVVVX7gTJV7aN1Xzc2vbV20QxUHwWc39fqYEbzidaVSyh3mMxS9Hgm64jEjGucuYBwTn8KT7wL97wJNR9Ci919v9EJ9gOJSMWZfN2c2N4Gg8EQP0YkMhgMA44ldfZ6EUnI6itaG3mgBd74GDb/sq/VpRdLqdxSKtm1Iuvl4EygBpFiVOvIzS3n9uERJzXOnj27Etgf5xlC9V/+2k9/dNtfTtAcjwd4ggKvj29ckz6rvZaW5ajWIVJMjmcPz38w2O0CIk1+9G5pls2USzM3rttP6bcgJxTZmVwJoTyHcA0WU7D4f11eF4LA9qjnUM4BvrjzmzyeDju8/3jhW9g8hvI+TrZQ792VymmU/SibUJYDiy49lPtR9qI91CSMQdiHTcbtSwwGg2FgoVtBunUpr126jrunv/CzTFSUUYLBZe71ZJZ1EQUqgPHd65J6kIPOo695PalAvWDvBtkBkfJcNQT6uCsQJTWLJznIKVd0ux5Y53RqRdxuMk5e0WOgPS+YqVEPtr3b7VY7gWX5SHO+665du+pFZBJwMEmH3H/mzJkHAPAVrsGxtQNYgT+4mwx2rzw9Tppy22SGqp7KVA2RuGJI97FAC6z/ObznXhFXvQ8/ONVVKBpiwZ19WC4oIouX1Nq9W0gbDAZDEpBMF2AwGAzJZGmtvQyRhFbc3Ha100HUmRYbDnwAr5xJRnXpRlduKbU2ZbqKLrzUOB+xtyHiQXU/rS1zexNv5s6dm5+Tk1MrImN6O7zCJ0cmLfr1qc999QZUQ8ByfIUpDX6Nyt6mYlpbjyJSDFRTUDA33TeVWYXNBYQOsUw5hcX1Gayob9iMAo52+Z7aUS4C2xFWIL1k7yglKO8hYRZtSghhBpLghMC/1P8Nv/PQakZUK1Zb79d7yjGEl4FqhN4nfpQ8YDLKtxDm9bDdSiwivg9pHdrlubLdKmNRr+c2GAyGQYk+SIS8ufl/uJMd/2sBqjxrlZG2DoeMU6N5BIMnXZFoJb7C7LjmrVEPweDbbrd89tTVK/ZsYHN4l1oHegqoBCt1ts1JR4tBN4JEv05BjwFzo4p21cFtwEKgCcsqi7awLR1MnTrVM2LEiM0ikphlHqCq9W1tbWW7d+/uev/V+R4N3UtLS2VaF9iFsbROxyhaI0hW2FPf+0X43TDZ9K0gPB1hAWmkOYUn3u0QkxIjC+/rDQbDgMN0EhkMhgHD0jqtUOHJRPefPaLr80ALPPKz/ikQqeqmrLuQrA4+iKU7Lnl5e71zYrn52L17d5OqziJyN8ol2iTng/0zVjee+txXb8DpopiRMYEIYHZ+AyJzUG0GKggGY8ufGbgc7PJMKEEpyUglfcXJ3NndTSBybOX+CcGLxbJeBSIA4RQQKfj4/oQFIoCv3zSJz75IjwKRcs7tFroJi5sRHolJIAIQmhFexaISmIJSF2W7jaajyGAwGPqKPRu023VE6Q11bH5wefvTX6e3pgzT3kUEp7OqiygYnO8KRNnV3RQVLQHbD7KnB4HoGZCb+pdABI6Nn1UJzIBodm0yHqerqLuQVB18EFiIaghhbiYFIoDXXnstVFVVtUSdzp+4F56p6jmPxzOnm0AEcGfBToRKoAlkNkOG7sukE8KWUqlX8DnZutnJ5bmRx3/8Ifzqk65jU67q27kUNtxTa9/dt6MYDAZDzxiRyGAwDAiW1ulkVd0hSELt8fPCMohabPjHk/BRS7IqTB+KvnBtkzyQ6Tq64HhcO6tfVR+nwrsonq6a55577hQwlyg3RM25l737ypxH84NXfO5aVOuxrEn4Cg/2vfA+UuGtQy1nVa/Ig/gDCzNbUEb5UbcR7ae5NcqGbrZtmgP1D76IxbdiEoe68ndhx38Wi75NLFmt06K+phxHWY5wHRYrseib97twCIsyHDu67jfzjlDUP/+vDQaDIePoGGAXYde4xVc2sGfjHPI/477tWpxKf20ZokbzgO8AoLoma7KIHJuuh9xn2ZWR1A3NA/th0HdAKqJs0wA6B6zlIFk7Wd878qojcumayHlFkg+yC+zNl+znXmqcjbrCrMj93OGN1/46ZVRVVW1S1TkQlx1xSFXn7ty5M7rNYUXhC9j2LPe4k8kdUsvepox18jxbah0Ri7mKZtyJof5C97HCKCIRwI8+6Pr8s8P6dn5BPLawa2mdTu7bkQwGgyE6RiQyGAz9HrcdfbeIJLzaaXxY+/g75/vaEp4ZVPVQywVZsC6bbM0cgcjpJHBsN1Yncphdu3YdUtVuVlQfe687tmfOo19sHua9DKdbZVKmV/p14c6CnZdCYWErL308WC/uX40w9kdpr6KvKOORCJ0x7zwMv3hwBv5ABA//XrA4gnLIPf5BhOW97BFLnd1/3k6W0CwsbsLimQTErJ4RtiPMipJXtAOb3lzZs8JSxGAwGLIHLQLd40xid+DxtIb8T/govrJLk3X2XPukmo4sohN4vTszXc4lnC6iUdnfRaQVrji0HiRKJo++4HYP7U1vbalCmsF6FLgJ9GCUbZaBHmHqp4uxdJdrj/0MFdn3f1lVVbUfKFON1iHVjeXPPffcwV63uvOKQ0A5qg2IjKG1tYZXzvdq+Z0qttxi7cdmQabO386PP+w+VjgERkeZfagLwCed7sbfipKOFQ+CeFR13+I3tPd8UYPBYEgAk0lkMBj6Nfe+ocWtltbEklfTE9+/pevz596PfDEYTmkhDM+F863OxWAmUdX6Fo9M+sHNkoTL0CTRXSDqswVeZWXleuBhgJMlE44embDwZvelZykoWJ61uT/VQT9Qgeo5LJnEHd4sDCxOMTZnkU5CgBICxmLRf34WNhu7iUTKfl4OeBGZCGyiwrsy8s49oFSgbEQoQzjX5zqVfJSttFz5e7z/x5/j1wt+Q07Z59KyqlmZjLIvgh3fIYRyxOkI7JZJBAetUspTXp/BYDDEhHqgXdzWfJAi9+uicNEGdGR4p487ntNxjG7kA0VRXityX+903g6eWPHtn397/t/f0GXwAsOkPMnifzbSNYtoEb7C7ZkuCWjPInoHkVEI93OH96lMl9QdexTwJEgP3b16DuQBkO3pqir9qAd4GPShyH+3wO+3wj2f1nDt8D/I2nsLoLKysgjYDUzrYbNNu3btiu/a9JXzY7DtA8BIVBvIySnP5CK8pXX2CpCNqT7PbVdHv69fcwOMDOsIeuNj+KeTkY/Vvn3Nh1D1fvJqVLTBFqb84y1RcrQMBoMhQYxIZDAY+i33Htf80Kd6wJ2Y7RPhItEPz0bPIrrtaii7wrnoG9KpH/OTEBw/H/1CMZUo2qAhyp6daJ1O/9mjkAKBqJ25CxY+/9ZNd4z7xZfKx6IaAh7I+mDg5z/IZ8jQw8A4VOtpbSnrlsnkCAV3ABMRxrhjQWA/jl3bfiyy5/84Xmw2IKzqMqZswiJ+USUTKB6Us0inST0liDCa6sA4RGpQbSY393pm5/eYoRXl2CVJF8w6T1rBGiq8j/a6TzKwmYewq9u48jgWq8GIRAaDIZloHk43otd94ITWX+qSKHHHhtLRtdhZpGkXZQCiCD7Zgj5h11oLpdNnkSr1VhljM1lV2vAHViCy0e0iGps1E/j+wEJEtmVdXYArDj0EzI/+u60h4FmQ1ZBFC85Sik4H3RY1i8mj1YQsX5qLipupU6d6RowYsVlEFkd4ef+ZM2fmvPbaa/H/Pu5tKqa1tQZnMWYTtj3L7TTKCEtq7Y0ikrKcy3nXQfnVTp7Q9yLIYe2vd+bDi7AmimlzaSE0tqbGnURV63NtKX96gsR3v2EwGAw9YEQig8HQL1lbo56z+epHZHYyjhcuEgVaYMO7XTOJ5l0HNxbA1UN7PtaHF2HTL9KXZ6SqTWrLlGcnSGyB8+mgXSByBJwlSV3l+cr5MbS17XEnvZsQ5maTT3iP+AMlwGF39et+vN45lEsIm9nA+m45N5FQnkBY3d6N0a9w7MZOInRMUCjNCCMQsn9CwuZuhN1dxpRnsFx7OH/gACLTge1UeLtZI2aMlxrnY+kOIIjq9fgK0/OzttmMsKzLmNM9NgmLOiMSGQyGyNgj3U6dzqJPMehlOF057eJOu7CT5aJOMtH9x58ft+jGL/z8bJdReMEqZW6mqkob/aGLKJvqikkcAtBDwEqw6tJUWBahRaA7ondX6RrXpi7rmTdv3goR2QDOdfb54cUcKP/Lf2y5ZuSyhEXLvU3FhEK7gclAE7ZUcmdBxiwIl9bZu0DmJfu4t18LfzTC+fqTEPzlW923uXII/M1N3cfveTPZ1cSGqtblDpPyp8f157wwg8GQTZhMIoPB0C85k6+bkyUQQVfPYHA8hh8aCyu/5LSKP3mzs3KoN4EInG1WfClZlfWMoiFUfFkrEAmVSb1Rrg5Ox7YPuwLRKdraJvUbgQjAV3gK1bnOz0Zm8snpjdg8ibAnJoEIQFiFchhtXxXdj3C6oF7oMibkodyXmYLiRBgXYeyfOz17AADV+bwcHJWmqnrnzoKdwDHAi8jatJ1XuB+lLmzMA2xFGSQTugbDYEeLQceDPRN0IdgrQB9xAuLtbWDXgF0L9kmwL4AqyPvAO0AN4Ae2AY+BPAyyEORukGkg40BKBpFAVA9SecMXf97tekGUn2WiorTT2Lgqu7KI7JGgHhobF7sCUbbUNcr5++Id928mWvdQA+gCsKYMToEIQM6BNYuvXfxX8jXS6+vBXp/2shKgqqpqk6rOAZracnKb/n3y8raWvMu/RTC4h+c/SCy7d3Z+Ay0XZwGHgHzE9lMduDuZdcfDiAuyQFWTfu83dnjH15d5HOeQcD5qcRaShhNp23QgIqWhZvWvrdFB8hloMBhSjRGJDAZDv2Nprf1wlHb6hDkRYf3NZR4Yc3l3W7lYuHqo03mUakRYtPWr0j2gPhPUqAd/cDedBaKKwhd63S9WqoPLUN2Hs6L4EB7PJO66MkqDfxbj2DQsYegHMOUP7kMSEEiEUpRtyS8uLfxdhLE/R4kSnJz1dNj/+QqPAdWIeLB5LHMlRUB1nfvvMrejLfUIIYS5KE1h4+NRHkxLDQaDIUWEiz+XhB8/2Icd0UcVOAscBdkHbHMzJdY6AfGy0BV7Sl2xJ7FJzAGDnoryOA76KogPJIhGXLCQPYuFUoU/4AW+7T77bmbt3DQf7B2OoKkXeHzYRj6ysqAuuzRGcSgEuglkLFhZIGplmOrgPO5v/jrPXoA8O0IupDzs/FyzfzK+qqpqP1CW09Y668Lwq2cDTYjMZMjQw7x4Llo+Ws9845omCgrKUV5AxAOyG38gZbZvPbGuXEK5w2QuqkeSedxff9L1ebitXDutkXTEjCLTz16uOzJdhcFgGBgYuzmDwdCvWFynCy2SPzl+pds5dFmcl/4tttOFVDik+2s9eRQnBdU1W8qyxP6gRj0EG3ch3J10gcix8HgSkXbbqu0UFCzJLq/3OFGKaS46Tt65K6O8HgQOAkFgHEJplCP5EKpTU2QKsalBwgJ2lSVYPJuZgmLEZhvCwi5jynVdcqJeDo7C1ncQ8aB6syscZQf+wGE3wy29dng2qxA2dBlTmn/2c+SGZoZ2DBm7OYMh82gxjrVbMUgxUAJ6jTPW/pCSjJWXEvQ0EHIf7e/nTUD7ZPE5kE86tpWQM8kuUTICtcnpTohIA0hzX6q163hS6LrARIXR1i1JzrTLNvyBRxBZmx2ZP/Z9IE92GRqqNm2sISR/6/yOpK2WUSDzQf8EpJcuZg0BO4Hvggm9B+DlxomoHgDyUX0cn/cHoLWRRWvdC1IJ/cje68WPxmFZB9wOvAZE5lDhTaxrrEY9NDZuBpzFmknOnI2He9/Q4lZLa8TJS0oKf/+7XecCwrOJRufDqi933++59+HHHyarisRQ1U1by6z+kfFqMBiyFiMSGQyGfsPSN+2ZquyRFNmKlBbCn5bE1jX0q0+g9uOOC8LR+bD8i91FplR5FCv6zNZSa3lqjh4nqRSInv8gn9whfjfnBWANFd7sEMYSRSlGqUHoflOjnAO+i/AMQsckkpPl8yRCRdj2x7C4OcUVJx+lAsdCqPNYPVaWh27brEd4uMuYsgCLrqtwq4PbgIWo7sdXOCuNFfaMPzANkRpUQ+Tk3MTtwyPE8qYAxYPyOsLEzsNln9D80/qODjIjEhkMqUY9oCWOyKMlwBeBEvfRz8QfbQYacBZTBN2vm0D+2309gpjTRbw5168mejth11IrnRaPqNJklXF5JmtKOf6AF5GTgDc7Mn8iiESX0AbgWZB/gFSFytsjgbuBP3E68XrDiEMRefHcSKycWkSKgWoKCuY64qNOBvWDFHXfSevdrr70XEOF4yyeG4mv8FTM+zi5QvuA8UATqgvwFSa+yKzdWhwyKhTdc1RL7DY9LM6Chj7TOZeonQ8vOvf8n8mBr17R/V6/xYb7jybj7H1H0Qe2llpPZLoOg8HQfzEikcFg6BcsfdMuVZsakdRakYzOh/9REjl7qMV2xKG9Z+C9CNMKkS4sUyESqWr1tU0yd102dNKkUiByOjL24KwQ6/sNTTag5KMcjpht8/GEJj79TCkja96Nur/N0W7ZRdJPP8sjfS8wAyE77BMjoYwHjoaNnUKYhNAxEeRMOryHSB6q5fgKD6a30B7wBw64oms1FV5f2s6rjEF5280kusSOkzD/4/ZNjEhkMPQde6TbTVDiPPTzgPtcErMaSjnqCjycpqODpwHkInDKEYSkAbRd2Dmd3k6N7EFr8OjlXBA6CezKIauMKZmsK+VkVRcRuIJrLUgPeZIaAqpBfgjs75tgZI90xCC9BZgITIsti0ubccSh7xlxKIznP8hnyNDXcYSTY7RcnMI3rul0h6djQA9Eft/UJqASrL1pqraD6uBGVOehOte1sI6N5z/IZ8iQXSCzUQ0Bq/EVJi4oZIlQtOyn9rg24XCy5gi+Mwa+cFns278VhKd/mYwzJwnRBVtuMRaSBoMhMfrnxJLBYBhUJHuVUCyUFjqrhdo5/Sm8cqbnfW67Gr7ZKYfokxD85VvJrUtVD+UOk1lPj8uC1a+dBSJowpZK7ixIzs2SPzAN2I1IEXAa1Tlx2Xa9eG4kOZ75VHgfT0o9ycARiPYhTO722tlZzdTuyENz9lLg9UWd/LDZjLAsbDQXof9NlikLCbeOVJ7FYklG6okVm/cQutq5KM3AMwgvAkcQQp1ung9R4c2eyTt/YDwi7UJXWcKWI4mgPAKs7Tw0sgXe+Rnk20YkMhhiQ4vdLqASHPHn83R0A5XENnGcarS9s6cBOIUj+nzgdvGcdjt63C4gCWauzv6HvsF4crouVlBlk1XGwLUZyrouIpfb7GuQ1l9xcMhnaItlBz0GHAHeBeojd6KoxxEltAiYgCNglIJ44ytOnesS5Hup62bq51QH/UAFqg3YbWXcVRTBPlKLQWsgmqWZPgqyLm2itT+wApGNzqm1GZFFVHirYt7f6ULaiMh97jGewutdmbDo2lUoytjf5tI6naxoTbLcRmIVigItsOFd+KglGWdNDoqGRJiz5RZrf6ZrMRgM/Q8jEhkMhqxmaZ0WqerryfQbThXhF5ThPsZ9RVXrc20pf3pCFtzsdROI7FlxrWbrCX9gMbDZzXQ5Qm6uj9n5sX/PLzdOxLb9iBQj3M8d3qeSUlckFEe47NxFEnk7D8rubnZxzmvV/MuvHid0xatAPrCJCm/kyZ5IdmdwPcKp+IvPMEoeym8Q8juNnUMYkdWil808hF1RX3fypF7l4oifc3TjtwmWXcbFK3xZ1QXnD+52/3YPUuFNnyjj/B28HW61+PBZWH/GiEQGQwdaDIxxVrLzZefrSyJQXg87prquduHHFXs4DXzgjEmD+7zPmTuG6NhvMl+ULiHlKiywbmHgrhxv7yKCY1R4s8dit72u+px3efCy34B0XwSUdvQg8M8g1T3kYhn8gccQeRBoQmQGdxQcib6xekF3gMyO8vohnK6iKBllSaI6cDfKLkQ8wHG45EqwOu5Fcf7ACmCDe6xqWi4u6NpFFU9drlCUbEeJOLmn1r7bFnYlSyi694vwuz1Isx9ehE2/yC6BqB1VbRKRWVtKJTn35gaDYdBNVTPhAAAgAElEQVRgRCKDwZC13Htc81s/1X0i2XDT1TPzroPyq7uOPfFuZFu6RFC0QZDyLaUZ8r/ujGPPsAeYRjIFIicM9TFgFQCqVbS2LInrpsUfWAhsdW96QDWEWr6kdTiFY7MCuAehvEehyGYbwsJu48ohhFkITVQH58El8WE5Fd5nIhzHH0Fouhwh851liWCzA2F+2Gh2W85BNLEuOi0FIXIbdyLcnxX/V46V4zuuEJteOzybmQj7Og/l2U430edbjEhkGEyoxxWBxjj2cHqj8zWj4u8a6HMt54ATdNi8/beT6dMuCEkDyKn01mSIhF3LRhF35b6L2txkfZXjmaoppXTtIsqeBRcR67JnA38OMjO9xegx4AfACykXKgYC/sBCRNo72Stj78TRRwjrhu702jlgUcrs5176eDIiBxDJo30xWYfQBfAsBQXL4+oIqg7cDbINyE9oUV47qbQej5MltfZ9ItGywuKntBC+dg2MHNaRWRxogWNBqHo/WWdJDVk1d2AwGPoNRiQyGAxZydoa9Zy5XHcJcnema+mNSCuN6i/Axl8k5/iq2qTCjGdLrR5WuaUJRyDaB0wmmQJRZ59sANV1+AofiXn/cIEJ3euual6Mk2c0JS67ulixeR1hMkp9VKHI5jGEB7uNdxaI2unw3A8hMosKb1exxOY3CEWdjlGPxdgkfkfpRakA/GFj2W85B471HywOz9jpEeUFLOamrqg48Ac2I7IM1Tp8hWVpPbfNPoQuk2h3B+D5XxmRyDAQ0SKcrqBxwBfpEILS2CGtQRzbt/bHr3FEoVOO+JMFFraGmLBreV062dYqNFulDMtkTSkl27uIItalY0D/HJgHUhRp976jx4Fq4AcmaygOHLGlxl0kE9+9BuAKgbsgWv6NbgJZndRuylfOj6Gt7XVEilBewFtQeUkM6uq+8CqtLb64Ftc5P4/diBSjeoKcnDncPjx+USGbhKI6e70gsS/kGsCo6qlcWyZlhQuJwWDoFxiRyGAwZCVL6+wnwfVLzkJG58OUq2DccLgsbIo4mf7EioYUfM+WZiAYNZxUCUT+QAkie3BsE5qAJXH5az//QT65Q3Yj7spN1cfxetcAEAzuQWQmqg3k5t6c0Aq5aNiMROhYRxZJKLJZgbCx2749iUrVgR0g84EmLKvs0s2aUgKcDDtO9ogOiRDZcq7/CF/KGJTHItoIRsKWX5OjJaktKkb2NhXT2noSkbx0r86uOsFfzf8C3wuFXYVW/5JjFaPInklAgyFm1IOTDzQGdBSORdw453k6uoK0ma4i0C87vpZTxnZq4GDXckE6fWaqUmeVkV6hP130qy6iaNilwEzg68C4BLKFQjjWYnXAW86/ctwIuwngdFG/7goiVfgKKxM7kD0K2A0yPvLregxYAFbfu/uca7XXERkFHKLl4qxuIlB1cDrOgqt84DhtoVmR85Wi4IhQfhxr96D7O30w7lqzSyjaLEh4huugRFXrc4dJWVbkGRsMhqzHiEQGgyHrWFJnrxJkQ6br6Ik1Nzit5+EkPcBSdfmWMqu77Vi6SZVA1HUFWwMic6jw1sW8v3PDtweRMaiGgCVdQlOdug/jTNYdo+XilIQ9t8OJJAB1Fn9s7gZ2des0UU4jlEW1p6vRPILBGkQmonqC3NwpzM5viHK+NVg8mpTvJ1PY7EEI93kvROg/YeZONtVMlKnATMTNqgonMP4Nrjg2Ma219UQGVmhrLY8grF15HWwKs+j8XAvn/msoV6WjDoMhcbQYdDzO58rvuv+OI0k5CD2c9xSO8HMCpxPolGsBd8IE0w8O9A3Gk8PRLmPwlFXK/ZmqKaW022mpNgOTUtIRngjVwQ04nesJfHZqMTDO6TZq7zLSa4A8IAjS6Hb+nXPEII5DHBZigwrNc96Lu+W0nXLEtU7We86Cslr3fuEIXm855X3p9tE80I1EFSK0GVgN1qaET1GjeTQ2HgAmo1pPTs4Ubh8eWfB/5fwYbHsfUIJqA5bl6zlnqdv+Rdi23z1X9/up2GvOCqGoPzmSpANVPdTSJDN+0KffeYPBMBgwIpHBYMgqlvzUnieWRA+FzxJKC+GPP9e1i6j+AvyfU8kTiBR9dGuptSY5R+sDnQUi1XOo+pLUQbSQ9vwg1Tpyc+fE1enjCEx+x35BG1CdG7GuF8+NxMqpRaQYdC8FXl9cnt3RaLeaC0epB74DvBhBIDqHMAWhZyuHvU3FhEKHcYLKD1FQUM5UqYlwvpsRsmPSJFGURwj3eFfmYJH57rlEsRkJjHcft/Dp577If991E7/4yw+4bGRJ3yYmkoTzO7Yex5IRbFnAnQUpCz7XGjyaz1Zxs7mCOTB6HJzrPq2+CGF7quowGGJH83Cs4caDtotB41NnHwXu5HC985B3nX/1BEi9mSg22LXcJ0J43sYiKR2g75n+gGvr2i7A6k5E1nGHN3P2ahnswjWA27W5CvTrwMQIAlH49s0IP2TzhSso1nLgNB5PWfKcBbQCdFv0DjF9FSerKP6sKH9gFyLzUD3nCkS93zu0tvoRmUgizgw16iEY3IHIPKd0fRRfYfz3oVkiFPWnbON0oOgL116QynXJuAc2GAwDFiMSGQyGrOGeWp1mix6QlK/GTQ5XDoF7R0GLDbUfw48/TOLBVbdvKbMWJfGIidFVIGogJ6c8Ia/qzjg3Iesvha2qVtHasiQ+D+3G+Yi9zZ04OI7qHHyFp6JuXx0sBWpwwlmfwlfYt1W34VZz4Sg2ghU21uRmEMUmsL340Thycg4D+Qyvf4nyiXeGHe8EFqPjrj3bsJmJsK/LmPIoFpkXSJOF8zv/jmsXsoYKb+a6v/wBL/BtYJUbgAxQTVvbGu66MiXB53oUr7bhF5jWeXz7lbCoJHxjTiOMRsi8kGYYRNiusCvjOglCY1LTHaQhnG6gEziC0C/djoF6Ywtn6Am7lh0izA8bHiulvSw86c+8HByF8hCq891FRSFEdiJ8NyNiUXVwI7CCbMtIGhTY44Ad0W3eemBqK6z8bRNtbZOSf62jJaC7QKJ0ius5YDlYsQsl/sB6RB5GNYRqecyL857/IJ/codsQnA6aRHKX2s/tHGAnBd5FcS+uCxeKYG4mBNU/PareISE9LJLODMBsRp/aUmoNzM5Tg8GQFIxIZDAYsoJlP7XHtQmHRaIFgQ4eVHX/tU0yJ+MrfZwVaXsQKU2aQPT8B/kMGbILxLEXS+zmpd0iC1T309oyNyaByR+oAHYj4kG4nzu8T8Vb/iWiZQ1FQwkhzEWI7wbppcbZiO3nC1s9/M5fhR9zYAgpihcIhI1txyLzImkyqQ7cDbIbx+/9enyF6bXTc6xWViHyF0D7iteDiKyOy5IkTuw3GYXNHhG63aC3QtOV4zl3IYeSLi8MBBtFQ5aieaBuRxA3cqnjLxW5QXoORwg6DrwL0i4KnTBdQYZEsGt5T4RR7c9VCVplFGayprQRTSxyriNPpaUG00WUQXQy6IHeO4ei8MWQsuG3t3NnQYq61C91OK2PvrhAt4Pc32uelD+wGJGtQOJd3u1WjeAsxvN6F8XVxd7Z7QEOYVm+qFZ30egsFCXTqjxO7n1Di0M5WgsyMt3nzkZUWbe1TB7JdB0GgyE7MSKRwWDIOPe+ocWtOXpUkMg5HoMKPebJkykZD5d0boRrXO/u5AhE/kAJIntwVmgnZoPQGNwG4qyiVX0Gr/f+uFa3+QOrENngrMyzfAnfLEazmouGsgSLZxM6lz+wirHf28CXHw9/pf9bzbVj8ylCx42/chCL8gxWlBqqg0eB8QlbeCSCk3G1DPiOY7kIqB4BVicUTBwHWsdkhd1C94wmhdPYzLJKKUHYE/Zi0O0mMl0Vhj7QnlfBROAWoBRSsZpYG3BC5Y8Dv3T+lROmK8iQTLSOIuA3XcaUvVYZczJUUmZwxKINQAUAqs2IPIPH873kWYhFwXQRZQj1gL7dp/fvOc0vsGfY3CQWFQUd73YVRalVT4EsAIksllQHp6O6zxVC419I1xl/YDGw2T3WEXJzfXH9jfgD03AW1xW5mUi+uO8Fa9RDY2MNyc60jZOldTpGVV8XSaVdbD8iWzKPDQZD1mFEIoPBkFFcv+Ba0wYOqnoq15ZJT0/IcAB1KgQiJz9oNyLFSQpUXY2v8ImEavEHNiOyDGhCdUrcQci9Wc2F4+QQ3YSQ+P/rzx6u4YZHp3U65sASUWxOIp26SQaKlV44LwdnouxDtZnc3OtTOqHlWNwtBNZfEofgmDvpkPLVz/ZPmYfFNoFuq35VqRObOTLB/ZuwqUG6WtGhPIU1QMPYDSnCHocjCP0uzoTUuOTaxWkIRwg6DrwFcgw4ZsQgQzrQOioAf5cxZY1VNki7Lv2B8W5XeXrEItNFlEHsh0HWdx/XQ8AhN78NR0ySkaBD8eqXGd02m1xyKQkd5P8Om5G+Dk7NA30MZEWU10Mga4AnutTU2WYa3UlF4YI+l1IdnI7zvpEPnKatbVZcdnuvnB9DW5vfvSdMLJe2s3V5ZoWiyaq6z7iWgKIhS6n8flkcFogGg2FQYEQig8GQMdbWqOdMvtaYQElQ1XMiMmVLqWTWVz41HUQL6bAsOE5baBZ3FcUe4OoPlAD7cITEJlQX9Onm3Jk834PITFQbyM29Oa4JhXit5gCUeoTyhIWiGvVQ/Nc/p+j10bQUNnPyG+OZvODdhI6VjYSLBEoTFpdnrqAUUh2sAaYlJRsrEs7v93zgITcDCVRPAN/FV7g96eeLgF3LwyJEmNABVaplGAtkHB3dkjYTEQ533ZAQMBaLzAWUG7IYeySOIDQBKHUeyZz40XPAMZyuoLc6fW1s4gwZwa7lMREe7DrIDPkqr2aopOwgklgEm4DvJdXW1XQRZRD7JEhJ1zFdAlbkDv1XzhfR1nbYvQY6SEHBjLgzdZKCPRPYRlSnDH3V7SpqcO+/jrqLepJb8yvnx2Db+4ASHCcHHxXe2N83/AEvIn6ca9cQai2K2wIvS4SixXX2bAF/f8k/Ti3aDDJjS2mUrjaDwTAoMSKRwWDIGEvq7N2C3J3pOjKNqjaJyKyMX6Q5mSU1Scsgciar11/yxEb30tJSGVN+UDv+wHgcgcjpQBKZQ4W3LuGa2nFuVg7jWN8do+XilJjrsqlFKI37nH0VivwBL3DYFcviqznbidRJIgP0GuWljydjWa+jGsKSsUkN3vYHKtzJMifUWbUBWI3XuzMdEyRag0fz2SrCwoivw1NygZVSTvdabHZfClru2KEaC19KijX0I9QLOhFHDLoFmAzJtIzR40A9yJvu18fAin0hg8GQBuw6aoSwz8k8Lu8iuA9m/IFp7uffNHckiOr/Bjb1WSwyXUQZRIuBs2Fj1WBFvjZw7M0O4AgaJ8jJmRR3lk5S0SLQbZeyWLu/3kBR25/x7Cd/C4xDtZ7WlrKkX987v8N+RCa6jgzL8RXGboPt/Fy3gnt9l4gVXtYIRbrQgm3pPm824s5BlGV8karBYMgaBuYEjMFgyHqW1tobEFmV6ToyTda0e3e+cE+GQOQcbwftKzvhCQoKVsc1Uf1S42ws3QXko1oPzEpqOPGL50Zi5dQ6q/Z0LwVeX6/12YxCeC/hc/ZVKHJWAx4GvDHX3B8YTCIRQHXQj/O3sZ0K76IkHG86sIGu4tD38HqfiSuouA/ocfK1Gb/A9G6vQQhlpVXGU1EPYDMK/j97bx8d1Z3eeX6eqxLGadmUukkse+gTvEvPqGflXUhLNmRgGp2GE9igbqkNDmTMDEyABjdsYGOnTYAUGtyDc3AG5+AYjMjgHtgRY7BLNmQhg3tEr8mAW3IgaWVNYvaYHZNusU23SnaNW4bSffaPWwipXqQq1cstSc/nHB9Tv7ovD+il7r3f5/l+eR8hsbtz/GRvGRmQlCM0G+ITcbkfO4o3EXQZ+FugE+TKiCHihuEzcQG+R4SBaTmFy04tNtGSSCHEIpsi8hF3KcjxoWvDTBG1RVqANUAEx5mTsxtC3nA3AntAkix4cVRZ1yf8xmfduP11WbktZIPXDNiCyHIAVJ+nqXJrVscI9+yM/3wBepQpwdVZ3YeUiFC0rlOfBXYX+7yliKLdGqPu0GxrjjEMw0QiwzB8YF2nuxkkO7uucYtuOVjrvOhrCe0aINLbGu/ij9LfPycrv+pEXr85jbLASWAmqn2oszZrW4I3IxtxdW88bPVtbt9qKsjUTFukFmjHE6JGtv9y2U4aG62MyX2iaD5wNm7f9wKNwWdyqqcUmGgikWePcynezVmXdS7W3eMUrnM6C/QS0zXGaRGSsuVUiSKscGo5NeKBXPYhbBx6AM7gsDh/1RqlhQZB5wL/DO+hUW3Kh2jZH/dOftB5vPygzniGkGGMOdxOZgtDLTkVDji1bPCrppLH+3zcS67NE4OniFxp4JtTRv4sM/JIyof58yCF+0JbxNtWNYbI4qws1YqCWwO0gtSkfLvKbaW77LcLXka4Zxci2wFQThCcsjKrn4m2niMgTwKM6meiRISitR3uXpF0uVETC1W9Uu5Kve+5yIZh+I7jdwGGYUwsvtXhLlWv491QfcF3gQigN3J4QCBy3ewCTVNRFniSgZvyLAWidg0Q7tmHsi8ughwiGFxcMFu1xmAnqivjN5QbeTOycYQ9Hs/5nEI1SjtKGo/yEWiqPAesjb96mnDPmpxrMoqLJwq9ikjgbkdmFoR7ZtLWcxKRO/lGfag+j+rDNFXuLKZA5HYyW/u5kFIggm5xmZeRQAQgfBdNsE4SFqEJAqIxhnGngbsc3P3gXgJ6QE6CPAsyd/QCkXaBHgXdAloHch84s8DZ5HWcm0BkjGmSsjsF3vWjkDFDU+U5GoOzUG0CLiNShcheIpEPCfdspl0z+10Ti30HkcnAOROI/EBTTTck242+0bsEVa+JS2RT6QlEAE4XyBzQAynf7nZWgFv4e+Smyh2orvbufVhKb+9ZTkUzuyd5o3cJyvL4qx2j+pl44oEotz5bjNfEUYHjnOStj5OuIQtNS52zRVF/nTxKBBGpvu3o8ae6NI/ZjoZhjEXGb5euYRglx7pOnQt6Nj9dwmMdPXaw1lnhdxUDFhpeEGlTXm6AvSyi04gsyMoPPNmibiuNwedzricTwj1PI7Jn2H+HXK3m7qBcB04Af4bD6AW5O52AJdsxmQUTbZII4M3IDFx9H5EArjsvoy5Kz25wN3cDumOIvEQg8EcsqSh695/bwVLg8GALpDsoXJZ+FstjWU7MKTuBUMLaORzqcyjV8A2tBp3PwKSQTM/DMa8DncBfxsWfTpCiCaOGUWzcDsIiA9dGHmU8LLO45k9FY5BUmX0izUyZciitXdbQLKL6eJOOUVR0Pt7E/+C1LTCoye71n9VQVnYBqABepDG4pYgFjo5//tlLXJz0bW6lelM3gJNaSMon3rRdGAiiegVHGobNyfQyNU/j/TsfojG4Nu22meDd972D5zyRu9X5KAi1a+DH9+lZQeYX87wli+qpB6PS1DwerMwNwxgV4/sBjGEYJcO6Tq1G9QIiQb9r8RtVPf9QVOp9vwBri2yHO9ZpuozGyvx1U7318VRc9xIwDTjHlCkLh/Ws9m7ETyJSC0RBV+e1nkwI9+xHZD0QRXVekgWYyx8iNI/q2HeEIeF1hPxZKoQjx+NTYCXmvZ4lLu8zeBJFuYbDwz5WVBzCPfsQ2QicozGYXgR5MzIDZRuqT8YtGGOIHEX47rA39AVEO0nr567KKbmXFaMKVFeCKB8iBBPWF+NwZlTFGkVCA6C1eFMP/wyYD7l+5msEr9v4Msh73p/FxxBywyg+bgc9Muh3oirXnLoJ8BlZCMI9q4BtSDzrTPUq8F2CwaNJ16l3s4iG/4w2CohOBz5MWDsDjmdDeypaRSzWAUxD9QzBYEPJZ3W+2Tsb1bP8XVkFzb/0KZ86vzR0A42CPAJyreC1vPVxNf39JxGZEbdkXJzSAtnbrj2rHNdM8O7/2hGp9ksoeqpLK27/QtvFuwed8Kjq0ZY6Z6XfdRiG4Q8mEhmGUXCeelerbjt6QUSm+12L36jqlfJ7pe7lGp+DssM9m+Ne7aC6habK/NveeVMPHYzUceZ1AJ7Gu8HrRqSBxmBn3usZCW8C6iQii1Dtprx81sB0hvfg+iNSTEykRbkKtCG8mVdhaDBeCO1ZRGajepXy8nl+TJTkjEvPEFFA6cShzseKisPgLmVhMd8Inknx/jZgfdx+EaANx9nqlyAYD1DfL0JKm0OFl+QTtkg9o394kHqa6DKOhbSXFlrh5QnJbNCvArNzmxTWGHAZTxT6S+/Pji8iqGGUCtpJNfD+kDXlqFOHPcQbLd713pMMJxbZFFGJoAHQD0GmJbzxMO10E4m0x6+Br3D7Vl3B7KnzRbhnOnDBE1toY/X92+nhbZAEuzc9Ac6yotSU1KhH0xB3gsFCHJzn1mf5tQEvBaHIe1bRLiJFt70rSVRfOFjnjP3MW8MwssZEIsMwCspTXVoR69N3QGb6XYvfKNpd3i+zfA+FbOtZitIaf+i8g8bgcwU71xu9SxA3HD9Xsn3cG71LcLQVT0i6TH+sgcenpvIfLw6e9cEFoAa4zK3P5rH0genAmwj/w4j7e8LQsfjEUHEyMLybtwvAdOA8U6bUl3wX5WCUycAvEtbO4LDYn4KKTLhnNyLPApdpDHoiiDeJtw3V9fEsBFA9A2xN2eFZJLSLCu0jLLAg6T2IoWxx6ngp9xMxOT5NlOiR34TQlvPxjVGik4G5oF8D5gO1MCBejuZ4fcBFkB+AXvSCyH1uoDCMEsPtYI0ILYPXVNng1FF4O6rxzh2xSGQX3gNwUL0CbEXkq9gUUYmgO0lsHEGfp613GsiT8QmYOTRVXit+bVkQ7gniCUTVqHZy+1a9J7a4NUBHcpOFfhGc4twTvXajgkmTWkGWxK23V/PNKUcT7osi9MceKch9WqJQNLhRr0is69RqRdslSbCbqOiWkshONgyjqJhIZBhGwQi1a+An9+lpkKQHihMNVY2KSN3BWvHXDmyoaFMc3+62yHpgf/zVChqDx+Lrz6K6y6tFT3Hr1oqS6AB8/eY0nLIOyj+t4n/a8ff86r9/aNgJIj+EoUSG+LHrURorx06HsTKfRL955QAOG3ypp9iEe4KIfIjnCb8WmIbI78LAZNU5VJv97mLWd6lSh3YZbAt45z0lirDCqSV/od4umxH2Dj0RVxG+jOQwpWRkiTsbZH5cGJqb46RQBDgH8i7oOZBOGEOCtmH4gNvBYRFWJSx/WWoZm/aypUi7TiYSWQ98Jz7hcRebIioBtAr0oyFNCfe4n/Lyf/8lPt8fQ7U+o1xHPxmc1wrXCQTqhoogKYWwHeAUrpEvVY29vfthYFJ8K/AY0JjX7Np0eELRO3HrO18mw9a959aqS7uIZO4cMY4R1WWv1DnFtX83DMNXTCQyDKNgrO1wj4jIk37X4TeKxhyVha/UyTlfCxkcOKp6jKbKFUU7d7hnFyLbUY3hSAPKb0H8oYfqSwSDW0pq+uX7P/jnzHzmv/D5H5alfF/pA15GOOKbMJTIm5FFuHpyxAkxZSowF6UGIYByE+EU4lMAtqbMtlmN8KoP1fjDkHywAS7jyo6C3pBniHZSrcpJEWYkvQfd0s9ieSzPPwfpp4km1vdG0dHqeFD4b5BzppBex7OO+wHIRZDS+F1pGGMIt4MPBv/uVeh2annQz5rGLclikU0RlQzucZClQ5Z+tR+2f7qetfe/4lNRmdMWacETX6L098/h8S90Dd3AnQby0dA1PQVOQ7FKHCD1NWmyG0QhGJJ95I87wrc6dL4relZympQeHygaw5XFLY/K2yNvbRjGeMBEIsMwCsLaTneXINv9rqMUUFdXtDzqHPO1iMH5QMoJglNWFF2UCfe0IrJ84LUnGG3hG8Hc7anyjct/REgtoil/gdCI0FfkqkYm3dQWgMsS4PcQ5qfcV+nCy1D6Y4RIgSu9i8tphEUJtXwJh4mTReI9mPoQkap4LsIzNFWWhK2a+x61KCeFJLEGhctxgagwliAua0iwWbJponyjVaALgK8BC1LkPmRzrCsMTApxriih24YxjtF3qaKMnwxZgxNOLcXJKpmoeJ/Jz6L6dslPqEwYdC7wTor1PuAt4AJwHqQLpLSuz9siXjPUnUa5xPzJAdwPQabffa1d4DxS+AJTEO5ZBbTE3R6K61AwpKmREzQFi/777lsd7lIVOV7s85YiqhoVh/qDX3GKnxdsGEbRMZHIMIy8s67DXY/I/pG3HP8o+kxLrfOCr0UkdmXlO3A0U4ZaLURxZUUpTEkkoawCDievSz/oThyKZ/0wGtoie/F89KOILOTrU7pRjiDMzWh/5RqwAoeLBazyLi49CHenFZRunAnYJe1lhVUMhGaXANrBfIWTksJuUZVTci8rpIbC/S5RAijvkzzBZNNEo0YrgAWgXwUWQS4hzdqJ91DuB/H/38xPjYZhALgdLBVhyINKhS1OLZYTYUw8Puf+Gf9d/vXwG2kf0AVcBN6N25r6Z80Y7mkEjsen/DfQGBwmS8z9aGijhl4EZ06hS0xLW89SkG9z67OGot83Dv13K449egLrOt3NIHtH3nL8o2i3IPW+2+YbhlFwTCQyDCOvrOvURkWP24g2gL50sNbZ5GsJg/2d4TK3Ppvna+7PazcqKJ8UxpuUKD3rIZelQCvC0O/f6Az4qz/9BT9/9NdLsu7BtGuA3kgYZAnTWiPM+raD496f1TGUGLAah6OFKXLgPDOBSwlrx3DSTHEZRcPtYClCq0DS73KFY/IJK6W+CNM8qURbmybKAg0Ac+OZQguAWkb9+XxnUojvg7wNUryJQ8OYgLgd7BVh85DFfmbl3d7TMEqd125U4Nxznl2f+1/462w/wjSCJxp14glHF4vS1NAWqcXL3KxgRKFDK4BPEtYOgDMx8jlTEe5Zg4g3Ta76DE2VRW+6XNvh7haRZ4t93pJE9WrAlXkvPyaFcfQDQhEAACAASURBVA8wDKMkMJHIMIy8sa5T56rqaQt7BEVPPPSJrGj2cyIg3BMELiBSjeoVysvrh4akGkNQFqCcThKIlE84/fc/5PavfA3VbsrLZ5X8v+NrNyqoefEKX979j0Z9DKUb4UtIASdFXDYi7Es47xYc65L2E7eTzcCelAKR8qJTR/E6Om2aaBToVGAJ6G94/x/tZ7J2A2+DfB+zjzOMouN2cklg5p3XqkSdOu7zsybD8IW2SBho5Bfc4F/e//9wW349twPqVQZEI+KZeXm0qTsVreJG/1/zOX6Fye4ppgSbhp8Sd9dDoguHbgFnYl8Ph3t2IhKKvxpqo10k1nW4hxFZVezzliZ6OTBZ5r1cI/41nBqGUVBMJDIMIy+s69RqRdsFScqtmGio6vnye2WxrxdQr92oYNI9p4G5qHbj9tfx+NTrvtVT6ihz4wJRRcJ6DKGe4zcuM+meC0ANpTCRNRIumxFSWyQo14FXgLcRIihzgd9EaEyxdTPCzgLW2YqwPGF1FmJd0n7hdrJLIGWenMIzTi3Ft8+0aaIMcGuBRcBvgswe3TE0gjcp9AOQM75a9BjGBEcvEaSfniFryhmnjsV+1WQYvhDu2YXIdiAK1NM45TJoK8jS/J1EY0AnyOKcp2Rfu1HBHwf/G+9OqgTA0b/B5b8C7+EJUt13J5k0CDobOAIyNeFI9SDncqplPNAWaQHWoBoDFtJUea6Ypw+1a+AnFRpGZEkxz1uqKHruoU9koa+NsIZhFAwTiQzDyJmn3tWq2462i+SSbTA+UNUrIjLvYK2P2QyDs39Uuykrq+fr99vDvnQoM1HeSSkQedk8JwB4/eY0nLIOL9tJM+gK9Il0ApE6LuLuAp5L+WBdaUQ5PmSSSrmKw5cKUqcyGeUjhKmD1qI41iXtB9pOQO9jn8D6pPcgJrBWan2a3LFpohRoBegi4M600CgaNLQP74HVX4Cei2c3lN7vNMOYgGgnjUB4yJqyw6kr8VxEw8gn4Z5ViMSbRHQZjZUn4n8OgO4DSbpmGT26CZyXcjpEuwb4D7/4IYfvnZVjLefAqc/tGOOEwTbaEKW/fw6Pf6GrmCU81aUVt3+hp0Uks3zXcU5JOKYYhlEQHL8LMAxjbPNUl1bEHA2bQOSFOjoBWey/QNTbisgCIIrqMhOIhkEJooSTBCKPlQMCEcDjU68j0gBEQZYQiZRemKmXqbQnaT32ObjwhsNbkZtpJy+ENuBUwmrhJgOVxiECkce5gp3PSIu2M1nvozWlQKREBZb5JhABCDGE7yatK9vQZEu88Ys7A9zN4J4F/SnIcZA12QlEehH0eWAhSKX3EEqeB+eiCUSGUTqo8ljimsB5P2oxDF944+dzgZb4qx13BSLwPq+cDaCH8nMyfTVngQigt3c3v3ByFYhiIMWz9S116iXGrVsrUL0IVOA4Z3n95rRilvByjURFpElV7Z4aEGTpjys0+X7TMIwxj4lEhmGMmlC7BmK/0FZktNY24wdVjYrQ8MosnzMbIpG9CEtRjaHawDc/bw8UhkNpRZieYn0LDsm+143BTlRXohpDZCNvRjYWuL4qNEOhxmUR0JoiUylK1+5D/HQ+uLqXNyOLhjnKUIuN1OJZvvhWirXvFfB8Rgq0iwqt4KxAkm2LKhERFkstbX7UlsBRlKtDVrzJoif9KacY6GTQBeDuBfcDkA9A9oIsAJmc4TG6vYdougyoBGcOOFtB3s5r/oJhGPlm/uAXCjGiXPSpFsMoLuGe6YgcRyQAepTGYJoJOmct6N/kdjLtBNmQ2zGAtsh64Glmf9ZPufaMuH3qWmIgO7yMJGOAJx6IUl7ehOoVRKpwys7y1seJjWYF5WCt3NR+FqqX1zjhEZHN6zr1Wb/rMAwjv5hIZBjGqPlxhe43f15QNCYOyw5+xen0tZC2yB5ENnoCBiuK7dk85lB2IqQSTLbikD4otqmyDdgKeKLLG72F+xlQlqO0jygUeblCx1MIRDGEJmb9b2uBVxEJoBzn9Z/VpDlShg+ec0SpRoY+AEPpjk8zGUVC36VK+7ggQpJ9hkK3CHOktkQ61yfMNJE7Ddw14B73poU4C7IZJNFqbxj0ItAMWgfOg95DNOdEzjkLhmEUBe2iAqF26CKdUo8Ju8b457UbFcBpz96Z80wJrh1+BwmN/mTaDTTl3DTRFlmA6j4AftV9mtvyT0FfiE/vZnhsvQbM86Z7jSSWVHTjSAOq3YhU47rh+PdK0Tg027kuSD2qdj0FKLprzbs60+86DMPIH5ZJZBjGqFjX4W5HZJffdZQCLqw+VCuv+lpEuGczIp79mepamirzZL8wTvGmbk6mEFVO4LAso2OEe/Yjsp5C+mO7vIMwF+UKQj1CcveaUo3SjiQISYmZSu0aoLe3HZgLXCcQqGNJxdDjubyPUD3oGN04PJjvvxYuexCeTqj3eZy4+GYUHO2kWpWTkpzzgypX6GehM5vrftSWlnGbTeTOAJYAj8No/O41CpwB+fP4/63L1TDGMO57LBLl9OA1VV5w6njGr5oMoyh4uaonEVkEXCMQmJN0rZoS9xJIlg+rNQayEOTcaEod4K2Pq3HdDqAC1QM0VSZMJWkAqAGdCzwATAMC8f9fA/4WuOLVIdGcapkItEVqgXagAuUEwSkrip0Ru65T56rqaREpqkhVWuh1UVn5Sl2OPz+GYZQUJhIZhpE1azp1lQOH/a6jJFDdcbDO8TdEeHCoq+oWmirTT8EYoExHuYQQTFjvQpiDkNkN2tAb2dSiSy64TEP4aFB9yUKRZ0f3ToqH5pDqwflbH0+lv/8CIjNQvcjtWwt54oFo/FhBYKg9hnIKh4Z8/ZXix5yM8lGKPKKHEa7l9VxGSvRdZmoZpyVF5pQq58VlmTyWQpAsBZRVJH7+KJdxyDEDoNi4NUAjnjA0ii5MvQq0gfwFcM7yhAxj/KAd7ERInI5oKhHrT8MoHG2RvcBmsm7A0lVkfW+qm3LOIToVrSIWuwBMR/UMwWBDsQWLCcmbkUW4etJzSNCXaKrcVOwSvtXhLnWFVkHG0TR7Zih64laZrP3eLJtQN4zxholEhmFkxbr33EWqnJyIF0SJqOqhljpnBAuEAtPWs9TL1ZEA8CKNQQs6HQ5vEqEDYWbCehShDiG7QNLXblQw6Z4LQA2qndy+VT8guuSKy2aEvQl13hWKlAqUswjJmWBeplJqsdDreLwABFFO0BRcFt+nEQgnHOcFnDx3LrssR2hNOM8ZHBbn9TxGSrSTuaqclhR5U6qckXtZJjUZCqV+kH6aqKn07Qrd2cBvAsuzs4+DuF3NeeDPgVPgXB1hB8MwxihuJ+2SkElEGZUyC3sgZ4wBdDIwGwZnfurN+JRMN9AHXE9qbvAyffZ7uapOE9+cciqLcwZA38/8s1U/BvlqTtk/7TqZ3t6zeBP6Xdz6bE7e7gGMkRncJAlbaQwW3aZvXYe7HpH9xT6vX6hqFNjSUueYY4lhjFMsk8gwjIxZ955bqy7HTSACVE89FM1DyGkuvPHzuQMCkeoBE4gyQHk2SSDyWJG1QARekGp/bHHcH7uWSfccoV3z9fPxeNKKxK3lXKZ5X/uUAtHzw2Yqff3+K8CyeHbVUsI9u+L7JZ8PfjDa4ofh2ynW/rQA5zEScDtYqtCeUiCCYxKloaQFIhgumyiHTIJCoQHQ+eDuBfcjkAsg27N4iNUNegh0Gcgvg7MQnBdNIDKM8Yu2c+cB+9015YoJREbp424Etx20B88O7PDd/+RkfO194EPgNrgfgC4Ahmb6wDPZCUQQF5yyuJaU+0E7wH06bgeXPZHIYWAuqt30xxabQFRkmipfBXbEX+0m3LOq2CUcrHMOoLpj5C3HA3rZdZg1nECkoVBxsm0NwygYNklkGEbGrOtw16uwb8KLRKoXA/fKwpdrfPSNDvdMBy4gUuWXH/OYw8vuuYQwOWH9ORxyu8Af7I8NL9AYzG36JtFqLhHlY4T7U6y/isPqjM4R7lmDSAsA5T9dx+Iv/TsGiwfedNUvI3kMynZZgnAyoebrCA8j2PdvAXE72IiwVyDp97cqLzp1jB2R2Zsm+gAZ3KUMlMQ0kU72hCEeBxpBEm0VR9q/C2gD3gSnM+/lGYZR0mgH8xHah6zBAacWfxuTDCMt7jQ8IWhB9vtqN29F6wcm3OEQjcFRujToZNAPQZKsdEfY7xzIapBrGe8S7tmFyHYgishCvjHlYnbnNPJGuGcfIhtRjeFIA98Inil2Ces63X0gG4t93qKh+sKDUdnaPMyzBt0WWqDIYXF1oexuzr7x0jCMksAmiQzDyJiDdc4B7Zc6VZ24H/yqVwOuNPkqEL12owKRk55ApJ3c/my1CUQZoOxPIRCdR2jO+diNwU5+5e3NzJ+rfH3q0/x03n9GyaWbaumw76YWiE4hZH5j3VR5CHgBgKkX95M8XdKWV4FICQB7UrzziglEhUU72CnCvpQCETwzpgQiIP798idJ675NE2kFuEvBPQL6U5DTIGsyF4j0IugO0C+B8wg4O0wgMowJy/ykFbcgU72GkQd0KnBpdAIRgFTx/+lJPIHoHFOm5CCGSh/IK+nfV02z33zQS+A+mdFpPJuz7fFXa00g8plgcAvKCc9Zg+Pxxr2i8uAnskXRE8U+b+HR6+qy8GCd80w6gUhDoYC7feduRM6KME3LZF+q7QzDGBuYSGQYRlYcekwu34rKLNDcgj7HIIp2I9Lw8mPiX6B7uwaYNKkVLwOnm/LyBrM3yABlFZLw4EWJIazNm0Axe+lSpnQJEoOp7ywkMvN7ORwtlfVbejyxa0XWf5cpU7aCniL4N2VJ7wmvZ3WskVDWIFQnrHUjw1jjGTmh7QTcTvalCEBHIQasdmrjQuFYQziA0p2wNjOerVUEdDK4y8ENx4Wh4yBPgiRZ+aXYN+Z1LusW0C+CMwec58xGzjAMha8lrolyzodSDCMDdH/2E7ODmB7rZarOQPUKqk15aHp7ETTdfdHvg26KZ/wlIEGQI+C2eo0faQj3zAda4q920Bg8lmO9Rq7US4zbn63Gy22sQPUkb0ayzH3MjeZ6iT30iaxQ1fPFPG8hUdU2kFktj8rb6bZxQ6Fp2i/tAs/eWRNY4G4PLSlOlYZh5BuzmzMMY9Sse89dhNICMs3vWgqNqkZFZPHBWvH34i/csxuRZ4EoUE9j0LrNR0KZGg+6n5qwnrvN3N1jBYGeIWsf/dZtOl7+NR7/QldWxxrJai753LeAOhz+Jqvz3OG1GxXM+jcfMONP79pzKBGEB/M2SaQE41+DqoT1tThY+GkB0HYCeh+tkmIqTZWoCCul1m9rthxx2Yywd8iachGHOYU5oQZAFwG/hWcll4EgNLBvH3AOeB2kDeRmQUo0DGPMol1UaB89g6c+Vbni1PFlP+syjNS4i7zJ2US0E3gb5O8S3qgCJoNOAYIsuPUI//Kzr3C/RnCcOfHMzHzUtRdkc0JNR8FZGf9zNWgrSKqMUkCvAcuSJnrf+rj6ri2eHqWxcmV+6jXywlsfT6W//x1EqlG9Qnl5PUsqitrY+VSXVtzu0wuC1BTzvPlF+1C2HKxzDgy71fZQo6ocFiGY9J5yVQL6ZWluNqcIwxhj2CSRYRjDoltD1W4olLIb5+BXnDMgs8bnePVdFI2JyMoSEIhWxQUigLUmEGWIsjeFQHQV4bt5PEvyzcBnv1JOWdlpTkWz9EYfwWouEWES8J9Qsj2PxxMPRAncXEHfVBcAt0xxJ6/Ps9Xc76UQiK4gvJq3cxgDjCAQRURYPOYFIkg3TTQbTWHXlBO6ANwW0J944dsZTwxFQU+ArgT5ZXAWg3PIBCLDMFKhnzE3yRZUbIrIKFn+RfKSHgCnDpytIK8m/Pc8yE5wthDu/Vs29n2F+9wYqk35E4gA5I+8id2BmrpABtnYyRWQOtDnh2438P504AK4Tw8snYpW0d9/xxbvPFOCmeV/GsXj6/ffBBaj2o1INbHYcV67kUUzT+68XCPR8n5ZqKrXinne/KGXHZe64QSiuL3cXpBwKoEIQIQZxHg61XuGYZQ2JhIZhjEsWib7iMkl3R5aler9g7Vys6XWWebCatW04/1jGlE2HawVfx+ovvHzudyxN1BtNnuDDFHmIyR7jAsb8iyCJHcjRh++Dkzj9u2TWd6kpLjpHgGhGqV91ELRw//pHO/vauAv3/oFPzgvnOpeNKrjpMJlGqS8UXjGsojyz7ACEXSLMEdqGR92GN7P8B8lreclm8id7XUjux8BZzPPGNKbXscyTXFhaBk4R8HHHDvDMMYGLl9NWlO+70MlhpEJCde+ehPkmRH3eqN3CbA7/moDTZXn8luWdANH4zVF8D6PEz6DJRYXsurjk0OJxwiA7AH3CEt0KrHYcURmoHqVQGCZZcGWKE2V14DFeI4bc5k0qZV2TcrjLCQvPybdIrJYUf/s6UeBqr742Scy58CjTloHDDcUmqH90iGwOd02A8dDvqOh0OjuSw3D8A0TiQzDSIu7PbREYIEIFSCH3W07WzUUSvmw+1CtvOoE5BFUx1V4p6o+P9K4dcEJ90xH5LgXyKnHaKrc6Ws9Ywnld1OsHUVI6688Sv5J0soXvr8m3s1Wy6R7jmR0k+IyA2F0gau5CkW/tuH/5Kfzfpve6hiwirbIsyPukxm7ESYPWVHO4XAqT8c34mgXFVpBe5oJoivEqJNa8titWwKkniaaP7ppIrcG3F3gfgBywbOrycROVW963dMsBHnQs7SRNi9E2zAMI2PmJy5IIO/XK4aRB7SCZEut8yM2RLz+sxocbUUkALxIU2WBLIcHpolWDJ/3J+dBZpHWFUOepMP9e3pkLhClrKyh2BZmRpY0VV5GtQHVGMgSenv3F7uEg7VyRaFpLDTQepnLurilztnyvfr0163u9tByYnJJksTh1IgQ1Jjsyl+lhmEUAxOJDMNIiYZCAVSGZD2IsFxj8iP3D0IpH2K/MkuuPRiVeaju0JTj+2MLVT3aUuds9bWI125UIHISkSpUO7l9a62v9YwlXGqQhBB7L2tnSwHONvRGWenji3/+fUQa8LrZGunt3Z1yz6Esz6mKXIWipso24M73/G7aerKzvkvEZWnKSS4YudPUyArtokJ/wWkR5ia9p1wRl3pnNtf9qK2gCH0If5K0nvE0kTsD3O3gXgL5Ech2kAwCjzUK+ip3haENIG973cmGYRjZoV1UJDaJKFyWWUT8qskw0qOprjOHz+A8Fa2irOwkUAF6iilTCngtKFdAFoJzJoNtI97Ur27wPtsTuOFUsv1zyj/Ib+fXFs8oGE2V5xC5kxm1hnBP0a3PDtU6F8VhWSk/E1HVM4I84kUIpNkmFKpwt+1sEaTVaxzOilXpnhsZhlGamEhkGEZK1GW9CEkPykSYjsgFd1so5cVWc73EDtY5z4kwR1XH8IW0vv1QVPz1m27XAJMmtQI1qHZTXt7AEw+UfEdSCfF7KdYOIBQiD2R6wutrCDEag52orvS62Xiatsj6EY7zeM6V5C4UvYBqfHpODtMWGd3FvWczl9y9pxzFwfK08kgmApE8xnjufD2AJjxIHXaayJ0G7mZw3wH5AGRX+gDrwWgfaBt3reRWmzBkGEY+SJlHpJZHZJQqkqrpJP3kbbtO5vbtMN71che3bq0ovGWbnMtue+cAMAc0efLoH8qEb9/3+1Bc6zIjBzxr9h3xV7t5M5I/K+0MOfgV5wwuK0festhoH+iWljpn8cHa9DmZ7tZQjfbLBRHWjOYsIgRwhjYdG4ZR2phIZBhGEhoKBXHTjweLEBCRPe72nafTec0e/IrTWX6v1IG+VLhKC4OiXYHJ0tTst990JLILZAkQRSQ7e4Nwz/RiezCXFJ5AsjxhLfXEQX5IvDG+e/M8eDpHdV/amxTPai6jEf5hUa4DZ1AyyE9JQzC4CdUzQAWqJ3n9ZgaWW0m0IAk1KDe5O6lk5AF9lyrt4500AtH5CSAQgRAZeZpIJ4O7HNzTwIcge0GS/s2S0Rjo28DquDDUZFZyhmHkHZevJS6J8AM/SjGMkZE+z2p1COmbk3ojLYjMRrUb1RJuenO6QOYwxX0v+T2ZC5ovK2ajGDQGn0P1mGfZTitvRjKYFM8vLY86x0AL4WIxKhTtcvtlzsFa58XhtnN3hNbjyAVJdMvIEoG57vZQbk4ZhmEUDROJDMNIQmOyS4TgSNsJLNKYXHK3hVI+9H65RqIHa51NLtowdsIb9Xp5vyx8ucbnkPFwzypE7tyIrKUxmPnkxWs3KoDT9Pa2cyo6MQMjld9NysGBo0gBHpYrUxESBbmhHZZ3pnO8m5TjvP6zVBfco7+AVq6jvAjMw+GLOGzBGcH2YzjqJcbtW8uALkSqKAucjn9fZYbLRoRUvxc24IxDyzOf0HepUof2VP7gqpyXe1k87gWiu7yYcppo9+//Nrj7QD8CaQVZ5AVSj4Se927q5UFwFoK8OmLWgmEYxmgRFiStldkkkVHSJF7PzfWyihJoi2wHeRLVPlSX0VR5rSjVjZa3PpnKn33yP/Lrt1O9uw10epErMgbTFqmlLXI442ZIz6r9MhBECWd1P5MnDtY6L6rqsKJMcdCXbn0idYcek8tpt/Ds5VpFZf8o7OXSHFT2aCiUeF9uGEYJYiKRYRhD0K2hamAkS6wBRKgSkdPu9p27NRRKebF2qNY5JcgjqtqWt0ILgWoEZOHLj4m/D1XDPfOBlnhNzfFx+cwpn7QHkWpgLrdvX6ItkvzgYTyjBEn9PfxHRawieQpt8HROWdnpFALev87qDMpVlBcYLAwJ50ddcSJPPBClP7YY1W6ghkmTWjO6IVOqgeT8JeUQDmmCgY1sGRCIhOqk9+4IRDVMHFFDiAAHktar//7/ANkIksFknV4G3QH6RXDmgfMipLfhMAzDyAd6iWCi2G95RMYYIOGaUypAVw1Z8rItPXcKddbyzc/n7zq1EIR7gvT3hwkQ5H//9K9x3I6hG8hk0N/xp7gJTrsGaIs8i+oFYJXnuJEBTzwQRbVpyP2MD7TUOVtAs7unzxOqehNoOljrbPpeffpJePcPQrUak0siOWbkJiDCNGLYFJ5hjAFMJDIMYwhaJnsleSpiRASe1X65oKHQ9FTvH6yVmy11ThOqG1RThIL6jvYh0nCwVvzNUfLG4I97Eyd6jKbKnVnt39azFJH1qMZQvYJIFaqnaYtMnAszZRWJk3BKGw7JHuP5QLiJJolCyd1Sg6dzYBq3b58c6GZzaUZ4eMRzecLQc8AsHL6EwzN5FYYSeXzqdUQagCjIEiKR4X2llQDKERI7z5RrCCVjtTDW0U6qhxGIzkw4gQgADVDf/nfcKu8fstzYBjPTNkziZQ/oc6CPgDMLnOfAsWk3wzCKR3+K/DQlbZC4YZQIr6RY+9bAn9oitSCHAVB9jm9OOVqkukaH1wh1HJFqVLuR2BJceSrFlmadVWxevzmN3t6zwG4kPg0u8mzGOUPe9NoKLyNWlhDu2VmoUofjwU9kpXoNg0VE39Z+Zh2slWGbdd0/CG1G5EKqTOq8VIF8xw2FRmNfbhhGETGRyDCMAdxtoUVCSouojBCo1Zj8aDjf2YN1zgHXYRaqF0d7nkIgysqDteJvd9trNypw9SQiU1HtjI/HZ064ZzpIS/zVdwkGZw1YnMFu2iJhb5txz+Mp1go9RZT4UHlpfKJmKIOnc0Rq+aVPW+kvewXhD9MeOVkY2oEw3FPv/NIY7ETVC10V2UhbJP2kobIHoTZhLQasQCaaaFEYtJNqJY1ABCckSsPEEojcGnD3gH7ED+Yf5uVvlyVtEmpOWNCb8by8eeB8CZwdXg6BYRhG8VHlq0mLjuURGaWO0wWJ93NSA+5STkWrUD2Jl215jKbKHb6UmA29vfsRWcCdLNjHp14HpxP03NANZQboiLbsRp5oiyygLPAjYD4QBVYAnnWbq0cyzk1tqjyHyCYAREKEexoLUe5wNNdLrPxeWVaM5yCKxhR95mCts/DQ7PTNTxoKTXW37QyLM7pG4UwRYTIx2VOo4xuGkR/E7wIMwygNNBQKaL9cyjWccOB4yqsS0E3S3JzyYWWoXQM/rmA7otsko3yIQqJbRgpvLDjtGiASOYnIIlS7KS+fxZKKzG3vvP0vIFKL6tsEg4upF2+65Y3eJ3F0P1CBd3H9DI3BZFum8YASRPnpkIwgpROHuoKe16UFYU1CLd0IG4BTyKBJI6WCHzet5rPKP+ahPy/nnhvJx1MU+M8IzxZVEBoObxptN6oxHGngG8GhnXAuaxBakvZTnsOh9B8OjAEGBKIU4dAKJ+QTVkh9CqvDcYcGQZcDvwMyVJSs6oYPH4bJCW4as/6qn8szTwPfAznlhW4bhmH4j9vJpcF2cwoxmUzlxBL8jbGJrgIOJ6x9yh9++t/4tVh1vOmtniceKO3v5XDPZkS8aXnVJpoqB01d6E4glLDHLEif62LkCW/iZ1u84fEywjK+Ebw65L4XzjFlysKB+96RaIu0AGuAKP39c3j8C0VvEnrqXa267Wi7ePbweUdVr6grK4bLHgLQbaG5irSKULwJH9V58t3m0radNIwJjIlEhmEA4O4IrReV/fk8psIVcXWF/NvmtBcoazrd2Y5yBJGCjDaPhKq+6HkE+0xbZC+wGU/Eqacx2Dmq/VVvUl7+SJLA9PrPaigrOwlM9xb0FIHytVkJUWMBl6UIxxNWmxF2FvS8ShXKB0k2a957N/Es5sCzoZuJpLCju7v9pwj/AqH0MrzS3Vgp81HOktiBpnQizBkikhmjQt9lppZxOo1AdEw+YeX4Fog0ALoA+FdAo5cLkIb9G2B9gg7+ScUx7o+uKGiJhmEYWaKXCNJPz5A15bxTxzy/ajKMzNEK0PdBhj5kFqDm9i1+EniOm5wG6SrZ5ow3epcgbjguRGylMfj80A3cXSDbh67pIzaBXEBeu1HhZQfJkvjKIaZM2TBECAr3TEfkEhBEtTljFuElYAAAIABJREFUi/Z2DdDb2w7MRfUqZWVz+Pr9Rc+f/NYlne726wVBkq7rc0FVD5XfK1terpG0wqyGQgFiPK3IrkJOD6U8N3Q6z+0sbPOmYRijxkQiwzDQUCioMflAhAyCvbM8ttKH6lbn3zanndR5qksrbvfpHkHS21gVAEVPtNQ6y4p5zpSEe9Ygd2zidBmNlSey3L8RkTAAwuKkCY+72wXxvLYXeKfSm8Daod1yY5xUEz0wr6C5PXfPvR0hsxDVdCjdQAMO2YmExcK7sTqLZ/lwnUCgjv+1ogK4QOLvD+/vUoeTZMVnZIl2MleV05JChFTlRaduPOc9udNA1nhB0ZJZp+M//rse/u9/OoUy966tsmd7+OWCZZMZhmGMAreDLSL8u8Fr6vKK8yhFvSY2jNHjLgE5Ofw22ofXMHUReBekE3zOgYU7TXQX8NwWDtEYTGH17baCJFqp31uyotdYJ9wzE+9+dYaXIcQGmioPpdnWuwdWjSGymMbg2xmd41S0ilisA5iW5MBRRNb/0K3pFy6ISHKTYbaoRgTWvlLnDPscQUOhKu2XIwILcj7nKFF0rfNcc+qvqWEYvmKZRIZhoP2yrRACEXj+s+LIXnfbzpMaCqU8x8s1Em2pdTa4aIN6wkXBUdXzD30i/neVh3vmA3cmuHaMQiCajsgdm4cX0gpEAE2VEZoqFyJsil9MTwW2xYNaxwtDL3iVKN4NaeFxeA7NwVbtxsIYP/z3T5SsQARQLzFUm1C9AkyDm2+hzp+nEIj6gCYTiHJn4gpE7iJwjwMfAqGRBSKNgbYBTfz9P/kVHPc/DHnb65TcVqBiDcMwssa9yLQ0zSWfFr0Ywxg1zinQEa5FZLJnDysbQY4A74PbA+5pb1LHXQJakHvRtJyKVsVdFirwLMs2JG+kFXiNUYPXrppAVCDaepYCF+IOI9dxnHlpBSKApsq2Qfm7h3nr48y+hzwnjSZU+xBZQG/v7nyUny0HHnW6RGSxojkJVIqec/t5ZESBaFtogcbkkp8CkVeI7NJQyHK9DKMEMZHIMCY4big0A2Vzoc8jwhKNySXdFpqfbptDtc6pclceQfVUIWtR1Su3AtLQ7EPH0BDejMzA65QKgB6lMfhcVvt74k4r3ph9J1OmbM1oP1f/ESKB+CTRMj86pwqCUo3csdMb4O2iWp15QlFD3GJuZJQ+VP6Cd4/8kIvHA3R/8z9yKppX24G801QZwZEGJNbNo6vrcNx/nGKrtThFEufGMRNPINIq0GfB/RDkNMhSRsys007v4ZQ8CE4TSBtIDOGPUmy8HE226zMMwyg22kUFAU4LfC7pTcEenhljizcinaz+1M1uJwmCLPKs3OQk8FNwP/Amd9zN4M4GTW8tOyrcGu8aw/0FG+65Ssu90zk5qZtnfukPk++HdCrofpLtwMxmrlCIcx3i9meqf8I3pox8LxEMbsH7mkyjv/9IxudqDHaizp3JsacJ96zKttx8cLBWzjvKitEIRfF9tj70iSw8NNtJ25inoVDA3b5zNyJnRfy/DhahSvvlO37XYRhGMmY3ZxgTHHfbzpMiLBl5y/ygSgzheSnTZmluTnsxtLbD3Qjszsv49eDzo90ao264C6mi8NqNCsondSBSjepFgsF66rPsSgv37EbkWSCC6iyaKq9lsE9m1nRjEZfNCHuHrCkbcDiQZo/CoQSA+Si/hdeBOPhBdwQ4A/wA4RxCn+e9fc8FoGbMhPz+/Nf2U/lXyXY4ynM4OUxUGQC4HSxFaBWSvcIVnnFqecGPugqDzgf9FiNlDd3dvhs4Cnxv2EwAlzBC49BdeRFnvIlrhmGMJbSdgN7H6XTd3ApdTi2PFLsuwxgV4Z7peNMfVRyZfIHXJz0KUpafg2sM6ARZDBLJ8ViTQTtAaobZJoJ3nT45hTh0h3kghbexnqi0RZ4FdqPaB8yhqTJttvEAr/+sBsfpQGQyKXOlhj3fHuDp+FTRvKxzgfPE2g53o4jsy3R7Vb0mDssOfsUZtl43FJpGv7QKzM29yvyhSoyAftlpbjYbaMMoIUwkMowJjG4LLUDkrC/nhvNSpiuluflaum3WdWq1qh4Rkdq8nFM1WqbMOfCoz0Gj7RogEjmJyCLu5Lp4Y++Z82ZkEcppAFSbMsoVejMyA6WDbAM+xwouJ0kUPJUvjZkMktdvTsMp60CkCmhjypTSnfJSKlD+AeH+hPU+HO71qapxwwgC0RanlrQZb2MHDYKuAX4HpDqD7WN44uorIGcgg58NZSZwKWGtD+FhhOx+5xqGYeQJt4MWSc5PHMpk7pMaSrtZxDAGNznBeaZMqadeG4HXQPL0rEk3gfNS7sdxp4F8lGMtx8Dx3658vNPWcxJkCapXuX1rVkaNc22R9cD+uKX6nIzFnnzcl+eJtZ3uLkG2j7Sdqh4tv1c2vFwjw/676PZQo6oclhKdTlXllPPdnQ1+12EYxl3Mbs4wJigaCgVUZI9f5xeYqzG55G4PLU23zcFaufJQVOYo+lwevHpjqDT5LhAB9PbuiV+IRlFtyPpC9FS0Clfv5BC9mJFA1K6TUY7jCURvE8zS2m5sMPRBs9I9ZgQigMenXkekAYgCjX75Y4+IJxCdThKIAHr/57APFY0rxr9A5M4G9zDoT0D2jCwQaTfoc8DD4DR42QcZiqfCZZRTCWuTwQLhDcPwB7eD7SMKRACfMrsI5RjG6GnXAOWTjuMJRNcIBOLNTc4JYGN+TqKv5kcgAnCu80B/DlMiegUkM2tvIzeUlcA1RGZQPqklo30agwdQPRbPJzpOuCczYcRryFuB6lVgGrdvh/3K622pdXYomt4BQzWirq5oqXNWDicQxe3l9oKES1UggngcwbaQv/lIhmEMwUQiw5igaD+rBGb6WYMIQUGOu9t27tdQKKXFUHO9xLwLJuap6rUczrW65VF5e9TF5otwzxqIZ0CprsxohH4w7Rrg9u0jiFTFc4ieyWi/3t79eF/v65SVrSjZCZXRogQQZiSs+i8IZktjsBPVlajGgKfjXXGlgxJAOYKksCzoXgT/139p4K2PM5gKMVKRTiBSiAGrx65ApBXgbgT3RyAXQFaNbCunZ0CXgXwRnB0wSotQ4Y+TD83voqV702wYxvjE/SHLRdiVybYqJhIZJc7gpjfHWTy06c15GfS/5nYC7QTZkNsxBtEWqeWVaDW/0wcP9f+/oFlM6umLILNAruWtHiM9TZURYFl8Kmh5/P55ZG7fWhsXe6aDZCYu3TlfWZnXqCcyO37f7AsPfSKbFD2RuK6q5yUgs1oedY4Nt78bCs3QfukQCp85nQ9UZJ+GQr6IcoZhJGMikWFMQDQUCqKS0U1qMRBhvfZLh7s1lNYj+lCtc7H8XnlEVQ+N4hRbD37FOZpDifnhjZ/PBe5cdO7IaAIokd7epxFZgOeXnZkdmRfEuSp+ob2Mr99/M+vzlj6JAhEwhqaIBuN9X3idiqr7eDOyyN+C4ngCUWtSxguAyut0HPlLNFCB657mVNT3UNSxxrACkbJCannVp9JywK0Bd398amjf8DkAAHoT9AXgy+As9rqRcxS0hXMo5xLWgoyRm2fDMMYH2slcHA6PvOUAXylYMYaRK3ea3lRjCMv4+v1XkjfKxbFCu4EmyDKvNR2v35yG6kmggiV9x/hxYDo494E+AroW9CXQo6DnQC+DdsVfbwFmgbMlb7UYmdEY7MSROxmS+2iLjGw/79nSLfPyhViaVbPd1++/git3rATX+NWo11wvsfLJslpVz4PnhqLocw9Fpf6VWcOLlO720HJicsnvRuBsEKhW1yb8DaNUsEwiw5iAuNt37hZ41u86ElGlD0e3OLua049ZA9/qcJe6sF9EpmZw1JcO1jqb8lXjqHnr46m47iVgGqrHaKrM3s/6jZ/PRaTdG6PXZTRWJnUZJTE4yFN1C02VY3QSYQRcliCcHLKmPIPDCz5VlDvhnv2IrAei9PfP4fEv+DsZ5bIfSXERr5xHqKetpwIvuLga1U5u36rPyEPcGFEgcuoY+We9ZNAAsAT02yAZWkjoRZBXgGMFeQjjsgiJZ7gNnJLueDaRPfQxDKOgaCfVqrwjQgbXrfF9lJtOHb9cyLoMY1S0RRagehqRAMImvhEcxg7OvQSS5QNrjYEsBDmXU5138HKT3gFmonqRYLCeehN8xgzhnlZElgPXUJ0VnzIanrv5RH3AnKycO8I9OxEJxV0dFtJUeW6UlefEv7qkwUkxbRWR7x6slfPDbauhUIXGZG9GVqYliCoRCejD0tw88tfWMIyCYpNEhjHBcEOhGWhpdlCLMFlU9rvbdoY1FEprBfRKnXNC+5mlqmeGO56qtj34yUAHkr/09x/BE4iucvvW2qz3f+vjqThOKyIBVA9kJBC9dqOCsrJWTyDixLgViABSPXgRxvbEVDC4Ce97vIKyMn+nc1y2pxGIOhEWI8RoqozgSAOq3YjUMumeI355eo8lxo9ApEFwnwb9AAiPLBBpFPSA18XrzAF5tWBdug5nUIY+IBCqUOtcNAyjsOi7VKkSzkYgAhBhqvteyilpw/APz1L4+MD9yLACEYD8ySjOsiVvAlG7Bpg0qRVvsuIa5eVNJhCNMYZYyNGa0T5384kmA8d57UZFxudrqtyJciKebdTK6zenjaLqnPneLIm01DmLRxKI3K2hGu2XC2NVIAIvgkBjUppZvIYxwTCRyDAmGjHZLV5wd8kiQqPG5JJuCyXnnsQ5NNu53lLnLFbVTaBJF/uqer78XlnZXArZO22R7QOe3a7bNKrpCtdtAaYBXdy+lVkOUfmkPXhhstc9K4UJhuL/1z4X6iXG7VvL8LKVvCDVbG5y8oXLk6TKUFCuIDQg3P1+/kbwKqrL4p17jfT22gX/MLjvsWjsC0RDLOX2gEwffnvtAt0A8iA4G8ApzoSc0Jxi9TsoJmQahlEQtJ3J6nBchNFl9fUzsr2SYRSLcE+Q/v4wEET1bYLBTJwajoJmYf+sCjwQn0rOnd7ePSBLSJmbZIwJhljIySLaIpm6oWwAriEyg/JJmecTAdz+bDXQhUgVZYGTvtx/ZYC7I7QeRy6Id78/1lkzXPSAYRjFwUQiw5hA6LbQfBGW+l1HJogwXZF2d1to+3Bhhi11zktekKgOdImr6pVyV5a9XCP+W115lgwhAFQ3jcoyLNyzGWhEtQ/VlRmJTG2R5YisRzWG667IaDR/vCGMLui+lHjigSj9scXx6ZzZlN+TTZ5B7igLIEWGgtINLERIvtn+5ufPI6yMv3raL0/vUkc7mYvL8bErELlLwD0L8iOQ9SDDNB9oH+iroHPAeQScA1Dk389CG0pXwloV8GRR6zAMY8Kg93FYhLQNTyMiPJbHcgxj9LRrAJFw3FL4Cpnmonq5gn+a+YlEQLaDvgM6fZTVenjXnyPkJhljgqbKy0jcHUR1Vzznd6R9vPxeL5N3eVb3I088EEW1AdWbwEwmTdo/4j5FREOhCnfbzlZR2S9CSQpY2SJCgDLZ63cdhjHRMZHIMCYQKrkEiBYfEQIiskv75awbCqUd9T5YK1ce/ETqVPV50OuuQ8PLj4n/nWKnolWoHomPq79KU+WrWR8j3DMT8L5ujjyTkadyuGc6cOdi9rt88/PDjqkbJc7jU68j0gBEEZYS7inOdI7LbJQwkjBpoUSBhTjDiHCeHeJWb3vdx5uRRQWsdMyhncxV5XTijV3pC0QaBHczuB+AnMzAUq4bdAfIw+CsBudicepMg/DHSWvKNpsmMgwj37gd7BZYnuNhRi8wGUY+6e3dD8xH9SaONGTXfCYHvOuBbJDZoD8Cd3SNHF6T3j7vULKJbwSHtSg3xgB3LeQCOE4rb308soVnY7ATkR0AqO6N31dnRlPlNURWeNlE8mQWE0wFxf2DUK3G5JJIzp8vJYfAAnd7aEw0NBvGeMVEIsOYIOj20CphbNpWCPz/7L19lFT3eef5eW4XqOW01dU2s2rP4Bg56ASNIYEYIpigXTqGLEyQ1CWBAmORQCxiOJZiOIaRMLBFHcDggQQSyQsZyIADXhgBqkZiAnuE0+2FDZLpWdiIOSIRtkhEEpRF6mrUthBdfZ/9496G7nrprqqu934+53BE/eq+PI26u+693+f5fmcQlwvuuvDcdNtEmiS+Z4qz5pOP5ME//7KTha1BgWjVAN3dBxBpBC5x+5NMLBn64422H/FFppbBfb/988IRIAicJRjclPV5qwWldBk++aY52I7qIlTj/MJ7L/DmX6wr6PmUcUCUxO40JY4QwmHwibjm4FZgr+dbzxGOfWAWAqQXiLw3y1Ug0nHgvgj6HsgOkEFyMrQddBHI58HZBGUg2nscROn/+SCMRStjwtYwjMrAPc8zIgz9gaIwXlvL2yLaGAZ4jgbPeA/Lmc/jwSzvs+QWyJ+lf19d0J4U+9WBHAD3kNekkiFeblLUz016iebg7uzqNcqWu/lEo+npySz7tDm4FdVTiNQiciAr67jm4GmcPhNMJW5603XhxYicE6nivDqVLRoO2+eeYZQIE4kMYxig4XCdamWHAYowSpDX3HUbdgx04fD9cgkjjcXCiMzE88Cen1MO0YiRexAZC1zDcTLLFIrFNiIyGYihuigzK4gqQFPYnlFFIhFAqKGFX13xKjN/Dab8/kZiX3q5IBMQSiNKq2/FlcgShNMZH6u+fjmqp4E6HOd1TnRV1/+TLBlIIFJYWX4CkTsX3JPA2yDPeg9s0qFx0MO+pdwUcA76NjPlgxCHFNNEEC52KYZhVC8iXEaJKLQp5HxdKlCrnybzznfDyDevdM6l19EAlhNqaMvxSDtB090LPQ8yGTSNHZwsAL0AOvhk3YmuRnp6XgPqQE8QDK7MsV6jHEnMJ4rFMmuaGzFiCarXgfGMvOfFrM7pNWnu95veDnE8VjKBRqFLEh0eqgwRxhJnRanrMIzhiolEhjEM0B55XlI/8K04BFZoj5zTNeHcQoCLwfHYbER6L1qX5uSB3RJbhsiCO5lCj913I4N9ZiLid67qUkINV7M+b+WS6t/n/qJXUUhcRjPm+7+FxL1n7/X/Yz43Hvl6Xs8xkECkrMbhYFbHa5I43bdDqF5GpJF4/GS5hr8WmkEFosnsLEVdyWgt6OI+lnKDdE3qDdCtwAPgLCy5pdxgCPuTRGVhHC7bS1SRYRhVhkzmrExhgzOZJvmIBpSmO6KRcjvLw00tSJGGMRjHPhiPo4f8iZythBr25n4wiQEp9teD4GwHuQgyBTSNa4KMAW0Fdx2kmR5p1QDx+BFExqJ6mdu3Fw6bZrnhhGe9vhwAkXBG0z1z664jssifhltMtGNxVuesr1+K6htAEOUIrVqSSRdnU+SokkWzXoWiyFoNh6vi2ZVhVBomEhlGlaPh8BiUVaWuI58ITFRHzuu68OJS15LEsRujcfUAAKq7aQ4ezv4YH4ynt2tPZH1GmUKv3hyF9j1vQ5lNJBQYSSkSVdso/tQk+7d/DG3I23SOUudnECULsMpOnBwfontdf3P8Dr6JjBh5JCN7iCqiMgSi3rwhfRfYl4Gl3CXQpb6l3Bpw0mdUlRPCLeC7Kda/hcs2yycyDCOfSBO3ZAptvaIRsDHLQzxciLoMY0BOdDVSU+NN5KieJhhcP/SDyne9qeNe9BLI8j7vd4HzHOijqTOMJACy0ReLfinp7c7OPcD0O7lJubg4GJWBl/PriY7KIT+Pd2Cag6eBzQCIvJiVDXaTxHF75qN6A5hILFa6nOceXalKVYufItRpvLJdcAyjUjGRyDCqHI3LFpHq8zP3HrbKPnfthkMaDpfHZEKrBqgJHEJkFHAxJ4uDl9+vo6bmEL03ZfX1mT2Y7+m5m380PK0VrqEk3gxWm0XLl5NWfvbFUXR3R4c8naMEUF5DUnQsK4dxGNr3VKjhKo4TumMP4QUgDwvKXyDSRnC3eOKQ7AAZRHTUFmAWOBPA2etlDVQYwm6UT1Ksr0I5WVV5ZoZhlBu/kbigDotV2arKG0rCwz+1SSKjZPQ2f0ynszMP2X1yHXon0jUGhDxhKBHnBMgE0BNpjjMd5Aq4F0C9a/2W2Dpgce65SUbFUV//HKrteDm8mTWgBYOb7thg19Qcyur+6clR13BkEQAizxLtaM6t8KHhbIlcIuVUXnUhwmL32+GKzNM2jErGRCLDqGLcb4enirCg1HUUEhEWaA9zS10HAJ2d24DpeHlAIXLJRxp5zw5gPKrXGTEis0yhaMcKRGYDXfT0LMzpvJWOlzXyRsLaWJTMg27Ln+SOt45f+RdEpjLinn05H9UTiA4hzEjx3imERTkfuy/33dcOtPmvnqGlIw8PHMqb8haI3LHg7vLFoRdABvhZ0RjoTtAHwQmBVLbVhTdN9Haa92ainMfFbkwNw8gr2kot3nXi3TXlsvNrfN+ZwhpnCtOklgaFR1XZqXBRhDHazqgSlWwMV+bWXae+vgn0ICK1wCFfiBkid6aJFoIzgJAjN8B5FPQ50DT3NTIRtJ1xtw9z+86E3lByk4xKwrvfnQ/EEJlMLLYjg33ijBixaAj5RKfAv3YX2cexG6OzrjsPSEDXqxIrxbmLiiPZ/f8xDGPISKkLMAyjcLjrNpyTKvcyV3jD2bRhWqnrINrRjEgUANUQoYaWrI/RElsAHEI1jsgcfyx+sPNOBM4jEgCW0xzcnfV5qwWXjQiJN7CzkCrxbnZ5F2HMndfKNV6NhYBWvMmzrYQa1uRw3F0Iy5LWlbMIc5CkCa3sefn9OkaOPATiCbqqmwg15MG6pHwpX4FIJ4KuBZo965YBt70K/AnI3tTdvhWMyw8Q/kPa9z0rj+U41d+taRhGcdDzzEBo7bcGu53JLE+7zwWv2UUmDYMHgkZ5Eu3YgEjYe6EHqQ8uGVrWj84Aact8e3c8cMAThdIw2oUFH/9XttdVdXNk5ug4oBF0FEid93dqQbs8AQ78v18BrlT0NV7fe3BYmJHVe0tsJqon/bytJb59XWa0aoBY7Bwik4Gz1Nc3lSL7yl0ffla0+kUURRc5myLZZeIahpEzNklkGFWKuy78dLULRAC4WnprtWjHGER6Jzl25iQQHY+NBfb4r7ZnJBB5I/JH/Avcw8NaIPJ4M2lF+e0S1JF/lNp+ApFHO83BdlQX+cLiC0Q7nsnquC470ghEF/MmEB27MZqR95wDmYtq3L8ZM4Go+FXNBLcVuAAyb2CBSC+CLgJ5EJydFf3wID0Dh8cLAYQ9uOxBq8+y1TCMkjAjacXlRwPtIJOImUBklJRQwwZgIaq3QJ6ms7N1aHmY2QhEAM4lkGmg+9Nucs2B7Z96EtxtoOVhQ140NOBf460D9zVwO/CmpVtBjgD7gC1AGGSb/3qf/94F4CNw3wP3pGc/7M6uqH/DUEMLqlv9V3v8e+qBScwnymSfXpokjiMLgS5gOrF8TNhljzjsVrhcinMXFZUtZRMtYBjDABOJDKMK0XC4Fq3+sD9VDjrfibwx+JYFpFVr/e6lIKpvUF+/OqdjKEeAOuBsxuGwI+95EZGxwFVI34U6bBDaUBItKarF0izVzfhVAF+U7J0g2kVLbGZGR/QEohVJ68rlvAlELbHJODXn8SwUb6DalFW3XgVSXgKRBsCd5/n28zrIjEG2bwOdA84kcA5C8Tsji8jg3vUAwjMoZ3ApiaWIYRjVg8JXEtdE79iwGkb50hw8jOos36ZrOt3dZ3j15rjiFSC3wFkC+i1QN802AZBVoG+BliQvpri4431R7D28a7yN3sT+QPbB6ZDRILN9++GToB3gnvMzK6cPvn+J8e6dzwJ1KEdo1cGbe4LBTXg22Jnv04uXebXUf7WWaMeMbEseKhKJxEX1uWKft9iIMFp75PlS12EYwwUTiQyjGonzgkh1P9BS5RYBzd5aK994/scTUb2B2zM/p3Hzzs4td47RE1+YYQ7RYvoGtIYarMvUEzVOJayNRin/m5vBGZNi7R/v/C3UsB3V3b7tYHTQG/eBBaImhOtDKxf8zKFWRBpRvYwj03jiM2eHfNwyxv0x48tDINJacJ8FfdvrFB3AogWNgx4FJoHTBM6p9NtWFZl/RgqTgQsomQmwhmEYCegl6pD+E/4KF+XhPHzeGkYx8K7hpqF6GZGxuO75jBuT8obzx8AXmH37MmN60mwjY4CoNz1dAQJH1rgLwD0P8pYniskQprrSIQGQqZ5oxBl/0mijZ1lchjRJnJ74QlRvABMzzifqiS/Kap++eLZ2+xEJIHKAV28WPTtONkdOq3Ki2OctOsoqDYfHlLoMwxgOmEhkGFWGGw6PVqq/20LQ7zqRyLWSFtESW4CIZ9XlyCKeHJV9PdGOZvAf1quzJKNjvHpzHOJ7EIuspznYnvV5q5djSSvKkyWoI79oigfawo1+r4PB51A9BdThuidTWoEoAVxeTCMQXfcniPIgEMVe8G0s6lA9DUzzu+6qFm1nHA6vl1Yg0lpwV4C+C/IiyAD2GXoLdCfwEDjzQS4Wvr4KRhiFchKXVaUuxTCMykM/YbokTjDaFJFRaYQartJ9e4p/bVeH6smsrY6HSrTz6yz7eBw7u7qYEN8CmqZRTmbgCRxRP9eownHHe8KXHAKZXNxzy2iQdcAFbzrdnedNq5cRT466hiOLABBZ5mf95n+fvtz+5DlULwOjcd09g25fCAK6Ur0czapFhFqNV79LjmGUAyYSGUa1EZctItWdn6DKdQJsHXzLAuJNauzxC9rK48Hsu++P3RjdL8voifrBO4FatRbXPYR3Y3aK5mBp/x3KDaElheXcYpQcrBfKisEnxZokTvft+cAlYAzd3VE/t8pDfTsF4dmkfT2BqAnxLexypVUDtMR6vc8B9hIMzqn2STd9k0aF1yWFLWBxBCKt6yMO7Ri4q1RvABGQz4OzEpyqFu/yipdTtA2XI2iyGGgYhpEWN4XVnAycR2QYZclT93cRDM65M8EusoeW2DZaiyAavNL5NCJ+Bowu4a0R3wYWjtnvAAAgAElEQVQmgA6QByvNeOLGPtAxBa8x72gQ3B14mZIzMtj+spffpMu9fEmaQCcADwCTvNc0AUtAt4OeAL2aeT0y0WsE07f9qfXyee7wePBUv3yiaMeYrPfJJp/oqfu7uJPXRTPRjuQmvALjRCJXELYX+7zFRoQFujY8o9R1GEa1I6UuwDCM/OF+OzxZHDlf6joKjy6RTZH9JTv9y+/XMfKec8B4oI36+llZ28y1aoDOzlZgOqrtBIPTMrSZ24XIMlSvM2LEJObWmU1JIi5HkKQsogjChlKUkxdcJiP0/9lWVuOkuCk4dmM0Ts15z+aNo4SC81EaUaKJVjf+cXoFoqGFn0Y7gn4+1wzfBnENoYaqv2nRN2lUh1YRUln8rZHJhRS0NQisAP3m4B70egX4Hshuz9t/mOPSiqQIkc8U5RLC/CH/3BiGMSxw27kgcMeqSSEuNfwrmZRBE4hhlCvRjlXAFs/uWE9w+/ZC/8F5/nnlw+mItPrWymuSG+XcecA2324uDXoL2Av8GTiXClJnXnEXAIM1/8SBE8APQNpAbqTfdiA0CMwA/Q1gOjDZs50bdL/rIH8G7AQp/e+zVg0Qi51BZGrG99h978vhIvX1U7K6tz8eexblRV8smkaooajT+RoOBzUub4ukzLCtGhQuSo1OkUikqienDKOU2CSRYVQTjmTnpVuBKLSXVCACGHnPi8B4VK8TCGSWIZRILBbGuxDtwpHMjtFrb6caR2SRCURpEDYnrSnfrOhpokRrOY9v4aawoXty1DVEHgW6EObx9gstKG8VVCDyJuvOATOALtQJDQuB6BJ16vBaKoFIlZ2FE4g0CLrBmxwiPLBApBdBF4I8BM5OE4juMLTfB8J4lPO4zM1TPYZhVCl6gWBfgchbpN0EIqPiCTVsR50Q0AUyl5H3nElpdzxUoh1jEDniC0T7UzspOEe9ax1dOYAFXS3Is16ej9talrZpgDfx5J70reXS/HvqVdDV/mR4yP/6cxSIwBN4pAWc1eBMA/kc6FLQ074QlW6/RiAM+s/exJOWVqjw7qkXAjFEJhOLbcxon76ZRp2d27I65+PBl4AWRGqBQ/2cHIqARCIxRNcX85ylQGCi9rC41HUYRjVjIpFhVAnuuvAC8USHqkZUV5a0gGjHYmDxkISaaMcM4AX/1dKMslq80fder+PtNAdPZ33e4YJwEaUlYS2IUrlZXcLVpOwCr1vsPC7PoNwNS1VqeTwY5H9uOs1vTlHGbX0cITlMVbmMMG3IAtErH06np+cMIuOAa6g+kpF1YoWjl6jTjzkpQpIvvCp7nSkU4HdVVuJQGzALnEngHIYcxOzqZmgikdIF7EWwTDjDMAZEu5mdYrmt2HUYRkF4ov4Eqo+geh2YSHf3BVpi+cvMefn9OkReQ6QROEt9/dL0G8stvyHmAdCt/uRQum1n+LZp74G7Edzkxqui4471hZa3QVL93sDPlFzvN/9sBylQ06DcAGcvOLN8wWjlwLZ0UguyAvQdcFeVVHwLNVz1BC5A5AVaYjMH3cfLBe793lrh5wZnjuoS4Boi4/yG0qIiNexXhsE1qcoWDYcrt/HTMMocs5szjCpAw+Faf8R4TKlrKSSqHHY2b1hYsgKiHRMROYOXBxQh1LAh62O8enMUrnsBGA3spTk4wI2OT6vW0tl5DpiI6mWCwQk5TS8NJ5SJwIWEtVsIDyBU5gRWqq8p92O1ITyKMDRLEE803YNIANV2Rox4dDhMuGkrAa3jiAhJN5AKR+UjFkpTPkNkdRTwbIa2cm0gEc9yxEiLy7vk8pmp3ED4HrATsSkAwzAGx21nl8CyvmsqzHG+TPZ5loZRrpzoaiQeP4k3NdeF6iJCDQNkBWWAZx32GiKzUb1CTc00Hrsvi2kZbQTdAjw9uHVar22bHPemZ5xrQyk9O3Sid403WJ16EFhT3Nr6nT8AugD4lpdNNOC2l4Cl4LxRjMpS0hKLAs1Z2bS3xHYAK4AYPfEJvniUGf0tERfSHDyca+m5oGvD0/1nFVWNwnZn04bVpa7DMKoRmyQyjCpA46waBgLRLQnompIV4I2NH8ETiE4RDG7K6Thuzz48gegStz/JbNIgFqv1u/NAZByx2Iu0llFIaDmSepqoFmVLiSoaOt7X9NKQj6PsRZiVB4FoIyL7PIGIo3Tfbho2AtGnOZRGIDqdX4FIG/2O0vfIbHKoCZwmE4gKgHINZSXC5xE2mEBkGEbGaP/8M4Vbcg9nS1SNYRSGuXXXuf3JI0ALUIdIlJbYC4PtNiCdndsQmQ10UVPzaHYCEXhTNs4SYBLo0UFs0wIgzcA+kPfAfdu7BnNngxbAPkwn+hNM7wAXQBanF4j0KugccBaVTiACbyrdOehNqTPLE9PSbjse5By4e/y8o+LRqgGiHRvAv1YXGdy1o5f6+tWotgNBagKHaM1iIuqJz5yFO7bne3wnkKIhmyNnVSmqMFUSlBW6JpwqC9YwjCFik0SGUeFoONyocXlHhKJ63xYbhU3Opg2l89qNdhxCZAFwDceZlP1NChDtWIHIDlRv4bpTePKz2QWmtsReQHWj3510EWF+RlZ1wxWX8cAFhLsX90oceAiHyv13c1kHhPt9XZnw8b+Gt77zL/x/8351SGJOq9YSi+3zfx5AdROhhqr3we7FbedFgWcT11U5K/cyR8YPUXzzjtYI+jywzLPvGHDbNpscyoFsJomUQwi/i+RzOswwjOGA+wajJcB7fdcU2pzJNJWqJsMoKK0aoLNzC7DKX9lLff3yrF0Qoh3PILIH1TiOPMrjwTxM3mkj6DPA10GysJfTW8AbwFngH4FrINeAq16WTybnZSzoZOA3gKmZnV/jwE7/Oi8P15eFQCf616zzBhC5boCsBtlf8HJOdDXS3X0AEc9iTnUrweD6rL7/jsfGolzAaw7dSqgh80ZV7/v/dWAGqu0Eg9OK6QCi4fAY32GmqhtKFU45mzbMKXUdhlFtmEhkGBWOu3bDPpHqDvBT5boE9CGJRErTud0SWwbsQjWOapPfJZQd0Y6JwDk/0HI5zcHdOdXi5Rkd8n25u3BlOU/UH8zpWMMBl30k/nwoLTiESlNQnnCZDaxFBskhU7yb2tt1p3j9yiJ6ar+E6ht0357FU/dnf7Pp3XhFEZnq/Tw4S4bT9597nh0irEhcV+Wy3MuUoQtEOgp0LZmJQy3AZnCq33+8ELh0Zyy0Ktd9q8oBsg0MwzCS0XYWA/v6LxKRKWwoRT2GUTSiHc8Au/zmtjZUQ4QaMruX8+53Xvf3zf2+KS0aAG0GvpY++yfjY3UB1yClnfVo789g13RJx4wDh0H+COTi0OorFjoRdBfI1AG2aQMKNw3V/z45huqSnC0PW2ILgEMACHOyEimP3RiNU3MBkVF4WcJFtUbTteENiISLec5SoKpznM0Rs201jDxiIpFhVDD67fBEFTkv2U4UVBiKLnU2RfaW5OSv3hxHT88FX9xZQ3Nwa9bHePn9OkaMvIDIWJSjhILzh1RTYocU7Of2J8/l9NC/2nEZDbxDYjeVMgWnCsI9lTEoTwO/lPDODeCHCGfv2Mp5NyznEWnM6fvw1ZvjcN2TwBhUr6M6PyfBtEJx21khsCNxXZXL4tIkDw8l60qDwIoMM4da/I7SCnloUKYommb9NDAGYWzC+nM4ebB7NAxjWOGeJ7mZS2mSKbSVpCDDKCYtsZlAFG8i4zI1NSEeu+/ygPscj43F1XOIjEJ1N6GG5YUtUseBfg0vD6ixsOcatJZbwG6QPwG5WtpacsVdBmxJfz2r10EWgQxgVZcDfR03PLu4+YQarg7pmNGOXYgsyyrTqJdXOufi6GtA9iLTEPHzqt8RIYtpucpD4bLU6ASJRGzS3zDyhGUSGUYFo47sqH6BiItSw/6SnLxVA7juIU8g0hM5CUQAI+95EZGxwFXQpUOua27ddYLBOahuQjUOLGbkPec49sH4IR+72nC4BqTqPtxW7FIKgnAVh004LEn4sxqHU/1yh54cdQ2RR4EuhHlEOzLPZzoem43rnscTiC7jyCPDSiA6z7MpBSK4LgHm5C4QaS2460DfZfDMoRZgEjghE4jyjBL3M8wm4TALIVXH5zfR6v68NQyjIMzo+0KVLrosj8gYJjQHT+M4U1C9gsg4enrO+NMeqXn5/Tpcfc0XiE4TDD5X+CLlMjirwfkcXnbRatBT/oRQEdC4l+2jS0E+B87KyhWIAJzdIA+CpnEakEbQk6BDy6vq5dWbo4h2nAS2+ALRboLBaUMWiAC6b68GLiHiNWhmlU9UfwLYCYCrBzjRVTQBUiKRW0gJs5yLhMA4jSc7PBiGkTs2SWQYFYq7LjxPkCOlrqPgqDbJ5khbSc4d7egd1Y7RE5/Ak6OyH43vHVVXjSMyjeZgfqdXvA69fXh2Bl2oPkeoYX9ez1HpKEGUdxGCCetzcBh+I+rRjmbgiH8jtZRQw8BTei2xZai+6G9/mu7boeE0teaeZx7CIaG/QKBwXaBJJjNwR2xKtBZ0GfD84F2rNjlUEBT17RgPA5uTcspc3kJIFN6XICVqWjAMo+LQC4yhh3f7rSmnnClYjoIxvDjR1Ug8fgSY7je4LU26X2nVALHYa4jMRvUyMC1je7qCoLXAVNCvADOByekzd7I+9nW8jKMfAi0Fs18rOTrDt6Abl+b9Fn+qKLf7ipbYZLxJNe8+GJbSHDycW61pOPbBeGpqzgF1wHqag5sy3tfLJzoPTET1NKGGWXmtbRDcdRvOCINYk1c4qsQkoA9KJJJ9XrRhGEnYJJFhVCAaDteikvkUQIWiytGSCUTHO6cCa/1Xy3MSiI7HxgJ7ABBZn3eBCHo79CahegqoQ2QfLbF9vPx+Xd7PVakIMeCPUrxT9T9DKfG8uXu7y3b5QmMyrRqgJbaDXj95rzNvzrASiNqZm1IgUroQHs1eINIAuM94k0OyY2CByCaHCoqyE+EBf/LuStL7kuJ3hvJ8MUozDKM60DhJWSci/KgUtRhGSZlbd536+lmgBxEJILKPaMfGftt0dm5DZDYQo6Ym8/yigiG3QNrAWQ/ONJB7QR8EZgFLgAjofn8K6IqfI9QHjfvrbd52REAXAg94U0tOCJyXqlcgAu/fTyaAbk/zfjPoBXCzd8OIdqxA9RyeQHQRYVLeBSKAJz97CdWVAKiGeeXDzEWXJokjzAe6EJlJSyw/01OZ4vp1VzEiBDUuGwff0jCMTLBJIsOoQHRt+AWkukUiVW4R0AlOJJL88K7QtGotsdgFRMblnCHkdcOdQ2QyqqcINRS+azTasQLY5j/QvwwsJNRgD5cBlFp/mijxofwshPx6YlcKvT7b0IXjTOnnEf/y+3WMHHkIZK7f8bmaUMPOktVaArSd6aqcFKGf4KpKlwhzZHI2dkEaAJ4GXQsydpBtT4CsN2GoxCgBlLeTsokghJBbCLJhGMMKt51DAgv6LfYwSR7Gfr8bw5e7Tg2gHKX7kyWMvOdpYBeqcRx5tJj5LUaxcOcB+0BSNDJqlz9RNPj11cvv1zHyngNAs79SnGzeaMchRBYA13CcSTx2X+aTK690Po2jB7zvb+cRHq9/o3CF9sddu2GPCM8U63ylQJW4qE6R70Tss9UwhohNEhlGhaHhcKMi1d/NLLxUEoEIoLNziycQ6XVqnNzCUr1uuMneMWoW5bnC1IQadiIyDbiKyDjgHC2xZUU5d7kj3AK+m7SufKv4xZQJweBzdybQXPfkHa/sYzdGM/KeMyBzgS7UCQ07gehNJqYUiCAuwqIsBaJm0LfwbowHEIi0DWgC51ETiMoAIU6qCUQlXPxiDMOoUGb0faFKzAQiY9gTatiAK4tQvYUwj5H3nEP1Rf/dNSYQVSvOUWCaN12ViNSBHvGFpPREOyYyYuQFPIGoC9UlNAeXFMXloPv2UlSvAKPp6TmQ1b5P1B8E9vuNnIeIdgyQQZpfJKDrVSnxVF5hESGgjiRlxxqGkT0mEhlGhaFxCUtitkqVocoNqdHNJTm5F6bqBSCqszSrLqG7x2gGVvg5RItyOkauNAfbUZ0EtCBSi2cnFi3mxWjZIuxGuZGwNhtlYokqKi1NEqf79nzgEjCG7u4o0Y4ZODWedzZco6dnmh+8OmzQdsZpTWqBCGWhTM50ikSbwb0ARNN7sQPoG3jiUJNny2GUDcJ+lOsJaxNRUls0GoZh+Gg744Sk6eW2UtRiGGXHE/UHUZ2F6nVgPCIBYD+hhjS2ZEZ14FwCmeRNzSciAeBQWqHIa3w8h8hYVK/Q0zOtqDm8nhA13xM3ZXbW1nG3P3nOF5nGALsKUGFKJBK5Lmhyo2SVITDDXRdeMPiWhmEMhIlEhlFBuGvC46G6x4UBcHS9RCLF73iJdgQR2ee/2pvTw/FjN0bTm0ME22kOFt/KLNQQozkYQnWlbxXWjMgFP2dp+CLcQvhe0vpwniZ66v4ueuJzUL2OyFREWhFpRPUNAoEpPPnZS6UusZjomzQqtKZ4sAew2pnC0cGP4k4F9wyeODSAAKkXgZDvc9+WW8VGQUk/gbg2eWPDMIy7aGox+f8seiGGUa488ZmzOPKIb5F9lvr6paUuySgG0uVNzev65BynFELRy+/X0RLbh5eRWovqYbpvTyrJPUqo4SIivflEG2mJTc543/4i04Kiun0E2KmaIn+z2lDZouFwbanLMIxKxkQiw6gkamSHSP8A9WpD4ZI47C3JyUV24HX3XOX2J9kHPbZqgJrAIURGAWcJBtfnucLs6Gs/B2Nw3TNFD8wsP3aj3EpYW4DL6JJUUw48OeoaIo8CnlWDd/M1i7l11wfesbrQN2lUJ7VApLDamcwglnvuWHAPgZwDGSDUVq+AzgdnUkbe60ZpEfaSaNMhzED720gZhmEk8JXEBRGbJDKMfjwevEL37SkEAvNpkvjgOxjVg7MJWDigUHTsg/GMvOccsNhvfFxOqGFhUezl0tEc3I1y1J9+O5KVW4eXFbzGf7WNaMeYAlSYhEQitxDN/tlGhSHCGI2zqtR1GEYlI6UuwDCMzHDXhecK8lqp6yg4qrNkc6T40zfRjmZEon4NTYQa2nI4xhZEXgBiqE4i1HA1rzXminfxussP2wTV04wYsSgrEUBpBPpaZl1FuJrPMouGyy6E/t1byk4cqv7ieUC8n4HfoDm4utSlFBu9RJ1+zEkRksQdVXY6Uwb63tAg6FrgWZAButf0Cshm4CDYg5CKQtkACVlESgsOoZLUYxhG2eOep6OvPbTCdWcynytlTYZhGOWHOw845ItDd3G0mx/cvM29/AJew+N8moPtJSgwGc995AJec2kLzcHsrgdbYq14mXVtNAeb8l5fGtx1G14XqtsyWZUuAvqQE4lcK3UthlGJ2CSRYVQAGg4H0OoP41PlREkEoldvjqKvRVwuAlFLbCb4nSuqS8pGIALPfi7UsBBYDnQhMpPu7gscj80ecD9lOi4bcTkP/DPQeueP8g4u0YrM5hD+JMXqM2h1Z30NSqihZVgKRK0E9GMOpBSIYHd6gUgD4K4AfRdkVXqBSK+DPgfyEMh+E4gqkp0ppomah22emWEYA6JvMjEpP1Q5VaJyDMMwyhjnKKkmilwZwY9H/ALQguqkshGIwLu39qzjPFv3aMeKrPZXXYLn4DCD47FnC1Bhanp0pSpVfR8iQh1x2VLqOgyjUjGRyDAqAI2zQoSxpa6jkKgSJ1CiMegedxcio1C9TH199hZxJ7oaUT2ASADV3YQaytNCqjm4m56eacAlL3eGk0Q7ttCqdzu3lFpcnsXlbeAMwjqEZL9lIYDQDLyOS2UJmMJllJaEtTqgeN7QRtmgn+ZF8b6X+6/DUfmI51Lv5c4DfRtkB0gacVFjwBqQB8B5ycShCkaIAfuT1jVhusgwDAPQmuQGGhF+VIpaDMMwyp87QlFPv+WA/CnNwZAvypQXnmjV21y3Lat8olDDVcS3nVO2FMt2ztkSuQTsLsa5SokIT7vfDg/vLGbDyBETiQyjzNFweBTIcAjJ3u1EIsUPVIx2LEaYh2ockUU0SWJezeB0dx9ApBG4SDBY3pZlT372Erc/mYaqd4Eo8gKx2BneikzBZRvKPyO8iPSzlhsYYQUuxeuCygeppomU3ylBJUYJcc+zTlKIg6qclY9YKE2J3XY6HdwzIEdA0gj3Ggd9CeRBkK2Qw+8Uo/wQvpsiz2wubnU3cBiGkQOanEdEjeURGYZhpCXaGSf889s80AMNPT18Mb6XbZ/6ZqnLGpBQw06gJad8oseDLwFtQB0i+wpTYDIS0PWaOB1frgTrYdrD3n+zxal+Fx7DKAQmEhlGmaNxCSdZVlQZqsQkoNlP8AyVYzdGI3cuIDbnNMbeEnsBkZlAF46zMCeRqdg8dX8XoYblwEIgRu2/TGXMX5xDWEXu32s7cFNMHJUrQhvKxYS1ibiML1FFRpFx/ztPi7AxcV2Vy3Ivc/oLRO5YcI8AZ0CSbOn67N0CPATOcyA38l+1UTKE6yR2XwoBYDg0cRiGkSHaSgD625eqckUmVWiOo2EYRiFp1QAtsR2IRJkUv5c//ugU3/95Iz8dsbTUpWWEZx13FS+faFcO+xbVdk4ikRhOCZ67ZMvcOfCH34B/PxuW/n7WQpHAVF0XXlyY4gyjejGRyDDKGF0THsdwsMBydL1EIsXvaKkJHACCqLYTDG7Kev9XPpyOqveQWfU5Hrvvcp4rLCzNwcOoTuLBnf9E3U9q0m6nxFHOoqwHlqCsROk/9eU9LP16YQvOM8J/TbFq00TDAP0xM1GSuvYUrtPDLBlPl78SBHcH8DbIvAGO2A40gRMCp/gTkUax+B7JXu5P4zK6JNUYhlF26KeZLJ6F7V2E4udtGoZhlDvHbowmFjsHrEA1jmqEYPBRHruvchqtQg0xRBb6riQLaIll/uymRLZz4rBb4VIxzpU10x6G1Svh4V+HESO8tfvug9+ek/WhVGWLhsN1g29pGEYvJhIZRhmjNbJDvIfvVYvCZXFK4I3rdevMQPUWNTWLaMoyL+TVm6NwnEN+DtFhQg37C1JnoQk1XOWLe1N3EyntwBKEBhwewWETwn4cdiI8mhTkDgtQagtec75QDqZYXVD0Ooyiom8yUYWo0P93qypduMxypnINNADuKtB3QVaApPk9rFdAF4IzBaStCOUbpcThCiT83vA+o79VknoMwyg7BGYkLbqWR2QYRjWiY/w/2d//HY/Nxqm5gMhkVK8jModQw4as78nLgcfr30DEu59W3UG0Y2Lm+xbfdk4ikbhoibKg0/GFX4RvLPMmh+67L/n9cb/sbZMFIjRqz7CIbTCMvGEikWGUKe7a8GyB2aWuo+CorpRIpLgXg6/eHIeyxX+1PqcJINfdA4xG9QrdtytjHD4d0v0yygkA3Br4p8fhzH/7mFdjf46wH+mdqui7D5eBvQlrdSgDTFuUGQ7XUM72WxPGVpRtnpEVeoExWsPJxC5vhbjAo86vcwnc2aBvgWwDSWO/qDHQ1SATwDlcjNqNMkH4borVZSiNRa/FMIyyQ+F/TVwTtTwiwzCqAXcsuC+C+zGoAu96f7QD3FbQDeBOHfAQrRog2rEF5SQio4CzjBgxieZgZU9cNge3onoKkVrgCC+/n/kES1/buWjHM4UqsS+yOXJalZZinGtAgvXw1QXwe09D4/0Dbzv932V/fGWFGw5bfqhhZIiJRIZRhmg4HOiTlZM5E74E80K5hfuVAIVTzubIqaKetFUD9PTsA+qANkIN27M+RrRjBdDsj5Uv5Kn7k0WUSkLoQgihTOFvd/4yP95/ig9/415gF9GOQ2kvcoU/T7H6qwWtNf/8IMXaV4tehVFw9AJBjXNSSPEwX1giU9xr4L4GchJkXJqjxEF3gjwAznaogAwyI78Il0m8qRZqUco7XNkwjIKjrdQC/R6QKlyUh7leopIMwzDygAbA3QfyDsizIAmTQ1ILMgMIg5wD9xC4yVa8J7oaicVOIvKCd1jdSn19E3PrquN3ZE3NIuAaImMZMXJPxvv1tZ0T2caxG8WxMQ7oalVKdy8zdw4s/7o3JdRrLTcQn3yS9SlEqCUuWwbf0jAMMJHIMMoSdVkmkOYh5QDM/i341V/xPmznZu/bWkxUiUtPCcacOztfQGQq0OV37WSHNz7ee6GxmuZgez7LKxlCHId2/u1zf0eoYQ6qq+94K4+85y1aYsnTNd40USKjCl9sHhGOpsgYqZxpKCMjtJVajfOaSPLv1av//IWI82X3S3i5Q3MHOMpR4CFwVoIUP0PNKB+ESIrVZShpJs8MwxgW1DFVSLDdtSkiwzAqHt0Bsjjz7WUB8A646+5Y0bXEZtLdfQGRmUAMYQ6hhjUVaS+Xjsfuu4Hr3s0ninYsznjfu7ZzQWpqdhWown44kcgVhJ3FOFc/JnwJVjzn5Q596t7M9unuhtN/ldPpRJina8Mzc9rZMIYZJhIZRpmh4XAQVzZmvePcOXf9Wz91r/ehu+I5L/yvPNkrWyLZ27wNhWjHRFTDAKiuJNRwNav9vYmaI94YuZ4g1FD8i6piEWrYjsg04CowBtVzRDtW9dsmtb1SZV3oCzcgIVBaGI0yvTQFGflGWwnopzkgkvz/dM33vvNXDzz67tdBXhggd6gdeASc+eBcKXC5RiUgXEQ5lbAWBFaUpiDDMMqEGUkrwg+LX4ZhGEa+0A3e9FC2SC3IRtDz/PFH/wnVk4g0otqO6iQeDxbXTaRYPPGZs8BmAERe5NgH4zPe947tnMzNSmAaAlKj31Ut0rRrsB7+4Gvw1Dz47GdSb/PeNbh5M3n9Jz+FWGfOp1aRHRoOV3XWt2HkAxOJDKPM0B5ZK5JDN/LYFFarn/2MF/73B1/LOuivkKgSk4CuL+pJW7UWkQOIBHyBZ+/gOyUwcuQuRMYC13Bqsp9CqjSag+3c/mQCqocRCSCyjWjHSV692TstlOw5LfykuEXmhWTLOU3OFDAqE61jm/0KLXQAACAASURBVCRMh73x1lR++YnLsa371vwmSJosGb0OuhScKSBnU29jDFtSZRMpX0fJPrzZMIyqIDGPSCEutTZJZBhGpaK1oN9IsX7Lm7DX7Z4Ns15MfwwZz8ZfWE3MCQA7CQanZd2oWWkEg5tQPQ3UUVOT3ro9kf62czuKYTsnkUhMRNcU+jx8dQH84Tfg82m+pJs34S9Pwc9+drfxue97PxhaBKzAeHUpSt6TYVQyJhIZRhnhhsNj0Rw7kd/8Mfz849TvfX60Fwb41QVlklekmyUSuVHUU3Z2bgTGo3qDwIilWe8f7VgM8jSqcVx3IY/dV9z6S8VT93cRalh4p7NJZDY9PW/REpuJ8nsp9qg8+z3hRIrVgUNXjYrAbWeVyN3fqdf+ZTSL/rcDTFtyjr/7h19OI8ZrHHQryEPgZC8mG8MDoS3JRkpoRFlWmoIMwygleok6hP7WvEq7jKeycysNwxjGaDNIgpW4ngX5nD9hv9qzYXYmAZ8D3e1dRyfQIfCHdT+lub667OXS0SRxRoxYhOp1YDwjRm7LeF/Pdu4sRbSdk02R/Vqoe/hpD8Oa/5g+d6i7G/7fv4FtO6Cry9sukbN/nZ9aXNmo4bBZQxvGAJhIZBjlRFx2iJDbGOy5N2HLf/I+ZLu7k98fMcL70C1xXpEqVyRQZO/bVz6cjqr3oFhYnnU45qs3xyHyov9qsz9GPrwINezHcaYAFxFp5F+1nkJo7reNcg0qsGNWiKFcSlidiub4s2iUBe555glsA7h1u5ZNf76Oh+a9zcG/fHqAvfQUXu7QGssdMgZF+JMUq8/bNJFhDD/0E6YLSdcNbaWoxTAMI0/8TvKSPJf6Glmug7McZAL/uifZUv4j54ug2VvqVypz667jiOc8IrKMltiCjPd1nKWo3iqq7ZzmOSv6C7/oRR/8+9npc4feuwZ/+j04GvVez/6t5G1++q73nCsPiDBK4znEOhjGMMJEIsMoE3RteKYIA4SmZ8jRqPdh+9N3U79f6rwi0ZUSiRSvg+jl9+twHM9mTvUwzQ1Hs9q/VWtx3UNAHdBGMLgpo3NGO6ovm+Kx+y5TXz+Ne6/uZeI3a1JscRCpsEyiu/QX/oQ6IHMPaaOs0HamIxwCaGlr5qF5b7N+10a6fp7O7UEvg84BZ47lDhkZI7SgXExYa0QZSIk0DKMacflfktYcflSCSgzDMPJFgrOCXgFJby0X7QjS0rmF/71rHLNvp9hAVoHOyGuFxaZVA0Q7nsnIQu7x4ClUt/qv9nA8liIfIAWP3XcZ8Kz5i2U7tzlyVpWDeTnYVxfAM0vS5w598CG8fBT+85/fzRn66oJkm7nubogez0tJfVima8Lj8n1Qw6gWTCQyjDJAw+GAiuzI2wFjnbDvL2DvPu9DOBW9eUXfWFa0vCKF086mSCprr8LhjXePAa4By7PePxbbAUxE9QY98UUZjciPGLkHkR1EO14vxkVdUZkhcWZNHMOn/qH/evyeWMqMjkpBSG5RUqaXoBJjiGg741Q5+ZP3xgbm/OFJQquiXP2nMem2joGuBpkATnUG6BqFRYikWH3eJhENY9gxo+8Lhbjcw/CbPDcMo0rQYIrczkTnhbtEOyYicgFoBrpYcutroG0pjnvAO3YFcqKrkVjsJCJ7MraQCwbX4zUj1uHqIVo1s+vDYHAnqm9QRNs5ArpGlVtDPk4wzf/en38Mbf8X7HwR3vofd9e/8Iupbeb+73N3RaQ8IUJAa+44xBiGkYCJRIZRBqjLM1KIqYW//wfvQ/gvT6XPK2q83+v0KHBekSpxcXV1wU6Qilc65yLi5UO4spxQQ3b2UdGO5jv7O7KIJ0ddy2CfxYh44+QiM3FqLhDtaB5kr8pBeRFhZtL63/xpkJaOLRkHc5Yfb6RYK8GonTEU9E0aP75V2xbZs6Fuwu+8xam/np1uyzjoXj93aDsMA390ozCkniYaCzZNZBjDBcsjMgyj+tBUUy/JNnIALbFlwDm8xsxL9PRM43fq/wuwyGvI6ouMBs08o6dcaInNpLv7AiLefXCmFnJNEqcnvhCIITKZzs7MvvYmiVNTs6SYtnNOJHJN0KE3ff4/F/q/7u6Gy3/rRSP8sDV5+9DjyWsffJh6275MexiW/G7W5QnMdNeFh+7gYxhViIlEhlFiNBwO4kq4oCcZLK8IvO6NP/xGIfOK9st3IunH0/PNy+/X4ajXJaL6Ek/UZzfBFO0Yg8g+/9VOHg8OPmVwPDa2T3bRdlTfQGQUIlGiHbto1crOqXBZh6QIZf9w8t/wD0/FEVnGyHvOceyDyrNpEy6jJIqINklUQegl6l75UejHv7Lwrfsj/znMrdvpftz0LDANnKWef7phDJFU00TKWpsmMozhgeURGYZRhaSy5PpJv1eexfohYBcitage5vYn03jys/7EkXMNWJp8GHkG3KnJ62WIZy+3BdWTiDQCF4H9/ruZWcg9Oeoaqkv8VysybiAtge0cAbaqcnVIxzj35t3og/euwfcPwg8Op9527pxkW7rBbOb65h198QGv2TlbVHZoOGzX6YaRgIlEhlFitEeeFyFxlLsw9OYVXf7b1O+PGOHlFa1emde8IlViEtD1eTtgJowYuZZem7nu22uy2tcbAz8EBFFtp75+8AmoVq1FOQLUoXqK5uBqgsFHUN2EqiegdHaeJ9oxMfsvpgxweR4hOehReYPPtD8MzMKz9BuP45z3O8oqjbZ+r4QxaJF+No0h8YX73x3zlcWn33nyP77y+SvvpbtX02ugi8B5BJz2ohZoVDsnUPpnWdk0kWEMHyyPyDCMqkNSPECXG3f+euyD8Yy85xwiC7xpF5YTaljIU/cnTFA6R0FTZd28CBlar5WKYzdG09nZisgLfr7xburrp1Ffv5ReCznlSEaNoKGGFmAnACL7MhZ8imw7J5HILUSze3aSin1/cTd36O//IfU2wXr4tUnJ6z/5aep9gvXe5FBi3tG4X846PkGEscRZldVOhjEMMJHIMEqIGw6PRVlR1JPGOr1Ojr37vM6OVNx3n9eZMS+Ul1MK+l2JRIrXsf/qzXHQ+6GvK5MvVgchFtuIyFSgC5ifUQ5RZ+cWYCJwjZqaRYA3Jh5qWE9fAQXOEe0o7v/zoaCMweU4wtYU732EEEK4RaihDceZBHoCkVpgFy2xKNGOyvGcTpVLlLqLzigbNADuqusfNv7dX7V/JY2gp3HQnb61XH4CWQ2jL0IcYXPSuk0TGcZwYUbfF5ZHZBhGFTAmxZrnuhDtWExNzTm8e9urwDSag7vTH0pWprCdmwz6zMAllNCFI9rRTE3gLTxniRiqIUINy2mSW3cs5FRvABOJxTKzkPMaTy8CQWoCmeUTlcJ2blPksJKHz7C+uUOpeGqe16Tcl5s3U08dzZ3jud588YHUx5ry5azLU+R5DYetIdQw+mA3roZRSuKyRYTsLn6C9d4HauP9yR+qH3w4+P4//zn87Gfe33/2M8+C7sEH4VP3Jm97//1ZlZYKVa5IwO+aKRauu8fv9jlFqOFoVvsej81GecF/tZRQw9VB9/FGxlegGgcW8dh9N/q9H2poI9oxAWQPIvOAHbR0fAWnZknStuWCMh3lWyiPItSk2WoNwl3xz/taHvVFsG2INCMymVc+XMgTnyn/hyXKVSRpdUzxCzEyQ6eD7gIZ/0l36l+jIu6bqvIMOOmDdg0jPxxEWetPEHkIY1Gagew+hwzDqBj0EnV6y/KIDMOoNrSGxBujf6MdfC+2B+gVd1pQXTJ47q/cADcC7Eh4YwvoYZAU+7sL/Oyiz+dUfq60aq3f/Nnb1HmWnvjCpGziJ0dd43hsEcpJRJ4l2vFDf1ooPU0S53hsPsoFYDqx2EZg8Kmdx+67TLRjPd799Q6O3TidUVbyUHB1pYqcEynQM+NpD8PnUwxTnf3r5O2m/zuviTkV3d3e5NHpv8q6BBGCGpeNpLRENIzhiU0SGUaJ0LXhGSLMy3rH0OPeB2qiQATe2O1gfz4/2hvJ7f3zq7+SWiCC9LZ02SC6RiKRW0M/UIa80vk0MP3O2Hs2HLsxGlcPAKC6m+ZgGvPcPvTPLtpOqKEt5Xahhhih4Hy/pi6QufT0vMXx2OysaiwkSi0uT+NyATiD0DyAQATCD1Kuhxp2AlNQvQKMRqSVlti6jLqlSklfwasXpa4ElRgDoqPA3QecAUmZf9Xw6Q97gvd1PKtaM9UEIqMopJsmgrVFr8UwjKJheUSGYVQpyU/wv/2z/wN4BtU4qitpDoYGF4h6kZdAE67JJQiacJ3kjge3FeQQyGjQ4t2LHY+NpbPzHL3Nn6qbqK9vSivIeJnFdy3koh1jBj3H48Er3BUlVtESm5lRbUW2nXO+E2nnbvZS/pmR7NLKT9/18ozAs4/7xjLP3SadQNQ37yjWmWsli91vhycPvplhDA9MJDKMEqDhcEBFEjtpBmfCl9KP2OabDz6EH7YO6RAKbc6mSPE6qKMdQcT1/l1FNmc0BdRLqwaoCRxCZBRwkWBwZUb7iBygN7soGBw8d6k5uBvHmQJcRKQR5SQtsW0lFVCURlzWobyLcABh8Nwk5RJC+puCUMNFum9PAj2ISADYSGfn60UJ3MwVJXmqSxhVgkqMlGgA3GWg74AsTrfV7/729z/+o1Xfmha7+ZnvFbE4wwBvmuhqvxVhoj9NZBhGNWJ5RIZhVCXy9/1eftpV/k3PvwWuodrkNwVmc7w4yHMp3ngWdAxoENwXgQsgM/q8X5x7sWjHYn/CZyKq1xGZQ6hh/aC28/X1q1FtB4LAkYzu6ZuDh1Hd7TufHOBE1+CWZyWwnZOArlcd4H4/V766ILlJ+ecfQ/S455rz1QXwe097zjmpuHkT/vLUwHlHGSJCACeH53KGUaWYSGQYJUB7WCxk8CA+ka/8ZgGqScMPsx/ZTcLV1UM/SFZsQWQUqpepr0/O0BkIb9x7OtCFMJ8mGXz6KRYL39kn0+wi8EbG6+unwB0bvlV0dp73s5SKhzIRlz2+OLQRIRtP3sHt4566v4vmhkWoLsH7N5qBU3PBt+fLps5alBm+kLXB//MCbh9bp3wgKaxhlKF7Lhp5wB0PegZkl9d1mMz4X7rEX/+XaT3fjyz+rd8P7z9f7AoNAyEO/EnSuhIufjGGYRSJGX1fWB6RYRhVwk5EjwMwEljyiaB6CseZlLuNuLSBJliySS3oD/wmsGdBEkQWLaxI9PL7dUQ7DvnOIHWonqKmZgLNwdMZ7e/d/88HYohMJhbLTHDwGlK9ptHu7gMZ7fPYfZcBrynVs50raPOllymtqabkc+cLvwi/9MXk9bYfwZd/DZZ/3XO7SeWa090Nb/4Ytu24O3GUBwSmu+vCC/J2QMOoYJLTFwzDKCgaDtdpXN6R7B7Ie2wc4DnTBx96eUOf+tTdtRGB9OO5A/Hmj+HEyez364Mq+53NG5YM6SDZcLxzKq57xp9amZXxhR3gj3m/7r9amJHN3CsfTkekFZEAriziifqDudUdm42r+xBpBLpQXUmoYW9Ox8oUpRnlGwiZjbenPsZCHAb/d+rleGwsyhF6xVHVlwgGV6cV45QgyjPAV4AZpMvuUk4AERzas/sC0qBowuuDOCzKy7GNHNAAsM6zoki8afSo+1QX4aURVvyHnQRq4ktkcgGtEQxjMDxR+90UonsIYWCvesMwKgo/j6ijr92cwkVnMpNKWZdhGMaQ8azTjhBzJjNC49QRoTm4aegH1omg59Nd16egyROXCkBLbDJwBBjjZwuvIdSwPadjRTuaEYn6rzJ7nuDdH18A6oA1NAcHb3Jt1QCx2BlEpgItNAdDOdWbIRoOBzQub4vkqTlzxXNeBEJf3rvmPcNKXO/L5b+F/3ZyKLZyA6LKNQnog0WNSTCMMsREIsMoMu66DRsF1uW089w58PCvp3//gw89gSebzooJX4K6Pla/b18e8oevKl3+h2xyxksh8C6WziEyGfQgzQ2ZP9R/9eYoenre8kWavTQHBw8ujHYEEXkLGJ31+dLXcAARL59IOQq6NHOP5wxQAijLgG+Sn4u8B5AEW6XBaNUAnZ3buBsEepGenkU8+dm7/tTKOJRvAovTCkOJKF0IjyBczKqeVLh8hPTJIVLacGga8nGNHHCnAvtA0k7YzfvKUXZ8ayWj/6drqLLVmZJB+KthFBqXFUhCOLNyEcceHBtGNeH+d2aL0q+rSpWdzhQGtyw2DMMoV47HZqMcwrNUv47IoqwaMAfFPQzyO5ltq4vAya0ZcyBaYi+gutFvML0KzKc5OLSmw5bYDrz73C6ESX7+0GD7LAAO+RlITRlNab16c5z//CKAMMfPRioY7rrwXEFeG/KBvvCL8EyKHuLu7tSTQ+A934oeH7KtXEaoRmRzZEPhT2QY5YvZzRlGEdFweAzKqpwPcOIk7N3nfVim4rOf8cL9/uBr3ofw/8/e+8dJWZ73/u/r2QFJsrqzSl+SvmjP6pf04AlESHajNKSyEb+FHJCdCFaMtpCKwRM9kQaqBOgwQQIesNBqigk20KKBAjoL0sD5Stw1koLuKqQQpQ1RWmmDr27YWV0ThNn7+v7xzMLOzDM7v3/scr957Uvnfp77vq/Zn8/zfK7rc2XC0Z+5olLvR0GyM/TRkglEAO91zXcFIiL4hmRnceeKMyNQPc65DzO8qZeNuM08T3Lu3H3ZhpvErVd0EKidiuoCVM8izETkKM+dmZj32r24NkgnIYcKtkSUk1kLROCW4zf5FyBMRfU0MI6qqoM0R+bH+iLtBd5EmJ+xQAQgVKPsxXg0WM2exL5EntZmlmKi1WDWAS+nEohG/c4J9v71VHY8OqtXIGq2ApGlYhCeRDmdMDYOw11oAX4HWyyWysCjH5GI7UdksVgGKC3qI9y5Clf89qO6nyFDxhdOIFIf6MPA1MznZFxxlBm73xtOuPMFXJt6H6rbUB2ft0AEffsTVaPsYPu71WnnuBVHTyHiw3G2EO5Mf+/p2s65FU9GHy92b2PnkdAehfyFqCsu9x73Eoh+/Ru379D6x0sjEAGKPGSCwcrtn2yxlAArElksJUSjskqyefjtxb/9u/vH8of73D+eXvzOSDdL48t3uM3/SogqJ8VHbmXaubCnewTKitirxUyrzlycCnc+iMgUtwEks7n96uSeNIk0R+YjzIyVpM/KaE6muA1AJwDHgJGItBDuXFGwCz+HPcCEpMbq2XMor9kz/PsYMmQ8qvuAanwfbOCDuuMIU3Je07V2WpNXXN5YkaikmCmgR0Ee9Lop9FVFeXjOao7+w1im/L57r6JwRD5iLQEtFYRwFnjMY3wL8EsM72M4iMnjd57FYqkEJiWNVNFa8igsFoslX/Z0j6CrqwWRhwFQXY3fPzWre+t+0cnuNT6rQLLxw68rzP64dvHGHEZkcuz+/z4CtbML5t7Rtz8RjGPoZY9nNM9NVD0G1MV6I6Xn/LmVwClERtHVlXsScoZIjy5QJbP+y6k4+rPUyc69nD8PP/1nWPV/Ctp3KBNEGEZUivE8wWIZMFiRyGIpEbokOFGEwjXEO/iK+8fzlVfdP6ZejP7v8L+/5trUlQrRxSX1co2eX4Ob6XSImprMe/mEO8dxUVRYTKA2vVXZrsioC3NElhUk4yiRQO0Rzn04AdUn3RJyWUok8nLMFzp/HI4hTEDzaqqcf5bstOrTF6qnfuvFHj52MrWaqZxEeQK4Bbgm9hHyOLMJLbioY32JS4L6wWwC2QtS53XGp0e/Ztq2NLDq/sUMG+p+WRROE2W6jKFwYq3FUgiEp1C8HzoI1Qg3IuzF8DxK+kxTi8VSEWgLw7SdJtPODoT6uGNwRMan+Lm3WCyWSqU5Mpnz5w8DE1HtQJhKoHZxTPTIE60DEwZe6M9Cup/5l+UfA669nEgLrhvIMYxpoMn/ZEHW7kug9iSqvZ5qcwh3zkk75/aru+npmQ10A03sityf0RwjvS4KS3i2o6gVMLIqdBzI//P1yqupj731Nvz1d2BnOPU5RUaEO3RJsHBuLhbLAMOKRBZLiVCRdenPyoE9e90/psf/xfv4kCFuH6NFC2DCDUUJoReFQ84jofRNGgtFc2QyyF2oRhF5IOMLWbf0e0fMg7g5VsHTPy3qw+gW3MaSrdTUFK9a6varuwnU3odqwL1QlxsRORzzLM4f4TTCLSi5+jvnIzDFE6hdz0feuZXoR03cuBJFaQY+j8M1ODyAsB+JWd0Jy1HiRUFhGJq3EJv4sLZ0tomXLGYm6M9B5ngdFTEfhr76Fx2v/N2Nzrjfu6jlqtuLarpzI6dKFanFkgXjSP59kowwDSWzTFOLxVJW9FUmazXvAGGBmQLxFa9KVI9Z0ddisZQCrQMd7fbw1NycSlx7ueWo7o3Zr7djesYXpseNDgOzAvRNkKY8FsrPpte1l9tLr70cbObchxPieuIWmkBtM+A+XxB5nN3vpRfHbrvqGKqu9b3RNbGE1v75Us3TuPfl1ThVRa+AEZ8uU02yZs+Og6/AOwm3br86A9t3wqa/L1Drg/wo2nM7i2UAYEUii6UE6NLgHCE+27CgRLrgmW1uv6LT73qfc8UVbr+iBx/IvF9RthgtXaPeFh2GqvtgTeSJrKp6hg7dgMgooG+mT/9EIkFEbgQi9ETvLkxmVRoCtc2YnvFAK67t2VaaO7dk5G+cDtcOKXsBRIngUNiL6k9984ecvWoK5674DR9eDb+4D1589QjhjgeQfgQpYaXH6JfzikUYntd8SxaYkW5moewA8fy8i5iXjvxg3JG/mLdiuK8q4UdOmed8hsJX81kshUBZhZCZVagwB8NdRY7IYrHkgWljpjrslX6uE0So19+wV1vytJa2WCwWT8wUMHtBFXgbeBPkIGgnmBbQ5aDpxQVwxZNI5HlEgjHxZD1+/wRuG16g5CtdA7IUJN/fh7m7RFy0l5sCdKM6lyb/3ILaxaeib38iY7bSkoGQF6h9CtVtiAyDDHsa9fTcF0uYvcNNoC0eEgpFcHRZ3gtt3+kKQ7/+DbT+2G2lcPRnBYiwMAjUm6XBe8odh8VSDqTcAVgsgx0NBodpVH4uQuma4E24ASb+visMpeKttyG8q2DZGqo87axcXrq+IM2RpcAK4BSqYzP2Eg53zkFkU+xiakJG4tJzZyYi0hJrbhmIZQeVjhb10dW1ENUVsRhOIDI7L7s7w/1IDtnrSjMOgZz3TYdbLbUB94Yggurcfj/fhoMIN/aJ7yQO1+S0t9tQ/pcJYztxmJXTepZ+MPcAa0BS3PhpBFhk2pwbREi+SFdC0sDyYkZoseSMYQrC3qzmKK04NBYpIovFkgfmNUahvJlUOZQCVTY7DWSWhGSxWCxp0RGgz4NkmHSqTwOLwfEWfJ47MxHH2YprvdaN6t3Fub81M4ENqZLBMkNbwcny+kgnMv3s17n5XIA6rQKO0dMzu6jVQ16EO+sQOYxrjf8EgdoH0s7Z/m41Qy87CtShuo1A7ey0c5oj64AHgWPU1IwvZjKrBoM+7ZHDAmOKtUcloMpp8el1EgpZC1nLJYWtJLJYik2Uh0sqEIFbxrtmXf/9iq69xu1XdHP+z6RUOYtPF6c/s0CEO+tQXRJ7tShjgWj3e6MR6RVGFmUksoQ7/TjOlpg482TJBSJwm2A2+VczduG9TJz6az47ZxSXvXuQ5sjDtGhmmep9cZul51ZGLRS3g2STfxuq43FL5/2IhAl3bugn+yq+Z5Dk1dx0lMfY8TzWsyRhRoJ5HmRjPwLRTmCsaXeqvQQiVZ62ApGlwvlcDnNuRG31gcVSkShfz1QgAkC4yxwq8bW/xWIZpGg16N7MBSIAuQv4eczuLb4aJdy5sE9vniMI44t3f+vsBLkOdHMei2RnN/db5n7gZZ4fNpNvXFHF/zf0H4tuL5eKvv2JRO4n3Jneds+tcprVpzpofto5qiFUTwNjiGTQzygPJBSKipbQPaZMiDBCe+ShcsdhsZQaKxJZLEXEBIMjlTL+cenbr8hLLBoyBGpzr+DuRdBHnVColH1BNiAyDNV9NPkz64HUosMwZituj4jM+hD17uVm8hzn/LlFOcabP4YbufZv/4arDn6U394FE2b6cM6uIhLZm1WjSsMYYEeSDZLSgzIZTWPfpbTmEH12BGpPUlPTiOojsQvk+XR1taXwZo7PTNM8+tMoXn7RlVP7PuDROcBRkGkpjp8GnQXOLNPujAOSvLVVOSTdzCtqmBZL/ngJzv3j9lQb1FmZFstARA/jB4+K1n4Q8OHLu0eixWKxABoGycxCLg4Z5tq9aRvoCMKdfpojYUTWXEh+rKmZwAz/icLHHBdHBzhzQaeCnsxhgcwTaJojkxFz8R6/B/ibYVoSe7lUxPcn2pTRfbubyOo+d1Bdl7Y/kZswuyy2R5A93fn1cUqDrAztV2VnMfeoCJSFJhjM/preYhnAWJHIYikmUVklUubM4N5+RX/3dHKTwPPnYf+LeS2vyil8rM5rkWwIdzYhMgXVsziSvmS7l0hkHW4j8VM4TmYPmV1rujtQjQKzy3qBCV+n7/dSzVGQ812ITMapOpxRZpJrp/Y8ktBUWVFgOg4/Qmgk1UWfchYpUQ+YRokSqF2GaiNwCrek/SDhzgcvnGMYiSQ9VM2n8ueTSSNiK4nyp7d6iE39VA9tdjMNnZ3mVcagbE3M2lY4JYaANCZUj1kslUduf/clD5HbYrEUC7/k8jOtHtcUFovFkhU6DsSjz4yeAH0E9D5gsWvJpimuj2U0Q/Ug3c5PgSZ6e/MEau+jUUp4Te3sAxkL+gRoNnZo6UWVFvUR7lyO6l6QqoSjddlEWRQu9ifyU+XbmpETSKB2Par7Yv2JtqbtT+T2MzoE+ImeT0q0Kzg+Xaw6uO/JRPARldzcVyyWAYoViSyWImG+GbxRpIIaUf/bv8P3/hZ+uM9tFAjwxpt59yQS0WUSCpXmAmH7u9V97OIezTjzqTlyByLzUY2ieje3XtGRds6uyKg+1rlnHgAAIABJREFUey0mUHskt6ALgCvuzEwY6yBaPQ7VQ4gMT2vLpvhQtqawY3sYJ9Y/Q+jGYRbKIx7nHUIomsexJ1+68gCqY1F2IjIMkXWEO/eyp3sEXr1q4KU8dpsS98q98LUiUV6YmcDhfqqHTgKNboahRLSd4QjPS4KQqUo3hqlyA6eLHrLFkj/Z/x5SuhH7/W2xWCwWi6UX/ROPsZiFm7MMnCdBVrs9e+TjKQWYc1LHtz/6u/TwM3p6JhCo3Vz00D2RbnAeAD4PmuE9lvigH1FlT/cIIpG9iAQR8TFE/yPhjP7FlVLg9giaBUSAiUQiwYzmVVXdjeppREYz9LL0YoXIA25yq9zFc2cm5hVzGpxQ6ATC2mLuUQmIME2XBD2EWotlcGJFIoulWDgVmnVw8BVY/zhs3wk7w3ktpdAuj4Q2FyawDBgydAkwEtUT+P2ZVS/tfm80sBEAkQMEalvTzmlRH8oOoBrVfQRqy3sBpNyTZA8HmwnUnsTv/3xGtmxKEGGSx/gPcPg/SeMOy1DuJj5D6EB+byRHArURAv5ZwH1ANyJTuOzNN1DHqw/W5pz2UOqQJLu5A8jgzpAqHjoczA6QHamb1eoTbkahtAJoCz6FrZIgZCpEEWY7n6X0XuIWSy5ITracewodhsViKQA9dCs5JciUNqnGYrEMRhISTvUsyDwQj98vEnEFGBkLuj/p8Js+uPPy3WXpzZOEc8iNk1CGVUXe1UTNkcmcP38YkclABNUA/+EcjT9J6vIKtVD07U8ED2ck4tx6RQdCr3PKPTRH+rcxdW3qngJAZF1OvYuzQKr0UdXBn+CkIo9rMFjUz6XFUilYkchiKQJmafAOgRvLHUe/HM2/1UpJmxY++6sxwEJ3Y8m8PP7sb06h2vvwbRLhzr3sfi/FQ+sYXV1rgHGonmbIkLn9nltsFB/w1aRx4W+BzGzZlMnAwx5rH8bhyyn3dngaaOTixd9Pcn0bBaHJ/yQ9PRPwvffPNHylFjFD444rO3FytGtSvOz6/m9Oa13ymJmgb4LM9D6up0Cnx25kL1g4ajWrBJIytQSWOfX2AbplACEcQbMQrF0rTy/R22KxlBmppwOyF34Fnil8NBaL5dJBh3skWu1zxaD+kOP8fWQh489/kHToQ1nkWthVAhIFWQ6MBz3U/7n68biXrr3cKuAFREag2o7q+Fj/Hw/RQstfTQRufyLVJxHx4ThbCHf23xz6uTMTQVzrONcRJZNeQ4uBCCL1dHVl1U8vWyQU6hbRQX/9KjBaDfPLHYfFUgqsSGSxFBgNBoehsqrccRQbVbbJylDpKkuqqjbEmmxuo8mfnB2Vituv7iZQOxu4D9WziEzBmDZ2dXmLeLsiUwBXYHFkLtOqy5sdo0xBErKnlNakXjletmzNnc/zi4d/D2VTUiWS8l8If5B2f4dDCBNQjiBlqiTqy21XHWPqtf9GTUKSmMqHSKzBZ278qcfYvjzWuwRRP5itaaqHNruZg06c6GNe4y6RmAjc92zlKakvYc8zi6VQCA+gpLcpVaLAAoSTRY/JYrHkhokl5mSIwhFpyKmi0GKxWGLoKI/B19JOC3fO4QrnAA/95mOM7Pkw/qD4QDf1a99WcpxjIJ8HXQSaov+vXEyYfLZjJF1dLYj0JkCux++fQKD2ZD+b9J8gWkrOn1uE6nGgDuFxz3N6eyyJtOD2VDqJaiOB2vVp1w/URuBC4tGqtMmxeSKPhDYrpBH5BgFGVmgw2L+oZ7EMAqxIZLEUGI2yMNEuabChylnxlTBrJNw5B5gIRBgyJLfqpSb/k8AE4CRQhzEvE+5cFVeG/WzHSIxuib1aywx/JYgEn/MY+67nmb22bKrzgG6Qach/ve4hMhmEqQgpLsQTEE4iNGR8fjExrMOJTk8aP/5NobkzN79gZSLCmISx4zjW3ixzzDTQoyApbBD0dKx6aG5iBqS+wjgMG5JmKO3SfcFiwWIZWAjdCLegPJ3yHOUUQiMOT5YwMovFkiXOZ9mmsC2Tc1XpxrXHtVgslnzwEolS9/HZ/m41zZFNiGwCqhmmzQwxf+Ba1PVFxoEmO0yUFYmCszZmQechhOmdoHXsikzBqToMTES1A2EqTf4FsZ4//ZG+H3GpuP3qbkTuvtA7KNFCLtxZFxPBghcSZFXH86UrM0/WrKl5CtV2wI8xxU9eNiV0lykTIvg1OvgTwS0WKxJZLAVEg8ERIA+VO46iI6yVUOhkSfZyy7DXxPZdlldlT6D2COc+HIvqNkR8iDx8oYdPi/pwqjYhMhw4Qk1NpZROJ98gCP1XUgVqn8JxGhh65ij/7ZmPeZzx50gGmWjxe5bfW9+wEOHBpPGOGzv4+YKhiGwk3LmV7e9mZymgfM1j9Ds5RnmJodVgNoA8D+LtF+422E2qHgLQdoarQ1gkvqmswml6CEij7QllGcAIHTjcjTIB5QmUfSjHUTaj3I0wtiIqNC0WS1rkfe7WNLZzCqdFmOrUXwJZ1RaLpciIh0gkJzxP3RUZxdDLXgbmxGzJFtDkD/D20FfB0852CWhdAYMtEHISpB70pwnjQ7g2+gLK3ti9+gFMz/gUCZ0e1R5S/kTHvjT52xFZFnu1gXBnHQC7IvcjcpTe5FiYTaB2dqw6KHMaJYrjuIl2qnNojtQXKnQvnG+HDml/SVGDh3vM4uCY9KdZLAMXKxJZLAVEo7Iq8WHnYEOV01Klj5Zwy1WIDEe1nStq8s+2vmg/Nxv34msccJCuSDjW9LIbYVYGGUmlYnTcK6UDySAb6tYrjvOHn2jGSXjGHv1YGw6PFTLAoqOMwLAHiYmF8cfO4LvsE6hvGapRRO5g6GVHM74YNtQD8b1zlAiSRT+RSxZTD9oGksKjWTtAZ4EzCyTpe1Zb8ClsTay8VIiKMtu5Mcf+UhZLpeFwCIcHcJiKw3U4zMXhaYTsbvotFkvZkEaiTj2NKkxNFItUOanwCFEapN4KvxaLpRCoV6Jf8nVDc+QOlMO497SnEJkQb0vmrAdtjZ8kw0DXFTDYQjMTNP5e/C3fKF4YCqqrqalp5Lbhqe4TEvr2aOVUEfWlpmYt7t8SPyJbaI5sRHkcqAZO4jgTaPJnVMHqyYyaQ8BTsWokb1u7QuLTxbFK2kGLCD6qpJJ/biyWvJFyB2CxDBbMN4P14khbueMoNorOcx4JPVWSzXZ13YjqwdjD/wk0+dsLuv6zHSNxqjYiMuXCmOpcArWbC7pPrig+lN/E9RNSWnFozGi+4W0SrQ9bX/o1kU99nUBtab6G+eAKOF8HZiNUeZ6j3I8Tq/p57sxEHGcLUBf7nllGTc3afgU/w8sIExPWXI/DoC+bzx31AQtBV7je5p7n7AGZ6yUO9WLaWSGwNGmm8oDTwBMFC9disVgsliKg7QynimoZb3uKWSyWQmM2gcxJGPwIiJsB2KI+IpF1iNwPgOo+qqru5tYrPK69dXTMFjrxuj0A0pw6Bh12Yb+SY1aBxNviifagMjN1zDoc9Jfx71PbwWkoYqC582zHSKp8R+lb/aS6n6qq2d5fxyzZ0z2CaPRNwI/qvGLf/5slwaUisqKYe1QCis5yHgntLHccFksxsJVEFkuhcAZ/VoHCEakqUYVFi/pQ7e1T8mTBBSKA24afIlA7FdUFqJ5FdVvFCEQAyug4gcglsz45ij9JIDrz2Xfpuv6jri1bZEfMyq+yUHwYZmI4iNCGcFdKgQhAeObC/3/pygOojgeaEfEBq+jqeoFnO7xt0Ax3eQhEEYRSVsoNMLQO9AVglbdApBFgLjjT+xWI2piZQiDabAUii8VisQwEpJ4OKxBZLJYi4XH/EhNswp11RCIHEbnf7W3DYgK1U1MLC3IcvK6vdZ0rBHlh7gD9eU6R50uL+vj+BzVcZeLHVapAd4BZGktaS0CDHvcnu4oWZ77cNvwU6LwLr1VX4/f383XMkmnVp1ENxV6tKva9v/hYq3oJ/E1UWaXBYIqfG4tlYGNFIoulAJilwZlCwsPmQYioLpBQqDQ2bJHIXcA4VE8Dy9KdnheB2vVUVY3n/Ll56U8uIcJwj9F3M5yd7Jdb++oTFwQxYSYiRwl3TsonxIKhDEd5GOVthB0IN2Yw53iSXVOgNkKTP4DqPKAbmESV7yjNnYmWcnVAcum98ChC7n2vBjXmDtDDIJO8j2srMBZkc7+rvMoYYFPSbDgiH+GBvMO0WCwWi8VisVgGNgkPofUkAOHOJkQOI1KP6mlEptLkX51+OQklW69JHWiCbbQZA6YFZKvbb1RLa6XfK4Bd2XMff/5r8Om5+BPEB7LCFbDMFrfiymwC8zbEqqriyd2yrRQ01e5E9QmMTCdQu7jglvd+/xPAsVgvp6JW+UgodBbRSunrXDREGEXUo0+yxTIIsHZzFkueaDA4TKNyVASP5pKDB1V2OiuXzyrJZi06jEjkbURGlKI0umJRxgGHE0ZDCMvTzjXcjySJIAGEZsKd4xDZAoyJZZ+txu8PlaUPk2EM8DVgDpJ4M5QG5Ukc7kt5fFdkFEa3ItLbn+gpzn24gFlXR1EOIoxLWO9ErJF8mWwVKhWtBt0AcleK41GQZcBa6P97SA/j1yhtib8vVekQHw02I9vSL4bvItx74bWyG4cZZYzIYrFYLBaLpQiYHSAXk9xE/5Hnuo4iMQs21f0MGXI306qzSG4z94BsjB/TDpBPxP5/BTA/oRrnGpCTOb2FbHEFsE249mgdOHI3M66oBramtrjuD90Pzi2FDnPA4Vqyv4xqFGPGc9tVmTmT5IhZurxFYFIx9yg3qnSLTz8hoZBNLrUMKmwlkcWSL1EevAQEorP4SpgV0tW1MCYQHcfv31yyfSuPfJqafzJpRGNWdYHaI9TUNKD6JCI+RJYSibxMuLMuj/2ywzANwwsIRxHmZy0QAQiv9Ht8hv8Efv8EVFfHxLB7GDL0MB9c8/0kgcjlASsQJaITYx7mqQSi4yANIKvTCkQt+DTK1iSBCKKizLYCkSUDxse9Em4tUxwWi8VisVgsRUQWgR4BoEpP8tgHI/oIRCH8/qnZCUTgVvtrgkAgw0H/3q3MkfuTxRj1crYoLC3qozmyDpEwbn+eA5ie8czw7wNnJxAA7c5uUT0OUpoE10rnS1ceAH0aER9VVRvST8gPMbpAldInn5YQEao1KqvKHYfFUmisSGSx5IEGgyMUeajccRQdYb0TCp0oyV673xsOfCP2qvAl1wMdpSbDM5MFJulzsdYoZwnU3odqANUORG5E5CjNkTsKFGkybr+h+zH8HOF5hMl5rtia9oxGiRKoXQzcApzC6RnF0DOzPWJbjcO+POMZRKgPzArQFteKwvOcJ2IC0ZGMVrycoAhTPA4tls+yP9dILRWM4XMY3kH7+Wd4D8OrGJ7BMLfcIV+SpPo6Gd7AcE25w7NYLBaL5dJDToIznkfen8nOrmqu7fmMe8/GVAK1y3O7Rxa3f1Hy+HRXLPKcU1y7uV57OWL2XaqrqalpdPv19OLsASZcEM3SosdAGkHySbgcXPiGLMK1Yp/Ic10pkv8Kg3w7dARK1Me6jIgwx3wzWJ/+TItl4GBFIoslDzQqK0QoagPAcqNKh1TpoyXbsKcniJtB1Eqgtrlk+1YmXtlhmX6//SqjuYHaZkzPeFT3A245f3PnFra/W/gbAlekOgmMyHst5RSSReVJoLYV1bF85J09+D5IXOsAUuS+VwMKrQN9GWSpt7WDdoBOB+cBkIyy+kw70wSWJq0E25x61uYdsqVS+WPEq/FyH4TLERoQ7kT4fkww+lyJ4rO4eH+dhOuAPy59OBaLxWKxXOK0qI9w53I+2bMt1k+mT3VNPjh7QP8p8/O1/+u4fIjvr9QrgKVIEnWOgTMedBZoM2iCAKRR0D3uPYqMB7E2YH1xq85WAiBmDeHOoj7DEp8uVs3LFWVg4Ehyj2OLZQBjRSKLJUf0m8FxwJxyx1F0HF0moVBp/sDviowC3OaZIoO+6WFahLMkl2pneqGefGGsjPY887bhp/D7pwKLXVs2uYuhlx2lOVL4zBgHNxNM87YWO5D1jEBthP93/HS6Rr96Yaz7v/XQ/g/fjauyuqTRJtDDIDemOL4HZGwsoy+zFdsZjbI1aRyOyTDm5R6rZVAiNAB7rVBUUr7Yz7E/KlkUFovFYrFYYE/3CCKRvYgEEfEB65Ora3JBfaAPA2Mzn5NLL6A0JNrLqbZnLoA5O8EJgFMLIhc/nCHgTHfvUawTiSc1NWtRPY7ICKCobjgSCnWArizmHpWAwI1mabColVkWSymxIpHFkiPqyDoRCn/RVEEoHBOHp0q2oWEVIj6UncyoOVSyfSubxMaSN6IZfd8d9xj7WsqzGyVKk381IhNQPcFH/72Oy392iD0nl9Kihf0+dziGMAHNQei5yEs5z6w9dgPvBO7iyF/9Gy++VsV//uEWmiNrCv4+BxQ6DMwGIAzikVmmZ0EfcG++Ms/M02NUqxIWIa4yTZUIQkDGkKW/uOWSQLgcWFfuMC4JDDP6rfYSrrOCnaVcmDbWaTva+2Ha+UG5Y7JYLJai8tyZiUSjbYhMBiKoBmjyL8jfgl0nu31GWQVyeRYT6/LbN4FEezlYj98/IX8BzJKWRoki8kDs1UJ2v+edQFogxMd69X4mMbhQWaXBYHFtGS2WEmFFIoslB8zS4DSBSeWOo9iI6gIJhUqTibOr60aEmahGcby8ki9Z4oUU92H7mLSzHNrRBIFJmIi5cEEej1KNYQq3+v+EW68y3PIp+MLnqvjDT67A+dE/8WxHYa0GhNMIt6A8neP8/ETE3w0/Q+R/j0Z962MjC+nqaiv2xXJlYkaBHgSZ731cj7i2Dc4T2a6sv2GrSHwFm0IUh9nOZyhNnzNLZaF8BenzT/kzlDeTzhMaMMwoQ4SXGrfHvVJe9DgnUJpQLJZ4RBgf9xqSewpaLBbLYKE58jAiLbjOEUdQHZ+//brWgQkDL4DkcJ+jl+W3fx/62ssVVACzZEyTfz+q2xDxYcyqYm4loVAU1QXF3KMSEGGk9lwCfcotlwRWJLJYskSDQR8qgz7DWZU9sjJUumbyqmti//ckM/z24fFFXkkaUSZmOPc7SSPCOgx7UZajLMewAcNhlE6EvQj345jfu3C+7wP41KIGnKrDhDubcn0TnghngY6s57lVKBk2Lu2HRjlLk38BwlRUO4BxGNNGcySFWDIYMXcAh0HGeR/X9SANIFlngWkby0WYlnyAkPMZ8vRTtwwaHNYB/xPFK4P086UO5xJkesLrv/YQ7azlnCUjzOtcb9r5Rd/qn8QP086vtJ1W08b3tJ1Z5Y75UsS8zvWxKq3W2Ncj8WsT0lcK0D/SYrFkRrjTT3Pn89DrqqFPUlMzgUDtydwX1WFgVoC+CZLPPVz+vwu87OUKIoBZcsKRZa7FPE2EOycVdauVoX3KJXDfpyzUYLCu3GFYLPliRSKLJUs0yoMijCp3HMVElSi+EmZ9uOLDRCDCkCGD3rs2K4R2j9HMrH+Ep1GP3kTCFCAIBBHmI4yjP+tE3/sfIDIckTDhzg1sf7cw5dSGpUiKyqb+aS3I/r3M8O9jyJCxqO4DqoENNEfC7H5veEH3qSi0GsxGkK0gHl9P7QCdCs6CXHy9TTvTEIJJq8JOp4FHcovZMmhxeBv4oceRzOxQDJ/D8AyGd9DYP8MbGL6L4Zo0c2fEznsVwxsX5l9c59XY2ul/716M442ENd7AsAvD3AzWCGL4UcJ7eS8Wx9q07ycbDAti1n4uyikcdpH4tRBG2qouS0b0MEfg2v5OEbgSuEmEecB2bafVvM71pQnw0sa8zvXaTqsYjoh7/XVT7OsBxH1t/oIqfmnarO2nxVJ0miP1iBwGmQZ0A7MJ1N5Ho5zNb2FdA7IUZFieEXrYUGfBsx0j6epqIdFeLi8BzJIXM/wnEHEdIkSS7tcKjfToAk3uszyoEGGYRqWolVkWSymwIpHFkgUaDA4HWVLuOIqO8IQTCpWmmsftA+NWEan+FdOqM+53ckkgHEeJJIxOQUl/wS90IzR6CkWZokQY9p+3ofoIqlFE5jP0soOEO1NUnmSI4R6EFR77adq54lFdlS/Tqk8TqJ2K6qILmVXGHGZXZErB9yo7ZkzMXu4e7+PaCowHJ6esLz1MHcqWpHHluAzL4CG5xZINhiCwF+HOuN46wnUI9wI/TinwGL6L0IxwL0IDwnVJ57jjdyIciO2VKo7vIhyInRu/jhvLrQjf7yeWGRjeQFiO8IWE93J5LI5vAD8toGAzKeH1j2P/DXuce7vHmMVSCG7C8KIVioqLeY2bMbwI3JTpHBEeNO3MK2JYFsulTbjzQVQP4vb9OUZPzwSa/NsKs7jzAOgsN/ErL3IQicwUMEv5ym/+F07VYXqTQa29XOXg8z2KK0pOKrhbSAKyKnQcYX36Mwc2ItyhS4KTyh2HxZIPViSyWLJAo7JCJM9smgpHlYhUaahkG3Z13YPIKFRP4/evLtm+A4v4h/WCHyWziznheNZCkXIWpRVYDIxlyK//L4HaZag2AqdweyIdJNyZSxUQKJOADR7jHyJ8AfWsnup7XmtO+2ZCoHYtIhNQPQ6MRNlLc2QdLZpvFl6FoHOAgyAefa00CoRAbgEnp+ax2oJPo+xI/D2pSrcIARlDdy7rWi4JcrMzcUWV1BVHrtiSKht+fIrx1Ht5VQO5FTn3ZrjK7yWNuKLPFk+RKjmGy4EteQtFbkVSY8LodgAcfuJhOZdoS2exFAyBK8XwV+WOY7BiXuNmlO19q4YyRvkfRQjJYrm02f5uNeHOrYisQ8QHbObchxO47apjaedmhbMT5DrQzXkskuX1mdkAshdkBU8P+w4RZzhwBKHB2stVENOqT6P6GOBWE7mJu0VDqnSlag428wMMFVmnwWBRP5cWSzGxIpHFkiFmcXAMkCLzfhDh6DIJhRIrV4pDuNOPam9m9rL8y+oHLc94jP1pxrNdoegTKAtQkivElAjKAZT1KNMRfguHRoTVOH36hHzpygOojkXZicgwRNYR7tyblS2bYRTKjiR7O8UA0xFaY6LWTs/5ytmC9CPqjyZ/O+fPNaD6ZGzkQbq6DvLsrzyElYGCVoPZAmxKYS93yhWHZHku9nJ9dlkjQn3SAWG21JN1XyPLJYJbXZMoWAAcKsj6QkMBq2/u8hj7szzXXNWv0JWIe26+Vc1/nMJqrpdEy7nLMQz65sOWonC71CO9Hwr3Khz2OO8m8xo3lzy6QY6+wgiU73kJRApb6fP1oYePq7IQeKn0kVoslwjhznEMGXoYkTtQPYvqXJr8c7n96iIlUkkHOHNdG2k9mcMC2SbKXXxecg747kf+mZqaCbbncEWyHogA44hEvK5vC4aEQhEcXVbMPSoBgXHaw5xyx2Gx5IoViSyWTKmSNdJf35ZBgMJxcXgy/ZkF40FERqB6HL9/cwn3HVgI+5IqgYTJKHVZrNGNw/pYpvo1Fz6U38GhFofP47AAhz1IP9UegdoIAf8sVOcB3YhMoafnaEa2bEo18DyCl6g0D4cX+sQ6C/XsXXMIofhi4u1XdxOovQ/V3qqBcTjOV4u+b1HQ0TF7uRQX/7oHZDxIa167tNMkHj2mVFnt1LMnn7UtgxTDNTELt21JIokrWmzKaB2lDaUJQVC+4lEFA/BFj7Gfo7yPshvlzy6s0ftPWY7yftwM4QtJq/S1hnPjeSxhna+g/CC21pm4cw3BpAoi5U2Ur/SZ35T0nvIXvv4g4fWPE157Wc5NymM/iwUAp56N0sMXFd5KOmiSvi8teaIOD3n1iVJloVPPnVLPjt4xuYHTTgOPST2TYmLeGRz799tiKRjhzjnAwZiLxglgAoHazaXZ3NkHMhb0iZh7QKaMTH9KjGcifwgS/7zkkO8tmwhaoQRqI+gFB5klxXbOEIenlCIne1YCKqs0GBzU7kOWwcugfuBtsRQKsyQ4RWAQ9iZJQHWBhEKl8Qje0z2C8+cfcvd1Fllv4n4Qohg2Aw8nHJkDLM96LTiZd0yB2qfY/d4BjNmKyLiYLdt6ampSfy2VLQijPcb/GofvJ407LMPwL8BG5EIW24G8Y8+OPwJA9Tjnzy0u8d4FwMwETVU9FAUWgZO3R7Qepk6jbBJJGFcOSDeDPmvMkgXC91GPn/dk/jKj9ZTdOH3EEodNGICkPZLtUhy+3O/aDiEMvwfcmVEsF/lEwjqbIKXgFf9QXDkF/E8c3u4zfxeGf0b5aYKY9kWIq/7JDMM1HmLX9oSYf4LhzQQBqxHDNXGxWSw5IDdw2rSxm+TEgisymW9e53p6+BrCzb0CiMJhlJfE8KjckNpiN9abZ5oI4xWukGTbyZdU+Veq+I7zaX6aYRz1fdeJVUodFwj3FWES0VcYoQ73iXCTwtjeah+Ft1DeAFqdBh7L4FOSGuHWpH2Vb6Vb16lnI7Axr70tFovL9nerGXrZ4xCrMFDdxvlz84pXPZQK6QYeAPNM7P4g+b4seY4P1Nev00CL+ohEloIuoQroiTtqH5ZXMn7/k3R1fQORUUQi86F4vYMkFIrqkuACRFqKtUclIMJw7ZElwKJyx2KxZIutJLJY0qDBoA+RVP0MBg0K+5yVoZwa1edENLoCkWFAK1+qsVmK6RD+LmlM+SqatQVA4bj1iuPU1DQAa2MjD9LV1cbu95JvOAzzEc8+Si/h8PWUezg8DXE9lX6SZ9SZE+58EJEpqJ4FZpf+Ri4f1AdmDciOFAKRm71YCIEodR+iDnqYLY1YAdiSHa7wk9nfXcejmsa7AunjOUaT/uc+ucrnVgzvYFgbs9Lrj4aE1z/2FGHcsUTLxtz6OMHX4l4lW831kmw5B3+c454WS0EwbXwDw4sizOtbISMwXoQHtYqfmNe5PsXcdaLsj1W93uQhEAHcJMI8MRwxbXyjnzjWieFILI64dQTGC8wGtqeMpZ15WsXPRPiLWCxX9pl/rQjTRFhr2nldX8ntZ13bmZVYRaTwltNAMNWyC9UQAAAgAElEQVQci8VSBHzDJsEFC6qnCNSW+b7COeRWFRHKsKoodTXRnu4RRCJ7EQki4uOj5v2EMzK3JbeUnkY5i16wgXuIcGdRRT1ZGWrVVLbygwnlQV0czECEtVgqCysSWSxpUMN8waP6YRChSlR6tHS9Bp791RhU58Re2QyLTBCOown9OYQRKPPLFJFLo0Rp8i8CbkH1NDAOY9pojlyMyzAGr8bxylvA5LR7OBxCmIByBClRJVG4cxywJvZqMYHaAVQaryNAXwBZmOL4TtdezmkvyG6p+hA53O3c2KenlcWSDtf67TFP4aeYGGZgeAbDqxjeQfv8E+7NYIU1SSPCSIRvIBzA8CMMcz3mQaLNnnBn3P7xsSQKSrkKX4nWe6+nOM/Lcs7agVkKg3B1TtOEtV79dS4uy7Vi+KsUc71EoX730nZmJY6bduZ52at6ruFWI8bPb+MbgnefoKT5MF6r+GEuQpEqv588yI+yXcdiseSJmxDpJmapTmNPd65JHgVEom4vUsaDpukBqTWew82RyZw/fxiRyUA3qnN5X/4t4SyPZDVLReH3P43qcURGQGZ/2/JBfLpItQT28WVEBJ9WDf5Ec8vgw4pEFks/aDDox8iKcsdRAp6SVaHSNZWvclYh4kN1G03+gjyovkTwsgZ5qKzVRL00+fdTVTXW7W9DNbCBcGQHLS3DgS197OJclLMIN8Ts79IjnERo6LdfUqHY/m41sAMRH9BMoLZoZfeFRyeBHgaZ5HEsCroInFkxu4n8d+uvD9FnKF1lomXg4vbfeRFlOXA9DinEzSLg9kR6FaEZ4c7Y75jMvfd7cdgU62mUmD3rInwB4fuYHKzhCo3hc0k9kIRbU4hSyaK88AUM15QqXMvgJFZd84eJ4yL8U4G2uMm8xs2FWEjVs3ou0f43Y8zrXI/wzWzmCIxXh4dy2G6Ux2JtOaxjsVjypaZmEartiIzg/PkttGiFtH5wjoF83r1H0FT3B3+SNNIcWYrq3piwcIyent7+Sh1FDNZSDFyreNdWXeTrxRYxJRQ6iVxwIhm0CEwxS4KDv2WFZVBhRSKLpR80KisSLZQGG6pExKel6xkS7pwEMg3VKI7YXiXZ4LATTWj2WAnVRL3cekUHTbXTER5A9SzCTPyH/xVhXNx5igK3IlneRGQqKOXL0MseR2QUcArHmVeSPQuCWRirIPK4sNfTILeAU7ALcvMao1STbb0UWm0fIktKlK8gff45/A8cbsYhVNJeN67Q8Y8e1Tm54drjXY/yWKyvUDKuDd13C7Kfy9Yc5gQKsO/X0p9isSSjrzAiZhf3XGIVjcJb/fXvSeAlFSZLPQLcHusBFI9hWtL+yr8qnFHYqnBv7xq9H6osVDjTd45I8jpJFm7Kt/quA9yuykaFMyrx62F4KOm9K3vUYdyFOODexDiQ7K0eJbFS0Y09ku06FoulALgP4mcBEUQmuz18KgWJuvcIMhb0DY8T7gV1beN2vzeccOdeYEUsoW4z5z6cwG1XHYudO6ifnQxaArXNqB4C/ESjuSQlZIVU6aOa6np5MCGyToPBChGELZb0WJHIYklBzEO0Mh6+FxVdKaFQKTN+XFsekSeY4T9Rwn0HB0LIY7Qyqol6meF/ApiAc/5nfOKJWo8zvoPDC6UOKyOaI3cAc1CNono3t14xALLhtBrMDpA1bnPZpOMHXHs5aS3Yji0MQz36EMFpsX2ILAODryVV1CjfQ2mKE7GU72W8osPbOCzE4XdQmlB2e5w1u981lO/F7d/fv0z7NsXzRznMSSTRrs5i6Y/t2o5qO0oVv4zZxV3rcd7qTBZT2Cr1THI+49qmST07BFYlnehhZ+c0cK9Tz1VOPXc69WzsXaPP8cdQns3sbcXt9Ym4l/XsuLDXZ5Ls3eIqqFTZ4zQw3fk0P70QRz0bJeEeROBKL+s7i8UygAjUnkS11352CbsiFVZlICdBrgf9ZcL4x0DX8dyZiRhzGJEp9NrLNfnnJvRXShSJTmMZKLjVRKrz2RVJrkQtIBIKdSO6uJh7VAICozVafAs/i6VQWJHIYkmBOrJGhEGt+qtyQnyUzkrrua67EKkHIjjOypLtO5gQmlNUE91fpoi8CdQe4YvXPsbH3oofN1W/RChd/6tscC+GN8ZerSZQ21rGaDLEjAFtA5npfVzXgzSCFPQGTS9nnRBfIaYQFcPdcoO9GbQMCOJ7kyhtOHwVJ8kSLjcvfYddOMxIEpkSM/uVNxNmfrFodm6GGTnZ6SUiXIfhcwWIyGIBXOHHqb/w97dfnHruTBzzqkAS+O0cw/kg3QmJlUsCs007vzBthGJWep6Y17g5qQ+ReIrJnu9Jld9NF5vFYqlwArXNwHpEfBjdwrMd+f9dLigSBUn6PQtyFweHtgIjUT2B6udj9nJ9UB/JItGg7j0zqAjUtqK6H5FhKEuKvZ3zSOhphTT9sAYDskSDweHljsJiyQQrElksHuiS4GQve4lBh+gCCYVKk/HfosMQE4y9emxgVGhUKN7VREswBXj4V0ic95MbnL++sZZdkRSCRhlpUR9Gt+I+ED6A3+/1Oa4wtAk4CDLa41g36GxwFrg3e4XDvModiRnOAKKslM+yv5B7WSxFJNGGaTSG4IVXhhkYdiHJD6TjMFyDohh2YQjGiSfu/6fzdY+3yXJFnH/EsCBOLHL7J83F8F0Mb2B4J826XtyeNKJcm7ZiSfmBx1r/K4f9LZY4FM6o8i0v4aeYmNe42bTxPW2n1bTzi95KJ21HvfrsJeJVuSRwrQh/IYYjpo3nvap+RBMEInfe9/ru3/fDY+vKus6zWCy5cbE/0XCqfFsrpz9RL9IK+nTS8OMfreKg70ecPzeeQO2R5HlMBEkUiaxzyMBiEQCqdxHuHJfm3PwxWpnJowVEBL9GL4k+55ZBgBWJLJYENBj0qUguFi4DCoX9ziOhPSXbMBKZj8goVE9TUzPoGxUWFe9qIj/kZD1UTOIvLM9/LMp/fGkYsJXmzi1sfze3DP1i0NW16kKVm+rdMd/wCkaXA2EQj8+hngAmgLOt0Lua1xiFJGd7K+ynm0cKvZ/FUkQSxZnLEZajsX9CM8KtGawzKTb/VoTlCAf6rHEgaY1k//W/QXk/IZbrEP4S4a0+a72F8H2Ee2PHc3lYHC/cKy9m2Adqe9q1LJYMUTisyh5VFkoPn3Qa+oizxd77FUZoO62i7BdhHnBTCuu7fpF6dnj2Deo97iaabTftngJryVD4z6Qx5ffLEYvFYulD3/5EMJFIpAIfIMsCqjS+h9lZgUc/+jlu/635oAlW5+oH9Xgf8g9FDNJSaAK1R1DdhogPkaL/fXa+HTqkyuZi71MB3KPfDBZfdLNY8sSKRBZLAmq4R2BMueMoJqpE6Slh1ka409/nImMxjWLLzvPnvqQRYaZXo+ayoPiA+AoX3wcHgMWoRkHuYuhlR2mO1Jclvr64fuAL3Rc6j0DtyXKG0z9aDeZ5SPVQTZvd/kPOMe/jeex8sQ9RnDAV60N0t+1DZBlg/H2Z9v3LuFcOPwEeK/quhgUewtKPM5rrsCtJ3BJGYphRoOgsg5vbpR7p/XDq+bTTwHSngcdKaU+qrzBCq/ghcFMh1nPq2Sg9fFKVbym85XWOwGzTVpgEHoUzVGX5IE35uUdQmYjfFoul2PTtTyTycMX1J9rVdQfLPricqsQDMsztg6rvuD1RzSb33kR/CTIx/lztAFpLE7ClYDiyzL1fp4lw56Ribyc+XaxKd/ozBy4i+NQZ/InoloGPFYkslj5oMOjHXBKloJudVaGCP0ROicgSXH/iY/j9yaXrluxxOITypMeRx9Ece2gUEmU0QkKGGUdo8q9GZAKqJ4A6VA/SHHm4bDYLe7pHYHQTAKpP0lS7syxxZIQZBXoQxEMI1CjoMnACIEW5yE7Zh0iZbfsQWQYcDj9BWZ72POVFj75BfWnNaD/lfZTlOB4PjB1CKMuTKorSxZUdkzzGshHKvASlZPs6i6VCUYf7JKEXmSrrVZjcV8RSzbxXp9zAaaeBoFPP/6PCZIWtySfxx2mWiRPRUn049VzlfJqfZhobAFU8lxwO15p25mW1jsViKQ69/YmAiulPtP3dasKdW1EeZ1xPFTM+POp9ogx3e6LKHPfeRBLv+wD5TqFtry0lYIb/BPAUQCmqiSQUOg36aLH3KTvKRPPNYPkTZC2WfrAikcXSB+2RJSIM6qZyqkTEp8tKtmG4sw7V+wEwsrjybbwGEMJiNOHhvFCHls66JSXi2YfjXwBo8rdz/tx4YDMiPmAVXV0vlOXG6Pz5TYiMwBUwK9gTWScDbSAeVY4aAaaDUzS7t5R9iGCZNNgMQUtKjscJH241iqc9U4bEW8T1J5QkHzucdI4rzkxE2R1XKeMKOi/GRJ2boU82fmJFjcPbKF9B+QFKW5LQ4449BkzF8ewndzEWuD4mFr2YtI8bU1tsnz+LxZU7yg8ytJrrJdkWjwpISLBYMufTCa9fchpY4HyGHyWMfyyXxZ3P8COnnjsTRSahTx+iHl5OnKeaVkTKmZio9JLHodXmtf5/h2g7s0w7vzBtfKM40VksFqCy+hOFO8cxZOhhRO5ANYrqAp4b9ilgLmiWTiC6DWR5McK0lIAhQ0KongUmEe5sKvZ24mOt6uDsX6VKRGE1Pr3G+XaovdzxWCz9IeUOwGKpFEwwOIqovClChTWOLDCqi2VlaHXJ9muObALmAK00+RtLtu+lguEOJCFzVYkCE3Ao30WIMhESHoYoi3CI70fVHLkD2AD4Ue0A5sWy6opPc+RhYBWqZzGmgduuKl11XVaYhcAqEI/fTXocVyAq2kW1eY1RGA4n2cwp+5wGphZrX4vFYrEMLEwb60R4MGH4dqlnRy7raTutJNjDSb33/au2owlDL0n9xQq6xLUUzqB822lw7R7Na9yM8qcCsxPX7runvsIIqvilwlaU16hif2+Fj3md6zE8lLhG3/mmndc9Kpr2iPD3fT9PsbU+i9KAcDPwilPPnV7vvT+0nVl49xVDlY0ivNC7b8ySb7rAl4l9rlRZ7zRQwUk0FssgINxZh8hh3Puh1QRqF5chhnuAxxEZBpwEZtHk73MvaeqBNSCT0i+mT4PMtVVEA5xw5wpElgJHqKlpKHayr1kanClITtcLlYjCMUS/Iw6bJRSy7RYsAwJbSWSx9BKVVYNdIFLlBL7MbTTyJtw5DlcgAlhUsn0vJRy2oeyPG3O/j7eW2XYusTk7iEc8Tf5tqI4HDiAyHJEw4c4NbH+3uLE3R+rRWHNVkQWVKRDpMNfnW9akEIj2gDQUUyDqpw/RKRHuLta+FovFYrEUEtX4akKBK0VYq+2otqOi7PcSiJKo4vOx+bNFWCuGIxfWMBxJXMOjX9GGxCVFmAZs712nz1rfE2GewLUCv531mwaknh2qbPQ8Jszruy9V/FLgexSob5PFYsmQcvYn2v5uNc2RTYhsjAlEzaiOjxeIAJx2cBqBW0A3gyZYTWsH6FrgOnDutgLRoOAxIAKMIxK5q9ibOY+Eduog6GGlyh5Vneo8snyssyL0pBWILAMJKxJZLIAuCU4SYWa54yg6ootL+keq18NW2Zl8oZmCcOc9NEc28uyvPGy1LCm4DyX+6yqMQllTpngAOpJGNMVDh0DtSWpqGlF9BNUoIvMZMrQtJjIWHleA2hGzumumye/V26nMmJGgL7s+356EwJlerP5DvejlrPHsQwSzpd7ja2yxWCwWSyVSxeYy7RxXve/Us9Gzd1ERcRq4N489k5N+LBZL4UnsTxTurCvsBuoDMw10DqgfgGd/NYahlx0E5lywl2vyBwjURlKvI/vBmQvOx0Hk4ofzW+AsAjle2LgtRWFXZArNkTDNnamfgbnfB729gpbQoh59pwpMjz6grivKgEKVblWeoEevc1Yun+6sDO3r7/w/KcXn0mLJASsSWSyAiqwqdwzFRqHVeSS0s2Qb7n5vNBDzr9WVWcz8BnAPVVVHae58nnDnpMIHN8hwOAEk2xII81GK7iHsidBNoq+wMAmDd7PGRokSqF2GaiO+9/6dq380muu+3cY7X9pV8IqoIUM3AnXAqQtZexWFqcftP+TxudJuIFAKj2/TzjSB+xPHBZZJPQeKvb/FYrFYLIXC+TQ/VWVhuvNU2aNePcx68egr5LkOnFFloVOfXMUT613kWd3TT1xevYUyJrbntzSLvnAxq7nH8tnXYrFkgduf6BAiw4Edhe1PpEGQ54FNoIf58/cfpKrqIDAGOInIBAK1pXMcsZSe3e8NJ9y5kHDnmyh7gSY0Td+5mpr1qJ5GZBSRSFJ/2kLjrAodA54q9j6FQpWTqrpIfPo7zsrlD8iqUL8i6VcPa928NrNuaLX+1z2HTOn7MVssabAikcUCSJVOVdVFqpwsdyzFQoyW1k/cmIdi/9dMoPZIRnN2RaYgMhrVs6hGQaYh0kJz5DDhznvY/d7w4gU8wHFYj5KcsaJsRBlRhogA/spj7HkM8VViyjAM9RgW0nRlkKm/ezUTZsJ/X+Nj5HO38qvPnWBPd2HeQ7hzzoVmrMbM7j9TrhxoE9AC4vF+9QQwAaToPZv0FUagbEoaV/ZJPaXraWaxWCyWgYPwRl8RQuEtlcxFiUQSLeJU2dPPuXsSXicJPU4Dj6nDOIWtfW3gYoLOHlUWOg1MB473ORZnFyc3cBq4PSbyvOQhurykyrdw+EJ/AovTwL3qME6Vb3mtE9v3JVXWqzDZaSCYaq1McRoISg+fVGWhlxim8Fbs8/Atevi47UVksZSYRoliemah2oFIPV1dBXKFMCNBll58LXX8cNg6oBp0j7e9nGXQEO6sI9z5OD097yCyBpHRQCTm4HEjzRHvJE6ARjkLLIu9eohwp7/Y4YpPl6lSYffo8SgcUHSW+PQTzsrQWgmF+o33nld03Lw2s8X06M9F5EERqf7/2bv/4KrO9MDz3+fo2ijVMjrqkGo5AzUwI6Ygg6dgGyY4i2tQBVeggo2ujTt4A2N5IzBuYA3V9rRZ2xEq7GAvdoELHOyGLugyKTtt3PdiMwUzdkqkzI5xpF4xazKwa1IwgYnpNcm9wupEbi7n2T/OEejH0f0h3d96PlUuw3vec84rLKxzz/M+z+NEJkAlI1NxQht/GjNRaXt7hJssV2SDwJJSrydfVDnkvLSteBkTR5NNeHoOkQiq87IOEsUTH4IsB15F9Q1EngLaIMgkUU0hnED5Ma57rNDNEyuOx1SgB2FoME05gcOyoq9HqUO5jOAOG08Bp4EUMAUhc2nBj3q+4p9m/HtWuGlTt9M6mmzCf2lUh2oH0YZtY75WQeizoNtH6T/0McgjIEV5YPa6OC7CkHroClcF7rEyc8YYY4wxxhTI0eTSINMDVKNBKbpx0FrQr0CGVmf4g2/+jD+vLXivGVMifun2HwIrgzLrAGeAt6ivP0QyeTDYPPku0YbRe/J1aoRk8hwiTcX6DO397+2bxZFdhb5PLtQv739EVF+TP+nI6v3Wup97S/1sLRnxblFVT+1f4NyX94UaMw4WJDJmFN7W9jk4sgFoFaFia4aq0icRnSkdHVczz86TePIgfm3jE0QbsgtO+C/wvwBAdQbRhksAxBIuIutRfQoZkl1xCdU3uOOOwyyvK97XVu48ViK8N2Jc2YJD8UsIeKxHRjZpzu0aNcrxvxVS3wLYTX391mBXU/Y6NUJvbxd+f52T1NffXz5BRo2A7gNpG+X4bpBnitUA1utms8CIh3IVljnfDclWM8YYY4wxxuRPLLEDkWfxMz7m3fpsPFZzfnWEs3c8PHRQz4PcU6zPGKZI4sklqP4AkcEb/k4GAZ6Tt0aO9i5E9VNUU9xxx7S071TiiZUg7wFJIpHZhX7/ou3tEb0pnwvMKuR9slqLchXhgNToG9m8U2vv1MiXk3VVEBwatceyoilB7v7RfLENmKZsWLk5M2E91qNpU2WdHR1nnZe2PSkRvbuyS9HpK0UNEB3ra0R1YEfSK2nnDubpU/4v9NiQh+BoQ5IW92Vcdwaqa1EdKAEyHZGd3LixMC/rrhYOR9DQOr47URaVYD1vouMoV6Jcw6u9n9S3Xg1GNtPb+2nQ8yp7frmGuahe42ZqTRkFiOpAj4cHiDQF+iQ4W4r14U0/Yy4wokebKrstQGSMMcYYY0wRuO4LwCnAZTz9iTq1llhiH3/8jw/ToMMOyizI3KvNVJB4cj3wESJL/fL9xBG5lxa3eUiACGBF/WlUuxGJcOPGhrTXbWk4gp+F5JJK/TDt3DyQjo4UWuR2CcMonAF9XCI6w3lx2wuZ3qk91qPuum5v85d36UVU3k4XIAIQJKKqpekfbcwoLJPITFjrurwvEC4hvPaj7zoZX34OKkX3hDC0DFO5UuWSRHS2dHTklnUxHvHkLmAzcJIWtzmrc376izrunHQZcBGWZSwpFk8+C+xA9QKuO7t8XviXCb/M2+cI04eNX0GYh5SgXJjHRmD7iNJzYZQzwMfAXyCcQugDBnZFvR1klPUBz9Divpnxej/rXY6jH/rXzkfJhnzxmoAPgw9ow2gfSBTk42KtRjup1bvoEoaW/1M4I19zrzRTvP+PGGOMMcYYM5G9f20qTk0PIlOA3bS4ub009yt1vIdfSQEOTjrK0doVQydpX5BNdCkvazaldayvkRs3LiJSiydreKj+cNr5sUQbIvtRvYrrTkv7XiWWWIxIJ6r93HHHjGJUc/Ge2/ahCMsLfZ8B6pfFPyboa/JSx6lszvn+Z9p4w9GnBNYjkmPPJv34R/Od+8ewVGMKwoJEZkJq+0znOjWDm7XqGQ95/Z99zeGOLAIOurV9lt4uRVeXaX6pKPqo82LHu0W74eCHEtWRu1VGczS5EWUPqueJNszOOD+WOIfILFS3EG0ofgm1SuAxH/iE4aUSlY8RliEUP7DmB6/agMfgVrAoBZxF+K/4u5NOI4z+wPnB9Sl4Nw8GvasA4qg+TrQhvFfP4A9XqnuJNmzK29czLroI9D0YUkJx4NglkGUg50ceKxyvmz0CG4esBPrxWOD8W84Wcy3GGGOMMcZMeGPtTxRLtCDyNn4v1ms4ssbfiOl9CjKsEoceAeeRPK/clEossQ+R9UCcFjeadm6n1pJMXg4CkY/S4qZ/dxRPdgKLGUvQcgy89vYmUnJOhLFl0mVJlSTCIanR16Wj41I256z/K2+OJ/wAYRXImNpTWMk5U24sSGQmpLXd3nZBnh95RK8Ar31TI4d+Mi9zg3htb3f1Bq2IbBChqQBLHTOFU86L24rbCG8gi0j1NNGGe7M+byDoI2xihbs37dzbWSFJfvXNNL73nb7xLbqKjd4PqANhW7GXk1dHkxvxdCcitcAVVNeMCEr6TTaPI7IEOEN9/b059zIqCG81sD/8YVJPgTwCUtQ+W143ywU+HLEaZZOzgPR/J40xxhhjjDGFkUt/Ir8P6078yh6gehrv5iM8POWKP8GbD3wKMvyl+zyQMwVYvSm2D67PwvPOBeXmZmbsZzXw/ZXNO5yBdzGq/cDdo27UzCPv+W07pUBlEVW5gKOvi8Mh6ejI6r3SE1262EOfEpG8lIpT1bX7Fzhh7QKMKTrrSWQmJFFWjXJkKsiuSSm9uK7L2/n9zzRkl/+g2R0dSedPOnY7L22bqegDShn17PD0maLeL5ZwgYG+Ktn3IoonlyAyC0jyzTeHMs4XL+hdxAELEGXg9wM6NGJceQ6vMkomjsoPJt4LnAWmAh8RS+wYUq+7t/fpIEDUx82ba8ojQKTPgrw9SoDoXZD7ix0g0s9oRDk4Ylw5ZgEiY4wxxhhjSmhkf6LwrIX3r00lmfyUgQAR7MZ177sdIAJwuiGsf62253XNpnQenHwe9BgiEUTS9xryvYVqCpGFxJPz0858qP4YcCbYqLk57dw8kRp9STVNpZExUPhY0Qecl7bNdLZ37M0UIGrv1MgTXd7KtV1elwqd+QoQAYjwB/m6ljHjZZlEZsIZWWouHe1HeddRXnvz3zpZlVsqh1J0qhx2Xtq2pqg3jSW2IdIOnKHFnZf1efFkDGghm5TlWGIuIj2opvBuzhj6wGtC+SXePkGYO2z8GsIChEulWVie+CnyOxHxy6SpngYexXEa8bxPEImgupZoQ4l352gEdBfIxlEmdIBsK+aKBnhdHBcZGjRUuCpwj8wvQf8qY4wxxhhjzG1DS2i/SbThySHHjyaX4unbQdmwZFCOe5TSdNoIejFk05plE1WLeHIJ8BGQpL7+7oybJW+/kzlAi7s2/dzESpD3sr52HnjPt7cJsn8811ClHziEp284Ozqyerf3WKfW3lmnbQJPIVKgykHaH6mV3/jTOWIboE3JWSaRmXCkRh/OYXYtIq2eI5+v6/I+fKJLF2c8Y0fHeeelbZskotPU0y2qXBjHcnOmSj8R3VrMexJLuIg8FSygI4fzpqPq95YR3sg4X/hB8KsjFiDKktAHPILSN2x8CkoMLd+eWllpln6iDZtQjaJ6DZGFiHyO6ntBgOjdMggQ1QX9h0ICRJoCXVOyAFE3m4cHiAJrLUBkjDHGGGNMGXh4yhUc8TeBiqwnnvQro3RqhFhiG8rxIEB0BmFB+t5FchV4c+S4Ppf/hZuSaHE/xu/363K9ty3TdAjexaiu5oPrU9LOrHfjqF4AXJLJ9eNdajakhkPqfz05U+UqqlslotOcl7Y9mU2A6PufaePaLt12Z51eFpE9hQsQAUht6hvNW2aSMeNhmURmwlnb5Z0Tv7zZmKhqtwOvNPZJvKNZUtmc4z3fvhxkg1CEEl+qHfJSx7aC32ewePJ5YDtwlhb3nhzO83sYocdoaXgg7dxjfY3cuHEZkQiwgBa3ezxLnnCUFiAWMh7HIX1Dy0rh77A7GJSYA7gU1O0ueK3k0WljECBaFHIsCfIAyKnirwv0M+ZqDZ8KDNlFqLDXmc+mUqzJGGOMMcYYM4rb/Yn68LxliLQP+uxzgPr6Td7y+tUAACAASURBVNlldoRlE2kKmAGObcasBrFEKyIHUb1AtGFmxvnxZA8wF9VniDa8muW1r+K6M4qRTaTPtS9C5JOs58Np0NelhiPS0ZHVe7s/+rnXVKM8BbSFl4cvDFWN71/gVMc7GVPRLEhkJhT/f/ryRV4upnoB4Y1vvpY3f5LlD8VCl6JT5YpEdKZ0dBSv94pf7usiIo1BWvuhrM776S/quHPSZcBFWMYKN30/p3hyJ37DwlO0uPeNd9kTkscOhGdDjnQgbCv2cgomnnwW1XZE7ittMNFrAj6EsKC0XgVpBjlf9GUB2kmt3kWXwJwh43BWvmaBNFMG/ZuMMcYYY4wxt3RqhN7eTuD2BjTVfuDJrD+H3+LtAhnWV0ZfBae4vY1NYQx9TxNNn10GxBJtiOwHLlFfP5N0G6LH+g5onLzntr0jMlp/cVAlBRxB9XXnTzpOZ3vdtm5voSg/RFguSCTzGflmJedMebByc2ZCqfFG/4GSM5EmkF2T6vTLtV267fufaWPGUwpdik50a1EDRADJ5Prg4eACrns46/MmTWoFXFQvZAwQdWotqq3+b/T1Ma91ohNeQDkWcqSdfP7dKLUW92Xg7hIHiBYCn4wSIDoPMq9UASIAvYudIQGifrnJGgsQGWOMMcYYU4aaJcXN1KOoDpSFvgTcO8aX9G8E2UODtY5jdaac+BuZ3wK41RogHdc9jOpVYDqJ6+kr4PjXfiX43XN0alECKxLRrUFvoSFUuabwclBS7tFsA0TrurVlbbfX6SCfikhLaQJEYCXnTLmwTCIzoazr9npA5hbm6tqvcMgTXvvxd52sgz/5KkWn0O28uG3BeK6Rs/HsIIklziEyC9UtRBt2Z5g7sKvlCvX1M9LuajHpKXUonyJDAwQofQj3IWOr9WsG85YD74CEZAvqKZBlULpdQl43ywU+HD6usMWZT/q/i8YYY4wxxpjS+lnvchz9o+Az+DhKa3vvgawcOqb3gpN1FoYpY37J/ouI1AZl2NN/1o8ltiPyPKoniDYsSzvXfxd0GZEpWWUq5Yn3/LbtAs+DXwUD0TfE4VC2m6Uf69TaO+t0NfCD8bShyDcrOWfKgQWJzISR11JzGahqXIVXDszP/uFqUCm61SK4Y7jpffJSR3F7mxxNbkTZQzYpyUPPW4pyHOhDdVrGB9uB+riwNcgSMePh0QR8ijC0KaVyBWEBwtXSLKwaeOuBPYTuQtIjIGug8DWbR6Of0agOn8uw//aqnHAWkP6DgDHGGGOMMaaKeKtA3hk6pi+A82Jp1mPyLp48CLSi+i7RhkfTzh0cVHKc2Tw4OX3li1hiGyLtwBla3Hn5W/TotL29VlOyX9CfyEsdH2d73mM96k5K6UYVNgiSsQpQsalq36/65DeybWVhTCFYkMhMGOu6vOcR2V7Me6rqKRF57UfzJetdFdreXqcerahsEMhqZ4Mq7zovbUv/Az/fOjVCMnkOkaassoEGiydjQAuqe4k2bEo792f/sAjH+QTVfmpqpvHg5Gtp55vsKItRPkKIDBs/jXA/gtXDzZm3GWRX+DHdC7IFSpsF53VxXGRo1qIq18TjHvltCw4aY4wxxhgzcWgj8OWwsZPgNJdiNaYAYom5iPSgmsKR2axw01e9iSfeBlmd1buaWMJF5CLZ9pkugSd6dLqX0qeANpGwSh9lJZrLu0Nj8s16EpmJQ3i46LcUWQTE1nV5X6zt8toe69TajOd0dPQ52zv2Oi9um62qyzS8h8wtqvRLRLfmbdHZSiZXBwGiq7jum1mfF0tMR3U5ADU1b2ScL45fP1fksAWI8kg4CTwZMr4Q5WDR11PxvJ2jB4jYCs6mMggQbRweIAJAeNwCRMYYY4wxxkw0chV0eAmyRSVZiikMv8TcSUQiKBsynyB+D2iRVmKJ9BVu/IowhwBQfji+heZX22c6d1239453U78Qkc0VECBCVYv+ztKYwSxIZCaEttPe1ML1IsqCSJOI7L/zLr24rst7/rEezaqcnPNSxwnnpW0PaI3OVNitysiybMKr0tFxKd9LTstvTPhc8LtXyC0l9glEIqDHMqYvv39tKgQN/FQzB5RMbhwOoIwM8Akr8dhRghVVII2Atwfk6ZBjKeBxkJKXSNQepsPI/6YKe5356QPRxhhjjDHGmKo1rES+RMCbWpqlmIJQfT34VVvGwE+L243qaaAOaMt47UjkFVT7gcUc7V043qWO17qfe0vXdXsfOTX0gKyS0DLwZaslm43lxhSKBYnMhOBEWJl5VuEJ0ojI9kk39cu1Xd6uJ3p0ejbnOR0dF5wXt22RiE5T0U0K5wFUuSo1+kpBFx2mt3flmLKI/B94/oOGSOagj1OzwQ8ocSpjk0UzNsImlJFp4cKzeFk8FE5oGgF9B2RjyLE+kEdADhV9WSH0JgdFGLJ7SpXz8jXPlGpNxhhjjDHGmFKTX4QM5t4j2ZSvaEMc1fP4gZ/WjPPlVjbRhmCD8OiW113lVjaRliSbqL1TI23d2rqu2+tB5TjIklKsY7xEpG7SXSGVP4wpEgsSmQlBtfil5tKTWhHZ7N3UL9Z1e++0faZZZTkNL0UH+rh0dJSid8zAD/+3csoiSiZXITIF1fMZ69UODihxa+eLyTchhfAIytmQo/tQKvIBq/C0DvRDkJAAtPaBLIPyqCfsdbFRYPHgMYUUwuPSjDXGNMYYY4wxZsLSkJLuMqX46zAF5m8uFnkqY+Cnvv4IqleB6SSTyzNe2ZHXUE0BLcQSRa3gs67LW//lXXrRgYMlrR6UJ1ZyzpSSBYlM1Ws77U0NegOVHT/1VVY5NfSs7fY61/3cy3rXgF+KrqP4jQFjiRZgLpAEdud4tl8D18kii2ggoARXqHfL4mV71RL6gGXosL40QgQlhjKrNAsrV1oHehwk5O+rXgXuBTlV9GWF8H5OEyFl5lB2O/OHl5YwxhhjjDHGTCwSsulUrdxcPiiz8NiIx9N4rMJjIR6l+bN13XezDvw0S+pW5ReRpzJee4V7AeHdrOfnkcLvgVTN96vA8vZMQTxjCsSCRKbqlUupuUwEWYzK8XXdXk9bt7aW7Q8GkXbAr2vrNyrMztHehYjMB/r45ptDWZwx0FTxLZollesyTY4crgAPoAz9kCDUoRxHaSzNwsqNNoJ2QVjgWS+ANIMTlpVVdNpJBI+3R5SZgzPSxwulWpcxxhhjjDGmXOi/HDkmV0eOmYw8pqK04nEQjy+Bcwh7EHYivIPwKcJlFMXjc5RtRQsaNUv/oDJyP8g4PxI5cKvXUDbZQcpr/r91NUeTTeNaaw7E4f1i3asoRNy/+9bQKiDGFIsFiUzVK79Sc5nIXAcO/t1denldt7f5sR4tn3rAR5NLGWsWkXp+0Ef1EN/7TvoSefHkfETmo5oiEjkwtsWanDl0I6xBGRqUE6YHgaK6Uc6cILQRtBMkJLNKz4PcB3K++OsKp3exWYQhzUMVUnLTyswZY4wxxhhjAJgTMmb9gLPl0YTHZjw+QbgMHERoRTJsshTmAO0Il/E4jscqlMJuFHacgcDPIuLJ+WnnLq+7inDEX6tsSDsXCHpIxxGJoGSenyeRSRIHra7PtqJ/UOolmInJgkSmqpVzqblMBGkE2TUppRfXdXk7v/+Zlj6TQ2/1IjqUUxbRsb5GNMjoqqnJXGrudhbRkaARoikWIQ5sDRmfG5SeK88Mt4JLGyA6BbKgnHbcaTezgO3Dx0V5SX7bPvQZY4wxxhhjAIaXFterICF9iswtfmDoeTx6EL5A2IUw9vdOwlKEd1C68EKDdvnx4ORriBwGQDVzNhFB5pHqao71ZX4f5XkD2UTrs5qfB386R/qAsij1nkctZVtZyFQ1CxKZqiY1ZN3jp2yJuIg8faNGL6/r8g5+/6yWJpsjllgMLEa1n0jklZzOTaVaEalF9WMenJw+0+KD61NQXQWAajYBJZNvDq+i7B0xLixBOViCFZVY2gDRMZBl4bW8S0M7iahyUKB2yDicoY8XS7UuY4wxxhhjTDnRKSGfcWxDWRhlStBf6JMgMLQdIXMZtlz41+vC4+mCbc68efP14Fcref9a+lJ3LW43qqcRqSWVast47Ye+fQo4iUgtN24ULZtIlT8v1r2KQUSmWMk5UwoWJDJVTYSqSdMUJKKw/De+KlGZqIFeRCJv5pTd4++AGHhAyBz0uXnTDyjB2eAhw5SCsAUN0suHjq/GY0cJVlQiOitNgOgISLScAkSQscyc9fcyxhhjjDHGALo+ZNCCRAOUWjxW4fEhypdBf6HsMoaUJEoc5UmgGWUNsBXlTZSPRz1PqEXYifJRQcq9P/zrZ1H9GJEINZGnMs6XW9lEG8gmu0V4JThvI7FEUVoniEhc0er6nGsl50wJWJDIVK113TpFqbroe7yjWYr/w8+vVzu2LKLeZAswFbiE6x7LOP92vVvLIiolIYXwOBqSui08i8fGEqyqyDIGiB6FEvx9TEM/Yy6MDOJZmTljjDHGGGPMbVoLob1j/qzYKyk7HvPx2IfyFcI7CMuRLDJ7lDMoL6Dci0MDDlEc3kQ4icNhhJdxeBKH+4EZKC+jhG/AFRYXrC+wOgPZRG389Bfpr19ffwTVq4g00tu7MuO1V7gn8AONLiJhQci8+9F8uSZwshj3KhpheamXYCYeCxKZqqWqLYJUVx1PlVKl0T4BgMi7ufcIkoHdKW+RKcD1s97lwHQgya++OZzrIk2eCX0Ij6CElQjchUfmh8SKdStAFFJLuUwDRJ1EtIaDwtAPMKqctjJzxhhjjDHGmEFWjfysox+Dc7Y0yykxxQ3KyXUhdCGsR7II0NwODM3EYR4OL+JwOuN5wiUctiJMAzrQkIoPwqKCBIoeqj+G6gXA5Y4705eRa5YUIv4GXtXMmUf+vI5b8zu1NsPsvKi6knNI47purcj+6qZyWZDIVK1qKjUHoKrXfvOXJdgd4fcIWh38LrfsHj8DaRGq/TjOgYzzxRvYyXSI732nrEp4TVjCVYToiB1O/k6qg+g4GnSWlNaBTgedC7oYvFWgreA9D7otTYDocDkGiACo43lhaF1shX4RKzNnjDHGGGOMGaC1oD8IOfB6yFh181iIx8FB5eTmZzxHOYvyAjBjUGDowpju71fw2IawAA2p/OAHimJ571HkyMB/68y9gyKRA6j2I7IweMeTXrQhjuoFRBq53pu5l1EeVGPJOVV9uNRrMBOLBYlMVbJSc3nkeW2I1KJ6mha3O7eTg50mIod5cPK1tFOPJpsQWerPt1JzZUU4D0RR+oaN16F8iBJSjq1UvKngzQdvOXhtfsDHOwjecfB6wPsSVIGvgYtAD9AJ8g5wEGQ70D5KgGg3OGvKMUCknzFXhedCDr0g80MzwYwxxhhjjDETku4DmTNs7AI4mcvDV4PbWUOfI3yK0IqQPuNFuYLyKjAPh3tweBHhUt7WJJxBuG+Ucu9LgKfzdi+Ab745BCQRaSKWaEk7d3ndVWSgX3GW2UTwEgCePpVVL6Nx+tF8uYZmkcFVQUSquXKLKUcWJDJVyUrN5Yn/w3yg1Fxuu4qO9TWiwQ811cxBH721gyXOCndsu3BM4TicRlgzIg1ecIOmmiFBlUJR1w8EaSt4O8CLgXcOvBsgl0G6QD4E2Y8f8GkFWQoyNzz4k9U9d4OzJY9fRN6kKzMnX7O7VOsyxhhjjDHGlBtvs//5aITXir2SohuZNTQn7XylH+UQcD8O03B4Bilgn1e/3Puy0ECRsh0viyynbPmVWwaqvWTOJtLg+0NZyQfXp2Sc77qHgSuINJFMrs44Pw9EeL8Y9ykemWol50wxWZDIVKvfL/UC8klV+371y5AHhUJLJv0eQapXqa+P53TujRsbbmUgRRvSP0j5zRJbg99ZFlG5EuLAyECJMDUIFOW/qSbeVNAW8HaC95GfCUTCDwRxEORZkBaQWRQsMFy+ASIArWOHlZkzxhhjjDHGpOdtBtk1clxPgGQuD1+JlDo81ge9hrLNGupGeRLhbhweR/i4SKsdHCg6O2w8AryT18/cA5t5RZbwwfX01UH8dzqnEKnF8zKXkGuWFKqvBdfPNvtoXLzUQLZT9bCSc6aYLEhkqs73z2qdCEtLvY48i/+kWfpLcN+BHSUHyOX+fnNC/8EhmwykSZNaARc4S4tbvAcwkzuHvSgvjxgX5gSl58YRqNE60EXgPQ3ee+Bd9jODiIE8DbJk7JlAY15TWQeIvG4WImwOOWRl5owxxhhjjDGBUQNEV0DKsqT2uHg04bEL5TLCvoy9hpRrKHtR7sFhAQ5vIiSLtNqh/EDRGpT+YeNNaGiJ8bGJNlwC9UsM3ryZOZsIvd3HKJsScq77JqpXgbkcTRb8Hd2Bhc4VVS3+5urCSl8K0Jg8siCRqTqpb7QFJP3OkAojIsVPm33/7+cgsgTVFHfckVt2T+L6SkQagwykzLs5NChpZ1lElcFhK8rhEePCYpS3c7uYzgqCQh+BfgV8ArITZCXI1PwsGEBToJdAT4IeBj0E+iLQAboWeBy4H2gGnQnMAO4o5wCRdlKLhpSZg5NWZs4YY4wxxhjj854fJUDUB0RB0vcPriQey/E4jvAFwmYEN+185TTKowjTcNiEMyyDp1T8snZhn0WfzmtPYM95y7+frA4qvIyu3o0DV4Cp9CYzBy/8jcaHAFDNIgg1ftVWck5Eprd9pnMzzzRm/KqrZ4sxgHo8LFLqVeSPqvb9qk9OFP3GjjMQuDnC8rqrOZ0r3gYQgLdozrAjKZ5cAgO1gLV6Hk6rnfA4SmPQRHPw+Co8ruDwTPiJWgssBf09/99MD75XxkmTwHngAv6D6/8AuRLsjLsCTm7fwxVA7+I5YegHBFX6JGJl5owxxhhjjDFaB7ofZFXIsT6QZSDdxV9XnikuSiuwAaEpi/l9wGHgjbIJCoVxeBOPFQyulCNEUPbgb3Acu06NkEwuR/QHwYjLnZNWA2+Oek6zpIgn3wB2gDwFWZR3826+gVPzNLCUWGK6n71UOF6KI06EkIBo5ZIafRgK2AvLmEAVvUo3xi81l+rXr6opk0hVD+9f4Kwp6k1jCReRy0AdnncfD307+5TdeHI+0BVkIE3LGGCKJbYh0n7r96rnEXmd+vpDOZW4M8Wn1KF8GtrwU9mCMzibRReD/iGwCmQcdZR1IBB0HvgbkLP+r6to91sWvL9iDg49I7KIlE3OAvaWal3GGGOMMcaYcuBNBT4ECclCuBUgquzSXB5NwFNAK5JFrx6/z89bCIcQ+gq9vLzwv8bPR/RRUh7A4VjO14slXKA16BM03b+W9iNyGOEVVrgX0p7/wfUp3Lx5Oeg/PS9j/2mAeDIGtKD6MtGGrTmvOUfrurxPEVlY6PsUjeqFHy1wZpZ6Gab6Wbk5U1Ws1FzetAJ1wJmcAkQA6EBTwuwykKIN2xBmAruBJCKzgH0kk5eJJXbw/rU8lhy7tcY68JaCtwO8T8HrAu+gX/ZMp+f/flXKr5V8P8qVkKM7+S8LN4K3HbyLQCdIW24BIr0GGgd9AX+n1F3gzAbnAXCeAedN/4PNxAoQaScRhP1hZeYsQGSMMcYYY8xE5y0Euqo2QKQswSMWlJTbmDZApKRQjgD34XAPDnsrJkAE4HABeDXkyM6c+gHHEtOJJ3chchGRXcB0VK+i2sEdd8ygxV2bMUAE8ODka4j4peeFH2SYTTDvreBXbUH/6kL7j0W4R/GINFnJOVMMlklkqsq6bu+d8FTqSqX933wtDT8pdkZNLPEFIk2oriXacCDr8wbvKhG5lxX1p3O6709/UcekSa14uiEIFoFqCiSOeq/nHrAKo62gO0AaRzmeBDaBM7LnjgmnzAoyiobWe+6vhfs/glOLsr3QJeAE8JdANziZH1InIK+LjSLsGTym0C8wT+ZzvlTrMsYYY4wxxpSatx7YAxISQNBLwAPglG+JtdEotcAqlKcQMr8wV64BB/BLyoVtaqwcSi3KRYTGYeNP4qQpDwdwtHchnv4AtAW59T1xBtXXcd13x1S9JZaYi0gPqv3ccceMrDYHxxLnEJmFJ2t4qL6g71r+6OdeU43KF4W8R7Ep+uL++c4LpV6HqW4WJDJV47FOrb2zTr8SGU8pq/KiqvH9C5xoUW96NLkU5TiQpL7+7pweGuLJZ4EdwBla3HnjX4duAFk+aPQMqm/guodzf5jRRaC7QOZnOf8AOGtzu8cEdr3u3/GtX/4FjtYMGU+6cO+ncD6st6b2A6eA/wRyDMQCHBloD9M1xecybLecKi84C3ixVOsyxhhjjDHGlFK6/kMAehLkUZDK6tWqTEFZj99vaJSNnkPmnwHeQDiMUD3l6/2eSweHjV1FmI2QHDLeqRF6e1ei+tTQsmt6DOR1WtyPx72eePITYBHwAi1u5s+hscRmRHaheppow73jvn8G67q9nvBMusqkquf3L3Bml3odprpZuTlTNSbdxdJqChABiEPxS82pbgh+dSCnQEynRoANwTXeGPc6VrgnaGl4AMeZjepeVPuBuYjsz60UnUZAt4F2Zh8gAr80mrd6rMufODQC3nomXz/MH/y0ZsRhNwkf3Q+NA59FtB/0CBAF+Q1w7gfnVQsQZUdT7BkRIIKz0sfLpVqTMcYYY4wxppR0LmhPmgDRAZD7KypA5DEHj/0olxG2pw0QDS0pNw+HA1UVIPIdRodVjRAaUX546/exhEss8TS9vReBdxBZiGo/qm/iOLNpaXggLwEiAPR1/1+6IXgXlMmhoPfRwqCPdWFpCd6lFZCIzPqjn3tNpV6HqW4WJDJVQ1UfLvUa8kv7I5MkXtRbHk02gSxHNZVzoCeZXA5MRfUarpu/9OEHJ58n2rAJuBvVZ4AriExB5FmcmovEku/xs38YpZ6ZNoIeB9rD0+3Br8ms3UFWy3B7goafJpS3NPgwsg9kKkdWwpZdI6dNvQL/5+/0Me1v1weBoUdA4iCVUwu6DHh/xSoRBmfWoZAC1kozqRItyxhjjDHGGFMy2gr6CUjIC2RNgW7xK2RIZXxe8FiKx3GEzxHaEEbvYaMkUXYjzMThEYTK7bOUiZACngk5spn/d+u/C/oNXUZkJ/57mavAVuBuog1P8uDk/G7KrHfj+O9mGuntXZlxfrQhCRwKfvdEXtcS4qbDu4W+R7HVeFRRaw1TjixIZKrCY37zu5ZSryOfVDnxp3OK/BJdg0wgkWNEGy7lePbAuYfGVNc2k2hDkmjDq9TXzwB9BDiFSARhJY7zCfFkD7HEoEaIujgIYCwJv6Ce53Y2ywKQe0GH9cARF9iX96+l4uks8I6DHAeZM+TQ7s3+P8P9i4t1/Pd/vgotcn+tKqE9uAzrQxR405lPbr2/jDHGGGOMMRVO68B7GzgIYRVV9ApIMzi7i760XCm1eKzH43OE4whLM8y/gLIFYRoOWxAuFWehOfDL5GWTYZM9h2MoJ4aMCbUk/9VfAJuBOuAMnqzBdafR4r4cBGfyr1lSgL+xWPUHWZ0j8uNg/mpiCTfD7HH58XedC6BnCnmPohOqbGO8KTcWJDJVwUrN5YEfXGn1b85bOZ37/t/PQWTJmDKQctUsKVoajtDi3ofqPODAiFJ0f5bcieP9FCQkJV37QDeB3BNkswRBCzkD8oi/22qIpaBTCvo1VQyNgD4L+jnI6A/uz/wff8Nf/9b/NWJcWIwOq6NssqIpdokw5PtQlUtSy9ZSrckYY4wxxhhTCroo+Ew2Snl0PQEyD6S8M2uURjy2ByXl9iHMyTD/JBBFmI3DboTyqkyhtODxNh4Xga+AG3hcxuMTPJ5HyUNg5Nc349XcGDJU80sB4njefbS483io/nAQxCksxzkQlJCbz9HehRnnt7jdqJ5GpBZoK/TyFI4V+h7FJXOt5JwpJAsSmapQbaXmFE0VvdRcb28r4KJ6nhXuiUzTh3AcP114bBlIYxdtOEOLu5aammn4qdSXEJnCucjTeM5vjDxBzwDzwNkbnm4vZ4BhO60kAjpKNtJE4k0F/QjYkaZ0n5+dlbpjFv/6v/3PaEi6v7AaZVshV1pttIvFIkEAdzBhk8wpsw9GxhhjjDHGmALRCHjbg36700OOp4Ct4CwDuVbcteXAowmPfSgXEZ5n2Ga4IZR+lMPAPByaEeJB6bXyobh4vA3EEFYjTL91TJiKsAhhO8pFlG1jChbFEi7x5LMcvXCSrj+7gxv1/njvPRdJ/u5v0eJGeejbxQ0KPjj5GiJ+qwHPeyqrc9QZ2FRc8JJzelOqqi8RWMk5U1gWJDIVr71TI8LQPh2VTuBk0UvNDZSLcyS3TKBYwkWkFcg9AylfHpx8jRb3ZerrZ6IapSn1F9QMmzMj9V9YLveDcyH0Grf9ecjYBN+t4a0CPgdZHH5ck8Oys1II/QgPjGiu6WvHY5Rdb2Yw7aRWGZl9pfCuM7/adkYZY4wxxhhjwnlNQe+h58M37Q2Ul5OXi7+2LClz8XgPOIewPkO/oWsoLyLMwGENQnmWDvPLyvUgWXy+FVygHeUcytysrv/B9VnEEvuAL4EdiDRydekVOv/yjznz4lTcz/8Fvzv7/xnX1zAetyvJrORYX0gll2EaJh9B9RoiTRxNpi8rOE4HflvOoMNbClQ2hRWlXoOpXhYkMhXv777FYkQKWs+02FRDAxWFE08uAeYAfXzzzaEcz24F6saUgZRvzZIi2hCn1V3Cv7n5JI3el8y7cYP/8I+w65e/Q1vvF8STO4klpo9+kdAdV/+sUEsubxoBbwfIO0F/puHHU6B7QWaEZmcJSYRlKFdDLr4fZVFh1l09tI7tMngnGqBKUmBTiZZkjDHGGGOMKSqvDegBGaWkV5mXl/NYikcn0IOwEknTq0c5i7I26Df0AhL6WbJ8KPsY9nktI6ER5RO8NJud48klxBMf4nnnEFmPSC2qp0Efob5+Br83dzvznv8f41z9+EUbzjDQL/rGjQ0Z5/v9qw8AoJp5/jip8G6h71FMIjK/7bQ3tdTrMNXJuNbt/QAAIABJREFUgkSm8on+QamXkE+KpkSKXGpOg1Rf1UN87zu5ZjD55+aagVRoPZE3uVrzm2xNfJvfufEkcBZwgaeBL4gnPhxl50rYbqYJWNJL60BjIM+Ocvw8yAJwNoGM3gzTbyIaRYf9GQq1KO/hTfQsrdHpZ8xF2Dx8XIQtMp/yLR9hjDHGGGOMyQN1wXsbZD+E9WDWftAtZVleTongsQqPHoTjCIszzD+GsgyHe3A4gNBfnIWOg8dyhJUjxpUrKO8G/3SHnivUATE8Nt4a69RaYolW4ske4COQ5X7fZ44gci/RhntpaThSlH5DOdHXg1+0Bb2uM3kr+LqWpt/AO37VWHLOiYR8zxmTBxYkMhWtvVMjQEup15FPAid/NL+ID3jvX5sK6v8Z1tTkFug5mlyKyCzGloFUHN/7Th8t7pu0uPcA9wNxRCL+AxfHiSXOcTS5kZ/+Injo1rBmmb8o4orLgDYGpQxG2dmku4Odatml/DucBh4fMS40Ah/mp4FnddFOIuqwXxi6y07hpMznUImWZYwxxhhjjCkKbzno5yCjlDHTsyD3grM7/HiJKLV4bEY5h/AOkqasmpJCOYRyDw4P4FDayiS52z5iRDkclMh7NPhnATAPZeRGYCGCsIfrTeuJJ58nmbyIyEFgLpDE75c8k6j7CCvqTxf4axm7ejeO6lVEGklczxzAiDZcQjjhv5cpbG+iqiw5p1RVT3ZTPixIZCra332LxSIyepPDClT0UnNOzQZEIqie4MHJYf1jRjeQHjy2DKTia3E/psWNIszEf+BKIjILZQ93TvqSWGIPbmhmWm5/LhVNG4NGqCEP83oVaAZnC0huO7scjgBbR4wLs1BiaJqSAxOQ3sVmEeYPGYN+qQkJthljjDHGGGOqhNaBdxDkQ5BRykrpXr+qQ5ab9opBcVG2oVxG2IWkqRih9KPsBmbg8DgOZ4u30DzxmDMiAKZcQXgSYXgZ9jM4RFHWoozMAqr96k+Z9IvtiDSiegHVLfzqm2m0uFuINlwq5JeRF82SQoLKMuI9ldU5cqsSTbbZR+NR3Eo9BSYii6zknCkECxKZymal5sbH/2Hc5t/cyTWLqOlWpkmuGUiltsK9QIvrP3gJm1A9D9Txj85GbsiwnS/aB/JxSdZZdLcCRLNCjp0H7gM5OebLCy+jQf3hoeOLUfaP+bpVRnuYTtiuNHhB5nGpuKsxxhhjjDHGFIcuDrKHWkc5fg30gaDkd3mUY1Om47EL5UugHWH0Tbx+r9oOhLtx2ILDlaKtM//+MGTsNSRNqXq/jN4jeDX/NGT8jl7h3/yHq6hGcd3ZRBt2V8Qm3MEikQOo9iMyn6O9o/TOGsTvZ30JkSlZZR+Nh8jRgl6/BKzknCkECxKZSldVpeZQThe11Fzi+kr8TKxLNEzOLbVbGcgiyj0DqVx87zt9rHD3Em2YjbCMd+78b/xShs6Z6X3BB1+H1H8uBI2ALgJ9FrzN4C31AzdFuXcd6HujBIhOBqUMxp+mLTyJMjLoJrTi8fy4r18F9Cb7ZVhvLIUz8jXlVUrCGGOMMcYYkwdaB94eoBNk+ihzjoHcA86x4q0rDWUuHm+jfIGwGQnt7Tsw9wLKFoQZCNsQRu9pWzmGlgH0M4SOjDq7U2uJJ9dzNLmdz/7810Ycv/voFFoazpRfv6EsLa+7igRfv5dlNpHqQPbRhoKtC/jRfDkFWskByRGs5JwpBAsSmYq1rlsXVVupORGK21RvIBVY9Y2cHkb8/j2t/rk5ZiCVqxX1Jzk26dsjxh/rn8fNm5eJJw8ST84POTMPvCa/IakmgE+AHSC7QI4DX/ofGLSAgSqNBAGiRSHHjoDcD5KfB3khhRBFQ0r4CdvxJvaOGO/nrBZYMnhMIYWwVppDShMYY4wxxhhjKtit7KGNoxxPAo+D8wDI1WKuLJTHQjxiQA/CaiRN2XDlDMoahNk47EYoj+yn8VJmIQwv93UyNDPqWF8jscR2ksnLwD5gDv/fkiRf3fdfh8wTIrc24lYseT34xUqO9WXe7FpTcyjIPlpYuHctPtU0AbxKJCxc161V9T7UlJ4FiUzFUtWqi5x7qSL+4DrauxCR+aj2Q0gJsHQmTWoFXFQv8FB9eexkGr/NIEMfZOq9L5iTOoVILX5QrItY4lN+1rs6P3Vz1QVvBxA0JJVRAkGyEbQHvAI9OGk7yNKQ8WMgj0KedzMJfQjLgnIDwx3EI3N6ehXSHlyUnSMPsNv5Lt0lWJIxxhhjjDGmILLNHuIekEPFWtWolMV4dCJ8imSo6KKcRFmGwzwcDo/o0VPpdOimvsDQkmaxxFziyYPcuHERkecRmYLqBYRN1NffzZRPlof0J2pD02RklbsWtxvV04hEuHEjc8DrwcnXEHk3+N0ThVyaiBR3Q3aBCRJR1eqqrGRKzoJEpmKJVFfGgaqeOrDQKV4K7EAKsMhhog25ZYl4OvADvzqyiFAXeHbEcK/8MS3ufdy8eQ+qbwJ9iCzE0bdJJi8TS+wglpg+tnt6S0HPgTwLksWDoDQBsWCteeStBAkp86anChIgGiBcAqLosJrNQh0QQ5lekPuWMU3RLjAkUKnKJfk1Okq1JmOMMcYYY0y+ecuDz4JZZA8V8R1B6FJowaMH6ERYnGFuHGUBDs045FbOvrL87ogRCUqq/6x3ObHER4j0AK2I1KL6MZ48QLRhJivcvTRLf5B1FB92DRcdVsau0sitbKK2LDfW+u+UVFcTS+T5Xcdt1VhyToSq6tFuSs+CRKYirevWRSDD03srWlFLzfmpv/6ug4E6sNk6mlyKyCygDziU76WVhr4O1I8cl9MAPPzrZ4k2PInqNIRNqJ5HZAoizwJfEE/GOJoMycQJvVcEvO1+KTnJsd+QTAXdlds56XhNwMGR43oWZBlIYZtlOpwGHh8xLjSiHEcpUi+o0vP+ijkIIz8kOjwpc9I0PzXGGGOMMcZUCHXBOwjy4ejvM8oge0iJoLTi8TkQQ5ibZm4/ygGUmThEcaq8AoISYVh5cFT+Ox8klxBLfIGjHyKyJKjYcgjVeUQb7g+twCKhm24fK8i6i6W+/giqVxFpJHE988ZuP/uoO6je0lbg1cUzT6kcCout5JzJJwsSmYpkpebGKZVqC34InyLacCanczXIIlI9lHMGUlnyngP591lNjTYkWeHuJdowG2EZtx8yWlCOE0ucI5bYPPoOGG0EPR6euQOgKdADoMuAeaDvjpwjrf7Os7zYM7LEnSaBaMEDRAMcjgBbR4wLs1BiwUN49RP2CUO/VlXizneregeeMcYYY4wxE4S3POg91Bp+vAyyh5RaPDainAMOIsxJM7cPZTfCDBzW4nCheAstqalB9Yvb/nZNI8oeRJpQvYbqi9xxxwxa3MfTvm8RTqL89bCxRXgj+h1VjmZJIeIHvwZ6YGc2ECwraMk59eRo5lmVw0rOmXyzIJGpSNVWag7V00UtNQd/FNz49fTThjmabALxAxQ1NRVeak7rwHsb5MUxnb7CPUGLG8W7OQPVl1G9hsgsRHYhcplYYh/v//2gh2qtBe0CCatfTLBjbDY4a8E5AXIGnEdBD4dM/uGY1jyEtyq8DxFrwCnuA77wMhrSF0tYgrKvqGspAa+LNhEWDR5T6JcIW0q1JmOMMcYYY0w+6JSyzx5SXDw2o1xE2IPQlGbuNaADYRoOW5DQPrPVS7hE6tf+5tbvU9+CCxsnAWdRXYvrTiPa8ALL67L9cwnZGMqqfCy1ZCKRA6j2IzKfo72Z+w277rvB+5Sm7Cu05O43f8lJVb1WqOuXgpWcM/lkQSJTcdq6vYXVVmoO+I9Fu9PP/mERMB1IUu+OTHlORxnIIjrBg5PP531tRePNAf0UZPz1fh+ecoVow1ZcdxqerEH1NFCHyHpqaj4nnvyEeGIlEf1fw79vBzJ3nAfCgzPyJOilYYML/Q8bY6UusDNkfDc4uX1P5IvwJBrUcR463oYXUoatSmgPLrBj5AFeknlcKvqCjDHGGGOMMXnirQx6D7WGHy9x9pDiomwLgkO7EEYvh65cRdmCMA1hG0J5VRXRNGvPh06NEEu0EE9+wn8+/y/52/8FvloM//eOHn75r5bR4t5DtOEAzdKf45XDgkR/mIcVl87yuqtIUCnHyyKbqFn6kSBAqrf6X+ddR7OkqLKSc8Ci75/VCVOm3xSWBYlMxRH4/VKvId9uOqEPBoXhOAM1bo/k9ADz01/UAa0AqFPBWUTaCnwKMnrq/O252QdimqWfh+oPE224F1gAHAjqEC8CeY/v/9NLIdfvBpkHkuZBRfqAHw8bi0Ca1P+MtH1kwEqvgLww9muOk5BCiKKEBR8ruy5zGnqTHSIM+T5T5YL08Wqp1mSMMcYYY4wZD50C3nsg74GM8plS45Qqe0hpxGMXypdAO8Io5dIB5QLweJA5tBsh1yBI4fh9k97D4zLwJYricRGPj4LMqNpx3+Onv6gjlthMMnkOkRiwiF9N7qfnTw/wyfv38N3/7X9ihTv2EuEOF1BODRkT5uKlyeaqCDJQtWZl0BM7w3TeAkBZSiwxvWDLUvnzgl27JKQ29Y2VnDP5YUEiU3FEKzz1dgQ98+PvFqm8V6fWMpC67Hk/yencSZNaARfVC6FNF8ue1oK3Dzg4sg/PaLKdN0yL202Lu5aammmoPgNc4rdTLnNS/vE7NcU/v/keyL0gl7JYx9mQweljWhvefAjNzHmmaH2IRiP0AWtCjoR9/RXP+znzCWvO6bBJmsvow5cxxhhjjDEmS9oK+gXIKCXy9RroI+BEi5495NGEx74gc2gzkiaIopwBojjMRDiEkCreQjNQpuBxHL9v0kpkUA8fYTrCEoRdKBfHHCx6/9pU4smd3DnpclBSvgnVq8AL1NRMo8Vdy8O/nq/Pqe+HjFX2e68WtxvV04hEuHFjfcb5K9wLqJ5AJEIBexNVY8k59ai6nu2mNCxIZCpK22c6F5EK31ExjIY+EBRGb28LUOcHer59KuP8wfTWD+oKzCLymoLycpkfTvLpwcnXiDa8Sos7g1/jAV7sO8ber+Gd6xFe73uEWPJzjiY3EkuMvnMLAM3TA7lGgD1BJtLg8RPgFC+bLb2wXUZ/HTJW+Tz2CAz5b6FK3PkuY9+JZowxxhhjjCkBbyp4H+JvShzl850eAZkNzpGiLk2ZhcdB4BzC+gzBoZPA/TjMQ8qwNJcyHeVzhMy9a4TGIFjUgzIrq+sf7V1ILPkeTs1F4GnABc6g+jiuO4MW90UenJzvIEPY98PvjRjxaELZhscXKOVfYkxuZRM9EWxYTu92xZq2rOaPQTWWnBNhqZWcM/lgQSJTUaRGqy5CXtRSc+hAbds/y+m0eHIJMCcon3Yoz4sqMG0BekDmlnQZD9Ufo6XhAaZ5M6nhVSCJyCyUPYhcJpbYx/t/P1oJuekhY2PZdbYaZFjjSO0HNo3hWoUS9vBewf2vwnldtIkw5L+FQr9E2FKqNRljjDHGGGPGwlsPfA6yPPy4Xgmyhx4BKV4WgzIXjxh+cKgVIZJmbhxlAQ7NSEiv2HKh7EvbOymMMAulE4+Focc7NUI8sZJY4lNUP/WzkySCH0y4nxZ3HtGGQ2PoN5Qdhyso3cPWvAiPqXhMRXkWjx6EL4B2wA2qcJS3+vojqF5FpJHE9VEy6wZpmHwCuILIFJLJzEHAMVLhaKGuXRpWcs7khwWJTEWptlJzip4tWqm5D65PQYPdNo4czvHsgeaBh4g2lFeDylFpBLxdQGzMZeMKYYV7gRb3Gerr70Z1LardQB0i66mp+Zx48hPiyVV06uAH+N8NuVKO3zcaAX1u5Li8AkX6HszOvw4Zq6ogkfbgAjtGHuAlmceloi/IGGOMMcYYMwZeE3idIPvSZA8dArmnqNlDymI8PgR6EEZ/eaykUA6h3INDFGdYoKLcKK2hGUTKBZR3UY6go5Qq9wNLH+FxO5AXS7jEEpvp7f0C5D1EFqLaj+pehJm0uFFa3GIFzMICF50Il4EdCIM3vV4qzpLGqVlSiPjZQeI9ldV81eBdlfxh+sljd+Nr+VhVyz/IlgMrOWfywYJEpmJUZam5Yqa53ry5OtgNc4oVbvZBgVhiOqr+g5TnVUipOW9qUF5uc6lXMqpm6SfacIBowwJE7kX13SBTaxHwDsnkZWKJ7Wy6/lsw/EFYL2TXy2jIOSth+N8fvQC8POavoTCGZhIp/Ti5BsTKm95khwhDGtiqckH6eLVUazLGGGOMMcZkSyOgz+JnDy0eZc4l4H5wHgcpzkZLZQkenfjBhVGymvA/YykHgNk4PI5TIT1glfaQsZcRZuPwKA6P4HAP0ByUzRtKqANiXPn9VcSTuxDx+w3B9KDf0FbgbqINm3J6Z5Iffxmy3tHef1XO5+NI5ACq/f8/e/cfJVV95/n/+b7dDZ3Y0re0RzELM5DgBDY4wRVXPKPfLz1jZnCCUqWY4HfIBHcwStQT+Y6eyIx+1dGs5mgGc9RoIhnxG2c1KqnCkCNZ3TSzYY8YOytZmcCOJHQGEjHf1qrWdqaF5r6/f9xq6Kq69bPr3qqufj/O4WDfvlX3Q3cLVff9eb/eiCzme+9cUPZ8z8um3ujy8rH8tXnC7whrqcg54KLPhxTRZ6YOKxKZSUOcEjtgJik9JtHNIwJ/J4bqE1U+7hpE2lF9qY6DGUOkPcDLIIsbvZKKrejeRSJ2JR0dc/FfmB5CZCYitzLY/jpI/j/222q4ypcLD8lXIKSW+drlx821VBeR188SYG3BJxxukF6a7XthjDHGGGOMyeEtAX0VuCfgfRr+PFl9yO8ekmi6UJQ4Hq8BLyIsLXHeCMoDCHNxuHpSbcZTLkDyYtiVfQi3IeTO8BV24NCLclvB8wjtnPLaU3QM3Yg/r7kfuBLXnU3cvTfS5BSlC4/V2UjA/1rFIwdCWlH9Le86jIg/YkGc8t1E/j2n3Yh0AuUj6mokEum9uNCJSNf0kyuY02VMCVYkMpOGiK5o9BrqSnX/pvNkdyTX2vL2QkQWZztVKm9z93ci+De0hW+WPX/r0JKwBgxWTgZBzgV9IDtvZ/JY3nWYuHsv3d1zUU0wIv+V7Z2Ff0/PlR9U98TessKZTHoYopyHVQFlJkL+bqGWKRJpH+0oDwq5WeCqpJxz2N6odRljjDHGGGPK0a5snPmPi8+71X3AheDcABJunJXSjrImWxxK5sWR5Z+bQbk/Wxxaj3A41LWFQfl8wTHhqwUFovEc7uZY5xpUjuUc/9BvYMEd+/C8C0nEziXuPk2vFH+eelI6s0W976C8ifAdhDhCNfdRfhXa+iq1ZXAWyfQ9JNN3lD1X9evZ/4izZXBWBef73UQSXuTcB++xveUi57T1ZribaFmRyEwKf/lTb17xF2KTk0qEN+gdJ/uPq2yramdMJrMakR7gEN1u6XbcZNpF9UWGht4kmX6Q59/N7wiJkBwGZz3IXNB7QSfJHKWsXhklEUux6uQXSUvu535/FP4u831SmcdIZSrtlgroIuKrTddFpAFvbISfNWAlodAu1oqQ8z1TGJF21jdqTcYYY4wxxphyvOWgr/tx5tJe+HkdBb0b5GxwdoW6lLHikLIXeLxscQjuzBaHbp6UxSHw/8z5XSXKMKU2wCbTLqnMLXz/zXv52dfbCj4/5/GZJE6JZtMugDIfj8dQ3sQv6q3Oxt9VTxrYAZbKXEQqk8RpO4DILYh8iWfeKv3nSMR2AzsRacdpu67kuQDesbF7ZUsrKirVoBki5/7oNFj/+3DXwhO//tNcOHVazU8Zt8g5MxFWJDKTQpvHqkavod4ijZoTWe1fVKqLmhMZ+wf84Qp21qwBugAXkevxvL2kMn2k0ivp04AX0lGQw+BsyBaL/qUxa6iVuiC3Fhz+4yNvZFuv1wKvkky/SjK9pngHl7ekMCdbB0EerfeK6yCosNgSnUTaTw9wT+En+IqcPYniAowxxhhjjJkytAe8p0C+DzKnyDm7gLPBuS3UTXiFxaHi85qVQcaKQ8IdCJNr02ShJQGJE88hFHaCbM3MI5l+EHgTuAeRmfzqLwZ4f84/55wnuChrwlpwgEPA/IA/R/U04vePz7zVxdbM9STTe4EXgXh2JMEI4DJ9+pryTzLWTcTasukzl/ccQtWPamxrr+C5a6RUmdBSH6dO8wtCn50N80+G06af+HXeKXDHJ2DV7Oqf1yLnzERZkchMDkJrtU1GGTWXylwEzEJ1kNiMyiOt/KGCi1AdwXE2VfCIsYLS/SjPoToKLAV5lkzmIMn0XWHtAqnAUpDfbdC1a6QPAd0Fhx/58J8A56L6KDCMyGJEHmdo6E1SmfsCOrj+qvC55eGm6yLyfTzgWGsUiZR7JO8NgSr7ZZj7G7UmY4wxxhhjTDG6BvQNkCIbVnUY9AaQC8EJb3ZvdcWhwyjrEWa3SHHIp/xpwTFha87HyfRSUpkkyhuIXI9IJ6q7QK+gu/tMPjxQGFd34h5G+IRhhItRdtbhuQYmvqAKbM3MI5XZyLTpB1EeRGQ+qiOoPsqxY2fhyM0AeFr+6+gn0xxCpIdMZnUFV/+H7O+frXn9ZXR8WLZFPaLg1Glw88f9glAx0xzoPa22QpFFzpmJsCKRaXq1Rs2dOg0Wx8JYUV1E2dbqR82JPFlVzu7YUEHhOS6dMVjy3O8NLUdkHqqH6e6+jYR7BR0ds1G9E/+FwExEbsVpO0Aqk2RrJsLdDdoOelfA8Z83bwyddzeUyN+Nu/0kYutQnY1wA6r7ABe4Cc/bSzL9wrgOriW5D9YM8ECIi5+I3AKXMgqTaJhqEd5PWSySne01nsMN0kszFuuMMcYYY4yZonQ+eH3A4yBFuj50G7AAnIcgpFk2Sice11ZZHJqLwwNIy73HyL1/4L9P3EGfdpJMryGVeQ2RPiCO6iiqTyNyPonY+cRjz9ErozjsQunPeR5hPspFkf0p/ELRp9Aq5kTnUw6VnMNUD2ORcp7uBW4EXFT3o7oeOINEbB2Xn7qHDz7YDGQQmV/2Ho9/L+phYHxiTXFHjzyX7VRaSDIdyuiJbyyUYdVoZwOv/SjEKoyT6z3Nj6SrUvz2hiX5mMnOikSm6dUSNbc45rdoXv1R+LtPwhc/NqFcz/oT2Vr+pDrw23j97F7VyqPmtg3PBI37H8jXS58MiJctKMnD9GY7VJZ3HSYRu4Pu7rmgV6D6EiLtQBzlBZLpN0imb+L5d3uq+jNVbzXIwtxDegzkPJDZoOtBmySbWbvAS4L8TUWnJ2IZVrgPkYgtQLgYSKE6isgykGcZGjrAJ479Nu9RG0CatDhG3veJfaG/AI6Cx8b8Q6qknHOifUFqjDHGGGOMKUbbwbsV9LXCuO7j5xwGvQKcS8A5FM4y6MTjRpQDCI+UKQ7tR1nXwsUhUGaSN9cV7djN1sz1ZDIHEHkcWARkgPvxjs0lEbuSFd2Fs6EkW6TIff6gDqPwCCMIV06gUBTOJspn3uoilbmWVOZ1xkfKodsQLiYRO5NE7IGcGdefOX0Y2AyAck3ZazjOpmzhZ1E2uaY4/7n9zdUioX2PxCGyMRCnToOPnlTdY5afUd35ItL1m5NYWt2jjPFZkcg0PSWgtbiEM7vg83P8Fk2Ak9phwQw4pWmKRHroW4tl4i3GlUi/uxJ/TtCe7LDAyhw9el02Y7afuNtf8twtby9E5CJUR2hvL4yl65VR4rHnSMQ+heMswO9iySAyD5H7OHbsIKnM42wdWlLw2AnTdtCggstmkGH/l/NAdmZRg4tFuij7hiRe08NXuNuJuwngTFTvRXUQmMXfvv8f+NMPPH7n2Lv8wehD4DTjLCJQehDyC4aTPmrO+wmrRMh5AawwwjFuaNSajDHGGGOMMeN5l4LuA7kLpMi8FN0EsgCc2rtASsktDm1EmFni3P3AVQgLcHi0JYtDJxTOrf3FukXAXYjMPN7hcuSD2cTdm7m8p1Tx7unsvKbxVqJ01XPBZQmjEygUDdR1Lc+/O59k+kGmTT8IPIK/cdMvuKnOJR67hBVu8c2NY4U31eUk03NKXuvSGYOIPOk/LptcU9p3s7+HNue6fbqk6hk5tzjm35MM8qnTg4+/8g5c81P/1yvv5H7upPYaYudEQ4voM63NikSmqa3d5c0SkdI7DPL8xZwTBSKAIx48MQBvFI40bAidSGtxtcQb23HxDyXPG8/vPvKjsdQp30XkOH6rsPAcy7tKF1kunbGPuLue7u4zUL0a1X5EOoE1qL5MMv0qyfS4QYbejeC9Ad7L4NUyz2g1SN7OKx0FuT73mIw0tlika0BfLlxr4LnF3ywAJGIDJGIbcN3ZqF6Fo7tYN+Lw2PAM/vZ9f9hkMn0jyfTEB2bWV34XEQj/1IB11I320YlwT/5xUb7qLCGcnYfGGGOMMcaYLO3xN+N5y7Lvue4A7xE/vcF7FbxfgyrIVpCPFXmOfcCF4FwdSiKD0lVFcWgPY8UhYXNLpC6U18+xjnePf3TkVDhwbTuwA9UErruAROyBbOdJaX4xLZV3rBOlto2aE1F7oegXE752n7aTTMdJpl/A8/Yicj1+fP1uVK+mu/sM4u7NJGIDZZ9rhbsfSCHSXlGMnGq2m0vjZWdWu+6245tfh4aWln3uGtQrcu6LH/NTjK7+KKwqMg07aOP6L9+Hvz9w4uO/P1BYKDrz5KqXY5Fzpib2Q2OamtOejUqr0KrZhQPgnhiA/nQdFzVBIhJNO6v/D+5SVEfxjj1Z8ePS767EkZmoHibWXfoFi19oWAOAOIWt28X4kXSbgE2kMouB61BdhchiYDFDQ/dxzb/u4JtcAtIGzAPtA86s+BrHu4gk/xPP+kWhIDICPAD6KOi14ceyaRfog8CagHUWUWxnWx7/a7wZ2JzN8L0GkdWIzAc2onoPqcyTwDfLdotFQVlY8CXw3wRNWtrFTSLMyTkGh2SYexu0JGOMMcYYY1qEzgHGfs0EPR2Y5f83s7K/sve8xr/RqPR9l46CfAXk3uJqEy5JAAAgAElEQVTvHydI6UF5DaH0zXJlN8KdOJHONm6sPu0kk1nNVvkS09+awVl/De0Z5Vd/8SL/esaXSbiVJ6WMJ3wXCubFfh6o/J5JvQijKFeijCCsrvBRAzVf7/l3e/C8tQwNXYeI/zOnOgqSQr2vc9kptSbePAzEgbX06W3HRxAEScR2k0zvQmQJTtt1wIai5/bKKMn008D1oJ8HXqpxfSWJw5aJFAoXx+CT47bgvv1B8HlnfKjw2N53C49t/TWc7Z7Y/D4r4HGliEhPNnIulK+XaV1WJDJNTZXLpdLXcMCivN6In2UqKxCtmu1X9U/ugPeOwk/eCauwpIe+tdiJJmrOaVuVjYx7qUzLdS7xrsu+cN5U8h9331pEOrOxdIWZv5XwCxRXkUyvR3UtfjFjHj9vj+e9mK+gy2Y8jQd0ER0D+UL5x44Vi8LkzQNNFs5LCoEfNbiOZHoDjqxGuQaRhfgvjteSTPcDD+O6T1fwPQ9L0M69SRs3p68wU+HLBZ8QNkhvS8dBGGOMMcYYEwFdDvLgiY+ruHFQ/rl3glwNEu77EeWRkgWiqVgc2jY8k6NHryWTuQYRv6vqg9MzvLrpUTo6vl42vaQc4SU8DuV93Zdm48/zo+jC53eDfQ6PQYQbKzh/oOLnVjpRHsOb9kcM/cFRfvLrmXxwhr+t2u/Q2YR37OGq7hcFibsvkcrsARYyNLQGKB1xL3wNeBa/qHRnyXsQqt/1O50kTp92hnK/QmW7oqOC1HSPfEZH7ZcOKhK9fQR++0FuceiPToMf5U+bLsWPnLMikamKxc2ZplVt1NyZXRAb1755xINvlGnEvfQjfkto72l+5f+jJ/m/X/1R//gfnVbr6ouK7sWdyJ8DoM4TFT8mlVmMyBJUR+noqKQzaGw4YeVdRMUkYhkSsftJxM5EuJj/2Z77j3/3MY9k+o6yLckn/GXAsWf8OUSN5q0CXoukQDReIpZhhfsQcfcsVHtRfRrVEUQWI/I4Q0Nvksrcx9ZMlQW5uijMmpZJXCRyuEskN9talV3OOQ3YoWaMMcYYY0zLcR4CrW2jYnFDoOvAuTD0ApHHSqRIcoqyA0jgcDYyRQpEyfQiUpnHOHr0ACK3Z+cN7QPW0d19BonYhgkXiE7ITUwR2hsSOTeew3q0oo2q+yt6vj5t560/eQRhNW1HPsIp/b/HWbdOZyxSznVnk4htmHCB6ISx2UTlZw11uyngECI9ZDKlO6guO2UnqvuBruzM7br71mIZFNgRxnOP5wYUk4qNxSjWjVSFxv48m0nJikSmaVUbNXdOLPfjX75f+vxVs+HTZ/iD4IKc1A6fnV3DkLgS1JOt9Xu2Evx4sUXAMKMj1byoHCv6lJ8vtDWzDJF5QAbXfbq2hRaxonuA9/Ni1f7AcxC5HaftAMnMs2zNLCv+BDoHJO/z6lXWRRQmbQdvI8hTINEOx8yXiO0gEbuSjo65+C3eA/g5xDehvEEy/QLJdDysAZEBFuV8pOybrBnb+gqLkGwM43jC+uhXY4wxxhhjTKuSq/xYuHrQn4AuBKd0F0T9bCxcAjuBXhx6p0xx6HtDy0mmX0TkNU4klbyEJ5eQiC0g7j5a9+4RIWgEwKcLjnjMQ7kDjzdQwn//Xq5QpIwilL5Pk0y7JNM3MTT0BtP/vzU5n5v5g0PE3bNJxCpJjalOd/dmIIPI/NL3avBj5MaKSpXMMQL/fpN4fz6hNZagynfDeu4x0/LuwL8f4t0OEen5Qr9WNd/dGCsSmaalyuXVnJ8/BO4XJfpFVs32u4cq8Yc9fpfSRKnq4EfeD393AgAin8/+13MVDXAE/8WEqr+Lw3G+XvZ8PV5Qqv8LDAL+MTvKY8AOfyAiK1FeIJneSzJ9U3Y20vjHX1PwePjHxnYRebNAXwYp30IepeVdh4m79xJ35yJcDLoN1VFEliGSZGjoAKnMLWwbLj5AdaIUN2BA6+TtImpjo+TFuarypLOYeu90NMYYY4wxZgqTfVCPeZ/6c3DOA6deXRVlLscFBTFzyn6ETyER3TNopD7tJJW5lmR6L45+H5GLUPVn6qqeTSL2KS7r3hbiCnahBdFyF6F04jEL5RY8XkN4A7gdcBGiuZdQulB0pOjjtry9kGT6EeBNRO4D5vDhX2juc49U1oVUi14ZQdUvsHoVdBM5zqbs93wR33undDHDkbF0nIt4/t2eCa40kIiktMaCc34M3O9+uPCcSz9SeOz9Y7VcrXKqWtU9VWOsSGSa0hf6tQdhSTWPCRoCF6SaAhH41f7lAX+h1yB1p79jIlx92o7qquxH/1DFI0/MF1rRXfpm9pbBWaguB8Bxvl3bQkv6ZMGRXR3fIO724jgLUH2IsV0q/gugN0llHieVWZw9O6gLrYHFGe0BXgZZXPbURlrhbiceuwQ4E7g/m1M8C7iHo0cPksw8SypzUd2vqwFRc5O0SOS9ykqBpeOPKYxwrMRATmOMMcYYY0yN5CugE3jvoKPAZ+u2nIouyecDjt6JtPjs0m3DM0mm7yGTOQg8gsh8VA+jeicdHXOJu1dl5+mGy0+s2JZ3rAulH+EgcA+Sk3QxEPqaxvMLRbcFfOZDKLlFEr8T6wXa2l5H5FpEOoE9nPxPNzPt3fxBXQMhrdjnHXv4+IbTLW+Xjta/dMYgIn4Uuzili0or3P2o7kKknWPHSsfT1WiikXPpceW72LTCRKJzTyl8zDvFS36cOj3344P/Wv2apFicpTFFWJHINCVVjVc7NG44r/yyYEbhOaUKRL/9AH6WgX3v+fOMxptdYQGqJJXQ21cBeHfoouyAx0PE3WoG1fndN1pBF5HTdg0i7ahu59IZYdzMz40eQ0eAPQBcOmMfidgNHPlgNrAO2J19IbQGeJW/H3oNJG+mjv4SnP8VwjorJIMg54I+kP2zNLdEbIC4ezOuOxvVq1DtP97BBS8W7+CqWdALyJ/V6bkjo310AvfkHxflq84SotmVaIwxxhhjzJQiIyDrJvAED4Gzp27LKUfpJH9eiDLS0vFyyfQiUunvcPToQURuQaQH2JOdjTOXROyOOs4bqtSOgiPCJ4qcG14HTjEOdwP/mHNMEJR4NlLuRpLpN7KdWMtQHcWfgf0p4u5Z9P7hzoBnLTO1e4Iu7zkE4v8ct7WV7yZSzc621ngFs6fH7qc1ZeTc7kzux72nwfrfhy9+DO5aCKdNL3zMm/9W/Pli2flF74/CD94sPruoNJllkXOmGlYkMk1JpPqdPO8dzf34oyf5fyGfOs3/9cWPFS8QvfIO3LYHvvEL2PjPkPx17ueLzS2qVKRRc6p/nv39yYofk0zHEZmH6mFiM54rea4/o2YtAEIYXURQUCRiD+R1YX3m9GHi7qPE3bMROR/0SVRH+GVb/mMBNoe0zirIYXDWg8wFvRc0U/4xDdYrIyRim0nEzgXOzbaPDx/v4BK5vk5X+njBEZmEnUQnc6MIOQVKhUMM1yMCwxhjjDHGGBNMdoBuqv5xehjkzrovp+QlWYiQH5m1PbI4sygl03FSmT5/3pCsRqQddBvCxcTds0KZjVOK0oXHajySQDWzpwZCWlE5txYcGf7YnYgcQGTj8RnR8ACOLCDuJsZtFA7aiDkQ3lKz1PM3HauuLhtZn4jtRvUlRNpx2krPJmprezLbpbSYrZl5Jc+tUYcnNUccPn2wcMbQ/JPhk25wgeiIBy++Vfz5/su/wGO/hP/7Z/D8b2pdlUXOmepYkcg0nS/0a4/mxTVV4ifvFB77pAv/+Sz/1yeL9Dz8LAN/fyD32I9+W/chctFEzT3zVheabSlta3uizNnjjf2DXP5F2lAmfrxTqdsNYbeTdoLkT4EqvbNrRfcu4rHP0dY2m5c6fljw+dve/zNS6ZXZAleDyWFwNmSLRQONXk3F4m4/idg6RD4FgOoITt2Guk76uDl9hZmqfLngE8IG6W3x2AhjjDHGGGMaSudTuNGwEjeDRL15L2hn/w8iXkN4+rT9eJeLSBJYiqo/r8ZxFhCPXcIKd3tk61E6UeJ4fAflTYTvIMQROqt4ll+Ftr5ShJ1oXmHn5F98hO7XXVT3I/gJK3F3PSvc/G6nPwx4xvDfY192ys5sEkkno6NrK3hEtpuItfRp8e/JpTMGEfyfG0+D4hon7BvnyWFVDerAqsi2Nys/938Mwtsl4ub60/6vibLIOVMNKxKZplNL1Bz4f4H+9oPqHvPL9/3uoSAd4/7vmGjBSESiedHXMW3l8blClcbAJdOLsoMiR+noeLjs+cpf+r/rk4RT+ArabZI/VDLYpTMG2TWtcJ7SbF0C8ixDQwdIpu8ou6MlEnoByJwGL6J6nue/IBN5mktnVPZ9KS93l5M/tHVSFVbU4S4RckrRquxyzqHyjj5jjDHGGGNMFbQTvLtAX69+/qvuBKcRr9XPCThWeibwZNIro4h8KZtUMgjcRlvbbBKxdSFF1QdT5uPxGMqbQBJhNUL+ZtTKSAPi5vq0k2R6Lb+4/sMFnzv3/9pFInYmK9yH+MzpxTrQluZ8pGQQwp/3BCdGGKheV3ajbiKW8gte0kMmU3rekOeMxcGtKnneBIiwpdbH/ui30Pfb8uf1/dbvPIqGzFr7itZSQDdTkBWJTNOpJWpuzNZfF84TKuaX78NXi7xEWRyDaeP+70gfDT6vEqo6/MF7RLNTRsS/ge9I5V1EImNdRM+VzQFOpucgsiz70TdrWGEl5hQekrcn9Iz/1PYkqoeBWYjcztGjB0lmniWVuWhCzzsxdxUe0p83dQxdMu0iMvbCrXxBsRJKF1LwPZ9sXUSLENYUfEJYH/1qjDHGGGOMmQr0omxx6Faq3mSqo/jzbRthSc5HSganTHLGZKM6Nuc4Q9y9u46bC6txCJhP3ka+muR384Rp2/BMkum7yGQOIvIY+284jdGTcs856eASPIp36SiLAt5j70AIP90GIDbjOVQPIzKToaFKOln8ewsn7k0Vf14//n4e33snlFk73iilxy+U8fRBPyYuaAP7oX+D7x6MskDkkzaLnDOVsSKRaSqff03dWqLmxvSn4YmB8p0/+94rXiACuPiM3I/feK/WFQGQeiKKnF1/0N9SP6fVebqixzz/bg+q/k1/x/l6mbMBrsn+voNEbKCWZZan+fnMANUMsRwoOPL1D38b150LXAnsRKQdv+32RZLpvdl2+Im/eKyYrgHJ282hoyDngcwGXe/nYzcZR1YDXaj2E3f76/Kc2gJRc21sFMh5Y6rKk87iFtoRaIwxxhhjTFPQHvAeB14EKTKbRMttHX0InOgLM0oPeTNMaaUuohM2M3YzP5mON2QFwjDCxSg1x4eNe66BiS+ojFRmMcn0Uxw9ehCRWxHpAQ4xctrNeM5XAx7xCB7BM4KVewKOFsbyh8W//+XPCFP9Utnzjx7ZhD9baVHJ4k+vjID6Iw9E/rwOKy2waYlzaCKRc+Dfl7xtD/z1635R6LsH4Zqfwl0/97uNoiYaXueVaS1WJDJNZbqny2uJmhuvPw1f2QuvvAPpvIzPscr9xn8u/vhVs2HWh058XG6gXDkiUnO7alXa2tdkL7it4p06nrf2eDzdiu7SL079fFj/Gmh9ukiCBUXBHZrYU2oPvTJC3H2auHshx46dhepD+C9c5yOyEXiTZPoRUpkqYwqqXks76N8EfOIJkGH/l/NAdmZRcxWLPB3b2VPP73/QG7v/XcfnD5X3Kislr7CtMMIxNjRoScYYY4wxxrQoXQO6F2RNkc+Pgt4NAbNCT5xzGOTOEBZXnga+94kmAixKiViGsSLBifnH0fMLRZ9CJ9AdohwKrQOnT9tJpVeSTL8MvIrIKkTagZ2gV9DdPZdE7H6mvXdvQTeT0I7wIB4/xuOm7NylVXg8i7As51w/ai6EedIldHQ87G9gliVl77H4kXmbARCnTFHpeGpOaDOnJxI5N97bR/yiUCMKQzlE5lnknKmEFYlMU1GPurRBvn0E/v4A3PK6X7F/7JeVVe5XzYbe03KP7X239EC5UiKNmmPsa6f/UNHZ/j+oYy/YykfHDQ3FEZmJ6mG63RBfYEhQJ1E17ekDAcdW5Hx0+al7SMRu4MgHZ+DHDOxBpBORaznCq1w28itmju7G8X4A3sKA55uI1YU73nQUJG8XkIw0VbEolbkIkfmoDuK6lXWqVaKwDR5kcnQSaR/tULhLS5SvOksmWtg0xhhjjDHG+HQ+eH3A40XeLwK6C+QscG4DecD/ONDNII2K+A4qEhWZkjzJyfEIsYvY8na931NXs44RhCsnUCiq/zyiZNolmb6JoaEDIM8isgTVEdAngXOJuxcSjz13fAa0kEFIoBTOHxIuQLgPf+7SU9nElPxzvopUlc4ycf4og+zXvIJuIsfJ3pPSeDYlJ1h39w7gUHaG0fIJrzOAtEm0BbUIWOScqYQViUzT+OIe7ZL8HQ910p8uf86p0woLROkj8I2JvWSLJmpua2YesAgYptvdVtFjhjJxYFb2pn/5gZ0n2oS/efzFSij09wKOVVEkkh2g+Tfo434HT57PnD5M3H2UuHsWnnch35u2i3Vdyvem/y6H2z6JJ39Gh/5P/u69T1T1RyiqaBfRs35RKEh+sYhGvaHxC4oim6nnz7TysYBjA3V7/hBpF9dKXlyEwiGGubdRazLGGGOMMaZ1aDvoHaCvgSwtck4GdB0454NkN5vJKMi67Oyh8efuBKf8e9/wfLzgyCTZIFe1Fe5+yHavtLWVLxKESRidQKFooG7reP7d+STTDwJvInIf/v2Yw6jeTUfHXOKxzxWNdRd2I3wusFBUirIfeGDCa6/F2EgDZSXbhoMSY064dMY+VLcj0k5be/GfF/9eVPb7GE7k3DfPlgHQlurws8g5UwkrEpmmMfqBxkE6G3X9t4/4UXS/fN+PmEsfgfsmGnql/KAuiyt/nexf+Jqq+Aa+Hp8vtKnsY7a8vTC7u2WUjo5HJ7DSSgS0DDvVdmXkvfiTLtBHip+uS7nMvY//90NLeLtNcj511OmgnT0k0y+QTMcn1tKsKwO6iI6BfKH8Y48Xi6J/sbJlcBaq/i4drXvU4Jycj5QRnObvwtE9dCEUFvyEDdJL+IVhY4wxxhhjWppeAPo6cHvx+wT6HMgCcALeo8pu4P5x547ip0g0UmEn0STZIFcj/72j6mqef7dIB1hEai8UTbzTa2tmGcn0C3jeXkSuR6QT2I3qVbjuXBKx27KdN6UJKYQL0QrfLyv9wMVIg96frujehWo/Ip2Mjq4te746Y/ca1mbHHRQ5T7ORc7qcZ97qqsNKA65Rn8i5piEy7y9/6hWZ4WaMz4pEpmnUK2puIn70W/jqPrjhNT+qrtaYOZ+OdHxYKuvqmTj/a+c5lQ0j9Is+F6E6SiVRc46TjaWTVEUvXiamDl1KQXOgZC14G0Fd/2PtBG8leK8BfSBLAp/q1GPDnOaByDJEkgwNHSCVubXsTphg1wQce8afQ9TEnLbr/Gxk3UYiNlDnZ89/oVL/dv4w/Bs3Sd78LIXdzjk0cmeiMcYYY4wxk5y64D0G/BhkfpFzBkAvAecKkBLvT+VO0LH3Fw+Bs6fOi61W7nufSbJBrmZx9yVgNyKdeF75IkHYThSKqnnPNlDTtfq0k1TmWpLpvSgvILIM1VGU5/C8C4m7Z5OIVZ/S4XcUnYmyHi3ShaYMo9yLcD5Ow99fjxV+rim74fay7m34X2+XoaE1Rc9LxHajug+RTjqmhdIhc8yhfhH7TaLNs24iU5oViUxTCDNqrlFU2f6NhRHc/B+LmlMdYXSksuzUsaKPSPmb/s+81YXIav9xfHsiS42O7AQN+FrIjaBv+oUhTYM8C1JigJ/u4m3nbKZ7c1G9F9VBYBZwF0ePHiSZeZZkemlla/IWFkYkVNpF1ED+Dp41AHhO+YJiNZT2gJlEA3W9Rgj0FWYqFLTAi8fNjViPMcYYY4wxrcFbBfqGv8EviI6CPpCdPVTBhkwZAbnan+8qd9Z3rTXJ32jY6Bv44RtLolD90sRSOepEGMXhc2iFEWxSxftTZSZHPvQCI6e+wxk3pWl//xFE5uNHxt8PnEnCvYLLTtlZy9LHrWkEhwdwWAB8CDgb5UqUK4AFOJyMwwakHhtwJ8h1nz5+H6WSGUInkkuCNtieIDI2izuUzebfPsfZ32qRc0jjN+ab5mZFItMUjv2bLmtk1FwYxImoPXUsak5kO585vXxRym/zXpP9qHx02LTpq4EuVPezwt1e8zojJ58bt2ts/PFOvzBU6udN94Ne6edaO/tJxAZIxDbgurOBK1HdhUg7wkpE+kim97I1cz3JtFtiQUEvcn7Y9F1EQ0NxRGYCA9mdPfUU1O7c9G+U1OHLIuR8rxVekv/IS41akzHGGGOMMZOXzgHvBZCnQIrEkulu4Hxw1lf3Hkp2ABeCNGq26wnCrLwjYad0NJ7rPonqYURmMjS0stHLOc5hfYWFosren6Yyi/lNYgcd/7aM6W/H+PjXOvnEX7+DcAPd3WcQd28OIZXDLxgJu3F4Gofnmm7GVa+MILI5+1Hpwo9vE6ojwCK2DgWnvQAcOza2KXipRc5VShZZ5JwpxYpEpil4sKLRa6gvHWmfLpV19Uz4UvppALygiLUAnrf2eAau3/5dTjZqroJYutBoDf/oyzDIFaCDVVznMOj67M60wvbiXhkh7j5NInY+qmej+igwjMh8lAcROUgy/QjJdF53krYDqwMuuL6aP1FDqH4p+3u9ZxGBFnQRAfyq7tepI++nzEO4Pv+4HLMuImOMMcYYY6qj7aC3gO4FKZIsosOgN4OcC05/bddxGr8RTQu6iIAWjpob48epbQJOvLdsFuUKRcpRpEQhr0/bSaVXksr8GHiVnv/+8ZzP/94T/4sV7kNVR8q1GsneSxJZRjI9p+S5iVgG2AyAetcVPe/yU/eguh+RTqZNCyWVyCLnzFRjRSLTcJ/346zijV5HPUUWNbdlcBYiS1AdpV3Kd/n47d1j/9AOFxYz8nzvnQuAhaiO0Na2eaLLnYAah1zKbn+QqZb5x/14cWguOA/4sQRlJGK7ScTWoTob4QZgD9CFyLWIvEYy/TLfG1rtx7XpYpC8LiP9OTj/XNufKyKpzOLsz1dY3//J10nkcbtATkyCKk/KebRWK7oxxhhjjDGh8paAvgrcUzzlQbdlN/DdD9L46KyJCUqdaP1OIoCOjodRHUFkScnukEYoVSgS/jXweDLtkkzfyNDQG36EPRfQNjzCtLfzz2zu1JCorHD3o+rfrxIpXvjp03a+N7Q8G9EHysqSs6Dl+AzwUDadf/scZz8alE4ziVnknCnBikSm4aafzDIRCac9tEEii5pz2sbatXdw6YzyHTPvveeiOtZ+fAEir5HK/JhUZlVgPvDYP+AiT1f0/E1JBsG5EugFvdefVaT7/DccejeQqKo4lC8Ry7DCfYi4exaqvag+jeooIktw9DtkMgdZduQ/Bzwy6Fiz8dvBw/v+/17AsYEQrlMX+gqLRHI7whRGcWiGfHNjjDHGGGMmAXXBexD4cfH5sHoI9ApwLgEZiHJ1IQq62f1W5KtohOVdhxGeA8DzmqubCMYKRbcXHFc+hI7bILg1M49UZiMiBxHZCMxB9TCwgfP+4k8Cnrm1CgwT43cTqa7Jzj0+YcvgLJLpOxgaOoCj3weWZj+zA88rHumvutX/nWVhzbtSabVuIlm0dpeXH3tpDGBFItMEVLWlKtmKjqIVdPXUg8jY1+67FZ1/6YxBErFPoXo2sBnVUeAC4CkymYMk0/ccb//1d2yMFaHqHzUWOdkBzgZwEuAs8N9wOLeBpGoqDgVJxHaQiF1JR8dsYANwCJEe0k5vwHp+UJdrhiWZdlEdK4iE9f0v7CSS5n0hrQ73FB7kIeec5l2zMcYYY4wxzUPjoK+DXA8ScFNXR0EfynYPPRf9+kIUHDc3NTqJAJSvZf+rdHdIozj8LUpunKEwDVhKMr2UVCaJ8gZwI/7M5n7gSlx3NnH3Xnp+1B3wrE0dpR4p193G2P2RoaE4fdpOMh0nmX6BtvaDiNwOzEL1MKr3ojqXROxiLp1RfMaS6+5EdRCRHjKZC8JYth6rcKzDJOK00zyzwUxTsSKRaahWjJoT2PGtxRJ+182WwVn4BR5oa6tu/lEitpu4exUdHbNRvRP/H+uZiNwCvEEy/QJHj25EpB3VXcTdGrOfp6jlXYeJu/fS3T0X1QRvSTrn86d6o6SGrm3KF8cn+LOrVPtD/P7PyflIOYTQlHnN+ipLRcjJOlYlIx5fbdSajDHGGGOMmRy8WeAlgSRIkV3suhu4EJwbQDJRri4ihRHqpebdtJpEbDewE5F2jh5tvm4iAOErBcfe/LNnEOkD4qiOojyHyPkkYucSd5+m93gMYtAGyIFQ1zuZ+F+nsTnXf8PQ0AFEksjxWWQ7GSu6JWIbSMQGKnrOscg5kVAi5zadJ7tbLXJO1SLnTDArEpmGasWoOdUKu3om6kTU3M6ao8CWdx0mEbuD7u65eHIJ4BebRJYh4g+0UyfqLqKA4Z3azMWU4npllEQsxUDbT3OOj0g7cA9Hjx4kmX6KZHppQ9ZX2jXZ379Z8qyJyX8hPRDitSZE4b78YwJfl/Om0Bs7Y4wxxhhjqqLt4N0I7AUpsjlUh0FvBjkXnF2RLi9KEjhndyDqZTSU6lg30dqCyLHmsB2V93OOnP6jGNPffBe4H+/YXBLuFazoDvo5/eOAY8W7YKai9vZN2TSbhcBYsXgHqr3E3Qvzim6VOR45p8vrutbxl2ixyDkRucAi50wQKxKZhlLVTzd6DfWk6KiIVNfVU6uxnRKqE29/7ZVRLuveRtxNjItKG0D1MLEZUbf5/++AY4W7ciaX3MLX+wKquxBpR2QVIn2kMq+zNXM9z7zV+KLp1swyROYBGVz3yVCuofQg5P9Zm3KHjvcqK0VYPP6YwmGGubdRazLGGGOMMaa56SLQH4NshGIbQ3VbNlrufqjy5vBko1ww28YAACAASURBVATFkU0tfuTYQDYebHXZ86OUTC9ia+YRDn42t3jljMCfnLWFuHszl/cEbGgFlE5OzNEZO3YIsSJRjuVdh0FSfkeWPo3nXUjc7SUR21Hzcx498hKqI4jMY8vbC+u32BMscs5MFVYkMg1zuz9YzqLmavH8uz2o+lFz3rH6FnFORKWdCZxPb53m9VQuqFAwJ+I11Fvh1zDhXgici+qjqI4AC1EeZNr0N0mmHwnrBU5FVK/L/tem0L7/Glj4+0Uo15oA7cPv+ir4BHdKb3NG4xljjDHGGNM42gXefaCvgiwpcs4h0Cv8ObEyEOnyGscNOBZcdGhVvTKK6tcBEGl85NzYXJxU5seIvAas4ZfXteG1ac55zuhVeLnR43mWBWyAjGZO9WTT5tyGIwtIxK7kslN2Tvj5PnP6MMJL/nO3hXJ/cdN5sltVB8J47kaxyDkTxIpEpmF+cxJLRSSo5XrSiixq7tix+PF5QcV2s0yUH5U2EMpzlxT4JuFjUa+izn4dcGw5cbefRGwdcAaq61HdB3Qhci1tba+TTL9MKrPKb8XX+eCtBr0o1JUm03NA/FZtCTVqbk7AsYEQr1cT7WKtSG5BS5X9MsymRq3JGGOMMcaY5uQtB30d5CaQ9sLP6yjoQ9nuoagTKxotaCZRa3dPBdsMDAMLSWXCfW9bzDNvdZFM30gmsxeRJHABqiOoPso7//4s5NgTAY96tmihSLk94OgP67nklnHpjH2scOubIKKMRc6FmVQUTWJQRETkgi/0a0vdjzUTZ0Ui0ziin230EupNj0W2W8T/2on8IKLrRUgO+7nUOSZ53JzsKDymJ3ZuJGIZErEHSMQWAJ9CeQ7VUUSW8FvnKW49ksHP8f4O8CJ4d4W3VPG7iFS31/3FW66g72lTxc1pH51I4Av+DdI7Jd/QGWOMMcYYE0B7wHsK5Psgc4qcsxu4EJwbQDLRra1p5Haa6BSdbZqIZeD4hrvrSp1ad1sGZ5HK3Me06QcR2YjIPFQPAxtoa5tNIraOy0/dg3AnSu7PqNCF8AIeSTxuwmM5HqvweAphUc65ymGEbRH+yaa2jg7/ay2yhC2DoczaEWm9yDlVbalkJzNxViQyDdGKUXOqunPTEif8dnF/Zs1SAFpsgN44+cWCOY1YRP3ITj9SIcdKP6c7T9x9iYR7BS91f4J7P/Tfua5L+R/Tpuc+HRvw/x+qrz7tRHUNAOo8XPfnz/V7BUekuYpEdHGLwMzxh1Tpd85lqu16NMYYY4wxpghdA7oXZFWRzw+D3gxyLji7Il1ac5mZ9/HUja4Wxt5rxtmaCX9D6NahJSTTT+G0HQBuwo/+240nn8N1ZxN37+XSGSfGBggDwOcCn0uII9yH8H2EpxAKf+6FDcgU/v5GbXnXYcCPrnPaSsUC1uxbiwPv6UxqIrTcxn0zMVYkMg3RilFzIkSzs2DatGXZqLn9IXd6NFLen0tmgXYGnzpp5BUWpBP0WfDydrroTNA7eJhX2DXt/+CoSMEz/Y62MTT0BqnMLWwbzn+zUbtMZhX+/5cDxGaE3RWX+2ZAGUYIf55XhbSfHoWCnGyBmxuxHmOMMcYYY5qLzgHvReBxKPbeXrdlo+XuB5nqnfj572eb5r1P5Pz7GH58l4bUTdSn7aTSK0mmX0b1ZURWIdIOpFDtJe6ezWXdT9Jb5OfSYRvKzWiVCRLKbuDJif8BTJXG4v1Cm7Wj2lqbRRWWWuScGc+KRKYxWjBqzhuN6h8M8XNWRVq5fXkg4NiciNdQb98GzdtNJPOAveA96EfIed8HPQDcDhI02BSmeR/w1++/h//1uIejRw+QTD/F1qEiQ2GrMvYC/ZtFXyzXT/6OsaYqeKryNyK5w2VV2SbnsqNBSzLGGGOMMaYJaDt4N2VnDxWZKaOHQK8A55IiM2enovwYrPyI9almrJtoDcl08HvfSiidKEvR7P2CZNolmb6RoaE3QJ5FZAn+1/oBhDOJuwkSsR0VPbfD/cAlBdFzxdeyEyExRWdNNZZzfMbZ0mz6Tt21WuScIO0WOWfGsyKRaQiRIgP/JqnIoub8i4197VpwHtFxvyg8FBDNNqk4e0DWFR6XLpDrQW4FWe53GAXRUdBHOeLM4pMnn4bq1aj2I9KJyCpUXyaVeZ1U5tqaXhRtHVqCyGJUR3CcTeUfMAFKJ1LwJmkg1GtWQV9hJsK1OcdgVDxua9SajDHGGGOMaTxdBPoyyH3++5jAczZnu4daatf9hAn1jwufzOLuS8Bu/Oi3NTU9hzIH5WWgD4/9vPLkf0HkACIb8TdVHkL1ZlRnE3fX15TE4rAdYS5wJ1rkPasyDGxA6M1G1ZmoXTpjH6r7Eelk2vTlYVziW4tlp6ItNUvMIufMeFYkMpH7Qr9e4MeHtY7Ioub8G/kzgWG6u3dGcs3G2B1w7E8jX0XdyWb/TVO1dHv2jdY6kEF6ZYREbBOJ2LnAucBmVEeAhcAjTJv+Jsn0g2x5e2Hll/D8LiLhuZw85nDMCTjWNJ1E6vBlyY+DUJ6U8wJ/Lo0xxhhjjGlx2gnePaCvgiwucs4A0AvOVSCVdV5MbS0136QmqmPdRLVFzilfRvA3kzq08Yn/50rARbUfuJLu7rkkYveTiE3s51HIINyBw1zgZJRzUT4HJFDOxOFkhHutg6jhsoVp/XRoV1BaKtFHYekX92gonVdm8rEikYmcqoaWEdoo0iapSC7keX4XkbKdXmnhQYjOLtD8QkWLdJ/JOuBOvzOoHE0BF4JzMci+wFPibj9x9yrgjOwuqX1AFyLX09b2OqnMj0llVtFXYqbT8+/2oKz0l+c8XPS8etGCqDmAX4V+3QoU6yLC4SuNWpMxxhhjjDGNo0uz0XK3gAR0w+go6P0gC0B2RL26SUEJilOzgoLrPonqYUTmkUxXHnvVp50k02s59JmVOcdP+iX8+y9fRyJ2LnH36VAi1IVhHPpxeBIhhdM8mx2nPNVs2o4sp0/D6dxT+W4oz9sggrSPfmCRc8ZnRSITORFWlj9rMtHd3zw7spzl7I4IbeWouTHbcz+UmeAV2bU2mcgIyB3A2f4g1/HFMB0F3e2/ydIzwUmAVNYxlohlsrukFiBcjD+QcxS4AHiKTOYAyfQ9JNNzCh7reWsR6US1nxXduyb+ZyyrcA1N0klUrIvIOac51meMMcYYY0x9aDvonHG/8m6qqgveY0BfdpZq0HPsxt/UdrP/PscUUfvMnVbmb3wdizov3020bXgmyfRdZDIHEXmMt/60p+Cced88s76LNJPGZafsRHUQcBkaWhrGJT7yPjtUCzY0T2rq0XIb+U1trEhkItWKUXNoRFFz24ZnItnW/o6O7WXObgU/DDjWIt1E4M8oci4B53eA3wE9FyQGztn+myyn9qLECnc7cTeBd2wuqndnd2fNROQW4A1S6e/zvSE/p9ffYXNN9pHfnOifqkIfCzjW8CKMdREZY4wxxpjW583KRscdAMb90jfAuzFbHFoJuhdkbfBz6AjobSDn+ikQpgYtdaO5Zh0dD6M6gshFRePSk+lFpNLf4ejRA4jcikgPqod5+8Lb8fgg7+w4avOfpiw5nvITSuTcnX53WjRJQhERYZlFzhmwIpGJWCtGzR1zeDqSCx09mo2a010s72qpYXnBJKgQ1gJziYLIIDj9IMN1fdrLew6RiN2G684GvQLYgUg7yHIc/T6pzAGGhh7D7+zJ4LpP1vX6xc0pONIEAz61jduti8gYY4wxxrQunQ+8mo2Oy9u8KXNANvrFI3nWT3IIfI5dIGeDczeEEOfVioKKFsL7DVhJ81nedRjJzpJpa/tSzueS6TipTB8ir4GsRqQT2I0nn8N1Z7Ps9/8W4cc5jxHmoFh81lR1PHIuxJ+BFoucA+m0yDkDViQy0Wuxv3h097fPmUDHR1VkbCdEUIdNC5JB/w1IjiX+zjZTlV4ZJR57jrjbi+MsQPUhIINfrFmTPWtThHOu5uR8pAw0esin91PmATk7Ja2LyBhjjDHGtA6dD9pXvPgzRoq839Jh0BvAOb/ovFQTTGitNJV6U77m/66r2TI4i1TmWpLpvYgkgaXZs1Ko9hJ3z+ay7ifHzRsKSsP4UsAxMxW47nZUR4A5JNOLwriERc6ZVmVFIhOZta/oIhGZ0+h11FVUUXN92o5ko9ZEtkVyzaYgeQUxaQdtoci5Brh0xj4SsRvo7j4DWAfsRnUUiSxqDih4k3QowmsH8/gbIW+Hn3URGWOMMcaYlqH3lS8QFX3sNmABOA/VdUlTmVLfFInJLBHbDexEpBOn7Q3gEUTmZ2/2P4BwJnE3QSK2o+CxQgrNe88mXIAeLy6ZqaRXRpBsKo3I8jAukY2ca6kRECIs+3yfdpY/07QyKxKZyEibRc3VzB+614XqYeJufyTXbAoa9A9vKNmyU06vjBB3HyXuno0jC1jhRlMMUdoR8geMNrRI5P2UeQirxx+zLiJjjDHGGNM6vIVQyw1THQT9XHaWauM3drUSsZlEOVT9biKRTlQPA7cBZxB315d8r+onUjxc+Hw8jmJzVqaiscg51RVhXUJEotkwHhnpnH5yK80AN7WwIpGJjCirGr2GulLdH13UXHYWz5TqIgJ/CKpm8g6u8oetmrqJqkDkC/reNXbGlnURGWOMMcaY1lZj7LtcCU5Uc0vNVOa62/Aj5a7GdecSd+8mEcu/FxBM2ITmbTz0ZxPdE8JKTbNra0sBILKYLYOh3Dv64D22q2pLdQO24gx5Ux0rEplIrH1FFyEyr9HrqCeViLqIAHRsiJxOkXlEOTbnfijtWMbwZDYn4Nivo17EGOsiMsYYY4wxrU/ay58TqKFzQ80U0iuj2Ui56mflCsP4Uer5x6+32Lkp6NIZg8BOANraQ4mce8L/GU2F8dwNFLfIuanNikQmEq0YNafHImov3ZqZh8g8VEc4cqSlck8r9DBo/puTtaBFBqqapqZN1klkXUTGGGOMMcYYM7k5bEPzN5hisXNTlerW7O+h3Ytstcg5EemyyLmpzYpEJhKtGDW36TzZHdHVxv6S3slnTm+pdtbKOPuBvJg9cYEbG7EaM2GFw3KlMTOJvJ+w0LqIjDHGGGNM69NdNT7O5hDVQ/BGOVNvwvoisXMbG7Qi0yiOjHX5XMAzb4VSJLTIOdNqrEhkQveFfp1vUXMT4Omns//1g8iu2XTka4XH9Ms2m2hS+ncBxwaiXgQAwl3WRWSMMcYYY1qfvFR9wUe3ZzfsmYkSao37M9UQMgTHzq3Fs0LRlLLC3Y/qPkQ6mTY9tMg5kfwNzZNe/PY+tb+vpigrEpnwqa5s9BLqLbKouT5tR+QCADzvpUiu2ZRkJ+jOvGOdYIMoJ6GmiJvTV1gkkjvA17qIjDHGGGNMa5JRkIerfNDXQ1mKMWEqFjsn3IhyS/QLMg30nP/b8Y3X9SettZlbRLp+c5LN8ZqqrEhkwie0WLuiHoosai6TuQDoQvUwl5+6J5JrNq/1hYdkNXhLol+KmYDcuDllEKG6waR1oA63Fx60LiJjjDHGGNOq5F7QByo7V9eDMxXn4ZpW4MfOBW1EvAfPYuunkP8GgHJRWBdony4p0MjvZ4RK9LONXoJpDCsSmVD95U+9eSCLGr2OelId240QiaUACFO4i2iM0w+6OeATT4G6Ua/G1Cy/kyjynHPrIjLGGGOMMVOTsx707uI3NXUQdB04FRaTTM2Ulppl0lSEDEJvYKFI2GiFoinCdXehOoLITJ5/d34Yl/jGQhlWpdUK6hY5N0VZkciEqs1jVaPXUG8iEUXN+f4UAM3ugJjyZAPkDwaUOaCPN2AxphbCnLwj0UfNOXyp8CCbrYvIGGOMMca0Puc2kDNAb/Y34elm0E2gV4DMBufRRq9wShAGG72ElibsK1Mour4BqzJR6pURRHYB4HlLw7qMOER5jzB0ItJjkXNTkxWJTLhaMGruW4tlZ/nz6uCZt7qAxQB4x6yTCAA5DNwccDwOnr3Ia3Ze4DyiSDuJvJ8yD2H1+GPZLqKvRrkOY4wxxhhjGkcy4NwPzlXZX1eD8xxIa8UmmamtdKHoQTweQelswMpMVFT/Mfv7/xnWJSxyzrQKKxKZ0FjU3AR1TLsIkXZU93F5T+SRXM3LeRT06YBPbARvZeTLMdUoLBIJv450BcpfCbTnHbNZRMYYY4wxxhjTaoR9wCWB8X7CtSgv4zEv+oWZSKiObbheGtYlvrFQhtGWGxERL3+KaTVWJDKhaVOWN3oN9RZx1NwfZ39vtX9s6kCuBt2Td6wdeMoKRU1MmFlwTKPrJNJXmAmsyT8uYl1ExhhjjDHGGNOSHPoRLi5SKFoEvEYLjkowQCy2CxgOcy4RgMLWsJ67EUSk5wv9ekGj12GiZUUiExrV1oqaU/RwZFFzvov8Czs/jPCak4QMA1cGzCcaKxRZ9Fwz0sbGzanDl4XcOAFVUrKYfVGtwRhjjDHGGGNMxISdQC/KQMDnuhCesvi5FtQro6j69/HCnEskklJ0NKznbwRVbal7uqY8KxKZUKzd5c0SkdaqOivbIrvWlsFZiMxHdZTRkR2RXXdScfaAXBxcKJIHwUuCuo1Zmyni3xUckYB86BDoa7jA2oLLe9wZxfWNMcYYY4wxxjSQ31F0Nsr2wM/78XOv4rVeKs6UJhL6XKJvLZZBgR1hPX8jiGApPVOMFYlMKJz2FvzLROW7kV3LafO7iER28ZnTC1uiTZbsDC4UAUgc9DXwlkS/LlNEYdxcVJ1Eo9woQtf4Q6psl/PYHcn1jTHGGGOMMcY0lpDB4WJgA0ph54ewEOH7ePThsTj6BZq6E9mR/a+lYV5GlejuGUZCZlnk3NRiRSITipaLmlMd/Mj7Ee4KkOw8ItX/Ftk1J62ShaI5IC9nu4oWRbwwU2hOzkfKKMJg2BfVPXQpfCn/uGCziIwxxhhjjDFmyhHuRehFiyRbCEsRXsXjKTzmRbw6U08zZvQTwVwii5wzk50ViUzdtWTUHKTu7JXo/rLXsXlE+lJk15zUZCdwPmiRrhCJA69Zsajh8mcSRdJFpCOsFSEnelBhh5zbWu3gxhhjjDHGGGMqJOzMxs8Vv+8irAL24rERpSe6xZm6iWgukUXOmcnOikSm7qSNeKPXUHdRRs1teXshIjOBYWKxXZFdd9Jz9oCcD/po8XOOF4teAF0a1crMcflFooGwL6h9dAJfDvjU18K+tjHGGGOMMcagtDd6CaYI4TDCxShXl+gqake4EeVgtrNomX1PJ5njc4myqT0hUWVrmM8fPZm19hXbaD1VWJHI1J0IKxq9hnqKPGrOcS7KXnkHUXYvtQQZAWcdkAANfoHnn7cM6AOvDyxjNRJKD0Jn3tES36M6XbaLNZI3C0lht7OYbWFf2xhjjDHGTBbefwDvX0DV/+X9C3gWs2PqQwJm35jmIYzisAlhLsptKJki53UirEJ4AeUAHveghBZfZupobC6RZFN7QqLHSIX5/I0gbRY5N1VYkcjU1Rf6tUdDHgbXANsjjZobm0ck8sPIrtlyJAUyF3Q9aPALPP+8pcCPwXsc1FrHw6S5hZqsUOPmtI924K/yjwvcGeZ1jTHGGGPMpDMXZPaJD2U2cH7DVmOMiZ4wgsPdCGeiPIAyUuLcWfz/7N1/dFzlmeD573MlsEIUWwZNozSio+n2NNqhcixiJSiNZyJvyMbZdoy9kMRsk8bZkF8dMpABTpOBjKwmmaQPyUImnYYEaODEvaEBtwTt3pCEHDunTSMSOZEn5V7R6wxKo0zb2wKVjZIIU7rP/vHekuqXVLeqbt0qlZ/POYWkW/fHiyRXXb3P+zyPcCuuFN2z+HzcytE1sCvWjQEpoIOR2Zplxtw/4E1rprRdkxBlV73HYOJhQSITKVXdIUhTpd2KyL6Yr+gyW/zmemOJn8yDd7cLFjFcIli0G/T/Ad0d0+DORPml5gBO1PSKb+Aakdwmo6oc4xXLIjLGGGOMWf38Ly1l/iz38JOu1LT/n8G/sPQ5TXX8ZIifyT+Bf8h+JqZhCTN4fBp4M8reEPsPINwD/As+LwQl6W7Ep9/K0jWUg8HHwVpeRISY5xBrTGSDlZw7M1iQyERKhA/UewxRUtW5V1/hqdgu6FY0dAApdq6fCHXM/rliGRpmkaRA9pQOFkkn8GCQVWQ3ctErFiSqbSYR3JC/TYTPyxYr92CMMcYYs/pJQcZ4kX0udqWmZRhIusCEqQ3/Svf9LkUuBLnMfiam4Xkcw+ODKG8OMotmSh4j9AQl6e5C+BHKK/j8HT53ouxGGQyCRz0WQCrT/rkuRmYHeSJ1PSOz9zAy+z1GUy8yMntzqONVXV8ikXfUcph+msdref56sJJzZwZ7QTKRcaXmdFDqPZBojT68RZZPMY7eYPDxYOgj0ulvM5raAEwA4/hyGE1PcOV5yeiHt5pJCtgDejdwI+gNIB1F9tsN2gX6PpC5eMfYxKRIkEhqFyTScXYAOatdVJmSuRArwYwxxhhjTBOStcAw+BeA97F6j8ZA1s/klKsCYUwD8kgCn0a5BdiGci2wDQkxp+r68m4OHpltS3zmgBlcv94US3170wi/AOZRjiEcAyaRFUrgNZMnT3WS1gE8TaBsAt1MOt2FCCggOTOPm0Ke9WDwcTDCkRa4f8Cb/siP/EMi0jT9r4OSc5+t9zhMbVmQyERGVXeIWKm5Ki/oVjSoPhNq/wPaSiqVwH3f3Y2Hp0ALjMymgangcQx4HtVx1J/iys6aZnA0tsVg0b2gd4JcU2SfraAHQN8LcrzweVM25XwKI8i1CxIpt0n+9YSvWBaRMcYYY8yZTj4K/nfBa66SQKvbMGBBItPYhDQwCoyidKJcA1yLUHkpLqEdaAd6Vthnic8UMIbwHeAphOaar3gitQHlAL7fvVj7SoL/qKYRSaI6CRxDpA24GZHeUOfeuX6C0dRSX6Kw1XsqITxBdmBwlVHVGYExFSYEOewvMF7vMZnaa6oJfVN3TZV+qKpzp+ckvlJzziAAnheuH9FSgGga1WFgIzAAJII3zA3B43LArbZQGcOasBIEfz4I+jDoPSAb8p7vB30W9D0gk3UZYnNpL7JthT5RldNxNgP9OdvguLzCvbW4njHGGGOMaQT6DHhZk3L+W4D/fZmydNdBk/WNaEj6ZfCySkEt9zORta5cnQXuzCohzOACm3fjk8DNuVwKbC5aRSO66/bgAkq7APCZwAWLvgMcCgJZq9faddOcPJn5/iVxAbEjIOOcfjXJ+89fqvby5KlefP9mVMMFiZyDwA7c3FvNgkS+MNqi3Fmr80dJVedEGEOZEHgu7THxQL93rN7jMvGzIJGJxB8ltT09r4P1HkekhKdiLTW31I9ojrVrw0Xp1UsgCugEO9ffv7g9k2EE/Yhcimof0I1IF9gKgFzyNOjbQUcgPx1YekD/DnQnSLjAnVlOsXJztQkSKTcVZBHBl2XLGZKab4wxxhhjAO/HwI9dKTMZznvy9+oxIrP4M3mDy+gypgm4cnRL5f59unFZJJcGH/tClaarhMti6gNuRZnD5yDwBMLeVVmabovMMzI7iUgvvnyG/23d/mX33b52kpHZeUTaePJUL9vXll7cq/oDRHYEVXxqlr34wCbv2EfH/QmQyrPMakLnVRkHxsXjsLfAxL1v86xVhQEsSGQikn5Vd4C01XscURKXHhrnBQcAUD3EFgm3+sPTje4Ycl/U3fETwcMFj0ZTfwd0AUeiGXAzkRmXMaQPglyV91wn6LdBPwgyWp/xNYXOnK+UqVpcxD/MBpRtOZdS5qSV+5c7xhhjjDHGNDPvT0DzgkSyNvzx/o3Au11JagA9Bfw9cP/KmS/+hbhqGwO4BVNvzr2uvggcBb4Trh9PZhz83tJ59BTwU+C7wIPgvbjC8W8BPgZcDHJZ1jiO4ia4H4sxk+eVmK5jTPw8poFHggco7SgJoDsoL9eDsgY3P9OJq7rRDbQjdFV8XXfubbi+SXfi82cIX1t9JekkCfQifi+wfJAIQGQS6GNhoRcIUwHmYPBxsIoBhqPsq6oUYdWX1zTKhAhjqhxRX8Yv+JUkh8PON5ozjgWJTCTU591FVu6vYjrfuibmgIDqO4Lme8+VcUwCERAOh9g78+ZkmURFyRzo1aDHQa7Pe64d9JvgXwKWdluh/HJzc0X3qpZygxS+t90vl9Qma8kYY4wxxjStN4B/KDegAkGAZqt7+Hnl1DL8C4HkysEouRC4MDjPdcB7igd59HLQu0EuLnKOtcBl7qH/lkwJqsLxfGmZsnsE570Y+AD4fwXeMueIVLFyXD+M4bqNxObjzhTCHDAWen+lFehGaUXoQdkA/A6uzFx/UHKu1DU7gNtRbsZnL/CneKySuQw9CnIVUuw1L39XnUSkr6y+RCOzM4h01rov0YLHIy3KHbU6fyGdCLKEjojH2OlTkoy1OpJZ9exNyUTivrd6H/zwYX+4BQbUZxOuH0ifiBTrQ9LwVHnqzxNSm0ns5Q0GHw+WcYzru7Lgr7xiYt9LCaAd1Xk6OiyVdFmSBj4F+gvgC3nPtYM+BvrWYD9TjsIb2ZmoL6E/oUMXuC5nG6Tx+FrU1zLGGGOMMauF/5bKjgtTDk1uAv/ZIhk4bysvW0kuBv0WRRudLxcgKrBMHxT/EZAPhBzHB8CndoGixZ5EeePRb6ycBdWUate3xqxurq/QVPDVMeDpnOeV3qB6xrtxPZCWr+rjnrsOuA6fUYQvIzR2KX1ZrJRTOgtH5AiwCw2q7ITzNC6gPkgN+xLVtOSc6jGFMREOg4y3tjHx5wkv7jlM02QsSGQi88Am7xjuDWxvZtt1z2mfeNovwkZVBhD6BGn43zvxYm5i6hrudQVBnHArTPbNdCPSieo85567cpBIWvtAAZKhS9md0eSL4E8DD5Lz+yp9oHcCn67XyFYlLcgiApiO/DJprpfCG+RRb9NqWTFljDHGGGNq4GOFm/SZCM9/HUTx96Nc5rKGJGtC2L8x/il70wAAIABJREFUZIBoGf7/ET5AtDiOD4AfUek5uQl0mQymDP0GeEV+RsaYooRJXGm1L6G0oQwCvw9sRdiwwnE7gB34HET4RHCexuO1JPF9UC2dHeQyiQidSQQg8gNgF8I7qWFfIiCiknM6rS4T7Tl8mTh9FuMPX+LFUilFh4baSTOgMCCt3CvDw5Ev9jWNo+En683qdv+lkumLA8C1B7RtzVpNqM8AsBFhQJBE/UZYTB1Kzfn+IAAi44RNB5WzXOBHZLJk4MfTTcFn4VOcz3jeXtANwFDudrkR/O+Dt3JtXJOts8i2SFe56AHaVPhkkae+HOV1jDHGGGPMaqGXg163TJDk8ZDnOIW7n3ww2HBDYdm2TK+iHC8Ex74IPIrrPfTDpWwZ/y3A5wuP1a3kZg3kZZvoUeAPwftx1nn+PXAVxfv87Cny//Rl4CtuLP6FwIdA8no2RRX4KkWfwfVTMsZUQpgHngoeoGxGuSkICC13zCDKT/D5LMLdQeZS49i+dpLR1Bwi7ex7KcGV5y1fDaelZTJ0QCnD8w7i+4AMckBba7mQ2vdlv9cSvuScqs4AhwQO+8KEh4x9o9+LLTCjnxnqpYUBVbkUYYAF+hAQgLQeorzKR2aVsSCRiVVQD3OcrL44f5TU9vQ8faD9CpeJ0ofI8qsfak15OvZSc5l+RKrh0349zaxGCJMe2x98PFLu0M5wnwN9B8hg3vYHg/5EkWfDNKnCUgrCiUiv8AZ2CblNPlUZ895qgVFjjDHGmDODXAaqeduK7KdHwQuxelxPgVyZm9nDzeAPFPYp8t+yFLiB4PN1y5/b+zH4HwX+qfQ4clwIcm7edX5M0dXwernbP2fbEHh/knX8i8CfgL82N/hVNPBVAxL0U/KfAj7axCXnrD+qiYcrJXcInwRwE3ANUmTu11XguBPlSpQPNVxWkcsQ6qfF6wWWDxJtXzvJyOw8Im08eaqX7WtL/3+4Y44j0sWpU/3UcDH1/ZfKxEd/5B8rOsepmkIYVxgT5LCf1vH7B+KbY8rOEgK5FFe6sAOgWM95FSuR2ewsSGSqpkNDXfoa3XIWEzI8XHYEPgjIHAoedwNc+xPtOPs1+kV0QGGTCP0gsbwgKTwRx3VyiLja0578oIyjXHaQ6tEQ+2YCSuMr7mXySBr8D4L+BCQrG0Y6Qb8J+i7rTxSC0l7w97lyPNpLcEP+JUT40yivYYwxxhhjVjs95SoDhHJfXoAoYwzICxLxr3HBmjJ4LwYlwVfyD7lfylrge+D/FfBd8P5i+UP194oEyR4stifwbOGm/MBXLclWV3aO98RzvdhZkMjEyyMJfAifz6LcBHy8aO8iYaBBs4rGgf4geFEq8zMJ9LOw0Auhg10Hcb2MBqlxxR0VHkH1RmBCYEzgubTHxAP9Xqxl8VfMEgpB1IJEzc6CRKZqusCgePItTTPv375nDBgT9DlaOFRpvcqHL5EULs1+8ab8j57TrnQLA4puEqVPYUBEipWxqpiiaZGYS82NzPYA3aimOX06fCaRagIR8GT5VRUA+15KAO1Bv6OV9zVFeNOgHwFGcrfLIHAz8MX4x7TKSG6GTyCybD3/MFtFc+v8qnJM5rCSgMYYY4wxJqDPAP8BJKbABwTl3K7ENZh/Q2EGUineXwR9hfKOkw8AHwB/D66c3VeKZOGsLTyf/FOIwFRGBYGvfPpl8G7O3eZfCVxXmK0kW91zUfRCMsYA4DENfBplOAgW3VqQWdSIWUWeHHUvVSHKyIm4IJFIAgg3n5fpS6T6Dmo8p3NWm/zpnyfks7W8Rr5ys4RCnVPk/AiHaBqQBYlM9ZRuBIKG8YPuIbAA/m17jgGH8PQ5WWBM/stwmNJoRf35pXIc94K/+KL/4cP+hlafPoVLVehH6ReR9kqvIXDwG/0SdyO2QXdxSfL+88NNnD96on0xXVW8lbODXHouQLKWtVabm4yCf3fhqkP9Y9B7QWxl2MoKg0RCdGnUPjcULH8RviZbGmYVlDHGGGOMiZ2eAn4KHAV5DLxiWUE15N8IDAfZP9W42mXZFCsBJxcCN7lFbZpfGq9BefuAfeB/u8j/0/uIpReSMWcYIQV8FmUfyoNI7iLLYJ8BlB/h8yG8sH3bamTBn8DzQBdbJyxP9ahr38DG0OfP9CUS2VzrvkRxtLOoNkso3EUsk6jZWZDIVE/kguWfYgOwAZXdeODftmcO4ZCoPqcwJq2MyfBwxRPsD2zyjgHHyEo//fgP/YTfQp/6bAI2i5AAKUyrLUKVv6p0LBUTeUfw2cHQx6xpS6AKqjNsX7tyUEvZiAAiFQfoDIB8BnQQJOtmSjqAGynaENYsUl5fpNxcJMFYfY4+hJw/LlVJyeu4P4rzG2OMMcaY1UKfAW9zvUfh+DeC3BXNubwXgfcEGTjvC7KI8sha0H3gJ6Lp66NHY8jouR/IDxKdOZOQNuFq6kGYQHkrcDvKbUWyitpRvoVPN16xXmcxSb82wdlrQKSLJ091rjjvpd4koiCUzjrKiLEvUdRqkSUUivUkanoWJDLVCzKJwhChHdiKyFYBl210+54kyiERfY4FxuQLw1Wltt77Ni+Jq0m6F2DogLb+4hwSnrfU30ghIUjO739dSs05wcoIfSb8IZpZTVG6x5BLuQ3bu8gsS+ZBPw0cyN2uHwP9onveLKPwZkKiKTenXmEvIuBeSURXzs4YY4wxxpgyDed+qUeB/xP4Xm4QR0PXfsvKwLkFV8LuPwaZRAFZC/oh4E+WP0dNpxBNOfIn542Ji+s7tAdltGhWkfvdvAufC/C4pS5jfP/5c4zMHkNkA2kdgBVKyYufBAHV3vKyguQQcBW+P0ADB4liyRIKNZCibQRME7E3JVO9KqPJAglcts/HaQH/tj0p4JC4oMkYrYzL8HDFE77D7g1iIngAcO0BbTvrDdrnwYAqmxD6BI7HXmru0RPtgAviLCyEf1Py9SJEMrVXS8m84VsmUdXkIPgHg35EmW1doB+HOq6yaXyFvcOEqWpPqs/RpcKunG2QFp+vVHtuY4wxxhhjKqOXU9gPaKgwM8e/kIp4LwJ3g78PNJlXzi77838oPNb/z+CtEESK1f9SZFt0JamNMSsrnVV0Mz49CFcHgaW4BzgBbED8XlYKEu1cP8Voag6Rdl5+uRe3aDwEfQ7kKoRNUYw2CnXLEgpBhJ76jsDUmgWJTPXKyCQKQ9wL4DaQbQCaJu3fvicJHAR9TloYk+HhqWqu8fAWmcetFKjvaoGz1wwEn01zZWc5N8Quk8iXIyvuNTLbAcELeUtLyDdKszIZJtNHakmmN5FlExWX2ydMiaSHk7bwSYHcUpLKXrmU41Gc3xhjjDHGmPLpuiJrvK8D/wXwfhwEh4JMoFL8rwPvAR4Fns0LNL2rxMHfK9wkw+CvBXkqt3+RXg6aAAaC6w2BV6NFcHo56HXFy+bx3dpcs+6sV6ppTJmsIp8xlMeQvL/dhatQulDeG/Q1inNsR4CrgmDJylSTiAwEPbnDzX0ttmSQwv5MMWmYLKGQ/KGhbm942IL5TcqCRKZqUuO6lOJWM/S5h7gSdbftOQ6MofoDYEzOYkKGh1fjBH34snHZFkvIpVfODlJNuAZ+erxk7yITkhwEfxwkq4GiZROV0JP3ddU3l3qANlWuz797siwiY4wxxhhTX94+yK8iJ1uBrYXbS7o4KCl3k/uy5PFZk3fei+B/A+SjeWO5yZ2vYIxZn2tEf+PLTaA3FdleZF89Ct5fRHPdhmOTqqaxeTyFz7tQRpC8smLCZpRnUbYgMS7IdIGfsL2GJoABlARZPctLnH88SM9J8OiJdt5/fk1L1jdyllBor9GFvZ41LQsSmar4Q0PdLMR/XXFvWjsQ2QGgaeb92/dMAGOC/gCXbbQasgnciggtox/RyGwP0I7qPOeeu3L/phavDwWkzCCUKUE+D4zkbbRsouV15H1d9U2FtrM7yDpc2gZPe5daWUVjjDHGGFNv+lfLZMrU8ppHi2T/fA70MpCL4x1LufQU8If1HoUxZzSPMZQtQaAoNzAj9KIcQHl7jBlF7m9712uojS0rzLV4ctTFvct4rdu5PsXI7CQivbSe1Qccqm64xenQUKsuyI8aPUsoDPHoptxF7mbV8Oo9ALPKvVbbLKKwRGgTGBC4EWSEBfln/7Y9L/i37fmW/5+GbtT/NNSnQ0ONGBR12Siq5ZS9y6TCJks25PM1eIOUlYNJpkwyCpoXjJAuYGtdhtPopCBIVP1NpfDJIlsti8gYY4wxxjSCW1zQZiV6CvQbJc5T4hyL53oGVyYuj/ei217GokTAlaOLi/4VkHCl+M4gypvqPQRjCgiTCFvQIoEAFygaQWNKONi5fgpIIdJKKrVyNpGvrsRcuKyjJZkF1ZJdKSZaMjycRpujn4/WuJKUqa9GnDQ3q4nXuC8QQVO1HkR2AWiaOf/2PePAGOgz0sIhGR6Ot6Zqtn0z3UA3qmnSr4XPfhDpDT6GOSYTUDpc9vhMCTJMQTaRXgGM1mM0Dcsv+hpRVelDHWczkMjZpkx6b12hmaUxxhhjjGky+gzIZVkbQgZUinoB9MWgtBtBZsuzy+z7rHte1gb7vuiOz+a9CCTAvxHXUyNrnHoUeAb4Osi5oLuWzlWQcf850F8AbwcuzF0lry8Cfw98d+Uybd6LwOagF9D7cCXsLsvdR48CLwb/z/srC9h4+8A/Wnolv54CforrD/x/nXHBIWManXA8yCh6DMlbCCsMotwDfCSm0SSBzaiXgBWrhmRnHbWWXFCdoRxGuCZ4Taxd+wBhmsIKK6uPyvn1HoKpHQsSmer4dK+WfDRxDfgG3SPobXT7nkmUMRH9gXxu+KFYB+S19AcDS5ZV+1TZhABaamUaSwElVcskit5+0BRI9hv9NtBWCHlDcibIb3zpVFUKUuGTBSnawterOacxxhhjjFltvM0RnuvHwG+F3HcfsC/kvndTeuJx3QrHvwj8SbhrlSJPA09Hc67leInS+5yR6rc41ZhKCHMo70X5myKBoutQfobwxZqPQ3UCkc14ugnYu+x+rnTccUS6ePnlXlxwKcz5g75E2ldy3+pMk7fQdVXSxk0UMNVbJdP7pmF5ckG9h1ANgV4RdivysTpcPtOPqLy6p5n0WdWV64C63kUdqKbp6LAgUeQkDfmZK9IJDNRjNA2sq2CLcLLSk+lzdAFX5WxT5qSFhyo9pzHGGGOMMcbUTHw9XIyJjpBGeB9aNODyBfzcv8tr5AgAqmECLC6bqKUlfDAmU9VHZAMjs7XL9NHqFso2DGmOsnmmOAsSmepokQng1UgL0vrjkKl5Gr4U3AFtQzVTbm7llREarOISmVyxwZ+pxt8WbtIr4h9GAyv+GlHxDZJ6XCf5WbDCXrnE/vAyxhhjjDHGrBrFKi4Y01iEOYR3LRPkeBC/xotkM20WwvQMkqAXt+rG0Od3VX2Soa9RIUF/Xqtzx8oyiZqaBYlMdZqlaZnUIUgk4t5MfX/ljKBsJ08mEGkFptm5fuVJcfGDjCMsi6hmZD9ofgBuR12G0rgK//jRynoS6QFaET5Z8ITP1yo5nzHGGGOMMcbUSWe9B2BMKMJxhPegzOVtbwceQ2vYa2fduszi6A72z5VapP68G1fQdiE0zfQzqlnJOa3HnGNtNEeigCnKgkSmOtocqYaieiLWC+57KYGbPE9x5XnhaqVC1puWrtSwz5FMw9AQvYtMhWQOyCsXKBtAy7wpaWLFAskVllvQdnZI3k2JwkHvbSHrDRtjjDHGGGOMMaY8wgRwNUo6b3s3yp01u66riuP+3j+9sHKmTybrCMoL9mimuo9cWuboyrlGUwSJRGjXoaHaBQVNXVmQyFSrKTKJYo/qe557c1MdK+u4xcCPhMkOyrwxlg4omWoUaVqrcdTmXR2UNUW2VvbvrVgWkVoWkTHGGGOMMabBKVP1HoIxVfHYD3y6YLtwHcpgza6bqY6TqZazHN/PzJP18OiJ8OUcM/2+pXal86RZehIBero55oFNIQsSmYrp0FCXSF5vkFVK4o/qbwo+hi8154TvY5TpXdTSYuXmamt/kW3viH0UjSuSdGT/hySE3BtPhWmZYzSK8xtjjDHGGGOMMWYFHn+G8njBduUelLaaXFMW5782rbjfzvUpVF0w5uw14au7rF8/jmoa6ObJU7UpA3lWc2QSAYhnJeealQWJTMX0tSaKHrfGvqrHrVBQ77kyj0u443TlwM++lxKItKE6z/a1NQwSaSv4u8B/EPzHwD8A/rfA31q7azYabxo0v9xZzWrZNonyV9F4fKxgm/J12ZKX7m6MMcYYY4wxjc8mWs3qJHwKzSshL/Si3FaT6/ni5ltEEiH2zlTSWbk0XbYtMo8E10hrTbKJZHh4RpX8ftarU7P0pjcFLEhkKiZeU70wxBfVP6BtZIII4h9aeecsI7M9QAeqaTo6Vu7B0uJlVk3UqFeLdoB/M+gLIN8C2Q1yFcggyC6Qb4P/Aujm2ly/4eR9n6UT1G76nWI9icq6OdIk7Si7c7bBvPjcX93QjDHGGGOMMaYuapN1YUytCceBW4o8cys+YQI5ZV7Pd/Mtqr3BfNoK+y62ZriozKu4Kj+e1nLBb3OUnGuS3vSmkAWJTMVUmmPliyrHZXg4vmyEkycTiLSieoyd61OlD1gUBJYkyRYpMd7FhnvllrMLQXtBfwJyJ8gKgULpAf32GRIoKlL+T8OvXGluuSUplblyT6C/ZrcI+TWFR+XSJrnJMsYYY4wxxjQ7+9vFNA+P+1EO5mxz7SjuQyNuS7Fz/RSQQqSVVGrlMnKqR4KP4cvNAQhHgs9WLmlXDWmOvmSKnF/vMZjasCCRqZzKBfUeQiQk5ps11aVgTzkWU2sLSpsVu4h7Q/TkaFnXKH3ePtAfuQBQGNIO+tjieJpXsZJ+zf7/HFZH3tczZZ9BipSag69UNBpjjDHGGGOMiV9zlJoyJkP4BPkl1IQBlF2RXyvTckFk5XmWpXm28jKClLHgs9ot9o2/F3qtNFNVKZPFgkSmctokLwzxv1BvdNfVIyX2y+dWNCilj9PMG5tEmEmkQcBH8jM6Ms+nQYsE3KQL9L7oxtGIin6fN8Y+jMaUHyQqK2tPf8SgkJuyrsq41794E2eMMcYYY4wxq01zzKeYM5cwifCnRZ65qQZXc72GVFeeZ1m3LtO/qIuR2fy5iJWPU00D3eybqc2/TWmSIJH1JGpaFiQylZOmqUMZ9wt1ZmXCxIp75VN1E+VeiQykJ091IuJKAb46H2FPIr0DZEOR7Y8AW8A7C7w3gn6wcB/ZDH70q0kahhwHzc+Qib4W7+qUXzO4rH9vKnyyyOavVz4cY4wxxhhjjKkzibgklzHZlE58Po7Pt/E5gM+D+NxVg55Bn0M5lrNF6EMZjPg6z7tzl8gk2iLzi1lHnhe+ussWmV/MQvJaapNN5OuJmpw3btocrUdMIQsSmco1SyYR+otYL7dYNq6MINGjJ9qRIEAj3srZQeq7NzTVY7z//LL7vyxz0g7guiLbbwHvapCDS9u8vcBwkZN8AUo0GYyUtoH2BI84bsDzf56JmK7b2KroXeaP0Q3syN6myozMsbfqcRljjDHGGGNMfKwnkak9pR2f+1BeRLgHYSvCIMJuhBsRforP3+AzEMn1hDTwtSLjuKHqcz96op0nTg7wROp6hHe684ZpZRAEezKtHsLLzLXVpi+R1xyZRCJ06dCQzXU1IQsSmWo0RZBI4kz5fPJUL9AOpILme+GsaXOBJdXjbF+7ck8XP8g4EpnmyVOdFY40j15XWGZOHwfvS8sc8DnQ3NUkSI87Ty1pB+it4P8z8GvgBffQF8H/ggsY1Uxe1pa0ngG9mCoR+o8jaeUaoWCF3UOyxep5G2OMMcYYY1YV+xvG1JbShfJthOuQgooeS4RtwN+h7EEjyGgT7kVJ5W3bgU+RSjTLeCK1gZHZHYzM7mE0NcLI7P/L2WteQfVZlK+CbHPnLZFJBIBmenNfFPr6zuFg7OUGl8LxmyNIFGiK+WCTyyJ/piI6NNTJwgpvOquJMhXbtfyFBAgUBBRKUZcdJITpMZRZ9TCI7/8Lo6lpYBzVJO5Nb6KsAJXzzrzxpIHPLL+7pMH/DPBY3hMfBv6szGuHoG2uHJ5eD9IWfI+zx9MF3Ap6M/hXg/d49GMI0p9zrxtRkG6V8oveOIT+40iVj0nej1Jai6xSMsYYY4wxxpjVxqe7WbILTJ25ANEBhHALVV25wyGUd+JzdVW/h8I8yleAobztj6AMIixVuHn0RLtbBK39+HoR0I9IAqWd7D/+lz5PokwiHMaXJGe3hJkTy/QvKm/RruoYIqARZVnlkbM4zkItzlwHaXogxrlUEwsLEpmK6Gm6pKXeo4iIH2fat1wafBLmjW2Jrxe5N0mZLH0JecIFcaQP1xenG+hGZKls12gqhXvjnED1CDBBR8ckW6TIBL62gm7O25gE71jhvtm8x8FPgmTVvJU+8PuhRMm8smgX6AhIiDdyaQX9JuhxkEPRjQGg6PfuzK7VWrzOdqgSiP5htorm9j1T5SnvErsRMcYYY4wxxjQB60tkoqLcuWyASJkGOhDaC54TNqP8CJ934ZW7mDnHvSh/nJfBtIlfn//3jEz+NSIbUU0gsgHV4No5K0Kz56iOIjLBunXJ4nNUJbS0TOL7sNQPPJyOjiSp1Dwineyb6ebKzkgDuDI8PKW374nylHWjVbQVMI3L3pBMZbwmSi08O86VO9oLArqY/hpW5s3tcMk9d3Q8AjwCuFUarWf1IdKPsAkkgWovIh3AIDC4+MacSqUZTU0uZhypN8nZLeNs087CUnMcDDnuB4C78rZdS7lBsmVpK+hj4QJEGdIG+m3wLykd6CrLVPFrndE6CrYIL4U6UvlwkW0PVz0iY4wxxhhjjImfZQyZ2lA2A9cU2T4K3ILHMZR2lOuAISTv73ShC+VZlPcioed6ljx6op0n23rY/K5xzv1h7gLj1514M+f885v59W8unx2kr01EGpDZvnaSkVkX7HnyVGfJlg0ZWyTNyGwS6KelZQCIvAKNKtMiTTCf2jQ96k02CxKZyjTDixqgSsobHg6V2RDNBRlAAJGJso4TyfQkKp1JlO39588Bh4KHc0BbefnlXlq8XpRNCAmQPkS6gURwrV2IQjoNt/7qFF98fe55X8d/59ehBr4X9At5wZJrQG8pnnlTLr0DJD/LiaAc3n6QI6DnA9e5LKLFcbWD3gW8t/oxLF5zvrDMXW4mzBmoMEikpEsdpM/RpbAjZ5syI79kNMKxGWOMMcYYY0w8pGkKTZlilDbIya6YRkr/7RvBdVtR7imYilDuRfjU4hhcybe7UUZRHkPysmyEdpTvBaXnlg+OjMz2AH1BibiNoAlEelGFH98Ll/cDfu4xbSf+gl+98dmqsoPKJTIJ9LGwkCD8ImeAMaA/qAIUfZsC1xN99c+nilxQ7yGY6FmQyFRElO7C+fBVSGJczfPkqU58vxPVNB0d4dN43Ztwe9nHLWeLpHE9kZJkv+mNzHYg0o9qH8JGkD5Ue3nFW1twjj/+5V30pT4KOoFyZCnrqD2vdJ/MgL8fuCprWwfu5mmquv8R7QK9scj2p4FP5GYJ+d8H/VZeoGgb6CDIwerGsXi+ImUL9fWF284ohe8xYf7NtbBbCo99SLZYs1djjDHGGGNM0+jB+nqsbj79wIdRduVk6ChT+HwF4f6cnjzRG3ALf7MoxxFuKRqkEqZQ3h4Elq7Le64V5Zsoh3jsxBxnr+kF+lG9GFlsZ9CRtT9ZC2WTzP32JKf+TYK1z+eWvfv3W+5AYv49V50MxtxHeUGiI8HxfTUYlSv91wxzqWrl5pqRBYlMRRR5UzO8rhFnyndaB/BwKxrKWznh3pxEkkGApzZ2rk8BTwcP54C28WT6vwIfydl3jbQACZAEwjWLWUcjszPABCLJxV5HH+Uu/kW3LpWs00mQCL7v+snCcm56COQ9kP998h4HTZDfSNFlE11S/VgAV0M3X2dE516tKloho8q1kvcCI8IDUQzIGGOMMcYYY2KnpJtictg4LoPnDoRbiz4v9AB3oQyhfBrhoRqN490Fv1fCZ1YMTLng0Ufw+TnCHXnPtTF56xHOXvMbS9sKegclUZ1A5CgwzulXJ4MqNqDsIX/eRekk7mCoyBFgF3BRmUeOB8eX188ovBh7otdQk1SXMrksSGQq0ywvCBrjC7SnmZJx5WUDVVpqLgpbZB70fxRsf877d/Rq52KKsdAb9DrqBC4HLl+8kbjvFBw66+fsO/tXtHCCT/3yT+mhhyuoth9QXs1dTQMfKgwQLbob9IYgkykgfaCXgzy9zDFlkBRo/sYzPUhUqMS/Of0Rg/kNN1U55L2V+H//jTHGGGOMMSYKcVYxMbXl+vt8C2FbyX1ddtGD+LwjKP8WdVbR1ryxzSPLlEl79ER7TnbQk9LHmx7+FRtvOidnGuX477sAkeokSBLhSDCPNcHO9VMrjsZlMeVymU4R9aUOyWUSAZQX7OnoSJJKzSPSwROpDVzREWUfawT9RZE2BauP9SRqShYkMpVqihcEQX8e28Vc/x+Aw2Uet7Gi4yKjbyp4Ext93TSj5xyCrB4xB7SNVKo3qEe7Meh1lAB62Pzam9j8GsBvAHtRYDQ1FwS+xoHnEUnieRPhmgpqD4X9fkZzS8zlkxT4w8Bdeef6MNnZU1XR4yDZabft0Zx3lSpWllJWLhmnwscKDrEsImOMMcYYY0zzKezhahpf2ABRNmE3Sj/K+5CIFkC6kl/5QZAxhDn2zXQjZ/XhaV9O76DF8QR/df/8Wvh19xwbvvIqr//vyv93+f/NyTd/NSc7qDyFwSDl4grOUx1Pkijk/D+HsUXSjMwmcYG0Pqh6cXMOFaabIESEyBnff7spWZDIVEbpaorgd6yreTQB4t6sypHJqlCvkTIpCif6XQm9ieDxyOL2kdkOVBO0eH34ejHQH7xRtweIUMd5AAAgAElEQVQpvEs3Nb6fW7IOnic/fRkIsn/yR/D90sOWh0C/kFembgdop+ufVDXrmZNNir7HFCvLB4CO06mwI2ebkpK5rN8nY4wxxhhjjGkOFiRabZQdUCRApMwAjyC8hPIOhMGCfYQEyt+h7EQ4FMFoEgVbfvap32L0jlmgY7HSSXbvoGLZQb935dTSCR4KHhUqHgArL1AThSs6jjGamgPaGZntKZkBlWsM6Ae5FJbJyqqQNEtPIkCHhrpkeLg5yucZwIJEpgI6NNTOQpPczGhMQaJHT7QvrmAQL3ya7QFt4+RJ98Z/dku86blLirxOSPg3Atfr6FDwWPLkqV78hQRKApGNQbm63JJ1GWevgdHUFDCB6iS3+f8T/9CSf6UQN1mSAv8RYHfWtjbQXcCfhf5/MuEo64rcAC0fJILdArl9poS9ssWCb8YYY4wxxphVTJlplsnhM5bShnJXwc9ROYTwPiSrtLrPVuC+glYNQifK9/D5IF6ZAYil7KAEyiae/d4m3v6+3H1OJX47+GwuCAKNF+0dVCvCHD5T5Gaa1Kq/z8pcybl+XJ/vqdDHefK8i69p5MEtbWVaFqI+a33oa3TTLD2WDGBBIlOJ03RTMD+/SvkxBYlc3VdQPR6unFogEyCCFNva6/XiW5vSgtvXTgKTZK/MyATFVBOIXIxqAuhDpAtXXq4HEfhXPuT/Eu49tYNzTvYgfrLEKpGvkxMkAuADWJCoFgqDycpyPaNA+XCR8nQPRzwmY4wxxhhjjIlXsV40anNyq8yN5JfZUqYQ3lPw8/V4CuUSlPuQ3GoZCG3AY/hcjVekasbSvEgfIhfjghx95GcH+a8rHOFvfOerTH/gv0bdS6dMY2S3BxC6UHojK7MXlqtO0192yTlfk64cnxRmalU7JJqoN5lHV+mdzGpib0imfF5z9CMCkLNjeoF2QQ8QKe9NMXOcK+HWIHT5Sf5quZJ14+TXsR2Z7QD68CSBrxcxLX8IrF18/hyFdu5wN0yS6XfkUqc9OYq/2GQxBd4Y+Mm8N/zc7BUTlcL3GK/4vzkdZzN5aeiqjHv9MTe4NMYYY4wxxpg45GeZmMam/H6RbLDPFA0AAggzwE6UPcBQkT3u4Ns/GePXv51YzA4SehcXC0vBxZaygzx5ngse94Gv5exxwV//mgv/up4BIoAfALtytiiDEHOQSPUoIqC6sazjWlqS+D5AD4+eaI8y+0qGh+f92/bMiNAZ1Tnrxl6/mo4FiUz5muSFQJU5b3h42dJXkXKrPwje0Ms5LvNm1kBBojqsfHAl6w4GD8DfSnaQCE2h+hQivUFgrR2RAWAgaFbodhuZPQ5MkPzlDxl+/W+TlnNA50A+Hd//zBkl9GuFKh8uvAfmgUhHY4wxxhhjjDH1UbvFlqb2lHaUgbxtk0UzgfIJe0i3n8D75VcRXSqJ4q/5HRZ+4wW87N5BmXPrMUSSqB7BLX5NFmQHadFeP9ej3IOUUV4tapKZt8nxDuDeWMeh3iSiIGVmBG1fO8PI7AwinUFVoGgXrrqyhKs/SKRyQb2HYKJlQSJTPqWnSWrpxli+TXtBXG3Tsg5bzCQq77hoNeKbV+5r169khp3rrwbggLby8su9tLQkUN2IkAiyhnqCsnVbefMCfHUOXvLgPL+dN/r3oKlJ0KMISRb8Sa48r7yAnnNW3tfNUpgxGlr835z+hA5dyF1ppMqcvI698QzMGGOMMcYYY2qqecpMnYmUQaRgDnW06L7757o4vdCP+L3AJkQS/I328sbvtLDpw9D6S7ffi38gpF+fmx2EjPPqfDJU9oowic8cQnvWtnNQvo3y1mUznGrNjes4klOObDD+cfhJEFDt5YC2skXCB2pdqbrBoAVC1NVNpoHIS9nFTpsjgcAssSCRKZsi5zdFjEhivElz9VcJyp6Voy/4WM+SW+2ld6m7pZ+le+NPBo+lVT2PnmhnTZur66t6MW/0E7zRD+r6kgiCSVcB0NICI7PziEyiOgkcdqtQSvY7Oi/v6zN9ZUX+TcN8sZ00zTUiBSX/HpdEnW5qjTHGGGOMMabWtODvR9O43l2w5dV/dYCRf3T9gkQ2LvZUTqc78SAnNUgEjm+d4nsTR/k3d0H6dWP842cfYUfVvYMmgf6cLUIvygjKe5C6ZbAdJLvknNCFTz9ejHNbO9dPMZqaQ6Sdl1/uxc0RhaOaRGRwsSpQlJTpplh43yRVpswSCxKZSjTHC4HGlH7rmg5uAFxt07D2z3WRTrssntOvxlu7dWUxZmAtq/zfQbcSZyx4LMle5SNycXBjl0CkDXez1wfsQnL6HU3iAnfP48kk4o2z/Q1Q2NvonLLH2VzCvsf8QcEW4evRDsUYY4wxxhhjGspqWJBpAPw1b6Hl1dxt3/mHv0Vk6W/epfrpS3MGnhxlwZ9AJBmU0c/y5ShGliQ/SAQgXI5yD/CRKC5SNuE75PclErYR9wJoF+wZoKUlQTlBIk+eR8FVBYqWoL+gKaJETTI3bBZZkMiUr1mixXFlEqVSvcHNQorta2dCH3d6oR8PUJ2MslFeBfJfJ4pmg8RLohvTtvbjwP7gseTJU70sLPS6PkdBA0nV3qDfUT+ZGzEF1IcvvZLi5jfkntvjFH7FI2tGBT8nHacXcms7qzLpvTUvmGeMMcYYY4wxq1f4uQBTPwe0jVSql/zsoNn3dtJ5KG/ns1qBKWDCBSM4gteSZPvaOBf5Lt+/WrgOn5/j8bkYx5Oxv2CL8m5gT8zjmAAGUN0IIfpHZfiadPN4ZfYzCkGF6aYIEVm5uaZjQSJTPqW7KYLeor+I5zriVh64lSRlHOe7PkZIJb1xIiSr4YU/+uwmd2OX+zMr6HckvUHfqA3Mex2F53jtd7l29l+CerYTwPOITOD7k4WriM4IBT8nhT/IfzkR4eGYxmOMMcYYY4wxtSfMucyEHJZJVE9PnupE/X58TSBsBEmQSiWKZwctLJDfc3jwbe+h4x+fim/ARc2u+KxwBz7H8MoIkERBmMHnEMLmrG0DKJ1IrAFT1987My8XVktLEt8H6OHRE+2RLtxuknJzIrTr0FC7DA9bm4AmYUEiUxYdGmpjgc56jyMSGlMmkQsmwEorPIrbBIBwJOohValeNW0D2lV6nxpZqd/RX5/zH4DP5+z/u2kQ6cQ1aRwEQNXdaI6mpkEnQCbx5QjiJ+nomGSLNECmVqx252/QNHvrMA5jjDHGGGOMiVNzzK00ugPaSiqVQL0Enmayg/rxfff9l7zeQcWyg8579gvAjpzzrv3Hv0S5DKF+7QGE3wyx14NBYCI/FarWvgNZQSJnG/BQbCPwZNJVfymzbNz2tTOMzM4g0snZa3qJskyez3ReuHH1Ok03+YurzaplQSJTFoXuJgh4O35cvXVkQ/DJ8+UdFqS1qtY5k6hAPMG15eX3/am/958/B/o/Crb/xdn/K7/32r8E2UYXL6aqi3QB3UGW1ja8oN/RyZMwmkoCx1CdROQIqpOrNngk9Kz0tP6Qy8mrY6vwtDdQ998xY4wxxhhjjImWchyhfosezySjqctBr83JDpIglSsTFFKdB5KITKB6FLewd6Jo1Q+fw+QHiYRzUUZQ/l3M2TFLlEtLZqUIbSiPoWyJOaA1CtyRs0W5gjiDRC2tE6TTLpPogLaVNa/iKsIMBvM4kQWJ5GyOsxDV2erMsyBRM7EgkSmLpJuk1BwgZ8U0ES24FQuehH/hzNTBFQF/Id7Gfjm0sIRaY2qAoIJ2FDQfnGn9NTs6xsm/oRiZ7UA1QYvXh68XBQHBPqADSACJxRtXCYJHI7NfZOf6z9T+/yM+KkVKzcFf1mUwxhhjjDHGGFNb+RPUq+Xv7dVHtQ+Ra4BMUMhV8lCSCIdZ8Ce58rzwC3KF4vsKvUGgaAtSl6or+Zk6xQldsQe0PJL4TOf1Nb8cpQ2Jqdf1tvbjjKZSQEfQayp8hR/VJCKDiFwc5ZBkeHjGv23PvEgDLoAuV7P0rDeABYlMmVSaI5NIlbQ3PFz7TCKX1uyCPel0+BsQd0wrkOLKznoGQIrdtNY5o0XbC4IxSAOsw5Bi36vifYfcyqRDwWPJ/rkuFtJ9+NoLXIQLHPUh0gaciHS49bFYq1aTtOuvuSr7SVXm5HU8Hv+wjDHGGGOMMSZ2FiSqFU+SQQ+oaVTfXHVPYGV82QXTwmaUbwJXV3WNcik9lFOysD4BrceBG7PG0A5sxWUZxcNVaRkI+hKFDxJ58rz7HSqzVF0408CGkns1OFULEjUTr94DMKuLNM8LQDyBl5dfzgR75soM9vQFH8vtYxQxLdJIU+ocrJAGrdusa4psLO9GdFv7ca7oeIqd6+9m5/pPsHP923H1kMvLRGtciyuW9FV2iBQ0ah2VBNb00BhjjDHGGNOMYip5bxAvU82jm9dOVx8Q8ZhGeWn567ELP6+0Wq0pA2Uf4wJaD9ZgNMtd728Ltim/H9v1nczvwqayjvIzrR+CVhBRkkaohhMFuaDeIzDRsSCRKYs2ywuABBPvtdbiuRUHquVN8ItsDD6rc5CoXgEZ/5vgHwg+3gX+7aC7wd8KelHh/toIb7DR15Z+9ER7sNol+yZ3ddASmarKtfmbRHm4ZuMxxhhjjDHGmPqycnNx2b52BlW3SPHsNVFlgqw8ryPcjrI7omuFcWlFRwnXxBjQOogWLJ7dUXK+IEqeBP3By8wIamnJVAPq4YBGWxpOmyVIZD3WmomVmzPlao5MothekMWlj7qGd+Gpup40rnliHWlbYWm3WAJsz4DcU7h52WKHN4H/TmAG5CVgCnQm+Po4MA1Sj/rA1WXFZG5mVWfYvrY+jTArt+xrhT9Gt8Dl2dsUpuWXHKz5qIwxxhhjjDGmEYgFiWpsAvd3Zz/5fYIrc7LkHsp9KFNILH/bhutHVIwLaP0M4aHohlP0Oml89gPXZG3rBAbIL79fK74mXV+qMjOCtq+dWexn9PLLG2CZvlSVaJZMIutJ1FQsk8iUp1leACSmNG/VjcHH8oI9Iv3Bx3pnEtVpVYDsBS2j95H0guwCuR4YAh4E+RuQZ4EXgNtrM86S46ousKPqyg6WG2RscNKadYOYoeyVLXVp9GmMMcYYY4wxcWiOieHVYunv6CLVSCpSpBx//jVpDfr+1KKPzRKljaU2BZWe4z6UwUjGs7JiJeeujOG6TnZG0KMnSv8Ms6keA8Dzou0fJPqLSM9XL83TksRgQSJTrmZ5AfBje0F2byTqhS83t2+mm0za+bp1dQ4OaLGVTTHc2Moc8Eg059JJ4IvRnGtF0f/bELk4+KzOwcLIzABokVJzKH8Z+2iMMcYYY4wxJj6Fi+KUBu252wSWFutWF0xZ8m9D7SV0oPwNWtNSXP1IldWh4gpoCfvRglKLV9X0mtmqKz14LPgYaZBImqTcnIiVm2smVm7OlKVpXgC8mF6QJSg3p+mp8Mec1QcKkGSLlJFNUxPnFW7S/HqyNSIPQBT1fOVTEMv3MfrXU9VelxbN85Gfux6EX/qH6Ze8m1CFCe9tEaZuG2OMMZV68lQnvt8D2oPSQ2bVsMib8vbsYKmXRApIoTqNyC9RPY56M4g/B0zR0jK3CsvGGmOMiUc7wWI6E7FMZRbV8sqMFeOzISiTFvLabEB5DOVdSEGApHrKwPLV+EMdPw+MIfwAiLbfTj5hDp+DwNasbd349ONFUgYwxBgkCQwGvwvlXHMq+Pg7UQ5HfY5Lk6Rt6NBQjwwPT9V7HKZ6FiQyoenQUA8L9R5FRPwYgkRuksFNHpx77rESey/xghsYLdEUMR5FsmOqLKEWmhwCf9KVkquU7gXv6ejGVNa1pyI4SX/wMZ4bpygp7UVvWotlEcHDtR6OMcYYs+iAtjE720+L14fyJtzq0B6gZ/HeDVmhFeIyRJY+irJ4At+HkdkZRJKoJhE5isgEvj/JzvUxLb4xxhjTAJoie2DVWLcuycmTINLJ/rkutrVX03ZgoOwjhM0oDwJXV3Hd5Vxa1t65QaGDCGM1CV4tbx/ZQSLnCuKa63D3X4NZ1VrC+lnwMdpyc2cx3TTzq2m6iad3uakxCxKZ8NJ0V7VSoZGcFcPNmWrmTWS6rIwgZRMCCIdrMq7yFMkck6kYr/8AcGdlh2oK5NPRDcW/Exe0mQaOg7zkPjLlPhYtzVc5F2R0K5VOv9oIAcPyFFll1eLjoezKfh1RSAvsjXNoxhhjzjBPnupkYWEzIpehuplUqg/Pa3OJ20VN497fj6H684JnReZRzZ5oymQVnY9IG9CDahsiXYvPiXQCg4gMAqDqgkmjqSnQJEoSke+zbt2hBsgkN8YYUwtSZFrYlZubin0sZ4ItMs/I7CQivSyk+4CnqjhbeUGZDGEXPsfw+GwV1y4mfNBK+QjC3piDQrmE/UW2XgWRf1+K8+R5d9+n5S1CVp10i3+qWbxcZDjDw9N6+54oT1k32iy9640FiUx4KnQ3S4zIGx6ufZBogQ14uDeVckhQisuXRii/lTfRH1epuQzZC/oFkEpeq26JOOvp+yA3L/90wb+O3wD/HpATwBToDC6odBy80r9/vu/qJqse4/3nz1U25Mby9l/yu5IfPFKekrdaeQVjjDERckGhHUFQaADf783J8gFQnUHkEDCF8DMWZIpWOcYb3jAVeZDmgLaRSvWiXgJPN4L2ovQHQaQekB6EbcCtnDw5x+jsQZC/RXiaKzrCZ6MbY4xZfSQoa2pqRJJAL74mqC5IVH4m0eIQuB3lZwgPVXH9JT7d5E/MZzKF4FWEd+cd0VXXABGAcByfQwibs7b1ovQgcQRJZdy1dZDySg+qPwUeQDcHtC3Ke0RVpkToiep8deM3SVsSY0EiUwZtjkwi1ZhW6XjaE3wW/o/7zCSCCJzd0gglxvJXS0zFe3k5Dv4oZTc11EPg3R/xWJ4GnQYJuUpCzgE+nvV11nMK6N3gLZ/ppJoIVqw0QrAwEv/zK+T3cwArNWeMMSYKmcAQfICFhUEkWGAii++/E6iOAc/hySF2rI8v+OImFCaCx1L2rBtzAuhDZCOqW13gSLYB21BgZPYY8BSe/C1r1x20LCNjjFnVpuo9gDOPHgW5CmFj5aegDaWvumFwH8oUwsGqzuMMLFs+zvVTfCFv/yuAz0Vw3Wp9B7KCRADKNuDPan5l358M7gl7ePREe+iFuFd2TjMyO49IG6+80gMRtoUQjkMTBIk8uaDeQzDRsCCRCU+a5B++eyGOgV7k6tlLYZmS5bgAUSuqM1XWy42A9kDBqqZ6lD17mLKCRJoGPhH9MCQN/l7g1urPpSmQz698uaBWbrmZaA3st05zSfbXqszJXNG0c2OMMaa05QJDzgSqT+DJGL6ONWTvn+1rZ4CDwcPZ91KClpZtqL4T2IzIBuB6lOs5eXKOkdm9iDzAjo5GWExkjDGmWmqr8Gtswn0oM4MkVz9S5fyp0IoygvJ2pMp5FeEQsL5odpAwhc8EkhXUEvrx6care0+sUeCOvG2/T7lBogPayssv99Li9YJsQHUj8H12rl9+ofDO9SlX4pcezl7TSzm9kESOAQnSuoEo58SU6WZYiI9aublmYUEiE16TZBKhMb0xKhvc90vDr1RVL+EaHWduZFbw1yevwfPnWfAnOffcSbZIutKhLjOYRGEJNTkS7TXCkKfKy+DhS+DVKvvmASIJEoUohafa5zKJGqI3VSUKejS1wJq8TaOypc5p78YYY1afJ1Jb8fUGFhYuLwgMwT6ER1ZtmbYrz0sCSeCLHNA2Tp0cRHl3kGXUi8jHgY8zmppAeABf9zZkAMwYY0w4Qlu9h9DUWlom8X1Q7eWAtlY0b6IMVDUXlpv1U/3Pu/TC531QkPm0Dbi36mtXwyOJzzGEDVlbB1Haiga8lirt9KK6MfjYy8mTvbS0LO0nAkorUKKajCZBelBNUE6QCJ0CSSD+hpK7lkPqHrSLhligu1lYkMiE1yz/8ON7IXZvIFpGuTlPXQp0mBJjnn4VpIOWFkil0oymkkFTvSOoTtLSMsn2tVWscii20kbrUPpM0uA/BNxeel+dAhmu3Vi8Y+AfhKDpdEVClsLLNEZc8FdrJlFBkCifCPviGIgxxpgmcEDbOHlyN6o3oPTmlJFb7YGh5bjSck8Fj0+z76UEnvcxRK4B+lC+CtzJaOoRRL7OFevG6jpeY4wxpUzVewBnnO1rJxlNzSHSzssv9+IWYpTrsrL2Xq4UXFyExynM2LmSegeJnKeA6xe/EtpIv/4yRqZfKhoMyu8puXT/NxdUXUkhcvlib++VKEmEbYtVW0KTzP3l75R3XImzqp7I+v9ZvbQJSuYZwIJEphxNk0mkv6j5NR490Y5IJwCvnS5jwkJ7QcCXlbNHnkhtQOlANY3IPCLtuHr2fcAuRMD3CWqnTuJKrhxFvUnET7Jz/VSIsbyzMJMoRIZTTcgDhAoS8Qmoda1+eRgYrOxYTYN8pORu7ufbjuo85567WoNEKwpKzVXTONQYY8yZYN9MN17LJzl58uNAR/DHdAp4COFrTRcYWonLMvoUB/QWUqldwMcQGQB2o7o7WDD0ZTo69kafYW6MMaZGmmMxbiNzi2n7XXmyioJE/eGuw39DuCH2oFA+YbJIxs5mlHaEcL14auXltx/jvGdzt/3jf/wuIh5QGAxSnUEkiWoST55HmaS1NbnYnmH/XBfp9D8HmWJtK/ZulExlHC0dUMo5jp+hAESaSaTCdN2nWN/0W/Cbb3Sf//a/dh//20/hp0fLOYuVm2sSFiQyoYk0SXQ4jkyis84Osoj0eOiGeABKPwKIv/KNi2pf0O8oyY6OSxiZ7XGl6vzeYFVEH6q9iLTh0oyD0mUKCIymMqsuxoHn8WSSltaJpT5I2gk6mHfRF8CrUzqsTIH/NMjly++jj4MXR9DhcdCvguT3awpBPg9SOujja8L9vKQGZQTrp+d0zpePW6k5Y4wxyxqZ7QP+GLhqsaSc6jHga7x2+v6y7q+ajZsAeQh4KC+7KIHIg6RStzGa+iw7Oh6p70CNMcaEYOXmam8c6P//2bv/6Lju8t7372dLdkSi2OMgGpWoiQC3iKI0TjEnpjW3dpteTHESmwSa3IZzkkUocAinSZssyE2zFJ2UG1jQlbBIT+AEbtwSDrmQICWYJi3psTlJDwbMilPEQRzcIlqnKI2JRkYBJZb2c//YeyTND2lmpJnZM3s+r7W8RtqzZ++vbWnPnu/zfZ4H53XAA1W9MqQPK5gEjzKFvgn8RkGvopdjS/oMJut+li60jcoaXkjUF6j+lpuj+ta/dbHr1fn7nvGtAMjGc1RHgO8DR+joGIv7Ny5vd/cko9ksZhmy2QFWWtg8Pz8WlamzwlJ85eQWJNU0SGT17kl07muhuxteegZs3Bhte9nLoscNp8O6daVf96pXVhUkMqPTh4Z6bXg44b7qslYKEklFwqGhPuaTHkVtmJet31qDk8RvHmaVr24dmcpg1ov7HJlMmSAR58VvJlEd1SgzaALYn7ffwycGmJ9fWsN1MA4edWO2ldyKGAfm5mA0mwXG+OLPn+dzLym8Pqyv+O9SH58huqkpwbPA9Y0Zhs1AeD9wTXWv83GwD1d2ilypvyTK+zWGOZ9LegwiItKEHjzeR0fH7WBXLtl6EPePs3dTYyY2Wkl+dtF7gA9gthn4PKPZD+A+rH83EZGmMZH0ANrU9wEwSpTUL2vbsuXjQkaAPQt7Gj04W7CkKrAsYfwNhdVYnLdQ6yBRYTDIfTAund+9sEh5YUwGL5yZ5YUzTuOU5xYjFL/w2Dh7Mq9ZwyjGgO3xeZf/tz/jjHGy2TnM+hiZylTc09GCCTwEs82r7mtVSicTa5pnfcMFcNbL4ZRT4LTT4NRTo+0vPWNt41q3Ljr2179R+WtO0gsNmGuVulKQSCpzkj6CKvbPbITX/Tr87GcwM1NtqmJ9dTbixsziFQZe+bmioE1l2SMWNyE0nlpxv6gnUX7mygHv5LnnBugIBnAGwV4b128dJOojs53BMHov9yWv2+A9/FX2DuD7mB0hDMcb2yjZRsF/CnZ6iSdvaXCW02eoOkhklZfCywUBvcz/b3NbtmyCO8ft+aZZYSUiIs0gak78QeADYLlV1fvi4FDyky3NLsouupMD/sklwaItmI0wmj2iYJGISJNyzkp6CG0gvo8o1Xe5DOMJYNMy5eO+wtIgEYBzKYmV6c9zCCeL5fUK3rXqoz18oof5+UGiSjWv5pc+/9u8Yt+rWH9BB9/9zzAZHzq/Z9AYucygpdVrQh4Hti8c2+bK9jNekfsRzLbjfh5RBlVpO22O0ew4MIj7IPBERcc//fSjTE9HX//0p5spnGNbvdUHVc59Lfze6v87a80D+miOn3tZAwWJpDJBlTUmL/xtOO/XFr9/+2XR44kTcHIuCh49/zy88AI8/a/Rc9VEqdemEcGEuKGdfb/iV3hcYswryB7JlaXDDlc9sigANRb/WUy1jiZnoqyjgZPn0eV/zM9tMXtoA6cA18Vjjd78R6YmgSNxjdjvYjbGiy+MF5eA8U7we4B+4HMQfLrqcWOzEH4P+HcFxx4Da3ADxuAQhONgFday9X0QHKz48Lmmix60cj+ilcomjNpOUlNGT0RE1uhL01cyPX07Zrn7zYO4X6/g0CoUBovMhojKDo8wMnUYeJf+XUVEEuLMlSgvpXm5euvoGCMMAfqryiABsBUm8o1R4J6CrW8HblnFKGvLmCPkUeDyJdv6ymY6HfAupqcHcd8SZwYNAFsJw56FANC6afi1m6JHgAsuh+986H/yT+/7MqGNVdAHO38uwNbYlyvqVUScSbQyZxxjkI5gC5UGiaLg0gTQj4f91ChIZMPDs+HNtx43o6fqF3evovtBNc56ebWvUG+1FNCbkVTG6M3LKinn9FLJHsCGDdHj0vTHXDApFwXPBZJOnoRs/N79Tz+MHr83DtnpKgaSz53JYHi4/pPT7v3xG2jl5ebMzosfV84eefhED2EYXYBfmK1dOUbJNToAACAASURBVLJoUuFI/Od+CG/Ie/4F/1/AX0dN/mwL0IdZL9FqlF0LNwzrTyF6A/UxnDHMnuJd4SU8G+RuTnZAmIHgY6sYZambuf8ESfTtsb8Ebi+/nx8Hu7Hiw+ZuygD8ZConccz5/5Ieg4iINIGHprcRhndgvg2Ieg4ZN7FnU3X9AqRYLlg0MrUPuA6zP8JsK+7fYjR7Jxs33rJic2cREam9gGNVzatIbVy84TgjU5OY9RIEA8ChmhzXOE7IE9jSrBh+hZDNBFXMBdVLVHLu8rxtzg5yGR8PZTcTepwdZK8FH2R6Ogq05OZ3LC+qOQEc4WUHs6ybvirvuIM3/zrn3vyBOPOqnPy5aF9jtZ/Qx+JxVtBryL8Ldhmhv7r8vnkmgH5Cr24BfTlRz/Tqg0TfG68ukyg3zzo9DS++GD2+ZmBxjrbQ9/93VcMxrzKxQJqSgkRSGbfqUqBzTdFWY+lFqvfM6HEgvn7/3i74xjdh/yOrO7Y1JIto6QqGam4Moje00FYO/IRhtJ/70fo1bfYeCq8PzwbfZE9mMdgxMpUhCAZwj9KNoxUmW+LAUT9YP8ZugKLVUh3czp/NZPmVFw5xxhnly+st+tWCcT4PwYFK/1Y1tg/8NrAy11G7EWzlZotLRdlcAFku7WlkCb2GcJhUqTkRkTYXLYi4HffrFt7z3D9EJnNnzeq8SyRaLX0rI1N3YnYHZlcBN5DN7uZLz72Lt55R2SpaERGpF02uNoJxGNgNvpVaBYmi436FpaXTom2XAZX1I66vg0VbnnvD+xj56z+I+lbTnR8Eir92P47ZYqk4OFxUMSZkV14GkNGF80VC3rhigMzpxePe2IvW1stmaabYF57pXnGezMjNtxWOoQw/Fv/71Pr3dXV/9+w0/OQ52HA6nPhptO3ZZ6PH6fi55Vp//M5O+Hevh1NfUvrY/3Ks6pYhjp1T1QukKSlIJJVx+kqkRS/v2LG1N0tbzubNq3+tNyBIdMA7mZ6O3jjcKwsSHfBOstmo3JyFKweJcmXprEwwaW1KvfHl/9tFkw6HKLzBytWqDWyQ0F+N2SC/OP8b/FuwWLpu3jr57+vu4TVzkM1GdWGjtN+ncB+jo2M87qe0hG8pMa6kAkSATUL4KMSBsJL8IAT7qjqsB4NRg0fq+f+bHOd+lZoTEWljI1NbmJ7+LFE9+Dngk8Atje1z2Iaif9+rGc1+DrgHswHMHmdk6i5OvnhT/RYeiYhIHmcGY2mtKM3LNYSNA7tXkUGyMucBrKDCiPMmkggS5eaVPBgk8PN4yAf43cF5Tn26Y2Gf7n/avBAYcp/FbDyuAvMUHoyzvuMwu7vLBy6MK3C+ii35+Y0qEH2ZkIuWDRQ5f4QVlKY3HlrF33bR0kyx9acMAMu3ZZgPx+noqKw03VLOBAZYjYMhzrGq5lqXuvMT1e1/ztmw95Ll52pPnoT/9T14YKT6sZiC3WmgNyOpTLW/8A+MLF5YzjkbXv6LcOqpi5lBL3tZ9LjhdFi3roYDLWttKxQqkc32xb2FZiue8IgCRJ1AtkztVoDopqaS3kWr5r3F6T88U9FLL95wnGjFysHFjeFW4Ft5+/3dOueiF2Y4OzwdGMQYBC7DDMIQRqaiGxb3ceDbvDvcw78FhWf7SqV/ozr5S5YNEvks2HurPmLgUdlB93SWmjMeTHoMIiKSgGji4jqiUq2dwATu71AmS4PtyTzGF545l3Xrb8fsWsyuZf0pu/nS9Pt568b9SQ9PRKQNHIe8IFGdm4sIAKE9ReBgVkFJsioEHCXkKMbS1czbcTJYyXL5tbF/ppcX57di4QDGeWCDC/NKlqtpaDC1DU5d8hH8lGfglGf/PT8748kqq7rkMw7ivAu4t2D7AM7jhOwlKFhQ7GzHubZg2yzGKnpWFzkC7Ior3SwfJDrjjHGmpwEy7J/prSggBmD2NABe23Jzhj9dYu6t9i7bC7/6muXnX3/yHIw8BD/659WeQT2JUkBBIqmM07/q69aP/rn8hSazMaqHCfDKV0SPp50WBZUKL2K5FMpV8afX8OJK9cePlWctVZc9Et3UmFWX/1mdUm98awiwBYch3Ad21cKm0Iz/1P1tRqavjv7+4UDcGHEwXt3aTVS+bguPr7u8KEDU4fN8/MSZ/FJ2Fx2dRyp+c68pG417DpWoIWsfiVcrVckHwKLmiy3sjDlOfa7gHeZFeNa2VtgcUkRE0mNkqp/p6Xsx2xFv2ceLL7xf2SsJif7d389D058jDO/FbIDAv8zI1F1kMter5J+ISENV349EqmfhWDwZP1iHo48Ciz2djU6cXcD9az7yAe/irD9+Ky8fuYn1P3kF//Tupxn/4BnMzfUQRCdbPO9CCd9x4DCBfZ/u8a3Af8g75pt++es16Zlk7CPk1RgfLNjei/NVQj6CEfWidq7EuaMgiw7gPozKy/MvOxYbI+qV/doV99tpc4xMjWM2wPzcFuDRio4f2jECh1qXm7M19mMqp57ZQ0upJ1EqKEgklarvL3x2Gr7+jegCdtbL4RX9yzdQWwNrRE+iqCcPmFV+rsBfB1SWPZJLi43e+OvESvx/V9FXp7RbwC8HW5JabDvYu3E3BHcB+atXc00Uj3ZewF0v+WNgfd7zv32ygz5uxYG5ORjN5m6GcnVzj9DRMRZnNi3DB8C3A50QfLL6v5LNQXgfcF3BcZ8HW116ubMVA+bDls4kev3zDPxNQWuyf13H15IZjYiIJGZk6irM7gAyUY173sueTQ8kPSwBLtl4iAN+PtPTt8X9oa5lenqQ/TNXJLP4RkSkLUywuLBUGiWTGSebncMsw8hUfwUVXCoXlUu7oWDrW6g2SDQy1U+0UHYA53UYA0xPD3L+Y3DaRLTPqz/2K3T9Gzz58bm48soYZk8R2hgWjhX9vZxbS4y3j+r6Zy8v4CZC+jEuLzhHN3Abzp/E32dKvt74i5qMI5cpFvXKXpnZODBA6ANUGiTyuQnoACs1V7YGayk3V87uN8Ovn7989tCJE/Do31bdf6gUMzI+NNRtw8NaANbCFCSSsnxoqJf5Ov+s/M5OGHj1Yjm6lfzDd1Z/Hq9zlB6i9NNoBUfl58r1GYKnVtxv/0wvc3PRm2smU8cgUT0Ex8A/AgwVPHE7+GNFWTeXZI5CGD9v+QGiU8Jnuezn/y/Oq6J0Zh/ALIPZNmDbwn5R2bqo6aL7WJSdY4cJw3H2ZrrAv7oYEAt/C4IrVvEX+3uKgkR8BWy26iONTGWWBBlbuifRK16gqNbzN0/jfyQxFhERSUBUXu4TmL0HAPdHCeffxaU99V+wI5XbabPAjTyU/TuczwM7mJv7FqPZvezJLF+uRUREakVlmhphp80ymh0Hop491czXlHcI5ziWlxV2CU4nVqIf7xee6eaUrkHwrXEf5y1EGU6LgZRc4CCYhe7/7Uu2wDl/BWf/tyGCuf+n7Micl5YIQkxU9LeqVMAVhEwUZRTB8sEhAOd6AmqzOHYxU6x8OUH38Xj+rfL+VEGQu3/tZmQqU6temh4yaR3l96tKZiP8wRUrz6+Ofx8+t/ZEt6U8upbVJvgoiVCQSMo7SS9FrWBq4JyzYftvwNlnw6kvqew1T/3DmqLc3tmQTKKzopN5NefKlZBb+Q0ySoeN3tR2riIIkbwPg/8+LG0SaN3gB8B3LgaKvBN8D3B3cSk3n+OF4O28O3NwYVOuQaPZAO7nxY8Dcdm6HmAHZjtwAI/SsN86O8OXupakOtvldIcHmQk+Vd1fyUrUkLZHqjvGgtwNzbFWbuDtY3TfMs8rC7ff/QusIcIrIiIt4wvPdJPNfhGzXbjPEdj17Nl0V9LDkhVcknmUh7KvxxkBBnF/nJGp97J3076khyYikjL5lS6MrmX2k1pzxjEGCXyQwkoma2HMEfIYLMmmMU7HuZOHT9xFOD+IM4jZefEC4c143DfI8iI4WWAM9yMLC1znTxkneOGzFPZCtrkPEfJPBGWzlXaV2Fb7bOEoo+hHwCewMnPNzhxwNQH31ez8i5livWWDOGa5xdmV96fauynLaDYLZAjDPqhNvylbzzHma3Gk2O/shN98Q0OyhwrZXA0z1CQRChJJWR7QV9Psx91vhnPOqSxrCOBnP4cf/AAe++9RWbo1sGr6BK2W04ex2NiunAeP98WBDNi4ceXskdAHMMulx7Ygm4XwavDHwZZcf6wX/DsQHgLmwDeXLnkHwJ1gB/O2RLXzj8R/Fm+SDngX2ewAUcr2a+N+P4NAP5vD4uDOOj7Jf8v+35zq/wA2jvt3gSNkMisE5fy3SjQaXN1qmMAG40BWS5ea85+xu+MMvb+IiLSlqFTKI3F53BnM9nJJ5rGERyWVuCRzlC888wbWnXIvZpcB9zIy9Tr1KRIRqanickxOF0YrLgJtLca3gctwP6/mx34x8w+cks0vuUbwPk459j5+/vLFKYPFoNBYHLT69kLZ/OVK4Dnvj8vSF2ad3UvIHAGly/iG7MbYXHCsRwnq9LMW8EmcQzhDGHtK7uOMATcR1DBIB/mZYlHw5+Cy++YyiczKl6bLdwzI0NnRR2X9xMuy4eFsePOtM1bcq6k6CWUP5TGV0Wx1msST8ow+fI3HOOds+O0d8Et9y0e0C/3LMfjOWNSrqAbcyQbDww248fI+MHCvbHWGrdtC9A88VkF2UJQO697CpciCQxB+GPjT/O3WCWxf+bV+H9hNFZ8q+vfMBY8WfeGZbgbttZwafpmfBS9b2D5lMNp1Nv/X7NnA7oUbuOlp4uaG4/ENxVPMz4/xH8+Y4RkvuBH0LASrC/JEqeYUld5rNcZbkh6CiIgk4EvPbQe+GJdOnSAI3szFG1r7Pa3dvP3MGeBtjGb/FPch9SkSEam5UkH36H1T6iu0MQIHs8FVHyNXxcSDQQI/D3wAZytfH+tlxxvz97UQfuGvZ5h456G4BP53MTvCxo2VzP0sOQ4ThFyEc4ClwQSjC+fzON0Y+/Je4/TifLTE0T5exd+2esYRYC/OFpz3sTjvPAN8joBDdTt31J9pkMAGWSlIlMmMMz0NkOHB430Vl0J2P4bZIKHXumf7JBQE86qRYPbQUu517mUvdacgkZTncfm01dj9Zti8GV56RmX71zBrqIg1IIsIWNJTprLzRanOlQZ+cmXp6nt1r7vgFgg7wYpr1i7Lb4Hgz2py+mgC5BvgfwiM5D33xfUvct7ch/jVky/DbDBOB++JV5kMLASOOjrgzJPOM+vy04g2hl9j9T+6W+PHb6/6CAnzA3Q5y6waEhGR9PrS9JVYeA9mXbgfYt26vQoqtLA9mT/joezhhT5FJ08eYP/MTv2fioiskVFZxRGpvVzfGvcBDnhX2UDNwyd68HAroQ9inAc2GJe578RyK6ktyhI68RqY+eVZun+QXz7wvBsOcv4NF6157AGHcd6B88W8cm7R1/cS8jqMD2FMErIL5w6M/EwZZ4yAR9c8lkpEwaJ3NeRcC+e0p4DLCX3lXkNR1tEYMBgt2q54rnAifqxtMCSaq1xdkOh3dsKO/2P55yvJHjrnbHj5L8Kppy5mIr3sZdGi/b87UMVgrMJyUdKsFCSS8nLl06rxB5fDq16ZWNbQMhrVKLkfgM7OClcj8Lr437eSwED0xhGlI7e44CYInwFuB1uhDrMfA3s/BKO1H4ONQngQbMfi6Ww9N5+6E4KdC9sePtHD/HwubfnVwBYeOuU8/mFdcTOtW39+Cf1TP8/LOnIfJ7AxLsmsXJ81l+7cyv+/p7F9zanSIiLSWkamrsP8jnji5X4ymatbtHeiLHVJ5lEePvEG5ucPYDagQJGISJ24MokaYu+mCUazWcwycVn6qALIAe/kuecG6OgYBF63kB0UhrkFwIvHiL6eAY7gfiRewHuYDS8do/sH/ThPYaxfctYLa1ZO0Bgl5Eacjxb1/TGuxbmGkGyJsnS5ff58zWNoZotl5Mr3Gsr1p7JwgEr7U+VaSpids5ZhlhjLRNVzrjkDy8TDfvIcjDwEG06HN1wQLdzfuBHWr48eofxi/nMHqwwSKZOo1SlIJOVVW1fy6n8Pr3xF+f1OnIAfTtQna6gUb0CQ6MHj0UXRfa7iD9C51R0erBwYePhED2EY9S7KZOocRPCZEn126iC4Myoh51cBfwBkljw5BnwK7FGoax38G4Fv5W+yHRC+B4JPAnDxhuNE6coHo+fDXRRmIAH8ny9O8or5brBuoj5IW4DLMYsqCo5mZ+IblyjV3INx/OQRLu05FvdwyOA+V///3/px4/cb8ZMjIiJNYmTqOszuAMD9z9i76ZaERyS1dPGGcR4+sVOBIhGRGnEmiz5qGyssmpSaij6Pb8PsjxiZmgW2ks0O0tGx5P/AFqdD3I/Gn9+fAo6UWfw5Tsh/Ba5dcqgunAupNBBRTsCdhBzDuZfCxZnRz1HpAJFzJ0FBSbq06egYJwwh6ktUhn8X7LKod3WFQpsgcPAal5tbS9WjUgvzT56El7wErrl6DYMiOkY1lgtOSstQkEjKqzaT6JdWuF7+7OcwOQmHv133epiFDK9/Wnfnuj7cKy81d8C7mJ6O3sDWdxxecd/5+cF41cpEA1bnlhp/f31OZceBj8V/EhAchvAusGsLnvgo+BjYE/mbw+ui56zg+ulH+Nv1b+BvT5llZKo/rlE8iPt5mA3gPoBZN2Zbga3RChcHOmE0m13oYWU23tKrr43dSQ9BREQaJD9AdD17N92Z8IikHi7eMM6Dx19P0PHVhUDRQ9mLymZIi4hIsdIZJZqba5zDwDbgqrwMIZiJWwAcJrDvgx3mhdmxuFR95YyHWBokilxCrYJEAAEP4EzGpefKT8xHAaLra3b+ZnXxhnFGpmYxy7B/pnfFBS1G1O7BvfL+VBYei6OHNQ4S+TP4Kpfa/uxnxRlB69ZVXtVpJadWGSRST6KWpzciqUR10eDlLkYnT8LPfx59/WvnRn/+6YfR998br382kTUgfdvDvvhNo7Jz5QJE7sfLrsgMbBCHKHBRb1ZqLCleFWA3gl8ItqRmr3WDPwLh/WBPg58CXA7WX/x6nwW7GuLgzt5NE0Q/A/k3gg+fGGB+fiDqdcR5GLngUQazKIvKad0sosNsJ9U/JyIiskABovZyac8x9s/s5OTJKKMo9Md5+MROLt7QsvctIiKJcGZLLMLV5GqjBPZ9Qj8OHMHsCPg3mA/HufSltZpnOYiTxfKqpOyq0bEXGU/gnI/zAeA9JbPRnEngzwmSWpCbALNxYAsvzm9lpcDcfDhOR8diyf/KTMTnqOnvq62l6tHzz9dwJEQVn07ORcGnf/3Xql5qputYq1OQSFbkQ0MZ5qvoL3LuCpma69ZFEe6lUe5c/czfi98zf/bzxUDSs89Gj5PPxBeoH8OP/rmK0RdoRLm5hawrr7AfkW+JV68cKbtv6K+O9rVGfBifKN7kKW5CZ7MQXg3+eH6GkHUD18RfL/NanwPeD1b+/zCaSBkHFvsrLdQ/DgZwzqOy3lRNyZ23mGrNiYik38jUNQsBIrhTAaI2sbt7Mi9QND9/QIEiEZEqGSrXmaRLMncBd9Xt+MYcIfuBK5ds6yNkN0ENs4mi404C1+N8BOdPgJ74mTngbzBGMepZur/5ROUEt5TtNXTGGeNks3OYdTMy1R8v9F1ZJnOM6WmAbkamMuzdlK3JkEOOWbDKF09Xsdj+J88tvubFF6PH3LYa9Yf3oaF+Gx6eqMnBpOEUJJIV+Yv0WUcDT3jqSxZTGnPBpKWN2L7wwKrL1HnYkJuxOJBSMhOnWK7+qVn5VStmuTTYRgQRSo0/5asCgkMQXgH++eJScsvxGeBtEDy66tPutDmi/ktjwAOrPk5zuCzpAYiISJ2NTl2Gc3f83Z3syaS/fIksKg4UjTAy9YZaTZSIiLQlX5jclzQwHmRpkCjybmpZci7/fJNEvZbF7CmivtAr9xraaXOMZseALXgwSCXVgHbaHCNTxzHrIbAeoDb3PuuYZH6Vr33if8LLXw6nnhp9X+vF9lXyk/RSaWUlaToKEsnKgioDA9/5Lmx9XdSXqBY1MAt1V57UVMjWNyCTKJde6RX3P9oS719J5Cu3bwNWa9oshFmwpSnSbVBGLHgAQioLFPlRsIsalNnV9MJvMmjG5qTHISIidRQFiD6PWScKELWvxUDR43GZlhEO+O/GC19ERGQlzrGiIhVWRfUWaQX74//nxfk0YzdOf0PaILSzKJOowl5DPgYVZB3lOw70EHofUJPejMHw8DH/01tX9+LsNPzXz9RiGLVR7RyyNBUFiWRlq6kpee9fLX59ztnw8l+Mvn7lK6LHTCYKIL3kJdU3QvvXH1c9HAB3ZoLh4QascIxrk1rFAako8GNlSpXtn+llbi4K2GQyjQpKHIO8OrptcrEPHoDwCPg7gavAlgTHfA7YD/aXYPtBkyELjD1JD0FEROpoZGoL2L0YChBJFCh6+MRFhOHXgR1MT98NvCvpYYmINL1S5b+cRtZvkXqLSs59Crgtb7vzPpTxU18dHeOEYWW9hpynMK4sm3W0lNkkMIBZTRdRuzNhRn8tj5mIsF3mDdNJQSJZkS302FmlH/3zYmrjcjUuMxvhNfH1+6yXwymnwGmnRemS6zphw4bouZMnV58mWXnQZm3c+6JVCxwvu++Dx/vIBWE2bly53Nz83GIW0U6bXfM4KzMJLF190UYX++AocBP4LeT9vS0b/ZEixqVJD0FEROrk4RM9hOEI0A2+nz2bFCCSqNfiaPZtuD+C2TWMZv+RPZkPJz0sEZEmV+rzZBt91m4TxqdxbsboWrL1KpxbMBo1p9N+Lt4wzshUZb2GAhvDqTDrKMePgYHVuERkNGfZX9NjJiGwFPcyTz8FiWRFjp1V9z702enKmqSdc/ZaztKYIFEu6BNY+fPZui3gAGNlAz+hD2IGVNC7qHaOAhcufmud4FugTNZTqtgcqqdaVniIPstlxcVOBEzSFiUKRURS7oB3ks1+HrN+3Mc5+eIVSQ9JmsiezGOMTL0XuAe4nZGpcfZuGk16WCIiTcvIRtMAkmrGJCGjwOVLtvXgXAl8OrFxtQOzcWCQwAZYaT7HgsN4hVlHiy+KFoSHXtsgkTO5pgX6zcIV8G5lQdIDkCa3mnJz9bKWZmveoCCRWfRGEXr5TKIgXq3glC8ft5D+WlHvolp5qniTb2vg+aVVdLC7cNOPO/leEkMREZEam56+HbMLgRk6Ovby9jNnkh6SNJm9mz6Ne5RBZPZZRrNbEx6RiEiryZTfRVrQx0tse3fDR9FucnNsoa8c/Ll4w3HcjwPdPHyi0kDRTwAwO2cNIyzWqOpH9dZMc8hSNQWJpJx0/II34oIblY+L7N1UviSZ+3kAGN+uYN/BeN9GZhI9UWLbbzbw/NI63lK44cen8D+SGIiIiNTQl6avBG4AILQruHhDo/oiSqvZu+kmnAeAbmCEkSlNeIqILMeLsht0zUyjgEM4+ZVYjK340ootUnt+NP7iVWV3tbhaTzhfWck593husdaZRP50TY+XFE9Bybw2piCRrCwtqYLWiAuu5W7sJirb3aI3obCiEnLRvvNhAydngjHwwmDX9sadX1qBH6ALy7/JdZj8WrfK9ImItLSRqS0EfjcA7sO8deP+hEckze7kC1cDR4gWmd2d8GhERESawV8UbXE+msA42ofZU/Fj+cCPezQf55xX0bEDm4z3r3VPosmaHi85ajnQwhQkkmX50FC3WUpWtDSi3FwQ5N4kymcRHfAuPE599ZMr9/h5+MQAZl24z3LpSxuZSQRF2UTWD66LvizwDeww8ppxglN6IjEtQWcRkbT7wjPdmI0A3eD72bvp1qSHJC3g7WfO4H417nOYXc5o9vLyLxIRaUuF5en7kxiENIBxX9F8lLEF56pkBtQWokwiX6bc3P6ZXr703HZGpq4Bon0qCSgBePy7a1bTeTFrVIuMOjOjy4eGahtAk4bpTHoA0sRepI+OpAdRGxY25ILbDxDXNF1ZNjuAWfT7F3Tcw8jUETz4ezp8nEsyR/P2nZ8fwCzXfK/B7O+hsN+M7wDub/xYpCk5lxRuMuMrlCqZYHrPERFpCevW3w70436Uky9ekfRwpIXs3XSEkambgI8Cd/Pg8Se4tCcVEx8iIjWk/n7twpjFuQW4N2+7M4RzP8ZsMgNLsRdfGGf9KVEg56HsLkLfBrwa2IzZZubmMgQFORPLBZQKuR/HDNxruwC2kwnma3rExPiL9FIcCJcWoAk7WV6QojTBdQ0JEkWT4mblz2Vsxn0Wsy7MdgG7MAcHRqZmMTsKHMV9HGxz9CJvdBYRwKES2y5AQSLJcXZhS79l1rp4DFRnWUSkJT00vQ33a3GfIwjewdvP1ESWVCeTuZPp6UuA7XR0fhbYmfSQRESazFzB992JjEIa5T6cP8FYzFYx+nGuBT6W3LBS6u1nzjCaPQb04TyCWfE+7tGcW/TnH4GVK/zk7N00wWgWzDoZmcpU1I+8MulZUBPQBw3tpy41oiCRLM/SkfLszlwwPNyIKHYuc6L8ufZseoADPko2O4jZNtxfi9l2opUN3UQ9iAbz3sycp+ow5nIOgc+BLb1WXAZ+I1jhja20mfCbDFrhdcI5aIPM4BWUXRQRkeZywLvIZu+N7z8+ySUbSy0WEVnZTptjZOodmH0H2MHI1A3s3aRJMBGRRYXlx1SeKc2MuTibaKTgmZtxPo3ps3MdHIWFcvcTOIfBv4H7ITZtOsTONcxnRdlEPQTWQyXtJipgw8Nz4c23TpqlYLG+qc1Aq1KQSJblTl+pgHsLakxE3uyc+KvpivaP3pSOULhi4aHsZmAzoQ8QpcRuATbjQRLl5mYhfALYsWRbH/guWKbvjLQNCwpLEQLwlWVf4AW9i0REpLlkszdjNgBMcPLFm5IejrSwvZsmGJl6P2b3ArcxMvUYezdVtkpXRKQdOZ1YUYaRpIUxSshBbMncipHBuRm4MbFxpZXxEebtz+m0Q1y8odaLJWrHLAAAIABJREFUxo8DPYTeR67/US0Yk9D6QSJTL+qWpSCRrMDOSnoENWFMNOZE3gMG7msLSkU9iY4Cj9ZkWGv3KfKCRAC8GwWJ2p47bykMJFvnCj8XaVgVIyKSViNTW4APAuB+tcrMyZrt3bSP0ewlmO3B/R7g9UkPSUSkSZSaM+iDRs1dSCKMW4DHC7Zei/MXjZu3ahOXZOo3n2Y2CQxgVtv5DecYxpaaHjMBnpa55DYUlN9F2lg6or/eqNqeFpWbC2yyMedrFBsFL1x5sQvCdPx8yKr4k2QwtuVtgzE7Xze3IiIt54B3Andj1gnsY++mgwmPSNIiCN4FZDHbysjUVUkPR0SkKVhaWtRLVYwncEYLtnXhfBbXIv7WES8Mr32ZyHT0JVK5uZalIJEsLy2/2NawC23872Upqydrs8C+gm2dYNckMRppDh6y2wqzUX1JFlHDgrMiIrJm2ex1mG0DjuF+fdLDkRS5eMNx3D8EgNltHHCVnhUR8ZJ9jNMx/yIrM27CC8oKGttxrktoRFItJ8q2D72mQSLDn6nl8RKka1mLUpBIlpeWOpLmTzfoTNEbRBimLJMIwD5TvM3fCa7VLu0q5E2Fm8yW9CNSPW0RkdYwMpXB7GYAQnsvezelbLGLJC6TuQv3qIF0NvvBpIcjIpI4o1RJV322bgfGOPCxEs/cjrd+qbE2EQVzzDbW9KhpKTnoajPQqhQkkpJ8aKjTap86mQyn/kGbqExLNwCZTBqDROPgjxVs6wPflcx4JEl+gE4g7//eneP8lEMrv5Az6zkuERFZleuADHCQt25Uv0GpvZ02i3FT/N0HePB4OhaiiYisljNbYmum4eOQZBi34Bwp2NaJcy+OMm6bnVnu97e2v7MpqcZiRo8PDennuAUpSCTLSc+Ht7ABF9psNvfvNcNOK3XDlwafKrHtdmUTtaHT2VYiiPyo7SybPaQbBRGRZrJ/phf4AADuw8kORlJtz6YHgCcw66Kj87akhyMikigruZBVQaJ2EVXdeEdRsNDYgqP3yGbnnvv9re3vbCPmLhvE0zSn3EYUJJLS5uhPegg1s64BF9ow7I6/KlVbOCVsFLzgZtYGwdWbqN04F5bY9pWCLWkNloqIpMfc3Acw68L9UfZuOpj0cCT1cv2urmI0uzXRkYiINBtlkLSXgDFYyLJd6jqcHQ0ejVRjsVxkbYNE6xtQBalBbE5BolakIJGU5JaeX+hgeLj+QaIgiLIq3FPch8XmgA+VeOJ2cK16aiMOv1O4zdbxaP6G9NzgiIik0v6ZXtzfE39XapJCpLb2ZA4D++LvPprgSEREkjZRtMXUx6PtBNyJk1/Wf7HsXPcyr5Kk+cLi8JrOg9nwcNa9ZL+ylpOmOeV2oiCRlGSejl9o9wY1fvMgegM3S016aGn2SfCxgm0Z8LuTGY80mo/RjbEtbxscsfOppNG5ShOKiDSLkydvxqwLGGXvpiNl9xephfm5W3CfBXbwpee2Jz0cERGRhF2NF3yWNvpxHlGgqEmZ1SeTCMDSUXIuLXPK7UZBIinJsbOSHkNNNOoCa2Fhf5aUsjmw60tsvxxClZ1rB7NcaIXBHi/IIlqebhRERJrBQ9nNQJRFpF5E0kiX9hzD7D4AguBPEh6NiEhSiqsuOOckMA5JWsAx4L1F243tOJ/HtdCy6bjXJZMoloqKLKmZU24zChLJctIxmesNChIFllvhMdGQ8yXKHgN/oMQTd0C4ueHDkYYqVWqOgK8lMBQREVkt52bMOlEWkSRhfv7jALjvjgOWIiLtxdS/VZYIuB/nvqLtxm6czycwIllJR0f9MokaVQ2p/lQ+swUpSCSlpaUebqP6ooTeJplEOfZe8IIAnHUDXwZPx8+OlOZcmP8ts3aCg8vse7zkdhERSc7DJ3pwvxxQFpEk49KXjoHvx6wT531JD0dEJBHFvUfabE5B8hhX4yU+VxuXEXJH4wcky7p4w+I8x8hUbQNFKSk3h3oStSQFiaS0tNSPdH+6IecxOy0+Xzou6GXZcbB3gM8VbB8APwCu2rkpFB6iz4yBgs2HbOeyK+FS0XRRRCRV5uevinsRHVQWkSTHPh5/cU3NJ1hERFpD4YI6fYZuZ8YcxkU4h0o8dx0hf5rAqGR59ckmsgbNYdabpyTxoM0oSCQlWVqivo2LwudW/cw36HxNwA4CHyuxfQD8EQWK0sc687OIAHD+ropDaBJIRCR574wfP5XoKKS97ck8BhwhmhRVX0sRaUcFCy4VJGp7xgzGXpzxEs/dRsh1CYxKSouCvGY1zQA0T0dPIjP6kx6DVE9BIiniQ0P9SY+hVqxRPYk8vqEzS8UFvXJ2S+n+RLYd/Fvg/Q0fktSNe4l+RMZjVRxCQSIRkSQ9NL0NswHcj7Nx42jSw5E25x5lE5n9EQdcjblFpN0UzlWo3JzkWib8LqWCBcYdyihqGlkAvLaLoz1MSbk5IBwaSkfyQRtRkEiKzaUkiwigs0EXWItv6NzbrAGlzYFdAV5ioskGwL8O4dbGj0vqwgr6ETlZ+ymHkxqOiIhUyf3dAJjdx05rs3sWaTqZzP24TwJ9TE9flvRwREQSpmC5RAKOYews2eM3yii6F9fPS8KiIJHVNrhr69ITJOJkiuaW24SCRFLE01JqDrDh4YmGnCi3esCD4jfx1LO5uD/REyWe6wUeh/AG0ArRVubfYItRVFf2oO0sKpOw1ETB9/oZEBFJyshUBvfLAZif/0zCoxEhDlR+Ov7u95MciohIAvIng1M0DyM1YIzHpeeK+/waV+EcwJV9lqA4k6i2ZSJteHjSfcU5lpZhgfoStRoFiaRYmI5fZG9kLc9cHVILi9/A24LNgL15mdJzXWAfjbKKfEvjxya14B0l+hFRVT8iffAREUlSYFdi1oX7IS596VjSwxGJPQiA+y6+8Iz6cYhIO0nFRLDUkfEExkXLBIq243yPkN0JjExyQaL6lIlMRTZRmhIQ2oWCRFIssLOSHkJNWAMvrIt1SLMr7pdqNgPB28A/vMzzW6M+ReG9EG5u7NhkzUr0I7Ly/YjarEeXiEgTc94df/WpRMchstTeTUdwP4pZF51de5IejohIAxXPHXg6FuxKDRkHMd64TI+iHowvE3J3rTNapGK1/3dv5FxmPXlK5pbbiIJEUsxTEu31Bl5Yc5lEbR0kygluAq6GUv2ZrBPsKuB7EH5RmUWtwQ/QCWzP2wbHbCvjZV5a/DOgDz4iIo338IkBYBCYIZO5P+nhiBSIfibNL0l4HCIijWNMl9ja1fBxSPMzjmCcj3Nkmeffg/MkzlXqVdQg7vWbb2zkXGY9ae6n5ShIJMXSkxLYmAvr0tIYHR1tWm6ukO0DOx/80DLPd4JdBjwJ4Vch3NXI0Ul1/HS2mhWskPGyWURAibR4ffAREWm8+fmoFIn7/rgPjEgziUrOGbs44LpPEJF2Uer9ONPwUUhrMCbjjKISJf4BYzNwL853cJSZW3/zAJhtrPmR05JJZPQnPQSpjoJEUiwlmUSGP92QE61bv1iD9OINxxtyzpZg42BvBL+xdFbRwn4Xgj0C4ZPgV4EmB5qNwY6ibcbXKnjhT4q2KQ1eRCQJb4of/ybRUYiUkis5B91ks1o4JCLtolRpbgWJZHnGDAFvw3kbvkwVG2MAGCHkhzgfJEzH/F4Tq/3vrPszNT9mElIyt9xOFCSSIpaWaK+pH0rybA6CjwHngu8rEyzaAtwL/kPwD4LrBrlJuPNbRRs7OLiqg1ldGjuKiMhyooznqGTounWPJjsYkWXFJee4NOFxiIgkSaXCpLyAB4BzcfYvu080r3c78ENCHiHkOkK2qRxdjZjVb74xLZlEKEjUahQkkjzh0FB6fomdiYacR/2IKhAcheBqsFeA31kmWNQL3A7+YwjvAFcd0wSV7EfkTNj5Ff1+VbKPiIjUU2fXDsy6gDF2d2sBjTSrqOQctkcl50SkTZSaCE7PfIzUV8AxAi4C9uIcXXY/oxNjF8YdGF/H+SkhXyfki4Tci3MrITfE/YwujANJ/bjKxK/I4zktr/09i6WkJ5EZXT40pMXfLUQRZMl3kt60hA69s0EXVvduzEBBogrYJHA9+EeA94C/Ow4Kldq3C7gO/D0QfhLsI/HrpYH8dLYaRSXiDq7hkP1reK2IiFTLwreARf2IRJrV3k1HGJmaxKyXqamtwBNJD0lEpM7mkh6ApIAxGmcUXYlzO8bKi2yNLmBbwbbir505Qg4DBzG+ET9qzquQLTeftQadHIs7HrU8f5E+NFfaMlISDpBasSA9K1es9MocaQo2CXZrnFn0LvCxFfbtArsO/Hvgt6oMXcNtK7HtGxW90lGPLhGRpJnleryoH5E0u4MABMH2lXcTEUmFUgsg+xs9CEkBYw5jH8YrgKvxNS3qzB2zE2MbxgeBEZxnCfkyIZepZB3gQT3nOlIzl2lBmaClNBUFiSSPWzqCRO4ct+HhFUqaSXOwWQg+DcG54G8GX6FXgmWAoahnUXgDqBRJQ5ToR2RW4U2nMVPieOpJJCLSKA+fGCCacJohk1FmhjS73CKUCxIdhYhIY2i+QmrLmMXYR8BO4BXA8Iql6Ko7difGbowv4vwLIR/F2zgAYGFurqPmATMbHp5zT0mP9ZTMMbcLBYkkn9tZSQ+hJhrb6K0/fpxo4DlTKHgUgjeDnwu+D3yZ9HvLgH00DhZdC65VLPW1Y+k3DpO2lfGKXuklPvhYUek6ERGpl/n53QA4j7LTVNZGmt3B+HFHgmMQEWmU4hJMTjrmYyR5xgTGrQT8MvCLOG/DuRPnyJorfhi9GDfg/ADn1jbvX1SfIEhj5zTrx5Ud2UoUJJJ8npIob0oavbWnYAyCq4HXRMGi5Vgv2CfAvwW+pVGjayf+DbaYUVje72DFB7ASq1+cU9Y2KhERqZxFGRkBX0t4ICLl7d10BJgBMnEWnIhIepXu76IFkFJ7xiQBDxBwPQHnE/AyDMP5JeA1wE6ctwFXE2UffQzniZKLPvOP2w0M4fyAkCvr/xdpKvXts5OSTCInJYkIbUJvQJIvPamAqbigtrfgKHA1+MfBbwPbXXo/2xIHij4EfDgqYSe14B3ssKKNa55obN+UdBGRRjOiifZwpd5/Ik3E/QnMdjE/vw0qzFwWEWlVziyWl4Whz0rSOMHC4urS77dRhtBW4EKcdy47Xxht/ywhb8F4V8my8+lT3yBRevoS6ZrWQpRJJPlSkgpo+NMNPF2caeHt8EaYADsCwUXATvBl+ilYJ1G/oich3NbI0aXcbxZuqLgfUSQtNzYiIq3ngHfiHgWJOjoUJJLWYPb38WPRPYiISAoVLm5t57Jd0myiHkdPYNyK8Qqci3D2r7D/5ThP4rRPpRf3Oi20b+icZv2kJxGhLShIJIXSEeW1hvYHioNEtra6rlKGHYTgjcBeWG5FtA0Aj0P4UXD1vlm77Uu/qaofEYBRqv9F/xrHJCIilchmBzHrxH2SizfoHkVag8cLgty3l9lTRCSNepIegEhJxhwB+wm4COf1+DKLR43NOF8n5JrGDrDBOjqiReJmdanQZenpSaQgUQtRkEgW+NBQj1lKVq6oJ1GK2SjY+cAweInSctYJdgP4d0ATDKvlhxmw4qDxweoPVPc0bBERKcUs19PlSKLjEKlGJnMIiH5+v/CMFvyISNpNFHyv6540v4DDBHEfIy+xQNvowriHkOsaP7gGqfcCrJTMaZrR40NDanXTIhQkkkUnUxThDdNxQZXl2BzYrVGwyA8ts08/+AEI072CpU7cKQ6wra4fUWGQSKvjREQawf08AMzU10Vax06bJVeutqOzP9GxiIg0XibpAYhULOABjPNxRks+b9yBc2tjB5WA/TO1r8iUrjnN9Mw1p5yCRLLAgxT94q5v4AXV7CwA3NN0EW8RNg72RvAbS/eEsk6weyC8A1yrF6pzQeEGC1kmILeiwpJzWh0nItIIxmD81fcTHYdI9SYAMAWJRCT18nsSmYJE0mKMLAF7ca7HS5abHyLk9oaPq5FOnqx9RaZGzmnW25xaDrQKBYlkUUoairkzY8PDJQIGdZMLPsw38JyywOYg+BjYueAHl9nnOvAvq09RFYxtS791Z8YuWFXJosKbm3SUtBQRaXoWBYnMVG5OWoxPANDh/YkOQ0Sk/orLp7sW1UkLCrgT43dxiufijA8ScmUCo2pZNjw846X+LVuQp2SuuR0oSCSLPM6IaXVpafAmVbIJCHaCvx+8xAoW2wX+LfCB4udkKX+SjLGwAj1iq8oiKmZFfY5ERKTWol4u/QCEocrNSWvJ9TdwXpXsQERE6q5UXxOV55bWZBzEePMyfYnvxtnS8DG1srTMbbrmgFqFgkSyyFMT3W3shXRxpU8qovytL7gLeCP4ZPFzNgD+dfALGz6sFuJhfhZRbLVBohL/DyIiUlddL8nd0x1j76ZSH9RFmtmP4sf+JAchIlJ3xvMltqrygrQu4wmMN+BFpRS7cUbwFAVBvdScU02lI0hkKUlIaAPq0SGL0pIC6A2+kNrCm1ypVUCV+cIz3XR09hMEPXjQR+DduPcCE+zdtK8Ww2wvwSEIXw8+ArY1/znLgD8C4V4I9iczvuZmIduwos3fWOXhiksohPQRpOSGR0SkGc3P92IGXqpfn0iTM5uIv+pPcBQiIvXnzJT43NULKAtYWpcxjnMFzlexJfPORj/O53HejJXsX9RazIrnOmrJOVbi+tB60pOQkHoKEslSqfjFNfxH5fdKwP6ZXubmPg+AezdmPfHXXZgtpl+ax48GMArsa+g4UyM4Br4T/G6wgvq31gn+efA3gz2RzPial8PrCu9FrIPV/jsVr64x1dkWEamr3AIWM2VzSusxJohuhzcnPBIRkfqykgtNNU8nrc84SMj1wCcKtl+IcxtwU8PGMjK1A9ixZMsxWBKk8mAOC48R2DFCnyOTmWRnnQNAFYjmNlMQJVLLgZahNx9Z5PSl4frjzVq382fPz7D+lB1ALgBE0deLskAm/iOrZjPAOyD8PjAUBYcWnuuOMo38jWBaqZVv+9Jv3BkPzi9ZV7g8Y7rEVq2OExGpJ6cbA3wNWc4iSdmwcYLpaYBuHj7Rw8Ub9HMsIunkzJWYg0nF4l0RAu4i5HUYV+VtNz5IyLcJeKBBI9mB2dCyz5oDBk40Pzc9DSNTVydd1ccDJnNryFuaMolahoJEAoAPDWWYT83q/uZcNfv2M2cYjefZQ3sHFh4jCgZFG8P5OS7tiQJco9kLga8mMs5UCv4MwvEoeygvUNQD/lXw14NWWwP4YQYoDk6uth8RlPp9TFMdYhGR5tQPgKlforSgnTbHaPYY0Mf8fDdrKeksItLMmnWBq0itGO/H2YKxpeCZewk5QsDR+o/BTou/OhL/WcJ7cHox6ymo8jNR8fGDoLeq/SvV6FYadWKm8sGtQkEiAcBfpM86kh5FbVjYxBdS90nMerFwjL2bjqyw31zcS0AR95oJHoCwC/hs/nbrAz8A/gYwNfeGbSW2rbYfUbSKvah2XWoC0iIizSn3YdibtASvSHmt36tARGR1+pMegEjNGDM4e3G+taSfdzQn4NwOvK0Bo8i1eniIvZtuXXHP0ewPqfZ3MAy7VjeslVnIMYJ6HLnxfGio14aHtTC7yaXkx03WyoIU1Yhc18RBosXGdpWVkTNTILemgvvAbyzebgPgXwZv++CFwwWF2yxcQyZR6VXs/as+noiIVCL3IVyZRNLatGBKRNIsJZkCIisyJjCuwAsWgBiXEbK1gSMpvyjYPZobDcPks5jXNWmVpFXwkyo51woUJJKIpeMX1p1ZGx5O/mK+vAmgfPCnoyN6M3Cvy4qE9hZ8DPzO4u22HfwTxdvbTl4mkTszdkFhSnZVJoq2OKcV7yYiIjWT+4CrMl3S6rRgSkTSzEpkTTpnJTASkfoyHgM+WeKZjzbg7P3xY/kgkVk0BxcEiS+0suHhSS8MrLUoC9Ix55x2ChJJxFOzsr81VuKUWxU5Px9lHC3WQ5WaCq4HL9Ek0a6CcHfDh9MkfIxuo6BWsK2pHxGUvhFTTyIRkXoyizJjA/XbkxblrgCniLSDUtc6BcclnYwP4QXzA8YOQnYlNKJ8I1OLFX86OioJEjVi/rE15jjLcEtR9aoU05uPAODYWYVtQ1pS8zd+nEh6AJJjV4D3gO0oeOJe8NeAtd/kxM/YVmLpwNqCREYWL9qqGwQRkfqKVh2GPltmP5HmZJb4Cl4RkbqL+rUU0mclSSdjEufjwFDBM7cDj9btvO69Uc/voNwcz2KQ6OINlcwH1T3Lx/BPudurq3hJZ0MqRVWbaBCiKkktQEEiiaSk3FwL1fTtX/HZTGaS6eno64dP9FT4BiVVsTnwt4F/D2xJZov1xGXnrkhsaAnxgC2FwWKDb6/9wBwruMa0fe8nERERqUhlfTxFRFqVM4PlfT7SZKqk2Ydx3s3SzBJjC85VGPvqcsZcCTkLK1uA4s2zyMo+NPzhpMcg7UPl5iQnHUGiJDOJKinp4l7Z+Hba4pvS/Lwm1OvGjoO9q8T2yyHcVrw99S4o3OBzHK7BcQtLzqXjeiMi0uw80PVWWp2CRCKSdoULQlWaW9LLmAVuKdru3IzXOUAaBCsHf3JtIUzlmqU9KUgkEU/JpK3504mdu7KSLvMAmJVvRplbvdDRoZVEdWWj4PtKPNGIBorNxfP7EblzPNhWk8Br4QcfTfiIiDSChaoaICIi0twK5xG0SFTSzdiHc7Rg22aca+p0xmj+IQxXDv6YRffN7nUvIyfSjPTBUQCwTj9/jYeYteFhRdvLWVyRUP53L9q3n/n5XmC8nsMSuwl8D9iS4IVtj7eNJjeuxvEnyTDP5oLNa+tHtCj/2mAKEomI1JVznFQ0m5S2Z6g3kYik3SQwsOR7fVaSdDPmcG4ERgqe+Q/AXXU4Y2W/U4F14YBZq7SxEKkpBYkEABsenkh6DG3BfTZqmOeVZG5FH4pzqxmkjmwSwj8Hbsvf7jcDbREk4iRbi3JLjSM1OnphuTkI6SNomR5iIiKtRRPr0vqicktelI0sIpI2+VkLWlAn7cAYJWQMY3DJtq2EDBIwVpdzZjIrzz+E3ou13yqroQPeOZmpsLrUXJn+6jEPvC/0/LnM9V088F8GTZ9Rmpgmn0UaKbDJeGVCJb970YfiygJKsmb2MfD3gfUu2bYVwq0Q1KIvT1PzgC2Ft0MG367JwY1nSmxTGQURkfrTRJO0quhnt6NDlQpEJO2KJ66dbi34kDbwGeCOgm3vBK6vy9l2WqVl5Cbqcv5V+MNvh1vd81shmNPl0Lvcaxb2MzrBys4n/hhyjTHKqzSG5la0Bvn5Z7m/wldLQhQkEmmksKpMolz2hX5PG8Jm42yiwl5E7wRSHyQCLija0lGjTKLSZY9URlFEpP4UJJJWFd0rn3xRk6Qi0o56QEEiSTnjPpyPYnlzXlfi3IhRm75ADx6vfNG1lQ+oNFroNhjAjryNVnmspmm4Z/9yZ1BJH3dJkCafBYD/OObd8yfjsg5VmH/B5z69LVDJqEp1dEwShpVmEuWCRE33RpVetg/8NrCuJRuvBL8RUp4W62xZeqfhTjY4v0YraEqtgvPqrzciIlIxNdyV1jUytRjcvLRHnzNEJN2MH5XY2lVim0i6GMcJ2Q/sWbKtB9hNrcr+Bx2Vz3u7d8bl5iotdVv3OY3AvS8NJfC8sE+1NCUFiQSAF2e5LIB7q31d0Gn84WFf1Tkdn8SpPpIcTTgvd9E+fs/W4G2rGlAjzM/Pxhf4/gr2Vg32hrPjED4AXLlkWzf4duDRpEZVb/4kGebZnLfRapo9NVG0ReXmRETq6R8BMDsr4XGIrEYuSFTc01BEpD2o6oK0B+MvWRokAnDeSa17Q7uXD1KYbYz3fb7Co9Z/TsM4s+7naARTkKgVKEgkAHQ4E97g4LRhva2XI7lGmcwk09PR1we8c8WaqO7PYwZm5zRodC3IO4Ht4G+KN/wj2DhwCCquN1voc+QFiQB4EykOEnGSrUUFY71GpeYipSZ5+mt4fBERyTcBgHt/oqMQWY3FVbMKEolI+jnHSsyLaK5O2sX+uDz90qycXTi9NQksmPXEj5UsUM9UsW9DOPSmYdrUvHn6PMnyCqcFpU15iqK6734yoQkRD8qvIti55M0mm125jJxZ/H/iukEsyT8I/ixwAOyD8Z97gMfBvwPhrtUd1w6CF94U7FjTUJucB2wpsfkbNTxF8SSPc1oNjy8iIkuZTcRf9Sc4CpHV6Vi4p1apORFJv9K9V1RyXtpD9PN/X8G2TpzLa3J89yqyfeK5t0qyjhrEPB3XAjfd07UCBYkEgM6u9PzCzs97byIntrDSeqQTAHR0rFxn2HOBiuZrnpcs74TwHuB2sGUactsA2CMQPgLV/jzYLPBEwbYt4Glu/n1B0ZagpplEpa4v6kkkIlIvZkfjr/qTHIbIqoQe3fu6p7sfpIgIgKdnwa6sktODcyEhu3HSPO9QWlRyrtBv1eTYQdxv2osWApcaSNPNvXlUerL1Oc8kPQQpT0EiAeC/DNqMp+SDWEezR9rdo5VC8/PlLvYT8WMT3CR4D4SXQbg1+WCJfxHsmsr2tV3gB1YRKPr7EufdXLwtNQaWfuNONngdR5fbuWrGHE7h9SUdNzsiIs3o4g3HgRnMOnnweHPfF4kUMnt1/Kh+HCKSflaiT3Ozz2nI2jmdhNxAyI+BZ4GvYnwZmCLkO4TcgDdJ2UGnh5BteJ168BhH8KKFpdtrcuwwngtaqNRTkYmanLsGzKw/6THUQoCC4a1AQSJZKhXZRGGzTz6bRf/O5crT5YJJiQaJwmshfBz8x2BfBPsWMAXhD8GvanwpvPBasD3l91vKBsC/Cr5y5lYeLxUgSWWQyA/QRUGQiPo0ST1e8L0yiURE6msCAAv6Ex2FSNU8ui9x/27CAxERqT8v+pwUlduS9IoCLt/i/2fv7ePkqsu7//d1dpPnaF6XAAAgAElEQVQsZU1mYUvWuuqIKPFlwKRGhVuoiVKFX3nI8iS0oFBRAfEu/Io3oibDJCJa6A0WFS1YQGhDedrloS+oQEMr1ngTBZX7Z6oRlrrqRhd2Nm50k+ye6/fHOTM7D2dmzuzOnDMze71fr33NzHfOw5WTmTnnfD/X57qEa5GA+SthJcK1KN9CS+7Vo8HlMFwGcfkN8BuE7wC/xeUZXG5E634/v63gldCLRu6Ij3p/Fbn4uzFVSWoAWptIZ8SEiUTGLO3Tl+hV0e6uRgdW1uZarTxdTkzSGLKItBPcW0FuBDkGpOgiVZLAraBPgx4XUUxJ4JqA8R2gRwNvAv1wsMAjK0EvD7+vXC+HfNpSJOIPWCHFjVGF7Q3Y03DRa8uOMwzDaCg67D12JOOMwjBqR7xeiSL1LH1rGIbRnEhJxQVQDo4hEiMKXE4HvoUE9gUuRDgK5RmUiOZcmHU4wY8Q1iNFYpCwCuESlJ+inFfHPZdWc1GOquP2w+NIUyTQ72v2BPgakI72MCW0OyYSGTlEm8dSOR8k8h9SKc38qbh4TkGv7BDq6Jj0l+9kay0umPmi3aCPgJxXfVlZBTwG7qWNjgr0VpAi95XuBFkHzjaQHeDcAvIm0BsCNvBp798Wal/DAYOvrzHglkA7WVk6yH81YFeFInRQxpRhGIZRR/y+RI4m443DMGpgcDxBNpFk314rN2cYxkIgaD6hMWW9jHjxBKItNTnFhC6ULbgRJK0qnShbfIdT5TkoIQHciss9ddr7toCx0t7JtSKS7XNYPSk+m6Dt5qr6xIrT2T5Oor6MiUStgIlERg6V9vjSqjSXRbSE2d5PlUUir5+ARyYT4clBrwGpMVNFrvd6FjUKXQ+ytmhsGuQMKLatyjQ4l4E+XjTeBYSM0WmL70IoXN5SMtYYJ1HpMY3ePm4YhrFwUH3Rf3xzzJEYRngcJ1tqbidnLm+LfqmGYRgVCXISmUjUfijrKScQKY+ifBjlMjRALPHcPIMN6wnkxZAViGqb1xFOR7lq3vv3+hIV9+eav5NI/RYJIqW9v0pi8CvoJBJNUWXJVWkLkUhVx9LrpCmEN6MyJhIZsyi74g6hHkjzN3l8CQCRZSGWzfjLRtS/RY8DuSRgfBvoRaCf8J4HciNog/onaap0TDZAxTIkVwZs5/11C6lWtmong+NJBsdXMTi+lvsnzuHhyWY46Zc4iaSjIT2Jgn5fmv27ahiG0bqIPOU/xlOqwzDmgmq21NxzMUdiGIYRHerf989i/VvbCa8H0R0lApEyjfJhHE7A4RYcbsDhaF8wKpxUF1aibG5IfJUEImUK5RYgjfJwSVweKVxOnFcMwhRQPL+zCq3iaAqLVmkT8eDu2e/cuhCCUgRIuyTVtk9rk7bHmuEZOUSao+7mfNH46naGFUjCOYk8MkACDVsmbT5owi/pVjz+FMgJINm4rwP3HOCmwvJv0ueLOZfVOa71UFyvV3eCXFd5PWc7uDtB8m3Za+oS0t27ulm0uBfH6UO127clJ/y/5QjdILNjqv1MTHQiecdWFPbNnAQ8XJeY5kpRLWRVhp3VJTcp9SDISdQMIplhGEZ7smzZs2QyU4gkGRxPMtAzHHdIhhGCwwFQtVJzhmEsJLz7/llsrq5d8MrEDXpzBHl4YsvZONxbso7DLbgkgGuL3jkPZUMZ99ncUW4uIxBtA87FYbbv86zgVVz+7g6U1yHzmkvYRr57yCu1txLmUelE5ED/2UsVl5uZ6fbna2o5tkmgcT2MRJeXzs+1HlLcesBoWuzEY+Rw0VGnHX6ARLo/+Iwmbl8tjZjorkRYkcgvI6fVs4NUxxBJljQLbAia8oWN/LExkIE8gcjHuRPcDPBQ0UbO8dxG9bSSaqr0xChXh9zHs5B/8SK9nhiW99l4cHcvMzOe0OM4XTnB51R1UZl1W/6P6VP4X5kXIC+bQ9XfbJXvTfZ91Wk8MbYX6EbcWDPEdDu9lIqqjWkSHZw9Yk4iwzCMRrFOphnKbAPW+m6i4ZgjMozqqK5ABITvxR2KYRhGhBTPXdh9Ujug9KI8VNKPt5JAlMXhOlzeg3B8bkxIoJwHfKmOMV4FnBcw/hTCCSWClMM2XE5AedrvS5Qf2wVAlWTeinwbKOx3LfMUicK68ly3m44OCO4RVmXdBvUwUvraYIoWtD1amywETCQyZplmpF0+EQfs135KL7SaBT8uqe4OEl+caWTtWW8HfaAXBrxxEUiZk6TzMLhDIOtnx6QXWAs8HrxOrbhrQIJcRHeWLHrfWD9ORyeQxJEuXO1j8/RSvr+ocLkbf/sIr870odqFSB+u64k4WSEn+/jmGXgu7wtx5HQP0JO3pUlgzG+AOOmLPxlUJ4AR1JlCXG8MMiQSoznb8lDmVrwLsXjLCCgrAy46GpW5OxwwtrxB+zIMwzAAVLchshbVdwJ3xR2OYVQlWx5xxjUnkWEYC4lmnbsw5oNyDsKKgHcuqygQzZKGPJHI42PUSyTyBKfS0v7Ks4ECURaHnbicS2nS8MdQbkACS9JVRwIEmvrNhQ1XfNdxvLkZbZDgMzfaQixWMZGoVWgTScCoB7cc5Yx8ZLvGHUZdmEH6gGatZZ69AAzjJBr1RYsG9frJ7egKkKJar/owONUuXL4OrC8c0qOYq0i0VTvJZPrp6OhiZqaPx35/JF/5g8Jl/vz3v+HM/Y+h491+rybPlVMQAp7Y80YXvl+0jyW+fbnQ/ZPx/0ZQnUJkhEt+t5evd72ZFzr/kNe53+Wde7/BjLsLNMNpvfM9yWUvfmJtSKrCqoDElEZl7gYds7a46DEMw2ha1Pk2oiByTNyhGEZVHpg4CtUEqqOcdnCzXscbhmE0guLJeLtPipLB8STwU7ItGGYrgBQ/nyLba1dkyk8YLX4+iap3v+++8t10FLW3UT6PE1Lk8Vw7zxaUiBdWoKxFeHIO/9L8ODpRri3tNsBIRYFoNraHcdmGFJSHSwInAkNzjGmstIjMPBNrVfuqVn4BEOn0H2uf6+noqG/5Px8pdqC1KKL8Iu4YjHCYSGQUoSOlJcdaD3UivKhSnQx10pklKxKFcRJlrygaKBKVcxHJhurrypMBg29mcNzrxSPS6/XscfoRtwvvYncJIn3M9vDxRJ78vj1Zd89798PLe+GuJd6WT9oLZ+4/2tt1wDH3RLUpYBjVKX7j9FHcz2incx5/OPMiMMyiRVOc2F29PuoYcG71oxEa1T1+/PE6aZQ3B1wUNiZzV5jGZazoIq/lf2sMwzCaGnGf8ku2rmJwPMFAj2UqG82L6x7vu7sfjTsUwzCMiCl0UIjN1UWOJxIk/eeQLVtf0FdYitep/Px7X4e3/8Xs+C9PmeTp289iiOOZnRfK5D0fQ3UPAI6M4eokP7/oGV5zV+GcxuTr3s3g94cLqpXUirKmRIBRJoETypSKD+KL5PcQ8rbxIeYqEgUJU8rBc9pWbpt+MnQ10Uu1v6Z5PU9Y9Dh5ae0l6kLR+nOzAIhYT6IWwU48RiFe1kDL/xCJ5vWNaTyVG+CVUouTaMS/WT6w6rJzRi8IcBEN8eDkCDPjyZzQI/T6Vt+sc2c5MtHFn79iP79zZmu6HeaehchZudciIErVhnuFJ+Rh39EzyllTGd6xf5ppxjls+pdoXim3bJbO/n1jnLk84KSvV1EsEv3NH/x/4Dxd9bA0kuxJUoqPe+QUHBuFKeftDXXgZfsxZWn53xrDMIymZqAnw+D4DkRW4MhRgE2+G83M+wBw5YmY4zAMw4ia0ol+JYFYGbpI8CqU4LuBzkak0+9V7N2zq2YdHdmEV68MWlZkUe3O28bs81/9GTx9O/R+G37zLvjVn3VTLVk418/Yf75jI7ymqGLwS8duQGQDExMwlPuIjECuzFvecx3J9XNWfTG3jX+Z+m/ee/ivWbz7EO89meHFczbw7N9NMkgSd2a6agUV4V6U64t6Ls3HvR4kJsy3+or//xK215A2RWm0C7a5bTNX4qImErUIJhIZBSiMtkNfNESjd2iIvCrkkuGdRDDjP9Zusd2qXWQyfbnSbdk+PdmLHE946uVvpo/hP4v69ly/Zz2uu76kT0/Qh6Mb+F3e6925hbI9e8a83kr+xYnqizk7tjCJMobrjuE4k/PKhAnPhUC8IpEngAGRiplBHFbwShteorH44qBtLnwMwzCaFpGngBW4+i5MJDKaFc+FvgaATnMSGYaxwBC/hFkhCaxXUTR4wg7AJAM9T9Ztu4PjCX5xcoJfnAyQAM1WiMlWVYHC8vkHI37vavXnbn7/R+D1fZ5FAtvm5N9bJ/MWznua93zmAPj2v8JrvgFdv4afXtrBxBHXI1wPQEfnrACVTeAtfj6kUxx95m6WPzYrEgkJnvhWmt0rX/BfT+YJNPmuqUyJw12YorQDxnznDLLHs3Kvoaz4V+bgRo2ziL6AY9GSdHSYk6hVMJHIKEDapKGYaISTz7Ml4cJ9nwZ6MrmTbfXSL8P+Y5LB8fNyzz2W+04U7wIjm7Gi2oVIHxMTFJRuy2aiQOHFwZ9PwY87Ydwf+9AUvG6GPIbzLgSyJ/Uxv2TaKLvZTL6INSY/Z33iNaGORcPRQwOUrb8A/TTEeqIaBkA1NieRbqeX4jKGws4G77bwmAtdKL2BDSoNwzCM+uDKv+PoBcDpwJVxh2MYgYgcD3Siuq1xZVsMwzCaFGU6oAx4rP1rFyRz6UdTCW+uZ/5CnxbJBa/+p9t47T+dz31j/Tgd3jyUVy4tOyeVzFt69rnIa/0NdoL0s/tN8Nw1nWSFmOxcUjHevFPSfw6wIvc881ZY/ljh8jPLNhaW3yvz75oVofzEYmBqxV66Rpfklpl84xEM/Z9bfZfXXn+/o35/KHBkFDf3fATXF4MSiRHWyXSuJ1G1/1vv3+61k6gFbYxLxlX6nEZsOAa+tlqG447BCIeJREYhyq5qVcFaASXCBm9eH5xa15rEy2ionB2kzrRXqo21iKytuMUgASjbZLH40XtvBJih3x3l4t8tZUvXMRwy8ywnTt2Pkgnv6nGvIF8kcpkpv2zkHF46JEtArwAuizyaLI4zhSqBF2DRsaJ4QJT/augehRdLxpQ+imtwG4ZhGPVjemqIRYunEDmMwfFVDPQ8G3dIhhHA+/zHf401CsMwjDgIStYt7hdjNJJk3AHMicJycMN13Xa2Mg2Qq04DoE434nqfTUe66f7x6cC7CtbtnPwmsNh/Vc41NYtXns/b5vRSCnJLO6aWA+eV7QelZZ4XluKrzmyLh7DtJJL+eg2phCNKX3vMzVqpuVbCRCKjAFdkpC3U6jj6Ks3WqQ3DGLMiUXk62ImrO/IavQ37+8pmUXiZKVkLr+NM4bqjoerHlvI3PA8M1LhWaV7IL2veQkPQLtAjyrx5IegXYnMTuW5WWKz8/99AVFlRfJ2lyo7G7pSRgAudfmh4mTvDMIyFy5nLJxnKPAqsB04DTCQymg/V4xEBx7FSc4ZhGABK3P1rFyA1ukiiILjfduNLonkJw8N5I8FzBS6HUywSrfsfH0WqiFYP7u5lZsYTjLJ9sAHcjqsKtrd/2Q5U/9lv71DqmirvoCokkag2P9Zkoqy0RWl+Ce4zZTQpJhIZBXQow9oGarUQoUMj6/bxLLhhyV58VBYJTlm2DXjTXEOLiOJeTM1Sau5CkAOC35OuWN1EHR2TuC7EKBIBry8Z6Yi43BxQ1OTSMAzDaASu3Iej6xFZD2yIOxzDKGAoswavCkCGpUu3xx2OYRhGDAyXjNh9UnQ40u0VdJPWqHAh/CLuEPKYW1lEr7Rs9ngP58aVs1DuQTgGZQdLf3QSAz21z1MMjicLXq8L3WtouOoS+WTL3tUdfVX5On2tg6qJRK1EW5hGjPqh0j5f4I8+o8lIdiTuXOrWeidDdVq8zrB2gRSLzX8ENbmqGoB2AVdUWejC2OLMr7X/4O64MlZKy80tabCTKLjnWbKh+zQMwzC8knPeTexKHsgcFnc4hlGA6mn+k4drmMQxDMMwjPrgapO5SAooTSzVCJxE86Gai6jyuqM4HIsgOLwJZ46JrAM9wwV/1UnOaT/SmOo0EmULjQZiTqLWwkQio4DOrsBJ3JZEZyIvOVfDhYVvY87Wcm1Z9MLSMXF8l06M6IVUdZPl3ETxoOoJRVmLddQIBZOECqOykkbb60svELTEiWYYhmHUmzOXTyLilfFSzoo5GsOYZat2AucBIPKPscZiGIYRH0ETqcmogzCasldusmQkOPkyLpJxB1BX1An7GUg2MoxYWmg0AEVK+1IbTYuJREYBX1kpk6pNWId1DkhtPYLqQQ2T/Tkbc5zlxuaJdgGfKvNmfC6dcC6iLOeBxvN/IOJ9z1TjOvkXZ5I31kUEXlZQadZTW2TIGIZhND2u3Oc/Oy3WOAwjn4nMekT6gGFOSVg/IsMwFioNKlllhGQ5AKp7Yo6jFA0UC4ajDqMChfFpU8VWC14Ct7hNMR+qbTJPIqg5iVoIE4mMIJopK2HOaFTKuyO1H69ZIa6VRaILQf4w+L04XTphXERZJAFc2tBwyuN9bhwn8oak7jb6hZJGqI0XiTyKvy9tkSFjGIbR9MyWnFvFg7tLSo4aRiwoH/KffT3WOAzDMOKl1L1gFReio7b+0lHz2pIRbao5u2TR62aKrRa8pO9sMm9YtDHus0j7rDcQt7lcb0YVTCQySmmTvkSqfjZIo3F12t9hLWXDXgJAZFkDIoqAZu35U5OLKLvOX8XiJso2OIzDSbSIlQGjP4to78UXCW1x8WMYhtH05Jecm5n5q5ijMQyvqbTI8ahOMzN9W9zhGIZhxIYElv0u7v1rNArVrEg0HGcYZUiWjDTLxLvSh5R8TpsjtlrJfgaybQHCEvzdnReR9VePAKdN5pcXCiYSGSVI69pDi4l28l2klv5CLe4kataeP7W4iLLE5CYS34HmSPQ9idySUnMQl5NI6ENLXE2GYRhGI3Ddv/WfnceDu1u8L6LRBnwUAOFRTuttzUklwzCMeqElk812no4KaWrXRuG9uzKKNEl5Qg3sy9Oa5/PaPwPJRoQBMDMTV+uG+uPuN5GolbDMBKMEFUYk7iDqQVTl5hKJUSYmal2rhXsSaS3iz3mgaZBMIyPyqCmu4nX/CvSGaOLM7lKnEAFX47j4f33xgMDOiPYddNGYJDqRyjAMY+Fy6kFPMTi+HZE1zMxcAlwVd0jGAmWrdpLJnAeA63wt3mCMViOVSl2squ8BDhORI/Pe2gU8D/xHOp3+ZDzRGcacGaOwz3H0yYQLHZFoxRclgVBtDqI4wTOq+/YwJAPGXow6iLoy0DNc0/KqdRfFnDYpNQdwy1FOa4qGCxRzEhmlKLviDqEeSHCDv/qzLu9CYquGc0RIKzuJmrXnz1xcRFlicRN537N4Sg4mS0Z+G9nFZmlZOw10NhmGYRiNQCTrJvpo6OsWw6g3E5n1ftbuCD1LH407HKM1SKVSF6dSqVHgyyJyapFABF7z+aOBK1Kp1GQqlfpU9FEaxpyZLnptTqLo8I61atSuhzUoisvPcfkOLvfgcj0ul+NyFi4DSIlYGF1ypVadrwq6j28mESscg+PJmtcRyfaKmqlrLADaLk6i+gtoRmMxkcgoQbJlsFqdqJxE+WQy4X7MtVWdRM3a82cucZVsI+reRNmMoeg/A1J4MacwIutKbkoaxXDAWDKifRuGYRjLlt0LjCDSRyZzTtzhGAsV+RgAql9nnUR1DWK0MKlU6vPAlyF039kDgatTqdQbGxeVYdSV4nkYcxJFR1zH+kmUEYR+hKMQTke4FOFahC0I9wes8/YCIUk5pkzZt3pQWcSCY0vWkBauEDI3kbDu86faJk4iVSs112pYuTmjBBcddWiHgnPS9cFnNHH76khKiGWoZbJfpEWdRPPq+XNVAwLymY+LKEsUcRbgfS7jyBJRkgVf8Sj7kEngvl4bMGYYhmE0gnUyzeD4FxG5FpG/Am6JOyRjgTE4vhZYi+oUixZ9Ne5wjObHF4jmmhB2HPCTOoZjGFFhTqLoia78PIAwjctdwOU1rHMkUOyiBAWUZxGOrmPPolkRK0zPb8UFrsVlBPgFMIIw4j8O1ymm+uM4fajWWm4w6T/WPdFF0NfSBnOygolErYY5iYwSOjqkbb7IB+zXqNxE3sWE44R0EmkLOonm49ZppEunHi6i3LaicxM5/vdMJNJSP/pd+qTUsj4cYQhB9nMrN2cYhhEttwCTwEoeyBwfdzDGAkNks//4VU7sbpv7DqMxpFKpswi+1t8D3AGcnU6nJZ1Oi+u6xwE3QXuUTzcWHIWOhNJ7NqNxJP3HaEUij9vruK2r6ygQeSIW3FXD8k6JGwq+BbzgO5KeQWm+Useum41psuJyQTSgEpNCeziJTCRqOUwkMkr42moZjjuGejETlU0zK/rMnlwq09HRgk6iZu35Uw8XUZYIexO5mr14S0ayPx/tCNhflFk9wjRaYslORrZ/wzAMAwZ6MmQdRMqn4w3GWFAMjq8HjgEyqKbjDsdoflT1yoDhPcAF6XT6A+l0OjeBuXnz5ifS6fTF6XS6D09A2pNOp78SVayGMU9KHQnVe8IYrY7DcyjPzns7yhAO99YhomKaV8SqF+pkBdmxissVkvTW1fqXzI2jdUZDkF/EHYFRG1ZuziiDjoC0/A+TOhH9uGbLx0lIseLkpWMM+Ukqg+MJf7KmidEu0Hr0/LkB6l7+bydwfsD+jgH5UNHgF6je6DGa/wtHRjxLeMRNw4XD0OIhfhZpDN7/Wf5305xEhmEYUTMz/bc4HRcicgxDmbNYnwifKWoYc0UkBYDqF5v/+teImw0bNrxHRErLKnkCUcXfrHQ6/QHgA5WW8cvY/QlwKHm9jlT1eWCniPx7Op3+XIX1PwV8Cq//EcCn0+n051Kp1BtV9RpglYgc6r+3S1V/oKp/s3nz5ifytnExcA5e+ajsdr4DPFxp3xs3bvxB9tio6vObNm16fV5MJ+ZvT1V/KCKPpNPpT+bt943AZ1T1nUUxfltErkyn06FK9DXyGJaJr+QYthFBv4mJMuNGvbh716xjK5GIy/lwO7BqzmsrGeDjdYsmH4fncHkWmUd80EgRa/6I2wsyN8HHaUBPd6WvDarN4c0rG62EiURGIKqMShuo19K4Bn6FKGMItU74T+I1SGyBC79m7vnjPBw87gZlXT0K8mR99z9Hpqen6OgMLyzWC7eoHxFE25PIo3B/QjdKL1JT5o5hGIYxH07rHWFw/AtACtXNbNUh1tVUi90wasNzEa3Cu+69IeZojBbAcZwPFo+p6jc3bdo0L1HbF2Y2kidq5OOLEocC7924ceOHROTTZUSpFcyKGwArfNHkEhE5sGjZ5SLyXhF5ZyqVugD4PnAbcHTAdo8Gjt64ceO7Nm3a9L4yMR6Z9/xQX5i6h4BeJf6yR27cuHH1pk2b3pcvzIgU3BgsF5FTgfelUqmKQlwUx7BMfNlj+LlK4lNLIkwEjJqTqNEsWjzb+ymu6yDhLpRrkTnP0X4Cp6RaRz1pXhGrPnjHvbbScUkA3Po6iVJbtfNX0h79yFSs3FyrYeXmjHK0h+IrGnjRWv/9UJuTyKNF+hK1aM8fT5RqXk7rnf2O5WcvNZ7Xl4x0Ri4SlTqX1NxEhmEYkZNIfB4YQeQwJiaiKbdqLFzMRWTUiKq+pXhMRP59Ptv0BYgvU0bcCNjfocAtGzZseE+IxU/Fu28qFojyORC4QVUfIVggyt/3e31BJwzfL+O6Kt7efwJXV4tRVa8u92aTHMNP+W6jdiJIoGjue9p2ohFlw8LiTaY/Pqd1lSdx/BLCjcITseZzfBotYs2XuSfI19l9Nppo/WT9HDMNcFkZDcVEIiOYNlF8RSP7gfUEn9qdRND0F34t2vMnmOEY9x2E9xnIz15qPCVijKyO2UnkkYw4BsMwDGOdTOFKtt/HFTw82RaNco0mZGj8dGAVqqO+OGkYVRGR0uQm5l6uyBcpLpnDqgeKyP8Os1zI7S3PK6FWjRNDLhd23xWFqSy+O+ms4vEmOoYHEu99ZSMonYNRokwmXJg4jnftU5uLpBHU3vtHmUSCSu/XmWYXseqFhiyPNjiezD2vs/tMZ9pHJFoc9JtmNDUmEhmBiNIeDcaiKpmnusd/VotzyROWmt9Kmu35E/CnRf19dKz8srm/+TdlbB/8z4BE9xmQQjFGoy81BxKwTzGRyDAMIxZOXXYnqtuABPv3p+IOx2hDBscTINf7r75gZQ2NGigRDML2yglCRP5X8Tb93jmfTqfTkk6nxXXd44A7AtY9Mkg0CcLf5sey2/Nfl1v2fuDwdDotwE0Bi4QSdfK4o8r2suwKEeP/UzwQ1TH04/t03va+U7yAqr4z5LZal+afK2h9XDfaHsHlEIbQXCJxWNKB99aNoXlFrPki8ir/2UxN66nWXQQR1bZJ2PrKO8REohbDRCIjEDf+LIq6oBDND6wj2cn+Gi4w1LsAaPrsIOdhkNuC/0oyAybLL5v7G4om7hZANetAi+wzIMVW6uguKvPZWTKiAWXwDMMwjGhwnMv8Zxdw30srY43FaEeuwbv+eJZE4ktxB2MsXETkvUVDu0TkhPzeNps3b34inU5/gACRgwDRpBhVfd7f5ley2xORvy2z+Bc2bdp0Wlb4SqfTFxMghtQgrHwhnU5/IH97qvrDoBiBPymK8dMB2yutQBDRMfTj+1x2e8B5wJ785UQkmtLy0dEWczAth0i2D1CtAk2d42AKCN9vTdmGRNjfr/lFrPmQ/QyELYWbBEDqn/TiRjWH2WBUdTjuGIzaMZHICETc9rhAEaQvtVXn2vwvPG5W8NEanEs5YamVTwLF/17LFKgFEf9z40TieHO3BTjr4nESjaIlNbeTkcdhGIZheJyybBvonYh04jjXV1/BMEIyOL4WkQtRnUbkItZJfD0fjAVNKpW6OGD4/grOpM8WDwT1SCpGRP62eJtZMaZoWz9Mp9OfDNhEaTIVHN16paAAACAASURBVFRtv+W2JyI/CBljyeS0qhY4hmI+hj9R1eK+pu0mEgX9PiajDmLBMTuHM1ZxuSgQ/jHUcl5/oA8j8+oTVBvNLmLNh9nE7dr6JTbASYS0x++a2NxgS2IikRGINHdTuZqIpPGb49soZ7NQqqM5Yak57M1zo/jf2+TlQyIQDGshe1EhEVncOwO/C3GdvItvgEsyFQ3DMIwImZm5EsggchwPZObSb8IwCrl7VzcitwIgcoMnRhpGbLwmYOy5cgv7IsWuxoXTktgxbCy1TVAb7YfwJBpiLk64Gqf8d69hNLOINR9qL+uY9Narv5Mowr7qDUVNJGpJTCQyAtnb0T5f6Egav7nqnRxqchLxEpBf/9SoLwEnbGmuE+7sRUUkcUmwdTmu/mPDBa+EJFoiOhqGYRhRcVrvCK58HABXr+XB3StijshodRYvSQFJVHeybNmGuMMxWpISgaGMmyUMf1TrCqpqAkchdgwbS6lIpBwcQxwLjQQA2gROIo/bKr6rPEeASy8Sml3Emj/DNS3dGCdRc81ZzRVpnznlhYSJREYgt6+WjGadLi2OujUJN3Ojo6N2J9FszVubGG8MASelJnNtqb7oP1sSze6aykk0XDKiVk7BMAwjVk5ddifKvYh04bpbiKJkr9GePDBxFKqX+q8+zLr6Z9saC4LniwdU9ZSodt6GPW8ix45hDWig66LJ+xe3BZ5IJDH3JJrl9rLvNIdD57aK78YpYs2V2pK9oYFOojJzNq2HiiUItCAmEhllaZcakuJE0PhtZmYuTqJspkqy3uEYQKBdP+b+T4PjCQbHkzwwcRRDmeMQ8WpyR9WXKqi+rcRWWrK4prjnJjIMwzBiRj+M1zx7FZnM5rijMVqQrdqF696KSCeqX2Kg58m4QzJalv8oHhCRd27YsOE9c9hWULnDleUWTqVSb6S0501b3B/PAzuGjSS45L8layw0HHaiZb8nN+AEfg+jpNlFrNqZTfYOV/JRZBmQn/Rbv1CCq7+0HCox9L425o2dcIyyqDAi7dAnRGl8ObdEYpSJiVqdRNkTUDt9D5sp6yHgBD9XJ5F2gaaAlSBfBHmc+8b66ezswnOqJYAEIv2oLkFkdky1D5Fu8o+NavEOEnOLq9Z/Bv1I4ZDEVVoy6KJBOQx4PPJYDMMwjFkGejIMZc4HHgMu5/6X/4VTD3oq7rCMFmJi4kZEVuCJjVZmzpgP/wBcAhyYN3agiPx9KpU6we95E0gqlfoK8AHXdU/ZvHnzE67r/pfjlOTInppKpW4I2o6qXiNSeOEsIs/M+V/SBtgxjIVmur9uT7Ll/xsw4T8PJigWC5QXEdLxhJOHVCzL1wwiVu2oduP9VoXtC5adv6lrH7EPbtUuJKK5oQbjSANK8RkNp50mp406I8pw8YRyK6JRKPHrZIoh//xw31g/p/WGcWdkTyitfOE3QqETqpl+U4JOSm8uGdmqXWQyfeREHacfR7t9cWcZUxzMZTPr+VXHKwDo0j/j73YLHS4oIMWqS5XX3v97BhhBdQqREeC/5vDvq52A+rayOqYMD2VnwO/La2OIxDAMwyhmfeJxhjI3IHIpIndw964jOHN5s5RhMZqZwfELgAtQnUbkfAZ6rBG7MWfS6fRPUqnU/cC5+eMicijw/VQq9Q3gP9Lp9F0AGzZseI/jOH8KnIfvYHEc53Dgic2bNz+xcePG5/11syxX1UdSqdTX0+n05wBSqdRZqnq+iLy3KJw9eKLVgsWOYQQoo0h7OAlaiGaaw8jSUzIinNcUJfGUFYHzhN78Yfwi1lwQ6a1xjSQA6tS1j1VXgj6dqecW48OdFhOJWpBm/DE0mgSF0TbQiKJr/KY6ikgfixaHrRuc8ddrrj45tVFUg1WSMcQwy4O7e5mZ6Ua1n46JbgaW7seVRbn3l+tf8LXMSmZdPv1MTHQWCDniu3yyY3ccAL/qmH1/SoRvLYLT9oIn9EwiMkpW/FEdQWQvqiO5MUdGmJ6eCikeNo4iJ5ESW6m5YCdROzgXDcMw2oVly65kYuI4YCWLltwKnBF3SEaT88DEUbjuTf6rK1mfMHewMW/S6fQHNm7c+M4iYQI8d9FFwEWpVGpLmG2JyD3AFUVjhwJXp1Kpq/PGgla/v5JzaaFgx7DhFPc4McGo0ah2ITK//jJKF8r1CBf6yZDHInOs2KF0AocUjb2Aw5Nzjq+eCCvKjJ/fFCLWfBjoGQ65pN/Hyq3vfMo0yXZI1AdwOmKcazLmjIlERiV+EXcAdUEj6nPiCQV9zMz0ATtCrJHx12vlC786//C7x4OMAs8xmOmno6OLmZk+hF6UbryMjSXeMdNekG6/D1Q3In24Lv4FnufyOXwGfpz3M7fL6eH7nWv5Y79EbvbmxXP0zAo96AjKJN9cfAD/sviDJWE+tuR07jjgvvr+2xuLu50TKe5/Vb7WceMRJnEZQ8jP2jGRyDAMo1lYJ1MMjp+LyLcQTmdw/CoGeq6KOyyjSXl4so/9+we90st6JwM918UdktE+iMgJqvpIgFBUFdd1c479dDr9yY0bN64OcLhURFW/uWnTpg/Uuu92xI5hwymeZG/lhNLWYHY+5tMMZT7qPx8Bv6+Olww8KyB5yaAziEz7z+Hl407ioO+d6m2Pw9jf/Y8M/vxDJBIjrJNa+/MEJTk3U9JFsmREGWwaEatW7hubS1K5N4fhunV1ErmqfWUE9pZC0emb19TXZWVEg4lERlkcGC3pnNKCSFR2bdUxT5xwwp5kZstv3L2ru0XLuATE7K4E57ncy7t3dbNocS8ivah6Qo8j3bjaCxyMSDcvyxu4+g+O4GeyFID1ez0BJyv6AKUZFdnxoje8/4dJYIQ37+/lx52FmS7/+4AXuWn3h/gDdxeOM1n+wk0ToD8KGN/GqDxQ7oA0I+7TnA5skdLf/LizO3aCiUSGYRhNy0DPswxlPgxsQSTF/RM7OXXZnXGHZTQZW7WTTGbQn2h7ln37Loo7JKO98MvOneD3uDk15Gp7gM9t3rz5ifzBTZs2vW/jxo33hd2Oqt6/adOm02qNuZ2xY9hQiidW26I/SYvQ7f9BvhBSqZx89vnk4XDQ92bHO6fejTPzAhMT5NoSUFBJI1iEUh3h2dtezarLCveZ+eMOBp9YS0fHKDMz3rKVBCiXNcA1QAbh43N2NQWhvDbA7fLJum0/apyO7BxJLeVx/Tk/rWtJXXHaxDmosc8zGXPERCKjLDPCSElbypZEuj6yXXv/fo00Vsn2esuAuOHqmXqNob3nixb3Eii4NBlelmgXkESdbq7ft5RvLSlc5oKpuzkxMwM5588sOecOhRdXXzsAfpb3c/TQEjhlL/TocM7lo4whTKL6IiJTqI6izhjiTgLDLFo0xYndRRc/2g36U8hza006r+XcxKtBnqAiegdIkeCnkyDnQ83ZQLHhPs0FCDcFCEQA/xJ5QIU8CxyVeyV0oyTLlKIzDMMw4mB94i6GMocBmxH3Zh6Y2Mkpy1qvKbHROCYmbkLkKFTHgIEWTXwymhy/TNlpft+h01T1nSKyHL/3EICqPg/sFJFn0ul02UnLTZs2nbZhw4b3iMjFwGEicmTe23tU9Wci8m3Xde8rFpmK2IEnRh3ov95F+Yz/7wBHZ1+IyA/KLLcNODV/m/luqCyq+sP8uEXk2/PZXo0xxnIM/X9jbj+q+sMK221VCu8z26SJfVMzM30uTkcnjnTi6uz9v0hfrjWASD+qnf7zV5G7t/arm7iLDwVeM7vuNLzip7D7Tfl7SgY+Lxadfve60hiHL/hLRP6yIIk2K0B5PQC9uSjVKV7zz/vRj63EmfEWnFj5Pxh66p9Q3ZPdmv+YLZc/u/7+fWMhzuGFcyTKDA7hy0h65fQ+g3IwwhMIQ6HXbQSu201HB4QViR7c3Yvres/r3E5AleVtYCSC+JORjTnSHh8/oyF89BlN6gwvxB1HPXBcPeKrb89ztzSCwfFrEPkkqp9loGdDqHWGMuN4vXFWM9DzbEPjy8fL+OzHdbtxnF4eX/IOvrHk43SwiFP3fpuT902g2oeILwhpd2Azv//ugP9Z1ILpLdOQ3lO85CQwlufyGUZ1EniJmw54I99ccnbh4joN8kqoh7DnXgByc9H2J0FOAHmqzDqfAdlcOq4fB+dL848pGtztXCpwfdB7Cpc5a7gh6pgKcLkc4dqCMeUEHB6NKSLDMAyjHEPjd4Ccg+oocHQNdduNdmZw/AJEbvYnmU6wPkSGYRjzwOVWhPOKRg9ASnoVGc2Ey1kIhb3RlDNwuJfBca8fssfsc3W6cwnGs5VW4DVbjuSPLx4o2NZPLn+RH38mW+inl1nHUyGLJmDd0XDALwvHH/sh/O41gasEUig8jfpJul7y7rvffgKv+ElOnGd/90v8y88vR53pXI8e1x3DcSZLEnmVTpStCMf4r6eBo3HYHj64OjM4vhaRrcAw6xMBCl0RD2QOQ/kpqqMM9LyynqF85Gn3VkTOq+c240DRe29e41gv0xbEnERGWb62WoY/sr0dCs6B20E/0FiRCF4CvCyT8GTIv1CYC9mLDsfpQzXboye7zeUI3SD9OaFHtY+JCa85Y0cHjAt8vQumfM34n7oGWDUDr5mZ3Ud+OsOsHXqY10xPknD/hIyzNPf+Dzrhuq6ruGzPfTjOZOVJJPcw4JmAN75aH4EIQG4D/RjIqryxbtBHwD0DnCJBQs8DTZVuRx9vJYFIn+YqoOTfoTCNy7nO27kr+qhKCOrdtQJMJDIMw2g6liXOZ2IiicgxwEPcvetoc4wscIbGT0e5yX91pQlEhmEYDaEPrNJCk7OzZERYCdzLQI/f9zgkylqgUCR6w3X3cPh1nyhZdnA8CZBL/l37ris44JfHFyyz96CX+d1rvsHsnJO3Tn4i8GyCsB+7dOaWE8k++ts7BF6RZxzaf9DBiNyKKDkfgufMgenpwnJ7//W5ZRz+Nz2z+6GTFz/49wx98QlU9xT0eZr9zHuPjU9OCrd9V/v9Y1HXUnMAKiTbwckhxNj72pgXJhIZVdCR0pJbrYerEkVtT0/UUA1/vDxnTRKhcom6+15aSUfHX5MVf7yTeDf5Vl/1Bb1y/tRcb59syTc/O+T3so8peWNuuSmBv+v6PtdO3ogjo7jqCUIdHZOcvDRAuHEvhNwEgcdTi8/jqSVfAKmQ8aRdoFs8waZgfBjkyvLr1YpMg34CeKxovBt4BNwngQfw3E7vAc4qNVnqMEiR26l5cZ/meoRLi8cVplHOdt7OvXHEVYIEXEzD4ZHHYRiGYVRnnUzz4O4BZma+g8hKFi2+h6160hwaMhvtgCcQbfEnkm5goOe6uEMyDMNoA6xMUysiAcmPypvnuLWgCjOrAsYKhROXExGOL1lm8csfZH3i4VB7zlac8ch3PfUjbiciXXT98gryy+UtGtsPZMtdJkvWzdL9kyRv+LvSff7mT1YDq0vmq4qZFZu8fk45h5PflsArnTeRa03gMUwisY11Feal1On3BK6QiD+3KFJ3IUSU/rao96XsijsEY26YSGRURJVREVpeJBIt6o3TGIa9nQWUZSuHV3oNtIxdOIvj9EKe7bz0xJmtJzsKTCIykivnJjKKK5OIO4LIJKpjJBKjsydK7Qb9VYFYs7PjSAaWPQ5OiItUucV36qzMG0uCXgt8vPx6ejPImqKxaeBskDpnJsvj4F4GElB6TdYCa8uvq5PASfVzNjUWdzs3ClxSPK7KJMLZztsId4EYBcIOXKYQuvJGV8QWj2EYhlGZk5eO8eDuk3Dd7yByPJmJLWzVs00oWmAUC0TrE5dVXccwDMOojjATMJrEnETNjTCJyzBSMO80t/taIYPLs0iBMLQWlzVly7IpSZSbA8bvxKnh/t+7nhuuuIzLW4ALc68X/W4RpyQuQwLFLbhvrB+no5N3rbsLZ+odBe/t7fk1o++5GVgC9KLalRNhVPv964xiwcmbn8w5nPLeCRKa9ux5JZWcLeJ2+hsJ6wzyhTOtu0ik0NcOGpGbLVVotBwmEhnVGAHWVF2q6dFXNXwXrjvm22rDi0Re9gNUKzeXE5N0DPgwkKGjY5T9+ybn3yxPJsG9BfKdJ9IJ+tdAiJt+mQb3E8AjReOXgDsNTsA23M+AnBOwsRvAaVAzbOcGcAkWisqhk8DZ0OB+VnXCfZrrywlEIpwgayjTgylWdgJ5AmPBc8MwDKPZOHnpDu5/+SQc5xGE08lMwN27zrfScwuEBzLH46onECn3MmACkWEYRt3wXBFGazIMBSJR5UTgSggPkO8eEjpRbgSOLllW6UZ5CKGvaHwMCTOfUzPfJl8k8vZ1BRBceeW03hGUq4BCgUiZZvH4KZyUDDf/U+hySnrbyDmc+nyB6VVAJ6orEDkKoKAnUhCz7SLCiUReVR/IVhKqExc/p93TU/P4zDQR4pojslUxkciojLRHLUmBxpebW7JkjOlpoAbnleRsr5VFIq8snfd8oGdoTvFVDuSLoJd44lCOC0FvBwnOCCnAeRTcR0GK7M1yKbirQK7GEwMSnvgUJBDpk/UtMxcY5w2gGdBroFoJQt0Jcka4f3/8uE9zvQSVmFPGRBhoUoEIvL5Es8KQ0IuSQOpf49cwDMOoE6ce9BT3v3xCTihavKSPu3edYEJRm3P/y8eg3JMTiBLLWqYUr2EYRkvglc0qRCOYyzCajetQPkR+VR/hKFweQzg3N0/n0u85ewMTLS9C6itk+DyJFlUDEc5C+TpCaW9C5TwCeiUDN+AQPkG40OU0XH5Bsr2aXkC1utNdtdOfawvril/uP74UcvlQ7N2rfR1tohB3UH+XlRENTtwBGM2NKL+IO4a6EEXJvPwMhYcnw13Iqb4IgMiyisu5M9P+cuFdSjUhw1Dcp0a6QG/1egeF2sb5oKW1eL1ybo8BLwDPlBGIhr2eP1GUq5HbQF4HehmBJy8dBr0B5G0tJBBdGygQwagIxzaxQAQE1m+2knOGYRjNzqkHPYXrnoDX0+8YFi95hLt3tUUGpBHA/S8fg+M8AnTnBCIrM2gYhlFflNLeKYWluY2FgCcWfiJg/DiUH+OyBZcbgR8hHFOynPJ5nAb1IXYYAUr7ECr3oKwvGHM5p0wZvB0IGxoSH4DjJz+HK3vmiT6qIec+c3NydXXLdLqt3ws+i+vUv1+TEQ0mEhkVaZdakhqFk8jDO15794YTc8I6ieZdUi5UMGnQootSWeW5bkKtPwqyLlgoqkSu50+EJxKZ8lxFziuBV4IeDXo26BHgvM4rkSct4WRxt3OpCJcXjyuMCqyTNQEiTHPxfwPGrOScYRhGK3DqQU8xM3O0X5fdhKJ25f6JcxDZiglEhmEYjSWokotaBaAWofgedn7zCQ53oQHOHCGBcBbCJUjAPJJyFw6NrdAiXI2ysyQuGMTlEVw247IF4Q6k6POrZBAGkABBtF64Wkt1n9pEWPHbS9S58ok6NcTc1OjU369pjX7eRikmEhkVaZdakoL0pbZqFBdX3o+h44QTibLN7rSG2qOedbYByA4IyuaQS8E9PeQ2skJRyB4+usNz7MTZ80dGvT5Izl2t0nsoi7udSwVKeiy1kEAEFF1cehweeRSGYRjG3Djt4Ofo6FhXIBSFdVQbzc/g+FU4eodXYk7vMoHIMAwjYqKoimLMDyWZEw9mqce9+PloDVVBlCcRzq3DfivjCTwfL/Pe8QifQTir5D1lGuEMJLJ5iuGqS6h616wSMmlZfTHHrW9JNW2TspKq7dGyZKFiIpFREXHaQyQCGE1EcHGlmlXMk6GWz9YcLr2gCGIYmLXONgTnOq83UAlbahSKVgPne319gtAp0Lv8km6tIGQ0HWUFImUSGGgRgYgyF4hWbs4wDKOVOHnpjgKhaHr6aYYya+IOy5gHW7WTofE7EPH6CKh+loEeE4gMwzAaS0tUszCKKC6zBiD8YN7bdRhBWIeyAa3QM8d770qEP0VC99aZb2yPonyiYlylXBTYt6j+JEMvmXUSaXFVnbL0++vVda5UNNfrqLWREMKc0bSYbdWoyN4ORpfMxB1FfdAZ+gmTSTAfZk8UIZ1EjPm96SqXm8vHs86WEV/qgZwP+gxIXkzSCbrF6+EjITJZZBq4DfRO4ETQfrxarwmQJ0AeB7Hm1nPE/T+cVU4gEuEEWVNDA8i4ESZxGSnKkDsstngMwzCMuXHy0h08kDkWZRBYiep3GBy/iIGeW+IOzaiRhyf7mJi4B+QYv+nzhxnouS3usAzDMBYApSKRcmAMcRi18f6SEeXJumzZE30+i8ujKB8EjkP8pEplGHgWuBphe132VwsO1+HyFMoWpIIwowwjnI9Tp2MSGg0j5HjzXtkE7ko8uLsX1/VEpYGe4XkEVoJCn8xx3Td0w/98Ayz2bSDj++CTPyq//MGL4YJDof+A2XX2uTDye3j6Zfi3X88xEEAwJ1ErYyKRUZHbV0vmw0+7kyISWX35NT2wdJH3/Oe/g5/WSUrQWuqSznknOooIwMGhlpecUBJGJBoGkkgjnUQAMgx6Pug9njiUG+8EfQTcs8F5OOS2poGhRkS5UNHtHKNwR8n4rEAU3o7ePDwHeSKRsAKlM7IsKMMwDKM+nJLYyd27jmbRklsROR24maHMO1i27CJzoLQID+5ewf79DyFyGN5k5QADPU/GHJVhGMZCJlwCqhEPLscjHFUwpuzAqXPipsN28IUgpReYxmkC55nDNpTVKFcAa4E1uT5EynPA4wgbQokw9ULEn1sIde3pzcUp1fvo7N/fR0fHbNuIejKPspKn9s+KPQB7KiT6r+mBDyYLlwfv9aEHen9vScD1P5lbLFZurrUxkcioiq8E15zZf/Bi78cF4AcZeGlf5eUvfj28aWnpj9X4Pvjmrvmp2QA4kdTy3eU/JkMtrTrmi0rVRSLVaURma6A2FBnyxCDdUiQUdQMPgaZBrmp8HEY+up0VqjwiRc0fW1wgAq9e8/EFI8oKPPHIMAzDaCXOXD4JnMHg+OXANYhcQCazkvvGzuC03rYpY9yWDGXOwnVvQiSB6k46Ok7i5KWtUb7WMAyjPbAJ1lZC6UK5sWRcuL2h+5UQgkaUCBngSgCUBMphCM/hELaEW31R7fTnzqp/n1S7/GWrC0qdHf0oQAPacnh9rWrmDd2esJNlnwtfKVN3qJxAVMyKV8Blb5ybUCQiu6ovZTQr1pPIqIpK7T+Af/k6+NwR8P5Xe3+nvKry8ptXeoJS0I9Vz2JvG2e9utYoComoxuewtzMJJ+R0dIR3Es2Wsgtfmm5eOPcCZ0PgyTIF7kOgkTnMFjr6XfoUHhOh4JgrTIsy0MICEcDPAsasL5FhGEYrM9BzHSIn+AkxR+F0PM3g+Nq4wzICGBxPMDi+BdiCd535FIsWHWsCkWEYRsRI4KS6OYmaFeVGpCih2nNSfDWegJoAIYPD9jKf5YhikGX+s70hlu3zH6vPe2arE9W5H5G3Sfrmst5bewpf/3h3+QT90/urC0RZVrwC3n1I7fG4JnS3NCYSGdXR2kSigxfD6jwZY58LD/yi/PKXvREOWVJ9u+sOmduPVI552DfD7yN3skiGWv7kpbMZIIPjlcUf1VpK09UJ517g3GChSE4E/RHo2ujiWZjoc3RrB48JpZ9hgQ/L2yNp/tg4hNJJqOKLbcMwDKP1WJ94HHdmNarb/ZvwxxjKXMtW7Yo7NMNncHwtIj9C5CxUp1FNs2zZOk7stpt8wzCM5sASM5sRl0sRLgh45xO+s8aIj0bNmXnzMRqq11FoPviMJkDmdG382qKOZY+V8fFc/HovAb8W3nZQ7fF0aIP7wBsNxUQiIww1/QC+s7dQnR75fXkl+w3dnkIdlnXzEImUuSnzNdHZmT1WtQhSYcWfl/zHKBxReTh3gZwAGmBpliSwFdybQCMUrxYOupVOnWJQYGXJe8oGWcNtMYRVb0rLyilviSEOwzAMo96c1jtCInEsql/1+ypezsTEj81VFDNbtYuhzLWIbAX6Ud2B4xzLQM9V1j/KMAwjRmyStflxOR24tmRceQqHO6MPyCjDcMV3B8eTueeJRPV5T5HX+o91Lam2ZGbuc5XdRU1kgnq6H7zYa+1RzPg+uPl5+Oj34Lr/8uZu8+k/oPZ4VMxJ1MpYTyKjKiLU9ANY/EPy4p7yy55aRkp5fg/8dj+88oBCl9EhSzxhKeiHryoa0t0zH07sHmVwfAqRLgbHkwz0DIdYawzoRqSXSicxEf/HVmKwm8vj4B4NOghSIlaAXAh6IrgXgfNw9PG1L9rNrQLHlYzDV5238dk4Yqo7wiguGaRAKDUnkWEYRruwTqaAixgc/2dEbgWSiGxlcPxLwAYGeizjNkoGx1cxMXErsAoA1S+RSHzC/38yDMNoS1Kp1BrgeFV9F14CaTdewuaIiHwbeDSdTm+PM8YyND7Z1QiPJxBtoahPMMoowhnxBGUUoNrn9/4OT5gEGdV+v39RXZ1EovTpHPoRheWCQ0vLzO1z4esvzM6t/nTS62V01Ztnl13seH2Mto+H39feDhOJWhlzEhlVkRrLzb1iUeHrX1eoAhqkTH/3ZfjCDvjKz2DDc6Vq9rF/WEs0eURRbs7DO16q4fanOuU/VraRZ5eTuGoSOztBjgYtIwJJP8hD4A6CGyAkGbXiPs0lIpxTPK7KkPyWj8cRUwMpbq9oPYkMwzDajYGeJ9m39whUvwSAyCWI/Ij7J06MObKFgdd76EbgaTyBaAT4UwZ6Pm4CkWEY7UoqlUpu3LjxIbzfvs0icpyIrBSRpP94PLAZeHrjxo1bU6lUsyWrWYnWZsHlQoIFokngJMxF0RyIX7pNql7beEmqGlQ1J3C7WcF2eG6BBTMj9UtoX1PUo+jdh8ChB5Yu90ymNPn+pX2l869Li+Z3K6NTt68WS/xqYUwkMqqiOQdLOIrtjuU4+Y9K1ew90/APLxSOPfKrwtd/GKJ/URCCdH5kuzZeYMn1JepIhlx+1H+sliE07D+GQxmz/QAAIABJREFU225DkElwTgL9OGiZH39ZDzwD7q2glvU0R/Rp1iJcXzKuPCUHcK6so91KwTxb8EroxjU3kWEYRttx5vJJBno+juo6VHcC/Tj6EEOZW3l40q4bGsFW7WRw/HJEXvCFuU7gNlSPYH2itfsaGoZhlCGVSnWmUqnLVfVHIhIqGUFE1qrqj1Kp1CdTqVRclXeGY9qvUQ6lG5ctCDcFCETTwPk4NKMLbWGjWm0u0xOJRMLWKvISwR2pq5PImYdb8OWi1h6n93tzrQBnvRoGXlW6TtC8a5bf7p9rJNTcz95oPkwkMqoiHbV90SdDTl0H1cR8bnfpWLG1MawIFYQ7E4mbaBgAJ7STaNp/rJYhlPGXa4LGlc6XgCMquIo6Qc4DfQHczdavqDbcbfSrsEWKSoKqslNczpCVzKXgYrPzf0tGpLQPk2EYhtEmDPQ8SSJxBHCdfy10Hvv3v8BQ5noTi+rI4Ph6MpkfI3ItkEB1GyJHsz5xvpX5MwyjXUmlUt2quhW4VkRqun8Wz4VwjapuTaVSTXDvbeXmYsVlJcp3EM4qec9zEJ2Nw73RB2ZUIFnj8tWvh+7e1U1WVFq6rK5iiKrOue/4z4pmhnoWw5+9Er72Vq+ne3FiPsDDvyody/LKompPu2sQjVRMJGp1TCQyqvK11TJcy/LFynMywNp48OLgUnPf+k0te6odpzMCZ4vqi/7ja0Mtn3UeiVQTlTL+cjGVmyvGGfFdRedCOXuudIF8BvTn4F4PrjlDqqBb6aSDe6ToZkCVSXE5Q97RphZ2KXISeayKPA7DMAwjOtbJFOsTn8BxjgWe9MuDXGpiUR0YHF/FUGYrIoOIHAaM4Mq5DPQczSnLtsUdnmEYRiNR1TtE5Jj5bENEjlHVe2JwFBWm3YqVm4sNl0uBpwOTF5VJhBNMIGpiXLdaGbmk/1hdJOo6IDtfl6l3iV6RuQvBD/7ScwaF5fk98G+/Lv/+gR2Fr2vpR2ROotbHRCIjFEpVm2aO4hqWK5d6olA+H0iWKtrj+0prYgK8oSh3J6xTKQh1I3ES+aJPjftSrXzxOdAznHv+4O4mEYoAnDtB3gR6A2iZk6V0g1wK/Bjce8A9KtIQWwjt5iYRSo+Pw0XyjkAhpV0o/bcpb4khDsMwDCNqTlm2jfWJdX4Jum05sWh6+qcMjl/F4Lg5ksNy/8vHMJQZROQZYC2qU6imWbbsDZy67M64wzMMY/5s3LjxvlQqpf7faCqV+nzcMTUTqVTqHBFZX49t+f2KLqjHtmrAJlrjRknishXh+kCRThlGOBbhqRiiM6qRrb7jOCErsGj15WZmskJO3b+fqvObp/yn/w633Pg+uOX58u+/+xA4sLNw+VoQ2jSheQERV41Vo9VQRgipbj/4S/jT5bMi0IGd8InD4T9f8gSetx0U3DjtJ2V+lt9a1HjtN3trCbyYqm6d+SNZ51XIfamOIAIi1Z1HqmOI9DIz0w2Ea64XCTIGXAb6RdAUcI5Xcq5kuU7gdO/PfQr4MsgQWLNkAPdpLhApvQlR+JLzVtp7YkfI4DJSJK5auTnDMIyFxEDPk8DRDI6vRyQFrPIf/4rB8S/hznyN03pt8qyYrdrJxMTpqP41Imtm39A7cWeutGNmGLWzcePGH4jIkZWWUdUfAqMi8kw6nf5kFHGlUqmzgFPzhpar6hlAJPtvdlKpVJeqXiMiddumqm5OpVJ3ptPp+Ep+K51I2/WkbU5cLkC5FiE4QUV5FOFsJIT7xIiHbPUdd6byd8aRbhT8+axqJAFv/q7+zGuecvs4LP05nPjKQpEnn1/vhRt+Ai9VEH7WHVL4utwcbTlU2FXbGkazYU4iIxS1KsLFbqJsXcz3vzpYIAJ44BfB46uKTs3zK0mnAW3b6ozjZE8ayZBrzHgPVZxEkN9QL+y2I0aGwTkf5G2gQ1WWPQZki1+K7lpwF7QgoM+QBK4vGVe2yW+5LPqIYqHQTSQchtIMdcANwzCMKBnoGWJ9YjWqA3jnhgQin8HpeIGh8Ye4f+JEtoa4bmp3BscTDI5fysTEC8AWRNb4zqGv4jhvYn3PuSYQGUbtpFKpi6sJRAAicqSIvBe4wnf0XBxBeAcFxHFoBPttFY6X6mXca0JEer/53m8+ifJJXI5CY0m2jqIiysLGZQ0u30G4OVAgUqaBNA4nmEDUIlS7BnI1W6GnugCb/V3JtouoJ7VWIQrg334NV/8Ytv7am4/99V7v7/k98M8/hw3PVRaI/vJ1cMiS2df73PJztOUQMSdRq2M3V0YoVBipJRfnlufhqjcHN0kLYsdvy/9gLXa8Gpt7ZuCFPcEl6Wqg8RdXU78fYfESgAR37+rmzOXVIh72HkJdzA4DSdRp8olzeRYYAF0F+mlgfbCzCEB6gcu9P3cbyNeAuxaau0hnuFWkUBBRGBWXAVm3YLLGngNOLBhRVgLWO8EwDGMhMtAzBAwxNH46yMcQWQuciKMnMjExwuD4ncDXCkryLgTuf/kYRN6PyDlkmyirjiLyZTo6vsrJS5vIbW4YC4blwJdTqVQinU5/Lsodq2qFAkL1IZVKfQr4FJBN+dwF/Ek6nf5Jo/ddC6p6Wj1dRFn6RvveCrwVwetF4/IUwr8DTwHbERbUvWtbofSiXENARY+8ZXYA5yN2X9r0DI4na15HtbocovoqRMItWwMf2a691Glu/qV9cNfP57bu6iJZ9JlMZVEpCHEbIKAZkWJOIiMcKjXZBl/aB7cPe+pzNcb3wTeGy7////7A+9vwHPzDC7VEUcp8GsKF5szlk6h6N+ezze3CEOLE4NdKFbeJehJVQp4F5wzgTaBfLd+zKLf8UcCtoL8B9w7Q9aBt36jT3c6lAmuLx8XlXHnHgsrG+F7A2JqAMcMwDGMhsb7nXtYn1uE4b0L186iOAv2IfBKRFxgcf4Sh8dO5e1eTJ9HMA6/X0PUMZX6O43wLkUvwBKJnUT2fROJ1rE981gQiw4idT6VSqTc2auPpdPorqnp/3tAuEfl6o/aXxwpmBSLwRLHjIthvraxqxEb7RvOmEYRuhOOBa4BvoYzjshXlKpS1aEAPm9qwidYoULpwuRTlp2UFImUa5TqE1TgmELUUGqKvepiWD7Mc5m3X2TnHiAJxXG38HGUIHtsFP8h4f999eW5zr9NOQ0rxGRFiTiIjFCoM15qPs33cezy93ys3F8TI7+ErO2tXqOfKfBvChcazoPaibhLYUWXpYf8xRGx+rVSRpjiRhMfZCVwEmgb9GHCh7yAqg3QD53h/OgnuEMh9wKPt5jDS7axQ7wajcFy5znk7j8cRU4wEfVcOjzwKwzAMozk5eekO4Eq26gYmMuuBD6Icj9dY/HgWLZ5icPwp4F9x3Uc57eDn4g14Hnh9htYC74f/n737j4+rvg68/zlXY1BAxiOiFKVRWrVRW/eJAmIZx2IRjbQ4hSxukIOTQEo2pjUpUNjAE/IEFpxhYlInJd3QDSUkJi9MYQtJIJKps5Ub85J4KgcJj4tolKdO4nS1iZKIRkFjI4iA0T3PH/dKnhmNpBlpfl6f9+s1L0vfuXPvV9aPmfme7zmHS0h/nTjtlfWVh+gOn2yvFYwpl4djsdh/mfvE7w30X4HzM447HbgJKFrpuU9/+tOXF+vcAVCU9/tnHD9j8TuFWrwNf51AFGUGlzheltFBhMG8ypPJXDl6UxReucCrUHYuWeZLGQWuseBQlZnrRyR5rBuJ5BJQWg9ADQUNEs0ijYXPfczfkz9b/TlOPTWH/0dT0SxIZHIiLuMryTuLT3m39/46NL0B3ngqTCfh1Vl49sUTgaRSEZGGaL+GYl1S5PJdOg7ShubVO2j530evlAioLtLZqdLJBLAD9DOgm4E/BTYtXooOMgJGCXD3AftB+nJsMFixtJ+QKg+KpO82U+WITLOjXPMqG4dRXGZI//+wTCJjjDHpvNdxjwOP88RkE07NdkQuR6QVb2f7Jmpq7qY3MQ70ge7ntdf6cigBXD79GuL48Qiu247Iu/wA0YniH6qTiPTiyl7qzzhAV7A2zRhTbWKx2GPAY9Fo9DssDBQVJZvF5KT8a1zee5kO/+ZxGcErof00whAyv1E0V02Q92NMJqXbLy23nsVW5pUEEEO4Fzlpyr4Hh2odXsnJHF7zaQMI6DIVb7yNO3M9iQoaJFKHpkoIEq2Wqk7f1+pU7utsk5PyP4GaqlCDTriLPosurxBR6UKZCJfiBdb8E8fbcjh4zP93+V1PIi/7/1Z540qZYW5xB7cJdBvwpyDNyzwuzHzACPweRvtB+8Cpuh0+upabBNrTxiApLldK10lb13qU9MBQa7kmYowxpgp4TYnvBO70A0aXgFzslwJqAraDbGfNKUl6puLACI58D1dHgRG21Jen+fTXX6jj1FM7cHUuKBQB5hY2PHOBIfga4fAARd/kZIxZgUfICBLpEhv6duzYcZGIXA+0iMjZKXe9rKo/EpGDrus+sXPnzqcWO8enPvWp51Me+zLwt7FYLC1zKRqN/i3w4bljXNe9bOfOnU/51/9/ROQcvJJxqOq/ichB4K7MHkPRaHRi7rgs/iYajf5NyudX+sGzchrHK41XUG8+5TiP/m94ug4G1sKRfAvKCW14wcNrAXAZA+LAMMIIXl+jpZ6PbO1uNbwygLuA9iWXtZRHED6BnFQl34PFkVoUgBw2FItXpliWCSi99FKL/1Gi0GV9HdUmitBHrdQE+50JAnuiMTn51RoZPzUoSc9Jmil2kEj4EQo5ZRKtWTNDMsf3/Krj/hNIeLlDq4czDtzl3bQT9I+B7qXL0c2RdqAdJAruJLAP5GnQA/55K5YO06jK7QtepCox2chIWSZVGeKkBomEOlxacAqb1m2MMSaAvIDRA8AD9GuIqal2RC4GLkEkgrcxox2F+TfkPVMTCHGQI7jyPOKOA2OsWTPD5rrVveH1miefuHm17098njoP8OvnyyDoQUQGCYdHLDBkTDBEo9HfVdVdIvK+RQ453Q/8nO04znXRaDStvF2qjODS6ap6QeYxqnqOnPj7crrjOL/3qU996vps1xeR3wZ+G/jDHTt2/HFGgGqxAFE2Z+ZxbLGMUowg0emTfOBFuOJF7/NEjRcsenotDNTByGl5nlDmnwu2zo+5HAVGUBpWsT/XpFI6UHYCncsEh4YQPoHDYKmmZorE1Ua/+s7ym27nso50mYBSUltwANXCr0lIXn9jK5aK9VILAgsSmZw8dK4kPhp3Z0BW24Sx7FwtSWM478lDaFnmONhcN0Gvv2moZ6qZLfVjix6rziSiEKggUSoZAAZArwM6QT9I7gGjBmCbdxPAPeKdS/b7/5Znp/Ai1OFukfTvoypDMs1nyzWnCvG9BSNCK1iQyBhjTB684Mqgf9vBvulGXpuN4GgrynkI64FWv8/jZmAzjsLcKlIyif/6LAEk/JK/M6RuNPJ2f6a+n2oA6vyPm3OY5QiqQ6hzEHEHl3wNaIypVL+x3AF+gOgf/GBMrj78qU996vQC9h/6SxFZrmT5WSLy34FzCnTNkhORvaQGXgrkd8/6Ydrn4VnoTng3gGkHBuv8oNFaGHkDzORbrt9bO1h+/cAsT2lDiQLdywSHjgK34fB4iWZmim+uJ1EufYa8Yx1n6YCSuC3e60MZW+3kMilURE+i1RK1cphBYEEikztlPKegR6VzitPMMo04Y6gLub/IS5BL4Efcab9mapWXm1uOJIED3i0tYLQZJMcgn6zH20XmpfTjDuEFi4Ypc9DIjdMu8yXzUjjcKF0ned1jyZpF1Qb0lnoqxhhjAsTLCtrn3zz9WsuxY62otiHydrznm2Z/Z+ncBpUwEEakecE5ly8PMg2MgY7hvXn+kfc5Y7z+2tGK7pFkjMmJqr5fMv4WiMjzGcfsyjNANHee90Wj0etjsdh9q5wmQE49bUXk7Gg0ekVK2bgXyD2b6MUVzaywelV1QiTX94zLS75e437n2fNfDb2WfEPr20azHlPnwiXHvRt4AaKh072A0fDpXgBpegU9nk2ecg8OTQCfQbjf+g4FjrdZR3X511iqtYiA6y4XUPLbSBQ+k0iUpiBkDqqVmwsECxKZnKkwLgHY2SJagnTOtWuPcuwYQB1PHm/IoW6pFyTygj9jix7lyLhfmuQk+t1NDRgBuO3ApXgBozyaws6Vppszn2k0DDoITukyVZQvZr4QUOUBJ0K8ZHOoXAvfeWn17mY0xhhTwbpkBq/Mafbn354pL0DkOI24bi3qNCHuwtdgjkzgppQ1cZwZamrGVl2uzhhTsaLR6H9T1Q9mC/64rvvQ3Md+D6BsJeYedl33obnSbv75/jTL+a4CChEkAkBV/0VEdsViscei0ej1qvrxLNf8z8BjALFYrNGfX2qPozl/XqAAVsHEYrHpaDS6A9hdqHP2D1zkfOc7//ENAKesefWVt//29158d/u317x744Gz2luHqDtt4Vp0rQudL3k3gKRA/DQvcPT0Wi9oNHkSvaMvutyDQwmEv0a4Z5keUKZaibzF/+iXORzrBZPd2eUChXProD9a8bwWEZhMIuGFcs/BrJ49LZnceZlE1U9KkEnUJUl6E2N4u1FbWK5pnlfCpHnZ4I+rSX/XanNB5lmVnCFgCNgBbhNeiZjLgM78yiGmZhoJ4E7glaQZBvGahxYh20jjbCO15w6gSkJcdhT6WlVJSOAy5tfpntNarukYY4w5iW2p90rNFbuXpTGmGnw4Go2mBUkyM4gAVPWbqT19HMf5SJZzfSkWi12fOhCLxf4iGo0+Dvwz6Vk/569q1ulz+8dPf/rTF6dc875oNArwNxnHVXuPjD2qermIXLLaE/34x7/B0NCJfYavvX7qac99/z+c9tz3/wN/+dAnAXjLm8Zf+I/nfOf1i9v3v+mCtu+cur75yILzhBTaX/ZuN/27NzZ+ihc4Gj7d+zd+utfryORB6US5HdhkwSEDnOgzxDLf534N+Ru753paLqXFP/fCX+5VkmyZ6lVIXcskCgJLeDX5CEQjMoVS9CQ60dRuNofsK6/G/YmdDIsJhwPxPSgcZxyc+8F5D0g90AXEQAdA80wbl0aQrSB3A98GpsD9IbjfAPcW0E2gq+oFpf2E1HsRm35l4XOy0Z5UU6SXnBNa0PkeD8YYY4wxxlQcVf03EbktYywzI/7lzADRnFgs9gNV3Z85Ho1Gsx6fr9QAUco1s2UCleb9cpHEYrGkiLxfVbPXhsvRv//7r/Hoox/CdZdeNvvpL5rO+saBDzRtv+urp/7+1n/lDRe8Mn3+1d/58Y4vffoXA4c7mX4l+9uYpte8nka7fgrf/iFMjcAPR+Eb/wa3vACbjnu9jwD2HuV/uIe42z3EVneoBJteK52yCZd+oB9h0xLHzaDcg/D7CHdagOgkcGJNbenvdSKRz+9RMwCnnFLQ6jPXD5ekX3pJOLn0gDIVzzKJTM4Ckz6oJcvCOQpswtFcruc9gakunQnjZSh5H/dMNVuD41QyAwz4N0DrQDuAd+FlGbUv8sClzjnXPDSl+al7FK8k2mGQUWAk5waGa7kqs2SjKkdlms/nP7dAGwW600aUVrwMMmOMMcYYYyqKqn5TRG6LxWI/SB0XkbMyjluyXJGI/LAY8zvZ+GXnNqjq7cCtkke5dlVmv//933vmm9+8/JXXX1/zTnLpHZxi5tU31A199/y6oe+ez11f3YGIO/vrDT+b/IPz/t/XLr3gW2+64Jzv1Db/+ljWx7a86t22Tp0Ym1gDtS7vEOEdAITAjTOBMiTCMC5xTmNIWgl2nzslhNIN3A60LZM5NAPcj/A5xDZjnmS8npLqLNfyYc7SG7H3Jlq8nz2dKXQZ4degMTCZGyHLug8CCxKZnIkyrlZuLo/ryP/xPtDfy+HohP+Yd9EzBd7vZhMib/HTZRvxehad2GngnEx9iVZCpoE+/8aJoJG0g14AtIOsIDtlPnCUEsRwE3jZLyMgz4OOghzx5+Bd3c8iyqxKIcJnpMuaZWZ4PstYBAsSGWOMMcaYyvCCqr4gIgdd130itcRchnxLt/14tRMznlgsNgPsiEaj/1NVd4tIx3KPUdUhEbnua1/7UEplA20DbQc24r2HXJ/PPFSdmp/+oumsR/s+xKN9HwLgDbWvHDu75V8SF5+//9R3bzzQGPm/4tSeMpP18Y2vLxwTaEToBrpxgBlw44ygxIFhcYnLxozqDNVKqUXZhvJxZJkqLUoC2GPBoZOat8YjbgM9U21AIuvmatUmvyxdbv2IRArew9oJaSOBWGSFmYT9vgWBLTKbnGlA0gcFCV0/rI33bSz216NHQUBzKDd34olpGyLb0u5JjSqkfuxqE162ksnJgqBRCGgF7cR7wd8BssIAooSBTv8G89ua3HG8rJgjH/zM1xuued8DLa1vG6Xxjd6Pnp9F9MjKrhlgQrbSEJmlOowxxhhjjCmVh2Ox2H8pwXV+owTXOKnEYrEjwIXRaLRTVS8FOoAmEWlS1XG8TIJBEdkvIgOxWCxj0Vj8zYDc732uYb9ihf8ekki+mw9/NXPauuHR9nXDo+18encUEXf2rWf95GcdbYPJP7rw73+t49yDpzf9Wn6V5sXLrmkDtlMD7iGmEeIocREOapK4015FLQSUMHAtyseQZUogWs8hM2cu+CPy4PyYV41nGpj0+4HPoDrjH79cxtHcel7B195clWBkEqkmHupyske5TVWxIJHJmdQwrrPlnkVhvObVWS5ukEg56scKmpc/Vg8i4j/56DTIpP+k9QKQQJ1JxB3HdSdZs2aC956Ra+qsWZQkmc/+maMNKbvE2vB2ijWs4hpNQBNwydcPfJCvH/ggAOG1CVreepTXXw9NPP/DtluAI/7tqD+vk5twBJcEklbaIVK2+RhjjDHGGLMCqvovInL23Oci8rZljv8dySg94Lru94s0vZNKLBYbYL40+WpIAtjn30jZfDgXOGr3q0/kTNWp+fHEb7717/p+k7/r+2MATq+dnmr9ndFf/tmWL4e2vXdPk+S5fidCHdCJ0AncItnK1K0hLudWWFBFaUT5OMp2hPAyZeUsOGTSLV5asg6oQ6TZP27u+KXLNCpzf7MLHiQSpXnJn+8qocVeWzUlY0Eik7MvnytjH41ruadRGDXaBEVPvx4DvMZ5X3+hjg+ctfiTz5b6PcCeIs/HLEsmSXvBD+A2AamBo7bVBY4g8VKY+P8XAW/nWUrZA02C6weLOAJ8z/tYRlNL150k4pDWhLQVpRbBdqgYY4wxxphqMQGcnfL56dFo9L5YLHZ95oE7duy4SEQuzhh+YYlSdqYipG0+vNcb0wag40SZcyIgS/cfzvDyTF398Hfb64e/u/Hmq7v23M9aIuptnLsAJSKSf6/lBWXqZsGNM+qXqTuMw5AcZ6Qs5dCV9SifRLkCYen/K2UC+BzCA0jAezGZ/HSHhZ6p5qz3OU4jrlsLNCNS67dzWObnR1v8SjFL9pNbEdGzCEKUyEo7BoYFiUxeFJ0QZOlU3yoguky6ciFsqU/QMzWJSANrTmmh+EEpUxTOOPC4f/NpI2gEpBX0PGC99/Fqib8LjYxzaS+wZfXnryrpQSIhhPemaLBcEzLGGGOMMSYfIvI08IcZw9dFo9E613Uf2rlz51PRaPR3gT8BtgGnZxz7jyWYZi4WLKSq6mXRaPRALBb7QTQa/W/A47FY7AdlmFsFkkmg17/hZRtpG94Gwblso+blz6PTIHukixm890GDwD0AGqcB6FA4D2hHafezh/KbKbQitALbUNC1zLiHGAGGUIapIe6cV8Qy90oHyseB7mXXy5Ujfr+hRxDr62sWka0HkWex8cUpLf7PZeF/B5TGQMSIdAX/r6YiWZDI5EcZX7YebFVYae+ZvB0FGvBKzlmQKDBkggUZR1oHuh4vkPE2YL13y6/UwCLX6wZ3KziPL39sQAjDC8bUgkTGGGOMMaZ6xGKxv4hGo/8VOCvjrg87jvPhaDS61MNfBu4q2uTys6BnqIj8IfD9lK8hAViQKCtJ4m2Ci58Ym69YkZptlLlG94Bf3m7hGSNkBKLAfZZWhHbEDxxBa95l6qAWoR1oRwAF9xAJYBBhBBgWGPKvv3JKN8rH8EriLXfsEMLncE58rcYUXb+GSCS89ZxQKFvf5NUq1bpkUalUUa8zsyQLEpm8SEBqTQr6myW61Bjei7MCBApMZZNpFrzwh8lvn3nzz1/89f9+ZGw9R3/SwvM/OIdnv7dh8t9++tu1eTY4/RLogcXeJASOEs/yZmFjGWZijDHGGGPMatwEPMDCLKGlvAxsr5TMnFgsdl80Gv1L8vsazJJSK1a4LcC/pt+vSZDP5XXGdzKKF9B7AEBHqWOGtpQydW0i+a9NiNcrdrN/A8A9xBhCHDgoEKeWEWldpnSXEgKu8jOHWnMIDu1D+CucQvSSMiZPL764npqaEJBgc13B10IlEBvwAeWFck/BFIYFiUxeVBgPQDYkSsn+GM81GV2yQakJrjPDL37ojfUv0vq2tI0nWyTCoF+2rg0viPh7/r+t2TPdpAH0C8DVJZh2+TmM4zKRkbkYKdt8jDHGGGOMWYFYLPaYn21zDwszirJ5AbgpFos9VtSJ5e9e4JPlnkRA3Z4li+gRv4LFivlBmwVl6nSu567SBnT4QaD8zu31RGoGtgLoDMmU/kbD4hLnFUbn+xt5PYf6kWVKbClJ4BGEv8axaiymjGqc9QCoFqncYskqHBWVE5BkAmNBIpMvlReCUDMTKVFap8yn5beV5HqmougwjUh6YEOVo86GuZJpMgH0ZXlkHWg3yMPp47IN3CfA2bfwMYE0BHTPfya0oIQRTo5sKmOMMcYYU3Ku637fcZwXOBHQeRn42WrO6Qd8HotGo58F/gD47ZTzo6r/BhwVkadjsdhfLHUuVf0XETl77nMROZh5jIg8D5ydMvTMEqd8Bjg/47HZvoZbo9Hoj4Gr/HOfPjd3ETkYi8XuW2reZjHaBnqncrUBAAAgAElEQVRVxlgS+EwxruaXiUsrne4epoVZIojfL0loE6jN67ze+mIbQhuwnRrQOqb9/kbxyDTr/7luic26SgLY4/ccskVnU37qZ7uJFLzU3PYhNxABIgCV1QWzTeUIwnK/KaHtcd3mwIPlnsdqqerk7g3Om4p+oSd+2UpNzXeBBN3h+qJfz1QU9zBXiZIe6FFisoE7czzDg15gKO0E4yDvOCnKzrncgbAzbUx5D062wJoxxhhjjDHGVBu3H6QzfUz3gFO2ChLaT4jTaFWHDuA8hIhA60rPl6iBN58NM87C+xzl313hC8D9thnQVJSeqUcRuQLVT7Cl/vOFPPVHD7sRVA4V8pzlIjX81pfPlbFyz8OsnmUSmbw4ohNo9ccWRaThI/1a+1CXzBT1QmeeeYREIolImH3TjcWoY2oqmMtFWULxA7mfQG4G3eyVmpsfawLdCdy46vlVvniWsQhZs6+MMcYYY4wxpppoN9CZMTZDkbKIcuWXiBvxb4Df3+gV2nGIqLLRDxzllA1x768tDBC1vAq3/xyumOLXTnX5c5SNxDkoLiOsIS7nWsDIlJmIX27OOVLoU7tKY5aYaVVqTDBe7jmYwrAgkcmLM8u4G5C/ZLVhGoGxol6kS5L0Jo4Arcwm27DF7ZNNZ+onqkzL9FypuVxIAtzrgG9kjN8A+gTIwKpnWMmEoSyj55V8HsYYY4wxxhhTUBoCvTtLgZ97wClSD5SV8/sbHfBvALhDNEmIiCoXILShtItQl/q4GQf+JksNl78/CutPbNlt8lsCdOMAs+D3NxpBOIwwKMcZlS6Ku8nXmFSq6xGBGi14kEh0md5cVUJVJ2NdTrLc8zCFYUEikxfXCVCtySTNFDtIBKAcQWjF1fVYkOik4R6mRZTmjOGB+cadOXMeB/dxkK3p4/og6DtAplczz4omJHA5itCSMtpRtvkYY4wxxhhjTGHcAtKSPqQTIJ8rz3Ty57QzDowDvXNj7rO0IrQjnAN0PFzP2RNrSNtqvPlYWoAoK4FWhFbgKhR0LTN+f6MhlGFqiDvnUXHBNBMQTx5fj+vWojpDd30Rfs4kGD2JrH9YoFiQyOTlKxGZ/GjcnQHJq4lhJVJHS/RHWb/nL/D/XmmuZyqCS9uCnSHCUys7mVwHugkknDLW7Jedu3ll56wacUgJEgkNuDThWEqzMcYYY4wxphq5TaC3Z8ki2lHtvWeddzIKjM59Li5HyFgL+di/539egVqEdqAdARTcQ0wCg8BhUYasTJ0pmNlZL4tIpOBZRB59S5bf/6ojWJAoSCxIZPKmyoTIggyJqqNKY0kuJPMvkNpKcj1TGbydU5mylU/L5WSToDcDD2bccQO4XwNnheetCsPAFWkjQgQsSGSMMcYYY4ypSneD1KUP6QjInrLMplhcNqtkbJZVRjYd590K7aJE1Csn3iFCOPtJFidCA9ANdCOklqkbAg6LyxCvMJp/NQ9j/I2qWvhScwBCidYji01tXSZILEhk8ieMQfUHiVDeUpLrzLpHqKk50fTOnByU1syNIVLDKl5gyB5wLwfZnDIW8svOnQsSzPrMQnzBmHIBKSUNjDHGGGOMMaY66CYyN8EBIDeCBC2Y8fEFI8JfS4RJYJ9/A7xy7cwSQdiIly3UJpB3BZuUMnXbqQGtY9qNE0eJi3BQk8T9MnnGLE7k7f6/zxfn/ASi3JyK/S4FiQWJTP6U8QBkRSJSosj9mWceIZFIIhJm33Qjm+ssHfPk0Jr6icKEs/rU9+tAOzLKzq0HjQK3rfLclWoEJYmkPV9ZVp4xxhhjjDGmymgt6JcWlpnSB8AZLMuUikVpAzozxiYQHst2uN9f6Ch492s/IU6jVR06gHMQ2iXjPXYuRKgDOhE6gVskBG6ccbwqH8MCQ9QyIq0Et9evyZ9qKyKAFqXvlUJjAJZVEeWn5Z6DKRwLEpm8BaXmpGqJIvddkqQ3cQRoZTbZBvSV5LqmrERIb0KqjKz+rM44uDuAL2bccQvo10AKcI0KI0zjMkp6YKi9XNMxxhhjjDHGmJXRW0BaMsYSIMHb8Kd8Msvm4r9ByKkChl8ibsS/eaccpY5XaFeHNpQLECJC/us6/mO2+jd0hqQbZxQYEhhWl7jfW8mcrOYqAc26RSo3J8EoNycSiPVh47EgkcmfBCZSXLr0TuUIQiuurseCRIHnDmX92SrQk6dzr192rvPE2HzZuQ0BLFEAECc1SCTU4dKKYy/cjTHGGGOMMdVA14PenuWO27wetAHi0oIfgJmnzCDcv5rT+tk+B/zb5wF0mEZqaFdlI0IEJZJvfyPx1kbb/Nu14oB7iIRf+tzLOKphUFZfGcRUgycmm4A6VJOceWbBg0R/9pw262yhz1oeLmpBogCxIJHJm7pMiFPuWRRASWuA6vdAtkJG00YTTGuoRReMFvCFv1wN+t30ZqfSBtwB3Fm461SMw8D2jLE2sCCRMcYYY4wxptKpv6lPMnrs6BA4qwqcVKjbM8qFA+xBCvme2CMbmcDrVzvfs9Z9llZqaEPZiM73N8pr/dMPNG3ybzAL7iGO4AeNUAYt2yigQqFWFBA5QlfhN+HOzmqjE4QeHkBNjWUSBYkFiUzexJFANCYTJHT9sDbet7EEf9Rk/sWD9VI5CYhLU+ZzvsDLBbzCGLgx4O70cb0d9DGQoqREl40wlGX0AuCRUk/FGGOMMcYYY/KjN4FklMzWJMh15ZlPESnNKFdljCWBvyrVFPzgzSj++0Xtp5a1RBQieO8j21dUpk5YD6wHtiF+ttFciTqHIXEYsmyjAHB1PSJeRaAicIJSag748rkyVu45mMKxIJHJm9QwHpTUyNegkVL0WJp1j1BTc6KuqQk2JbRgY4gwVtiLyD2gl6e/2ZgvO3dhwMrOjaJM4zUdnWN9iYwxxhhjjDEVTteD7lw4Lp8JZE9Z5WNZsogeweFoWeYDSBczwKB/uwcWlKlr98vU1S15oszzetlGlwCXiOJlG8UZRf0SdcKgRIoTaDBFJHKO9y/PF+X8qo1I9WcSqZWaCxwLEpm8NSYY//nacs+iQGq0iZRGiEVz5plHSCSSiITpmWpmS/1Y0a9pykcoQYBGkqBXgz6XXrZA2r2dal6N5kAQkrjEgc6UsTaUMGI7tYwxxhhjjDGVaNEycyMgd5VnTkWkNKJcmzGWBD5TngktLluZOh2mTR3agfMQ2gVa8z4vtCK04pdL97ONBhAOAoPyEnHpKsV6gVkFrwKQalHKCSrSWP0hIpBSbLg3JRWEzjKmxGJdkgxKxNjREvUl6pIkIt4TjBApyTXNSUCOkP0F905wW0o9myIbXDCilk1kjDHGGGOMqVSLlpm7OmCVHzzKJxEyAmL0ljOLKB+ykRFnA/c7G7jGifAOaqhX4T0oMVX6VPPfoChCWIRugbsFntG1vOTG6Xfj7HQPc4mO5pe9ZIqsX0OoesFBdzZejEsI+pvFOG+pqVqQKGgsk8isiB8xrvo6mlraWqBxoA1kI/B4Ca9rAk0+65edS+l3JbWgu4Gusk2r8A5mGXsX0FfqiRhjjDHGGGPM0k66MnNhlG0LxqXysohy5fcX6iPlPaf7LK0IHcBGoN3vU5T7OaEWr0JGJwrMgBtnBGUAZViUAT/LyZRDItGKSAhIcHlDUfqxK1gmkalIFiQyK6OMI7Qtf2BlK3EE/zCwHdWq/38z+VMt1g6h+bJzh7yeRPPjneDeAM69xbluiQlDWUYtk8gYY4wxxhhTYTQE+uhJU2bOcxNej54TlF6cEpT3LyHnnYwCo8D9APocYZ2dDxp1rKi3EbQhtM31NXYPMQYMAAetr1GJqdOKKKgWJYsIAClRRaMiU+T/lHsOprAsSGRWRGEiCJHvkv5xVh1CBESs3FzA6SxHZeFf17cV74oyAu5ngTsy7tgFug9krHjXLhEhgctIRnC6HSVUmh5QxhhjjDHGGJMLjaZXeoCAl5kLo3yMzEUiIVaW+ZSQn220z7+h/YQ4jVZ16EC4AOgQ8lt3EqEZ2ObfcONMoAwhPC2zDMjGYAXeKoqj5wHMt4soBqVxwe9KFZKAtCExJ1iQyKyQ/LTcMygELWXJvHB4lERiBpEwexMtXBauirq8Jn9OO+NunBk/lXxOkXsEyWdAt4KkpLtLndcoNTBl54YgJUgk1KJE/HFjjDHGGGOMKTO3Hbh14XhAy8x5smUR9QUtiygX0kUSGPFv9wLoczSrSwc6HzRqzeuc0IjQDXRTA+4hEsCgCAcVBuQl4v51zWqptiICrhwuxumj/Rr6udBQjHOXmisUpRyfKR+n3BMw1UmFsXLPoRBES5hJ1CVJvLRkrOTcSSEzCFjsINEMcLW3Qy1tvNMrOxcIT2cZ6yj5LIwxxhhjjDFmAa0DHk4vAw6gQ0Awy8zNZRFlEj5XhtlUJDmXMec8HnEiXOdEeAc11ANbVPmsKkMKM3mdTwiLsBnYJfCM1jHlHuLv3Tg3aTy/Hkkmw1zlH3GLkkk0EQ5GqTkAR6wnUdBYkMisiCMBSSsUCX+kX2uXP7Bg/IwH2VjCa5py0IwgkRQ7SATgDAH3ZLnjbq9xapXL3pfogpLPwxhjjDHGGGMW0LtBMt736Uxgy8x5smURDSAMlGc6lU/OJSERep0N3OZs4Hx5iXqULuA2VfpUmc7rfEKdCJsFvgD8qxvn5+4hHtY423S4hNVzqt0Tk01AGNUZwuGiBIl0NjhBIvd1CxIFjZWbMyvizDLuBiTEGDpDm1iY9VEszwOWSXRyGEv9RCDkHqbFOa/YP2uyA3RzRtm5WtCHQc+v6jcnwhgu4xm9xCyTyBhjjDHGGFNm2g1cm+WOT4AcKfVsSkJpRPn4ydiLqJCkixlgwL99FkCHadMaOlHehdAuebRK8MvTXQVcRQ24cUZQ+kR5ipcZ9K9nMsmaNlCAUb8SUOEvodqoEoCGRMAD7Y6VmwuYgCzzm1JzHQlMxDjkSikj+XEARNpLeE1THj/KMlaCbCKZAT6cpexcBLij+NcvusG0z4QG1FLqjTHGGGOMMeXiNvm9YDPoADj3lnw6paJ8EqEuY6zXsohWTzYy4kS4x9nAFifCm4HfV+U6hcdU82v/INAmwq04fFvr+IUb5xvuIba7Q8HJaikIx9/MLcXrHeaWsi96UakFiALIgkRmRb4SkUkvbbr6qaOle2LcUj8CTAN1PPHLvJoVmirjZMkYcksRJAJw4l5j1Ex6u99ItZoNZxmr9q/JGGOMMcYYU5U0BDwKEs4YnwQ+XI4ZlYTSSLbMKcsiKgqJcMTZwP1OhCudDfwWNfwWcLUqe5Tcy36JUCewVYTdEuIn7iEOuYe4w3oZAco5AIhfAagYhLOKdu4SUrVSc0FkQSKzYoH5o6AlzSQC8HYlSMhKzgXbwiCR8PYSXv8u0HjGBELAg35D1eqUbVea8q7ST8QYY4wxxhhjuAMkWwnsqyHA5ZiUnQi1GWOPIxQtC8OcIOcyJhH2OBu4ej7TCG5WZV8+PY1EiIiwE/hX9xA/dOPsdJ/lJN3Q7GcSzbpF+xkWDUb2luQRmDTVw4JEZuUkvxTXSqWqpY7kewv3jp5X4uuaEpLjjKmSSBtULinhDJIgH16Y8SfrQXeVbh4FN8rCF72WSWSMMcYYY4wpMe3wqjUsGL8HnH2ln0+JeBUytqWNKUngtnJMx/iZRl55uj+SaeqBC1Fiqgwq5NRfR4QWgTvE4btunOc0zq06HJTyaMv4+gt1iHiVX5KvFy/QKcEIEuWTvWaqhwWJzMopwdgVU+o/0q4c9j+KlPS6pqSkiySkZ72I0KzP0VzCWRwBPpFl/AbQTaWbRwEJSWAoY2w9SkN5JmSMMcYYY4w5+WgD6KN+tYbU8ThIlvdggXI7QsbXzSNZS66bkpMukhJhUDZwp7OBC6WWemCLKg/kurgv0Abs0hp+4sb5hh6is6iTLrdTa73sKdWjfOCsnDOx8qUBySQC+Wm5Z2AKz4JEZsUCk16oJd4Zocm5XQlWbi7ohKczhzRJYYIzPVNt9Ex1Ln+gcy/ogYXj+iBoeOF4FRAOZhnNVuLBGGOMMcYYY4pAH4bM0vU6DVzpVXUIKKUNuCpjLAlk6YlrKoG0Mi0Rep0NXONEeLPC+Qp3KcuXBhQICWxF6HcPccg9XMrqKKWk/iZuKWq5RCEomVkajKQBk8aCRGblhKBEjksbyb/8jaPANFDHE788SWu9ViZ9jmY3TnuhUqoF+rIMXrTiE3qBoZ30TP0QkecQ+UKOj7waNL30HdIE+qUVz6WcNCOTyBuzvkTGGGOMMcaYEtBbQbItll8DTrCzaZRoliyiey2LqHo4EYacCDucCOdqkreqcqPCgeXK0okQEeUf3EM8qKNUb5/jbBS/HYQOF+sSH+nXWkSqc6NuBpWAJA2YNBYkMiumbjD+KIhIc8kvquotckuo8NlEvYkIPVOBeOIpBTdOu3uIZzSOMsv/FniGGn7uxnnOPcQu9/DKywJKhCML0rk1z0yib77YQW/i7pTA0B3ztXKhjZ6p5uVP4owDN2aZ4RXgbs1rPpVAGMwyan2JjDHGGGOMMUWmHaA7s4zfD85jpZ9PCSkdCN0ZYzMInyvTjMwqOe2MOxu414nwboE3K9ysmvX99jwRtumv+IdABYpUvfUEKV4mUW04KFlEwKxYJlEAWZDIrJg4wfmjcP2wlvaP9dwTj6PnFeR8XiDhC/QmfgIcQrLuajIptJ9a9xAPCjwjsjDAINAmwq2iHHLjfHEVL4AG0s4rNOjwEqUG+7WWnqluehO76Zn6BY7zT8AtfmAoAfoIqlvmA41kvEhflPMI6ONZ7tgNbnXVxRWm0QWp8RE0QC9SjTHGGGOMMRVm0T5EoydBHyJQ7s4yei+WVRAIEmHSiXCPs4ELgd9XuFeVRNZjhQ79Ff+g/dSWeJremkm/ZmazrVzPVBiR9QC89urCqiWFkixlf+riOiUo7UdMmsL9UpmTjtQwrrPlnkVhJEPaREn/yOkwCKiuvI/KvulGksntwJ+xsGTeRUCwdzGtktaxS4RtuRwrcIP+ik06TJdszO/nRGA/cEXatWvoJLX+79dfqCNU242jl3Ps2CZEvGCHCKhOItILfI116wbo8utbexlE7YhcBtyT42yuA21Pr50tYdDdwHvy+boqwACpfb2EEEoH2Ur8GWOMMcYYY8yqLdmHqGjN7iuCyxVkbq5UEkiF9CLqTVyBtzbyFNBHdzheistqnA6Fi4Fuf9PiJEJC4H/yEo9I19Il3CqVRDgC3KjPsUNn2Y7ySREa0o4ROnQtD2s/V5b060wkrkUkSs9UH973+wBb6sdWfD5H2lEARvnAWUX7PXZVG0WkWKcvqfs2igWJAsiCRGbFGhOM/3xtuWdRGK6WOO1TZMR/EmqlX0PzC/9L6dcQiUQH3guQTSSTmWXQpkF7Qa6CoDYTLAw3zmaBm/J5jAjr1aFfR9kgreT+wqGGAZ0lKel/b0M8ebyB2dlu4INAB6KpO3DGgcdR3Us4PJj158ORfShfQLWDJ4838N4zJnP4KibBvQ74+4zxS8C9AZx7c/66ym8/C7+HF2NBImOMMcYYY0zB6a1kfZ8tN4KMlnw6paTUomQpsUcMyZ5pUgYXA53+bSc9UxOI9AH7Ue1jS31B5+kHh74ItM0v+3sfNPufbdI6bnefZYfzzurdwCvnkgA+r3H2qNIjQtpGZ4Gt6q0Lvr90k+IiIIzIFcxtyO2ZOgIMIPJ03t9vnW8xULwsIkCcYJSbU9Wxcs/BFIeVmzMrFuuSpKrmsDBd+RxdkIlTXJeFjwIJRGpJJFqXPb430cOxY1OI9CNyKyLek5jqEKoxVLtYt66edeFrgGmgiZ6pwvc7CgDtJwTsXjCuHEWJKdzlN22cyTxGhPU6w658rifnMgbcNvf5z5Jn/eQtPzuyldnZnyOyG5FNiNSiehTVz+K6F9Idfivd4ZvZUj+waADR+xkaQSTE7Ozm3Gfk7APNFgzaBbo+n6+trIRBdMFupc5yTMUYY4wxxhgTZIv2IdoDsqfUsyk55QaEloyxowiVs8lQdS6ANwBMI9IIbAMeRWSKnqln6Jm6k73HVtXLVp+j2Y3zKPBPwhJl5AERWsThUfcQ21dzzUogESblDbwnW78iga3uIUrT67hfa0E6/c8+DwygOoPIekSuBR4FfkHP1LfZm7ghtx7OuhEA4fmizHnuKspZxTx/qYiVmgssyyQyqyLCOKSnnFYjRUof0VeNI7IJiMCC/iqZxzYhUueXHtuHK08Rkr4s2SNJehMHgG5ENi973pPRWjYL6Ts4FMYlxAZ/l4w3NkyjOuwWIS0AI3CDxvmaRJZu5jjvyePrnXG39j+fuv/oGc50y+O/uuytSUJv9XcZjQBPoLqPLfX5f69U9yHS5pec25P7A+U20M0gzSljdaAPgl4IOWS2lZswjUscUkoeCG0o4QrazWaMMcYYY4ypaov2ITrqZREFnBJGuT3LPbchFVJKrTcRwXuPP826de8GmK/C4vVrbkOkHWhHNUrP1CRwANjPmjV9bK7LadFb42zTJF8QIZzX/IQvuYdIOBvI1iO4akgr0zrKe3SGZwQyNzvv0n56i1527tixDqAOGKc77PUB88r3d+Lou1Dd7PcX2oSyCZEv0jMVZ0v9hsVPKl52lKu5rfGsUOY6VLVSCxIFlgWJzKqoMhGEkpqC/mYZLjsEbALOyeHYbwERkAG6w1cveaTqtxDpxku3vmvVswwYVT6S+TMrcGNqgAhANjKh/WzROv5eJL2sgMLHYIkg0Tdf7EDkYuAKXLcF4H+9evHcvYOoPgH0rqpurucJ4A5UL6Ffa+mSBdlP2ck0uFeC/lP6mx1pB+4A7lzlvErlACyoi70JqvvFtzHGGGOMMaZSZO1DNAPy/sD3IQJQomQGRZRBnAp6z+UFBrxNlCcqcQz4t9vYN93I669fwlzQSKQBr0zZFSST0DMVB/pQ3U99/VBmNQ+N06DwJWDrYutfCjMocYRwZgBFIKTCo/occb/SSNWSVqZ1mHerwzMi86X1EKFF69gO3F/UCahehvdNOFFm3usjtM+/fYInJptwaq4A/tTPMFp8nWRvosULhOoM4XCxy0b+SNFRQZavJlTJxIJEQWXl5sxqjZd7AgUhJS435zns/5tLunMvAIIXDFiKO+s9Waq20zOV3w6XgNM4DWRkBilM8BL7sh0vXSSZ5RrVBZkp3e5Qys9Mv4boTWyiN7Gb3sRPcJx/QuQORFpQnUH1AKrX4Dhvojt8IVvq7ylAgAg/+2jcL1uYZx8qZwgvPTuD3g5uZr+ryiQ8lWX0opLPwxhjjDHGGBNAeqfXv3WBm0GCX7XDpQW4YcG4nCinXiHmdmTuz3rv5roJttTvYUv9laxb9yZc90K/bL/Xg0YkgsgdOM4/cezYFD2Jb9AztZ0nJpt0mDZV/lXIXk5NlYTCJ6SWNzkbuNCJ8A6ULlXSqr4IhDTJnxfway4b2cgE8ImFdxDVfpZer1o97/dR9VuLHnF5wzhb6j8P8wG57D8XALPirceJxHPqFb4KX9ng3LU74rzj1Rrq1eXdqO5AdV/VtfFQeaHcUzDFYZlEZpXkp+WeQSFoOdI+3dk4NSGAVvo1tOQT0pb6EXqmjiLS4qfXHlj02MsbxulNjCLSivcEWrVNEotgs2T+3VMeWSol2mln3D3EA8Atc2MCoZecuj+hd/wHoJdy7Fg3XsrznGlU96HOt0i+2uvvbCmWx4Gb/JJzvfk9VHaAXgKSUktZQt5uOT0Xcs1MKpshlBkk7YVoZ7kmY4wxxhhjjAkK3eRtoMtMHdFHwClutkTl2IUseP/8OE6OpddL4cnjDbiut9C/Zk3fMkfjr7sM+rc7efJ4A0m9BMe92C9P1oiwFWRrqAZGZt/xSlvNd0/LdipVHhDhNolkBIQ2MKBxtij0Z6w/bNdRYtJK1WegORt43D3EkMiJTc8CjVrHVcADRbmol/XjbcR9/bXF18TAK0E3tzYwO7v4Oomj5/kfxQszyeU9dK4k8Nb05r+GPz3stjizRBA2Ah0itIIUO+C2IirVnQ1nFmeZRGaVNACZRDqCZs8kKarLG8b9HkO1JBLLp5uKeHNUvWzZY1Xnvp6LlzzuJKPKBQsGhSeWe5wIX80c++fXz44Cj4JcBXj9ouABhPewbt2b2FJ/Je9b90iRA0TglSL0Uuz7Nc/AvySBD3vlEtLG14PeXZjpFZEwg1e2MXVsPRqMWr/GGGOMMcaYctBGv8xcZh+iUZDryjOnElM6vGBJ2lgSKiyLKKlzmSXxXHsLpXnvGZO8b90jdNd/mC31bwY2ADuAwaTWJJtDP14QIDrm1v3yH19515XOBq7JDBDNkQiDaPqGXRHC+iu25T3HCiXZfxaWX69aubmsvsFl11nWnLIJkVpgjMvfuHgZOdUO/6Phgsxwhb56nnN09zudx3ZvcG7evcHZ8OpLUu+i54PeDPqYqo6Vc36pHFErNxdQlklkVkUcxtFyzyJ3qjop3qLysKoMrTmNoftanfLt4hCGgM1+E8Wl09VV9yJyk99vaLkGmfuBW1HNswRZ4HWkfqLKtEwvs2Nkb6JFfqKX/PjNb595a+hn8zs5zlvzvIPqUUR6cd29vO/M8uymWrdugGPHEog0MDXVzlK9krJyRsHdAWQEheQG0CdABgo00+IQ9pOZPeT1JXqkHNMxxhhjjDHGVDMNgT4KkrHxTKeBK0+KPkQAyt0LkqjgXhyOlmE2i3Pci/1sr+WziHLRHY7jZZXcRc9U+BfuG/vCzrGNc3fveflD3Hxs1xsT7rpH6dGdQB+OfIsz1g1k9ggWl7+ihqvSzi+8C7i3IHMtM9nAgHuIIyKsTxnu1H5qpYvCVyVx9VK/H9Hi5ePmJyeXAqkbqBfq11oSCa+qipQukygXD3k/S0OkbIr9aFwbgA5V3ShCRJV2Ealb9CRF4ibFgkQBZUEisypuUiacmnLPIiFcRsQAACAASURBVDtFkwKjwCDC8CwMfTXiVNYLGmXE75Fz3rLHhsODHDs2DTTRM9Xm96NZ6tgEIo1888WOsgUwKogO00j6ixcQhrKWmuuZagO6EbkMpQ0R9r+6ie2hv50/pM55Gfct9Vucd1Ls5oZL65IkvVP7QK7CcS4n7yARgNwDeilIZ/r4fNm5yq2RqwxkefNyERYkMsYYY4wxxuRNdy58XwQgN4KU971fqbhchWT0TlYSCLEyzSi7fg1x7JjXc9hxFu9Rs1Jb6hO/00+H1nGtCHUPTn/ox3+SuO83gItR7UDE69mk3EAiMUPP1ACwn5qaPt57xhHZyIh7iDERmlPO2lLweZbXPjixziJCHaezdIuElfACOp0A1NTkUgnoEn9Cexc94vjxNkRCqE7SXV9Za4VZfCUik3gtBubL5137rNs66/2ubhQhkt5KoDicmoD0pjcLWJDIrEol/XHwm70NisiwKEOhN0j8vtYK3+WjzjCiAJFlj+2SJD1T+xC5Auhmqcyj1MCByMWsKHBQeDpMozpsB96G0AQgykEV+pxIRtmwQl/boSMzliDKwflPvvliB45zOaqb/Rd7/gM1ichgUmteAD6YfgK6ocxBIs9e4CpUNwM35/9wSYJeDfpdSN2JIk2gDwJ/VKB5Fp4QR5lG0npCdZZrOsYYY4wxxphqpd3ArVnG7wdnT6lnUxZKHZpZZQKAzyAkSj6fpUxNteM4YW+RP1yU9QR/U6mf+fN3/o3P8vUX6gjVdiLupYhcgkgzXmDiElz3C/QmxlDt+0ny7b/4jTU/a045ZfrG1Sonyn7kRP9mABUuptBBouPHOufLx733jCNLHtubiABNwDTr1i2+Fua67YjMVfipSve/0xnFW5N6AOD6Ua17/RXaxSGiqn5/I2ko1PUUTe6OOJW7idisigWJzKp8JSKT18TdpCyo1VtciiZRRkQYqtgsoVyEZAhXQbWVfq3NTE9eQJ1vIXoFIpcBdy55rOvsx9GrgK14NXXLRvupZS03qfJJEcJpdwqbBKJunAngr+Ql7sma3bPqSRDKzDi5a/qWX9J7x25Uu5l74hQB1RlE+lDdS03NPt57xuS1w7SxMEj0f2uc+xerQ1wyr73Wx5pTZhBpWTbLbFEyBnoj8GDG+GZwbwLnnkJMteCEJC4DwOaUsWaUZqyhojHGGGOMMSYnut7vQ5Q5PgKygo14VUq5Hcno8aocRai894PehliQApWay4fXE2eff4Mnj69ndvYSvL7QnYg0I3Lt12cu55Y1X5x/mECtPkeznFu896raT62uZRPKZXgbjENAAhhHeEJe4v6ClYN7mUHWLhgtWFBi3lypOdVcvtdzbRcOLLPG5pURVA6vdnq50Gi0kSQthBiRWKwoG9r9jfIHSAnS/dlz2uy+ru0IGwXaEdpAahc/yxK0chIFTOFZkMisnjJOevpsES6hEyhDCAcFGXrtJYk/tFxApRq894xJehPjiDRx/HgbLLODISR9uArQxhOTTVzesPgf6ORML2tOSSKynr2JFi4Lly2Ipmv5B4FOWVgWbJ5AI3C3ruWPdZj3yEYKWudUXqY3WeccCom7AeDhlz/4+o5jd/wP704B1UlE9qG6l3C4b8GLiVcY1bXMCswXWBSoV/iG9vPuogS2cvWBs6bpnTqA199qM8v1t1qU7AH3YpArMu64G3QAZIXnLbqnSA0SwVxfogfKMhtjjDHGGGNMFdE60G+kV1UA0ATwfgjA2kMuXFqAm7LccyNSxve7i/OCAa6zfI+aYvOyW44A99CvtRw/1omrl/4sedYHgTelHvqfJp58lt4/2As8hWofW+oLlqHlPssVKuwSaM6Id4aBZqBD6/hz91l2OO/ksdVeT7qY0YXdfBqzHLpa3vdacygrqPMBpaWP9XqDgzol6UekSbaLyE5NknTvuHMUJY6jz8ssg6xhVGKxovyOfflcGQPGwPt+f6Rfa089Q1tROlQ5zwscSa5lEC1IFGAWJDKr5+3Wby7U6eayhIBBlGFnjQx95VxnrFDnn79ONFpHkjZVIoic50XTSTp33Xluoa+19ER0EJErUO1kuSCRF1QaBDoIhbpZquHhB86a9mvibsLVzVCenT9unFskj/JfAm3q0K/DdBUkUPTk8QZmZ7vlGJeFEsl3dJ/2vwiRpPdXl67Be6Ls9QNDg3TJok/K0kXSjfMa8IaM+XZqHV8Crln1XFdD2ev3t7ocuGvlJ5JrQNtBmlPGQt6bJj23Ihu1CgNZRi/CgkTGGGOMMcaYZemDIK1Z7rgSqrBiycrdjZCeYaD04ZQhU2c5T0w2IeKV7Q9JZc3P23DaB/T91SFmIL0c2w+TLW8Ctvu3JL2JIWA/0Ed3eEUBC/dZWhG+JELHcseK0ILwqMaplQh7VnK9VKoL+i7VLXbsiuxNtKC0oDpD8tWBJY998ngDrusFf9asWbx30b7pRpLJZgDELU17BpHLvX8IAW0IbaiAA5pkxg8cDYnoYZ0l7uyKFaW1gb/hPu7fAPhoXBtctF3ws428ddLwggdLYTdzm8piQSKzasJq/0jouMKQwEGQeDGyhDQardXXaaWGdlw5ByGiSVpFCGVmt7jRaIsTi5XuhaDI08AVqL4L+GwOj/gW0IGrl7FUkOjEsZv88nQlDxK5z9IK7Mx2n3o/N2GBBWmuIqxXhx7t58IVZejsTbTg6mZELmd2th3xyiEmZQ2P/+qyEVT3Ar1sCeecGaPPEWY2PUCUMt/tGudHEsnp+1ccNTW9uO5ucskyW5JMg/t+0GdIKyMpLaBfBK4uxHQLShjBZRJJS2vvLNd0jDHGGGOMMdXCvQVka5Y7YuBUVvChmLxKDN0ZY0ngxrLMZzlOzVxJsUHee0Yl90hJ60GkkByf/fX3oHoRIpsRaQU6/NtOeqYmEA7gOvsJSd9yX5v2E2IttyjslDzXeBV2u4eYdjbweN5f1dKaCny+E99rr8zf4mZnN/tZRHE21y2+VplMdvofjRQyk2sxbjTaIrO0LXa/eMHZCEIEBKkB9/Y7pxFGgCHQYWoYKdZa5VciMklq+UTg2mfd1lmhHfGzjZC21a//mkpmQSKzel65uVwPnkEZURhy4ODsLEMPtDsFTVdcNCDkEEI5UWJ4sTm/TmmzbhxnANcFkQ76NbRUNgsAwuMou4BOvv5C3ZJPko7sQ/kCqh30TIVL8eSXRvhkZhBIlUFxeb+zkQkdpY4ZNvm9itrTHiq061puAj6f07X2HmvHdS9FpBullRPRvyQwcCIwVD+2ki9FZ+lY6sdcYacbZ9SJsPhulWJKzTJzarayqp9hJw66A9iVPi7bwH0KnEdWfu6iOQCcKJMnNKKsR1i6qaUxxhhjjDHmJKWdoLuyjPeBc2epZ1M2Suj/Z++Oo9us83vPv7+PlGBmTCwxpoRumGbasCecerZJsYewEzr2TriYi4dIJDDJNmzJDmlhL/SSLWwnQK7jE2bIFO5CCy3MQpf0hnvDQIIUCCUc0mv3kB48xBwyOzln0oN7SUtawiUgOXiKSeTnu388jxNbkiXZ1iPJyvd1Tk7IT4/0/Byb6NHz/f0+X5RH89wjeQSHGt1J5fcj8nbg1CTtJazZixeVo8QiYz1jNrH7xAKv4CXXInQiMh9Yh6PrcBUSKW+Xkep+otH+8feL3HdYpC47BJZNdq9ClbRfaIgIE4sUAmEVduhPOVDWuH+hvPedVK/1b+CV8r0e+7koHDWn+i3/nlHfTKZWsgyx0u+bekRo5EwBUWAU3Pu3pIEDCIcEfYcQ/dLTE0jh5qlvOIeBw/gJLf/HYW3kl9mRnKaeWJHIzJgKH03+b93ZXUIu9J/+TA6Vc5eQdneHOU2LOrSi8lsIy/yCUENJBaF8HFlFJYtEN8w74q0WkfmcPNlKsci5lZFBEqlBRBYRbogBk9+w9449gshiXOkqeGyZ6WEadYQJK7JUGZYwt8hS7wJEWhgGktrLXm3kYZGs/GPlfj3MU/5xE/VqA0NDy1FdhUgXqgvOFIZURxDZh+qrhELJsqwsUr5Z6OdIIKzKTv0pV8uV0+0JNEOqexBZDlzPjH+GZRu43wLpzHrgSXD7azB2wduRN57SDlYkMsYYY4wxxmRzF4DunJieAKCDIGurM6cqUW5HaMkaO47woyrNqLBeDTM0NPY5tXZ3e32Zdv9G/3gTo828BJBngGfo1TCp1DJErgU6EWn1++YsQ6SboaE0idQ+4PW35l9zEnfgr/K8PuBFwKFskl+yayydxX2HTlxeHP8cgQYN8e+AzTP4Spuz/ly+IpH3vW4HwHULf6+9Y71exSKFF++O9SOCn850iiXx0n3K8DJE8Poxd40rHB0DBkDfAQYkTL/09JR9gfhftMgw5Lk3Z+qGFYnMzLkcwwHQEVUGBPoR+bvwKP1/caVTtop2oYKQwPQKQnkILHe7uxc4PT2VbMjWhxc5106xIpFnF/B9HPdaihd+dgEPIO71JRxbNvo5ayQ7z1jYLks5mn2sf9Gy0T3IsvE7ikSI6OesA54CIJGKoE4X4l7vv/k3jisMnUDYh7Kb06f2F92GPFVZO53yHiI0aohX9Ke0lXUlTqkcSaI8DLTz8snmmRfHZD3ouyDjGk9Ko/dhSq+CIrveKil/X6LrGfvZMcYYY4wxxhgA1O+5Ov5zDoAOg9wEUtkEjmpSmtG8EfGby74jpFzS6eWINKJ6nHh0Wj18KkGF6/Pcnpp8h4u3S+iA/2sze4fnc/p0J97umBWINCOypoGRNc3yKdmtE8CLsxPlBzLMNulgwgJt5wr26QDXKfROiKZTbtdefpB9fKlyClVK+e6ljf9er/pK4R49XjGp+M9FIhVhbFdVONxXtrlOwu3uXiCjxXtFTZcIC4AFIF5cpFc4GgQOofp3IgwQ5pD09FiBxxRkRSIzY3NU+jKibZeclEM9xaLSpsDd1N1CiCUgVwCtmmGJODSWsyA0+cmJUbzfT/lMtS+R6quIfB8kVjSiTmQP8AAiXfRqA2Xu9zT5efndPKP/ueBzHO5COTh+6JTMvZM9/z3s92Bqx9HwuG/8Mbwi2KtEIn1Fo/qmyd8mXrRIBCCwQB0Sephr8u6ACtLKyCDJ9GFEWshoJzMuCspx0FuAN7LGW0EfBjbO7PXLSDiCyyDConGj7SgNyPQudo0xxhhjjDH1SB8Hyff57g6Q6qRCVIuyFW93wvixARwvYqpGeZFiIrW7iwhAspJVYETOn8LOJ6+nznb/11jEfucoTueC8L9cmX34P2QWprcM3ffnz/3rTduJR/N+BpZWDrgDJOHs3ERo5gLWnDnPFOi7LGQ0+yRlvQ/ybe81S/peX+8fW6wFQDsAqkcK9i0ql9Os9hbWV45490UWIX6/tVFwH9hyGKUfR3/GKP0yh8PS02P3SswZViQyM/YXV8pxZti8LLsghLIkZzVCUAWhfFRWUski0VT7Et144QESqROINPurJfZPemwsMkAyfQxYwMmhdiqwHVt7acguqqgy6LQV3iXlXMGAe5D+8buJzuPUby4M/dPjR/WrY0OHUN0L7CYercgFvF5Aa3ZvpUJEWKYjPA1UPqZANYlIC46uoiw7x2Q/uNtAvp81fje4r9dYM9d9wJ1n/nQ2w3fy/z+MMcYYY4wx5xC9Fbg9z/gTNdp7NTguLcBteR65q9JTmSJvxwRauO9MFelB2oEFWcMHZrSQdGVTP9B/Grbw9nl7cbyiSEZD/OCze3nw5D2RDOH7Ee732w7sBV6nqenA+MXCAn8KOa0Bvsl0ikSjtOS5Vff3U32dArxYQVf+pvhktAsRb1F1ISLf8v+rb4ZzK43X0qLqBFoQWlABBzRDxn1gyyGUfkR/Ji4D8sOec6tIbiawIpGpOLe7exGjLAG5EliC0irZK1cqWRDKR2nX7u5m6emZeS+bUky1LxGMrY64FW+1RLGb4LuAu1FWUYnM3kaW5SmqFF7N8dKny3Gclfef/I+Lftg0cbd7rGHve499dsdf4MheVkaq0QunpF1E4wms0YP8vbSxJYD5FDixv3MMVpRv55hs9pq65qy22wHuUnAqGc1YyKuMLxIBKNdiRSJjjDHGGGMMugT0ydwbDnoApHZSEirnaSTrvqDyHE5JEfjVkUgtRGQxqhlOn6qlBYsTKPxezm0t5Sflev3zv/FFlw5wqyoNIWd0/5aT34/gFVS+jepyRBYDi4F7GBoaJpE6gCOvAvukNXLAPUg66z7c4unMQ8jqZeUNlqcv8N7h+WQyrQCEi+wk2pNehLII1RFOnyr8+V91GSJjiT6BCjpqbibE+3+/FaEVvMKRe/+WYYRDeD2OfkqIAaenp9b6UZuAWJHIBCpvQWi0xgpCeYgQ1lFiUNEt1n3AGly3k1KKRKp7ELkVbxVN4Qta192N49yNatfMp1mcwvI8F0QTGwL2agMnh9pRVqEaQ6QZ4I0v/hd+mBWJ/H833feLx1bc91iQcy5I+da0fk6FbvcdBp0rKtcLasLOsXS6E0jO/EUlA7rW70807v9faQZ9FvS6muhPJPShjDCxF1YXcG+1pmSMMcYYY4ypBdoMmgDJWsyox/0+RNX/PFNJLrfl9N1VhpEa/+wk0un/fqDsfYjLRA/TqJ/n7NQZlvN5vpznkdbxO38iAAPAg7zwUSNz53aCXItXOFqASCfq78pJpAb/IfPbI4vmvD/+5aZVJFK4IvtWiWQoz26U06c7/Z1B/UX7Lbv+LiIo/HPxwkeNgFd4Gs0cKMs8C6lC1NxMyNk0luUgY/2N0ggDQL+g7xBin8XU1ScrEpmy8SvkrYpcgbIEWCajNE84qAYLQpOT71LJItFYX6KzW18LO31qP3PmjiCykN2ftBRs4heN9pNOn0BkPi99upwbLwz6zfCb2QOi9PmNF7sQuZ6hoRXgRwp6b/wnEEke+WLRPlW2T4gbFP6t/pT5cuXMYg2nLfvieSqUp90BBp3WCq7G8iLn7kTkespSJAKQo+DeAezMGl8B3EMpvbSCJozg0sfYlnRvbDHKQoSj1ZqWMcYYY4wxppo0DLoDZGHWeMYvEFXnc2a1KM0oD+eMCz9AqvSZu2R6vX9j6fWqnH2AGKP0F7w3McLqnPYJsKtiPYu9Isku/xfs/qQFx+nE6+W0HJFF+091ML5IJEJz1xu72/Zes+pgvpcsYEJxSZW0U677NuL3Iyrte+31I3JkT8GjzjtvOUoYOMqq5uATUWokam4m/B1nK4AVqnLM6dlyabXnZIIxi+qZpuaNyh+BJAQeEKFLJKtANNsoy7W7O/uNPcDz6T7/92X0avH+N94bfx8AoVCs4LEdkkHEKxZ4hYOgTfjefzoaScu/pBJkMh8i8jTe7qdGVAdR3YbrXk08ehGxyIbh+KW7YeLKE4GwOryqh3MutALnvsMigfnTfb4fu5fQd1lYvlkVO6l/YaQao1fLuBjAeR70qdxx3QpaK1uoc/OHdVzRyBhjjDHGGHOO0W6QfJ8JNoIEv5ug1iiPkh35rxwGHqnOhErUqw0g7QCMjhaOsw+IKqs0xAfuQV5xD7Jae3MX36vyB9ljIvxlZWaYx6qvHCYefYR49BpOn7oIV75zPp8PZB92+IvL3iaZfp9k+mmSqdX+rptJ6WEac+LmvB0n5TH2OV61cHycN8+x+xGFY+lcHVvQ3DejuZVAu7ub0RksOK5F4hceTV2yIpEpG1HdXe05lJMIDX7kXGXEo0eBo4g0kE6X9kYiZ1ZJXFvC0WP5t6sLHjVTvRo+fPryfxo/1H3yvghypp/NAWATwmXEo5cRj27Ks7Mp58JChN/Wz9kR0KwnJTrz/FiB+TrKKxUrcjU19QFpRJpJpcp8USL3gmbtWhN/ZZ5G8j+novJdFFaiMGqMMcYYY4ypOW4XyAO54/ocOE9Ufj5VpqxAWJczLtyBUNuReyeH2vHSSI4WTFIJ1nGBsL8w+kVt5EP3IA+7b3vFEneAZZKVRKLKEWmlNoqRN188zI1Ne/+3L+/MuedyPPMrI8BC4DaQF5kzN0Uy3Usy/X0SqSXZx+sXeSLqtExRc3uGlvktCdJEo4VTWebO7USkAdXBoj2sRbz7O6qB9yPSUWKS3fNrlqu3+75mIisSmfIJ069K4ZzQ2UYrvjW0z/+9vaSjRzNjq2eWs3e48G6XpqYDwDAii9iTXjTN+eX3wkeNvDS0jmRqB0NDqW/8994bH/nsLo5mvsqPh28dfeKXv59EdQOOcxGxyNXEItsKvnln9y/yiRBzD/JQWedehMKVZXiNQyj79V8rtJuoQzKg3s+G45T5Z1iGgbWgWRm0shD06fKeaxocBlGyf7baUYrvzjPGGGOMMcbUEV1MTlw2gB4CuaPi06k2pQHl8TzjzyA1UsQoxFVv8d9YCks1CB9N+KPQLMI94vBz9yBv5f37FX5csfmVymsRMe6PHB9pujiKcB3wCKpHEAnj3Zt6CJF3SaQ+JJl+lmR6DYlUBNfv7TNR3ns5U+b16va+1x3F+oWJt2h6LD1nMr3agOpYAa9vhjMsgXw3+HNUjirH5Qc9tf/vhJk2KxKZspGengxl639SMzorHDnnrWYotS/RquZjqHorQE6f7ip4bIeMoP4uCy3DbqLdJxawJ30nidQbzJmbwtEdIOuAxhE978S9Q1uf+dqHP4vfrs82EovEiUefKdpscIzyj5M9JML33YPcNuP5l25KO4kURlTpV2WbCtcRIuq0stRpY6PzDSq52mkscq7wz8W0OIeBjbnjshrc28t/vimb+KHhbPNFY4wxxhhjzDlBG0ETIFmf5zUN3OQvfjvXfB/J2v2hnEDYVKX5TJVfOHByI8YrRJh8YbQIy0QmFk5UGZYQ2wOf2BToYRrJmifKUTpkhJWRfcQi9xKPXo7q14A78O7zDSMyH7gVr/D68XOf3/wfsl9bpGz3PMbScor3Ixq756Fa+OcinV6GSANwzE/yCYwfNdce5DmqoCoRj6ZyrEhkykrQnxQ/avYQoYFRVlTwlH1A6X2J4GzknLCy+MFn3jSnF7+VTLeSSG0hmX6XUPgDlMcRWYFIOF9/IeLRJB0yUvyFJ5IQFxc+gCf1YPBvuPoukZyM3cmOhbdROuQzok4bVzltbHKuYJ8sJR30PPM6dWofqiOILMq3NXzmnKdA8+XRPgpuSX9nAcrXl6iUSEZjjDHGGGNMXdCdILlxWLAWnMKRVPVIWYzyx3ke2YTMgkSYPelFiCxCdYTMSF/V5qEcndLxgkuGu91+FgQzoanTL4gJOTFouTtE4tGjxCJPEYvEaWqKotqB6jbgMCLhS0P/csn4w08xZ1T+aai1aMpNMS+fbD7TrmDOnMK7xrxYuvlAmkik8C6XsddUDXw3TF1GzdXZ/V6Ty4pEprzC9NVb5JxWMnJuOn2J1I8VU1YULSyFQmfj6V4+2Vz0tXu1gZeGukikniSZ/gA4iEg3sATVDKX1F5oyVQrupBIIKyR0IE8GbhnpaO7uE1XSqiQVvpj4AOdLG33SwZSLYoG4+eJhBK/Bo0gAu4kAZAPo0ayxBmCnt3KvSoQ+NOf7kK9RrTHGGGOMMabu6BbI+xmoB5zqRZVVk/I4khXBrfTj8EyVZjQ17pmEjAPcfHH1doEJx6d2OPMQuiXMB+5BXnPfZo32VjkK3c1dQCn5FlqO1yEZ4tE+4tFNxCJfZzRz6W+H351w7+//O9USwtEdZDIfkkgdJJHaykufLqdXp1YsyehY1NwAXY2F/75d118ArXuLxtKpeveZRALvR1SHUXMnCFcios9UkxWJTFn5kXP1dtEV0+7uSr6J9/m/t5d0dDx6CDjmF5YK3wj34t68Is7oaCzvMYnUQpLp20mkXiOdTuHoK4jcDiwAhlF2obqeUOiSkvoLTU/RApkIEVUSOkDxYtd0Kd9UOK7wvCp3McpSp42o00Yc5eCEYx0WV/1ib7yXTzaDeBdtqiXsMpsOSYPcApp1MSYtoA8Hc84SCCNkZwwLLbi1s3rLGGOMMcYYEwS3C+jOHde9IFsqPZua4LIOyUpIUTLAhupMaFrG0lCqFjUHQGhqRaLxROgUh53ayIfuAI+7b5eWWlJO/j2LCfeCVEkzPMWeVKuaj13g/HLCvb9XP78mcaYdgkgrIg/gOG8yNPQxidROEqnb2H2i+Gdyxx0rYhW/tyjifS2uUziWrlcbEPEWATtOX9HXnYE6jZpL+vd7TR2zIpEpOxHdXe05lJMIjVrJyLmxvkRMIR5L1esFJVJKjNzrE47t1TAvfbqcROohEqlfIPI+8CQinX5e61FUnwCuoanpIuKRm4hHt5fcX2iKtJcGhJLi0URYrEpCe4PZxithfuS0conTylqnjSfkSg6Ne3hgwrHKHBqLF7cCtfvEAhKpu0mm32R09EO8vGDvAq2Ui7FpkQMgm/OM3w7uumDOWZJ8Hx5sN5ExxhhjjDF1Sxfj9UvJHj8Csrbi06kFSgR4NM8jj+FUtGfu9L3w0dkes45UtS+KLCWtzCw9RIQIygpxqPhNd/0yMfF69o63VzqmPhc5nztU2a7Qp8rmLd/+kxuJR9twnItw5RbQ51A9AUQQWYPI04TCH5BM/9y//9Sek4bTq+EzuwCdIr2nEqmFQAuqGcQt/HPhJfU0Ake5Yd6RqX6tUzJKl0XNmdmorn5oTY0IsU8zDOd545m9VFZSuSZtff7vrbzwUWNJW6m9vkR3nmnYV8joaJJQaCuqnSRTO0inO3Gcs7txVDOI9AOvMjq6l1VfqeyF4wW0CqXvyBFhuTbyNLC+3FMp1E9IhL8F7p44yDKyd7AE7eWTi3Hd1cAqGFdcEwE4BOxmdDTJquZjAc7iEdBvg2QXU58E9xA41fjwkW/V0bUwS+IUjDHGGGOMMVOgjaAJkKz7EDoMEgepXkRZNSkPI1npG8oxhJ4qzWjqwg3tiDagOkgsWv1+UspxhIXTfzqHxeUauXL6u5KmTfi9PGPTKgBIC8Pkuw/jLSh+pOqKiAAAIABJREFUzv/l9Q1SXQFci+oyRFoQaQG+z9DQMMlUH8irqO4jnV6ISAQ4xsqm/oITcKQLBUQOEIsU6wX9bf/3vtK/wulRlZXe7Zj6oMoJsai5c4LtJDJlJz09I0Cy2vMos5h2d1emqHq2L1GY887L6YmTV1NTHzCMyHxe+rTwc7yij9f3CFmHSDOQBn3OW+3BRWdi5CpdIPKU9jWPI8Kt7kEeCGIykwrlvkmqVmjH2Z6hZSRSW0mk3sN1fwFsZXyfKNWNqH6NWGQpsciDwX8fJePHzmVd5EojkKhKfyKHQZTsDxCdqC2OMMYYY4wxpv7oTpB8PWvXggS7c6BWKe0It+WMC3chzJ6imYz1namZ1gbTXoCpygFp4KpqFIjcfhZkxw4qHJfPAv57XdnUTyzyILHI1cBFwFpgO6rHgUZ/59CTiLyPSMKbmBa/p+jq9f6xpUQQjn3dhWPpZki7uxupvwQTi5o7R9jNMhMM0ddBqhk1VVYiNJOhHdhfoVPuB27D1W9RyoVQh2RIppJ+0edaKJonm0S1C5Ekqq8SiRwo2uSvQlS5cjqrLkTY6h7kiNPGrvLPKs/5lpJ2D3JEhPEfRL6pvYSns1V7jNvPAjmPsCzl6JnBXg0zNNSOl8O8GtUFjP0lqY7139lNKJQMKgawODkOegvoayDj3ltkEeizwE1VmNQ+4M6zU2EspqCvCnMxxhhjjDHGBEK3APlSNXrAqWo8WdUoDSjPkv3ZWtmLM8sW9YqMfW9bSaZvR9gfQF/kKcxnegUehV1yPuv9HThlpQPEGKW/UPFJwqwj+z6wsn0m9y+mLB5NA8/7v2D3Jy2EQl14u4yW+7uIxtJyJudFELYDEAoV/n88kYoArQCEw33TnnsJdJSYSA31qi4DkZKKcKYOWJHIBEJCJDXDSD3946jId6lckehvgNtgCs3uXOd1HF0HrAby9IgZp6lpEx2ycQbzC1L7DJ77rDvAMaeVwtuSy0Xog7NFIhEauIBlFC/S5eUOcLfAo4zCqYPhZy889v6rw3JBF+l0l7/ja8wwqntR51UyXyRLiiSsCNkPuhl4KGt8Nbj3gPNIhSf0KuOLRADKSqxIZIwxxhhjTJ1wu4Du3HHdC86WSs+mZihbcyLRlGGEu6ozoWnaOzyfjF/DEFkGLEOBZPooqvu8z8QjfRX+TDzlIpEq22WYDdIaTEFGlVWEeNE9yD7gr2SYZHbxR5XvZS/IFeGvgphPybzUk8PANl74qJG5cztBrqWpqfA9lbEIwtJ6DLUjEgYO0dUY7A4ulVU5hdlZTJVhCdfMDj4TMIubM4GQnp5hamcrcLlUbsvo2dUNrf4KieIyI0m/n9Bi9qQXFTy2Q2bUaDEoOsBiESLTfb7fByvh9rOgjNOanMvfZg+psmpaLzXAMhnXUHSOZNZ3fum/7gJuRaTZb/j4DK58h6ami4hH13Jj03O1UyAaI9u8D2Q5HgJtr+xU6ENzVmkV79tljDHGGGOMmQV0MbAzz/igF4d9jnJZRnb/XM8mZFxixWzQ1XicWORSVJcCm1Dd76dpLETkdhx9hTlzPyaReoNE6p6i90LKQJRPpnK8Ko85bawPeMfOcYGwCF0ivKiNfOge5GH3bVrA22kkwoS/G4U+aaV2ohhvvniYWHQXsciGovesxiIIVUu573it/3ugi77rOGquJu8fmvKzIpEJjujuak+hnERYoPd3T7lfzrR0NR5H9ciU+hJ5xYI+AFyNBTe5QC2b6QsIzCfMa3qYwPvgyJfYqzDxDVO4YUov8vLJZhKp2178PPZi9kPznJOfAo+h2kEkcgmxyAZubNpbq0W+s+QW74PZhLGwlxOu8ys3DUbIvhAUFqEsqdgcjDHGGGOMMQHQRtCE3wd1/PgwEAcp1si+Pnk9WJ9EcmLF+nB4ojqTKoN49BCxyDbi0WuIRKII16H6BKqDiDQgsgKRh1HeI5l+n0TqyYf/9g8fTPdfsE1/WubPf1MotClsdNoIPsVF+GjCH4VmEe4Rh5+7B3lLNTvtA3D5ceDzCoqIV4xxisTSebx+RMLfBDijeo2aq6v7uqYwKxKZwEiIvaoVzDatABWZ1i6RaeoD8PsSlWbsDVLk+iJH1iRVvjnj14BDKPv1X7O21gdAWhhGJ0aXCfx60YvQRGohidTdJNNv4rofN8gXT/+b83on7H5ykdG/nHfXbxKLbCQe7auVnlGlkTTITf4HtPHj8/1CUeWiToXci0a13UTGGGOMMcbMbroTZHGeB9aDc7ji06kdDyBZn0eVEWBDdaYTgA4ZYWVkH/HoXcSjlyFchnCXFz/n7TK6e95Tt9/z5T+7vyn82R//q5w/cOvrT/y/7Bma8aJUAC2hJ5FCBljvtPJYOc5ZjMCkvYlFWJbVSxmF4/LLyvRzLrvdn7QAC1EdYV5TX8FjE6mFiCxCdYQvvphWW4CSqawM9PUrTJVhQnWXEGUKsCKRCYz09KT9ni31Q1ldsXOJjEWZrSj5OZmM14BSdTkvn2wucnQtmtJOLYURVfpV2abCdYSIOq0sddrY6HyDSn0wyFlZoSH+IPeoT1pIph8gmX4XkfcReRT/6/1e447BiDM04XBBE4WaTtY+OQSSJ+9a2kFzVzEFZy+5xepKFnuNMcYYY4wxZaVbQPIs/NIHwZmdN77LQVmM8sd5HtmMw2Ce8fqwMjLIysgTxKPXEYlEL5s7eOOfNG0+8xnwS87noZVfem09qm+RSH1MMrWDl4bWTfeeiWQKf05XZRhlrbSyfTqvPy06xRhBpYFGHqhYVH85hUJj/+/3lZCy4u8ikv4go/q1u7sBi5ozs5wViUzA9CfVnkE5ibBA7+uuTFTVWF8ikVYSqdL69KxqPgYcQiRMRmfVG5S+SyR7dcukXH6E0iGfEXXauMppY5NzBftkKRWPFBCXvf4qofFu1Z8yn5c+XU4itZVE6j1CoZ8DW4ElqGb8LOWNjGYufbzp3tyLTOEvKzH/YMl20GfyjN8DFYpEFE4A/VljS3Bn4cWwMcYYY4wx5zy3C+jOHdd9ID0Vn06tUMIoz5Idd6X0I5XZzVITOmTk7y9u/fIcMlnpFToIpBFpBlmHoztw3Y9JpN4ikdpCMt1a6ilUJ9+1o8qwCNc5bRXepVPC7qYJhwsRhG4J84F7kNfct1mjvbMmKs1LznHk1RKO/bb/e6BRc4zS6ffIrhsWNXfusSKRCZSESNZd5JxToci5sb5EnvaSn6fqR87p7NrqOpr7NaqSVs1d8aQOP5c2+qSDqq9q8Hf7TLgAFGj46egVRxvDn7+JyANntjdDEtX1hEKXEI9eQzz6mH61eZHIxB1UCsfkZLBNFStH7gIdyB3XHeAG3lTUly+nuHK7Ao0xxhhjjDFloIuBnXnGB0HWwmyK6C4z5XYkq8evMoKwHqmvezJFubnJEbHz/voOmpouwnWvRvVB1P+MKrIMkW7gIInUhyTTz5JMrym4UDecP15e4TjKVdJKsLFm+YSmn0IiQqc47NRGPnQHeNx9m5ZyTq2sEqkIqt7Puat7S3jG2E6iQO+vqFa0NUXgVBkhVC/3pEyprEhkAiU9PSeQrFX8s52ypoJn6wNApPS+ROBFzgmd9OpsWQmCKlcqHFd4XpW7GGWp00YU2JTn8NrpudSrDX+QevStURx3/PCVc9857/Xm+OiF4U+fB72J06cuIhaJE49u54Z5Z1YeqeRZBaf8WDrq5UJeRvz+RFmrraQRSHgNZwOXzDNWOz9DxhhjjDHGmCK0ETThf44YPz4MxL2+qOcoZSGQG+kt/AjhSM54HdPDNCITY78UjvFLvD6/N154gHh0M/FoG+HwJaiuR9kFDCMyH7gVrxD5Mcn0m35k/MRdRsq/yzkvHBfoqGDs/QSylLQys0W0IkRQVohTw/ci1OlCJIzqEeLRowWPTaSWeDvHSDNvXp6Fq2Wakhc1V5mklMrZJz09gcXzmdpkRSITPLe+tiiKsMjd1F2ZlRVn+xK1l/ycePQQcAxo5ORQ6c+rMgnzI6eVS5xW1jptPCFXcghAJO9FVlkaTk7bCx818tLQOhLpFxka+vjpX67/0yd/eVvOv6f/89y3Qyfm//p8d340b/6tDhCTrO+tKmkJ80SAs68COQrckme8BfTxwE/vMIjmfDhqR5mNfbuMMcYYY4w5B+lOkHzx5OvBqcqN+ZqhPEl21JVyCHiwOhOqHv2CmJATubcr7yLMrsbjxKPbiUduoqkpimoHqtuAw4iE8XoIb8XbZfQxydSO9r0v/yEysW+0QoYvWCatVS7I6cx6GiscFpeOqn8dhTjutf5/5VsIOpHIWLHQKxAGpQ6j5rCouXOSFYlM8OZUOIu1EpwKrRJwnP2oZoAl7D5Reg8V9bfdau4261o1WT8haeWIas5jX63AlCbaOzyfROo2Eqk3mDM3haM7EFYDjagO3vPp1j/7cPTiN7OfJtBOiF+4A9yj73Jmy7r7Dp2qPJvn+D+tRm+l4Dn7gDwZ4XIruLdXYAIT/x0SwkCeZrfGGGOMMcaY2qJbQPJcu+uD4NTf/YapUG7N3jmDkjknY+Ygb9ScCMVveHdIhni0j3h0E7HI1xnNXIrqBn+X0ZleRq3n/+xPBSb0OxrV0BPON/nH8n0R03Zsuk9U5YA0cJUfp1+bejWM+j/rqsX7EamOJfK8HuCs6jJqTkIlFOFM3ZFqT8CcG9wHtrwpTOy7MpspHHIe3LK0IidLpt/E+7u7g1jkqRKfswJ4AzhGLHJpgLOrCPcgCZGJhTmF33FaySnKlNWe9CJc7UJkFbk/v4f8/k9Jf/cWephG/ZzXsnsMjafKUSAiQk7GscJxCXF5fRaJADQM+gpIZ9Z4BrgKnMC2gKMsh6yfFyWJQzywcxpjjDHGGGNmyF0N8mLuuO4D+c453odoIcq7ZH+2VLbh5I1tr2v6LhEd5cPxO4lUGXTauGxGL9yrYVKpZYhc+94lv/1/Lgq//6XxD/+Px9/51/dO/8Zfg76OO7qPVc3TLtbMhDvAizKN3rsKu6SB9dJCbceLvfTpchznTVRPEIlcUnB3UK82kE6nEGnAcS7nhnmB7I7S7u4GzcjH9bSTSJWk84Mtdp/kHGQ7iUxFSClV/llEYInb3b2oIifzChGgWvrqhKamA8AwsIA9Q9WNZisH4W/zjP6vgZwrkVri5w6/i/IeIo9ytkB0ANV7ES4jFllKPLplrEAEIC0My/lcpzp5o0oRFk5SIMqIyy31WyAC7wOc3AKaddEsYbz+RMHFvwkH8my/70SZNX27jDHGGGOMObe4LZCbvgA6CLL2nC4QASjP5ikQHUHyJTjUPz3NgpyouVJiyYrxexnpr0b/PLtAdPCLJaffy/zGlxBWI/I0ofAHJNM/J5HaykufLqdXw5O9bACmvAtIle3yGWtrvkAEIOL1FRb2FY2POznUjkgDcDSoAhGAZmivpwIRYFFz5zArEpmK0HAdRs5lWFOR8zgydlGznBc+Ku3Np0NGzkTOue71Ac2sciRv0aVjJi/pHuR2d4Bed4DHIy/9t2+RSD1EIvUeIu/i5Q4vQTWD6n5UNzCauZRY5Gri0UdYGRmcdKotDEuY76jymFL69n6BzfIN9s/ka5od5AQQ93cPjR9fALrD220UmL0TT0kDZEUzGGOMMcYYY2qARoAESNZnYB0G4iB1vLiuBC53I1m9i5UMsB5hpCpzqjaHhXlG/75srx/K7Y3cet6h+4A2YDPeotIM0ILIAzjOmwwNfUwitZNE6lb2Ds8v21zyEOWTqRyvymNOG+vz9muqReJHTrpO8fg4V737YKr7Ap0TFjVn6ocViUxFOD09gwqHih85i4hcW/ygMlgZGUT1CCINzD2v9B4q6ni7t0Qq0z8pQHKSQ6pZK1uURdrLtAoKp96Z8/siPCnQLnDnw1/Z0ofI9xFZhLcDK4krt3D6VJR49Bri0WemsmVclpJ22tiIcJUqBSPUVBlU+I60sm06X8vs5AwAd+WOSyfwQIAn3pMzoqwM8HzGGGOMMcaYKdMw6E6QfOkd68E5XPEp1RJlMfBQnkcewaG/0tOpGUpOH2fx4t7L8/LKt7LHBPqJRQaIRR4kFrkauAhYC/ocqieACCJrEHmWTOZDEqmDge0yktK/VoWNThsby3r+ICVSC4EWVDOIu7fY4WcKSo7k3gMoE+3uDkOF+pVXitAnPT21v6vMBMKKRKZytL62LAosd7u7cy5CAuLvxNLSdwWFZd+ZVSx70pWJxguIv7Jlwi4bEUL6Za4r+UV6tYFEKkYytePD0xf/xfiH/s15/3XUv4iL09R0EbFInBubnuPmi2f05uhcwYAMcxVwtcK9qiRVOaKwX5VnVLlDhvm600rxi5y64zwFuj3PA93gBrO7R9hPdrERutDpFRuNMcYYY4wxQdDu3D6mAPogOPWXUjIVShhlh5+KMH78EMLmKs2qVvxazohDOfsD5cTGE8p6/Xg0TSzyPLHoLcSjFyFyFao9qPY3O59we+OzrY9G7nugteFnZ3cZvTS0jpdPzjh6XaV43JyfdrLeaeWxmZ6vohy/6CNygHi08C7Cl08uBhaiOsK8pr7A5uRFzQUXmV8V9XXf1kyN3RgzleOSJMTWak+jrE6zGirw5qr6OiIPgHTRq+Gi+asAN8w7QTJ9AGjH1a6KzDNIDrvRrFUawv8OvDLpc174qJFwQwxHVzE0tAKRxs6G/Xw1PPE6bkH4n/uIRW8JYtp+geuA/+uRIM4xe8ldoK0gLVkP7ABtAzla3tMxgst+xq/28S7qlgN9ZT2XMcYYY4wxZhrc1SB50gV0H8g52WsnywMIrRNGlAzCemSWxIYFJ3cRb0NZi0RTt7KpH+jXAZ4fVedvQ+L+CsCdF/w/fO3Dn0eOjf7qGkTX4CokUv3A6zjOPv95UyIZjhOa/HE/nWW9tM3CdhCuXo8IQAlRc673eV/YT4cEFr2oyHclqBevAlUyEraouXOZ7SQyFeM81HNYlUl7ucxKToXyR2+88ACqx4EIQ0PtJT9P1dtaKzLrI7XkPJJ5evy050TO7R2eTyJ1G4nUG8yZm8LRHXhFgUZUB7fOe/AXOa/t6jPBzdxMTvw8cc3a3SPNoAnQ8jeAFIucM8YYY4wxpja5LcCzueM6CLIWSlgsWc+UJSj353mkB6mzeP/pWTj+D6qckJacJImZ+IfsAR2laJ8hHWC5Qu9YgQggzCgvNv/eY/4uIy+iXmQZIt2ovkUi9THJ9LMk02tIpHJ3MOXjMukOG1WGRbjOmY0FIq83dzsAjlNKEcNP4JFXg5pSHUfNnaj2NEz1WJHIVJbwfLWnUFbKMu3ursz2UpGxSLLSI+cc/zmqy0u+sKhR/sVd34QxIcIFrGNPehGJ1D0k02+SyXyIyNOIrEAkjNcLazOjo1/XX41efcXcQ5eNfw1VTsgvbbVE9TiDIHl2cckS0KcDOOFev6HreKsDOI8xxhhjjDGmZBoBEiBZC8V0GOQ7IIUjpuqd0oCyE8laJKn0I+dSf9uCJu4kkjLvIspXiFO+W+gpepB2VV4TcotJy5yDf0U8uoV4tI1w+BJU16P6PJBGpBm4FdgJfEwy/SbJ9AMkUksmPVeIZXnH4TjKVdLKgcJfYI0KN7Qj0oDqIDfMO1Lw2EQqgqr39zCaCS7Wvz6j5n5S7RmY6rIikakocesr31KEsI5WaPWAe6bhXunnWxkZRPUIImHU6QpmYhXk8pfZQ/+cmf/j+fLRe4g8DCz3+zAdQHUjo5lLiUWWEos8yKqvHMbhdsmN2XxOOghsC7IphSRB83ywkTXg5omamMmpOEF2tJywAGV5Wc9jjDHGGGOMKZGGQV8EyddLdy1I4RvD5wJlK8LirLERi5krqKyFRQlxQMm6dyDcqQf9XS7jaC9hPcgWFd4QISchQ5XH5MpxRaeuxuPEo9uJR9fS1HQRrns1qtuAw/7i1+XAVkTeJZn+gGT6aZKp1f4um7G5/FGe8/yzQIfzDQ7P4EuvLke95I+zC6cnp06X//d1mFXNgUUNKlKwODjbqJKRkC2ePtdZkchUlPyw55AqR6s9j/Kq0JtDdN5+YBhYWGj1SB7edmJxS9+BVKMuPPbfPvxkNDo0fux/CB+fu7f5ZjfipN9AdQOh0CXEIlcTjz42/qJAe2lQ+Pc5L6q5hSdTDbLZyxnPGd8KbrkLnLkrZJTKREcaY4wxxhhjsuhDICvyPNADTnC7AWYLpR3hnjyPbEawAtpkNE+PohmQpaTRiek4AmGFF3Xg7KJD9x1atZE3EbrzLFJFlUecNjZOeqIOyXDjhQeIRzcRi3yd0cylqG5A2YV3T2gBcBvIi8yZmyKZ7r3ur3/yJ5LVq0qVU+LSKq2z/mek0/+9eHyc414LgGrQBY/O4ofMIhY1Z7AikakGqbPqtNKu3d3BR7l5Dff2AyBS+k1z1dfPPKdXG4KY2nS479CqA9zq9he4cOvVMMn0Cm+VTPqDtHNh353pR5qyD7ti7s+cTy9ZeL5Gos9xw7z8b2wXcLcIE75PqiRn9YqauiIZL2dc813A7vTzyct0KpIWOWeMMcYYY0wtcNeB5CmA6F6QLRWfTq1RGtE8fZqUPhweqcKMapfkLEjOKdDMmMMPVCf2OfJjx950D/KWO8DPRTkoMmn020anjXundM5VzceIR58hHrmJpqaLgGuAR86kxkD775zfn/OawzQ+KFdyfErnqjXeAukFwDBNTYXj8no1jPrFm7H7YAHQ+7uXi5S3AFl1Ul+pT2Z6rEhkKk60vv7x8SPnKhPlprrH/31lyc+58cIDqB4HGhkaqolILfcgq1HeAp4lzEEdGLdtvlcbSKRiJFM7GBr6GHgDuA1YgOqJ5z9f9cz7mV/7u+zXFGG5NvJz953cFR16kHaFrXme8x/L+oWZGZI0SNzLHZ8w3ggkQMuT+WuRc8YYY4wxxtQAXQI8mWf8iLeAzKA8jrAwa2wYYX11JlTTJi4EDOBGvnMFgzjcpNnnAkRYJpB3caPCiCobnFYem9EEOmSEWGQ/sci9xKOXo/o1hLu+9+X/NCEGL0OYX/+XQ/eTSL1BInUPL59cPNlL1rSzC6T3+wunJ5dKLUOkGdUTRKP9QU1JReovhcTBdmwaKxKZypMf9BxQLXMDwWrTCr1JhEJ7Uc0g0sruE6Vf8Ixlt6rWypvZ1rFt1wLzMxp6gZeG1pFMJ0inU4gkQNYBEeAY8BiqHUQilxCLbPja5//YrmMxeuOIsEiU19yDvKkH2eIOcLc7wJMqvJG9zVuhb9Y2bqxrcgS4CTTrolsWge708srLwiLnjDHGGGOMqRptBk34C8LGjw97C8dkOP/zziFKDOHWPI9syrNrxmTdZ8oX9VYOzhXsE9hc6vGq9Assddp4puyTiUePupdE+i5yPpmQGvPG59/65QltPg+RFYg8jOv+gkTqPRKpx9mT7qyllJkixuLjikfNiXjHCvvokOD6dGl9pZAoHHB6eurrHq2ZFisSmWqptyp1p3Z35zQjLLsb5p1AxFsREQqXvnvJFW8H0lRi6oIkE5s9hmX06yvO790BxBBpQPUIqg+iupRY5FJikY3Eo31jb/TSQUY+Y22+QhF4u4r8/N9HBW7PKRApaYQNgX19ZoacfV6PomyyAvTRspzCIueMMcYYY4ypEg17C8BkYZ4H1/oLx85tLgtQns4ZV/bi8EQVZjQb5BQGCsbbz4C0sg1Yr0we56ZKWuFeGebqQPsCSW4iRueX/uZ2HOdyVO9FdT+qI4gsQuROlNcYGvqYZOoVEqnbprQAuZJePtkM/tfmjubpX5xFJOb/R/GC0jTVZdScW19pT2b6rEhkqkKor3+ERGioWOTcWLO+qewKis7zLgpggZ/pWh170otIpO7Z+tn/NS/7oR82bRnCa7x5GfHo5cSjm4lHD032UmcKRcr2Kc9DuMW5gsEpP89UkGwDfS7P+J3g3jbzl7fIOWOMMcYYY6pDH/IWgOXoAafeFpRO17N4vW7OUtLAHdWZTu0T+OecsfOC2U0EIK1slwYuU3hQoU/hsCpHFfrUZa0Mc4nTyiPSkVu8Ku9E+K2csVEOccO8I8SjjxCPXsPpUxehGgeewUtraQTpQuRpQuEPSKbfJZHayp6hvL2UqiKjY60EDrGqufBOF6/Q1YJqBtXiBaVpqsuouTn5F1+bc09g/1gaU1CYPs1wQrIvemYzleuB5wM/j7AL5SGgnRc+auTmi4tvw++QEZLpfUDM/zVp8aXsvKJUDJGVKEsQ4eHP/j1/+OUfE3GGzhzWNvdQk7sgcshpLb14419srXff4Se4PCnZWc1Z1Luovtdpq7udbHVKNoAuAsm+UH3SzymfaVzgT4CJH069yDmLITTGGGOMMSYQ7jqQe3LHdRc4Wyo+nVrkcg9CviLaBpw6i+4vI4WMZI+5LIbgovmkhWGmED0XCKWBrC/c+QaHJwx4942S/i/Y/UkLoVAMuHa+89GyW7/8X5b8Rvj9JX8+vOGBQ4nUcUT2ovoqp0/tL+meUxAc91oQUC1+/2YsaUfkALFIOrA5Kauz/65nM4uaM+PZTiJTFdLTk2Hszal+xLS7O/hc15WRQVQHEQkTboiV/LyxDFeRlUFN7YyXPl1OMv0widR7iLyLSDewxN/NlBwe/dL6UZWHc+fIo9o79eK1cwX7ZJjLUXpU6VcmxtkpZFR5RlwuDyQH2ARERrw8cs3awi9h0BdBF87s5S1yzhhjjDHGmMrRJcCTecYPg6yv+HRqkbIEeCjP+DM4tuK/IIeB7CFxqZ2dMbVk1VcOE4s86C6I3HvsksWfPtTUw21f/k+89SsrtDn06XzgNkQSzJn7MYnUa+xJ38me9KKKza9Xw+C3S1B9vejxqmP3uYofO03ufd2tFjVn6pkViUwV1dc/RiI0Mkpn8SPLwrs4dNxrS35GKDRWlFtS9szZXg2TTK8gmX6aROpDHOdN4B5EFgHDoM+hGud4K9I4AAAgAElEQVT0qYuIReLEo9u/Mjf9Q39nzxkiLOIC8qwqK046GJE2tjhtXCWfEVWhDbhaM1zqtDLHaWODXDl5XrCpVXIc+A7oSNb4fK/RrU6/F5hFzhljjDHGGFMh6l+/S9b1u6aBOEh1divUEqUBZQeStXBSGUTYWKVZzRpyHgc0qy+RCt+q1nwq6ET2gPs2LcWepG+zAuWNkOivjI01yBfyX6LfexR4xF+c3IBIJ8rjKO+RSP3CXxDc7hVyApJKLQMiqJ4gGu0veOwLHzUC7YCXvBMUpwILrivNoubMOFYkMlUjYfpUqasLQdUK5ZOO7QpCYiW/Md8w7wRjMVpjW3Fn4oWPGkmkYiRTOxgaSgFv4K02mY/qcbys22toaooSi95CPJocv01ZlpImz7ZshW4dYPFMpiYdjDhXMCCtHHCW2Xb82c8ZADbkjssS0Gdn+OI/yRnxIueMMcYYY4wxZaFh0J0gC7PGM8BacKxfLIDyMJJ1c1/JINyE1Ne9kyD40W8TY9aU1umklcwyP80eECmckOG+zRp1eE2EnEWX1zT2/RmxyL3Eo5chXIbqvUAfqhlEFuMtCO5laChFIrWTl4bWkUhFyvflACLXe7+zjw4p3NMp3BBDpAE4xMpIcP+WKGsCe+0qUDhkUXNmPCsSmaqRnp4R6i9yrlO7u4O/ALnxwgOongAaGRpqn8Izva23qtO7Cf7yyWZeGlpHMu1tOxZJgKwDGlEdBB7Bda8mHr2EWGQDscj+Qm/oMsxTqhN7EAk0qPLsOXAhZ6bEeQ50W+64rAbdMu2XFZ5HydqlZJFzxhhjjDHGlI8+CtKe54EecAJrMj+ruHQh3JnnkU1IBXsKz3Y6MSlChEadx5IqzaYixM2zgwr+yB3IjdrTwzS6AzwpDjslT596VbbJ0nE9nFZGBolHHyEW6eD0qSiw1k+K8e5HiazB0R3AxyTTvSRS95Qllk78qDnXKR4f5/j3t1T3zPi8k9D7upeIULm4vUrQ+kp3MjNnRSJTVSL19Y+SCM1k/G2uwZ/MK7CdzV4tznHGtpIu97fkFrf7xAKS6dtJpN5gdPRD/wLg7EoN1R5UlxKPXkYsci83Xnig5C+hg4zk2SEiwjK9gLtLfR1zrpDNoPk+RHaDlt6fa8JLMgzsyxqzyDljjDHGGGPKQm8FyVP80F3gPFjx6dQiZT6Qm5Cg7MfhkcpPaFb7u5yROv9s58fqT1iA7e8QSujbrADQXsLuO3Tq57wrcHu+11HY6LSxadIT3XzxMLHI835SzEW47tWoPojqEUTCQDsiD884ls5rj9CCaoawFC4iv/BRI6pjbR8CW4SuToVSgyopzPPVnoKpLVYkMtUVYp/mruKf1RT5bmVO5EfOiZR+c/yGeUfO5MrOPa945Fwi9Rqh8AfAk4is8N/4D6B6L8JlxCJLiUe3EI9Oe2WTtNGnymN5HtpaSo6uOZdIBuQm0CO5j+kOcKf785JbrLbIOWOMMcYYY2bIbQV9MndcD4Osr/x8apTyLEJz1tgJwP6Opkhc8i1a/WbFJ1JhApuz2zkIzMfhDfcgb+kFvC/Ka/l2wyhkVLjFac17X2ZyN154gHh0M/Ho5X4s3UZU9+eJpfuYZGoHLw2tK2mx8lh7BJF+v23C5ObMXYFIA6qDM7kvVVR9Rs1ZzKeZwIpEpqr8yLl6214+vR0NUxWJ7EN1BFhAIlX69umxHUjo9cWP9Rsgqg6iuoFw+BJikauJRx8pZ9arDLNJlQk3/gUacNhhsXNmIhkGvuM3uB0/3gi8Atqc71mFX5KkRc4ZY4wxxhhTTjofSIA0ZI2ngbh/XW9c7kTozBkXNuBYf92pkis5nh1pj9Je7/cVpJUjCGuzY+fAS2oRWJDveeoVI+POFTw3owl4sXSPEY9eA1zExFi6CMg6HN3BnLm3FX+xM/eqikfNyZnFnYHtirGoOXOusCKRqb46jJzT+7uD387cISPIma23pRemXNfPaZWu4tt+5VX/PzLEo8/Q1Xh8yvMsgXQwgrA++4JGYIleQHcQ5zSzmTPo7yjKugCWhaAveo1xp8Ai54wxxhhjjCkjDYPuBMm6Ma0ZYK13PW9waQEezhlXnkLqrn9zJU3YTSRCszZWaDFvFTmt7BXYXOrxCvsZZanTyt6yTiQeTZ+JpYtELkG47sxjoVDhReK92oB6EXmoFp5XrzbAmWSdwO4rWtScOVdYkchUnYRI1l3knFToTeRs5FzpfYmi0f4zqzmGhtoLHnvqi71ntgqXo/lgAU4r/eSJnRN4QAfq/4LOTJXsB+7NM94O+vg0XjBf5NzvTuN1jDHGGGOMOcfpo951eY4ecOotSWR6lAZgB0JD1vhhJN/nHFMyh5/kGf29is+jCqSVbeqyVpWjkx2jygmFjU4r1zjLAt6t1iEZVBv9Ew9yw7w80fHjnBxq9/tfHysaH5dOdwKNgUfNQfFWDbOIRc2ZyViRyFSd9PQMA/urPY+y0gpFVYVCY6uLlvjN/YrrkAwiYysyCkfO3XzxMNAHgKuBvzHKMJsUct7cVdnhvkNr0Oc3s43zGOj23HG5Hdy8zTgnJewiK8MZWI3WdyyBMcYYY4wx5aW3gtyZZ3wXOA9WfDq1SnkUYUnW2AjCLX7SgZkm5wr2KVnFD6HT7c8fuVZvnG/wvAxzObBJlaRCnyqDCruAuAxz6ZT7D82IXOv9JsV3LLnqLYAutovIe73rS37daXK7uxcJlN7eYXYI7O/LzG5WJDK1QXRPtadQTiIscO/rXhb4ibwmft5W6nC49N02eubvu5TnjEXOFe9hNEPSQUZGWZ/TcFFoRHnlXLmoM1MhG0D78zzwOLi52d6TvgwjkBXp4DWPratVQ8YYY4wxxgTHbQV9MndcD4Gsr/x8apTLGoR8i9o2IbmLJs3UifKXE/4MYQlRQj+c+iAdjEgr25w24k4rHU4blzmt3CStJKWjwkk+embB8asFjwMQ8Y51pPA9wl4No+rdz3Ld4FpYZFgT2GtXibj11fLDlI8ViUxN8CPnchrszWqOBF5U8XlvtGMrLkpx+tR+VEeAhSRShVdFOGdWZbSTSEWmOceSyZUcAnI+QAjMJ8wrepjGoOdgZhPJgMRBs7bJSxh4EdyW0l+Kv8oZs8g5Y4wxxhhjSqDzgQRIQ9b4Ce96XWx3DIDLIuDpnHFlH04ld3fUuTDbs4dU+F4VZnJu2zO0DJH5wDBNTX0Fj/XuTS0AhplX5NihoXZEmoFj3HjhgYLHzsRMWklcdSXcfResjsOvfbWMk5o+VQblhz1WiDZ5WZHI1ATp6TmB+LFmteCqK+Hrvzmz19AKrTgQdvn/1c7LJ5tLes7NFw8jfsTf2EqNyayMDKJ6BJEw6lRkV4XTxi5gU/a4wBL9nJ3aaxFgZjw5DsRBsz54SiPwmv+BtRR9aE4mcxdK4MVRY4wxxhhjZi8Ng74IkpX8oBmQtSBHqzKtWuP1IXoRyVr4qBxDuKU6k6pPspSjqkzofyWwwH2H0tMmzMy5rrd4WnUvHVJ4YfjZe1P76ZBiu52+6/++q+BRMzDjqLnfXgpfuRB+63+C29bDvRurXzASnq/eyU2tsyKRqR1S5S2P3+6A3/8e/If74N92ws2roeu6ab+cCIv0vu7gs0tXRgaBQ4iEGR2dQuQc3vZdLWkHkhfD5bjXTmOG0yKtbFPlmZxxoUsbebhS8zCzhTMArPU+iI4nC0BfAS2+A03IkH2RKTRUrMeYMcYYY4wxs5I+CrI8zwObQOqr//BM5O9DlEFYi3CiSrOqX5onKcLlD6owk3PXWOFHneJRc+Ddb1ItfmytR81FmmD+xRPH5s2bWDD63TUzX5w+RRY1ZwqxIpGpHU6Fm6dFmrwi0FhhqP134NIFMGfO2WMuXzyjU6gzg62pUzqR/mcARH6v5OfMmfP/s3f/0XGV56Hvv8/WmCo5QhqB0iit04jWnJhV09pFCqZV1rHOMbf2wWAJTGrf2K1ZMSdmgS/mBhpcYMk6hkAO5NopUEzt1G5Nlwk2jAymuCe08i1ubaPh2I3dhXNwixN0D+LEoJFREiWe2c/9Y49saWZLMyPN7Pmh57MWC+udd+/9yJKl2ft53+fZnzymmRfPTtzr58IvaWmnR6snnJtHMsQdCmk3FSKsd3vZHFQcplw4+4F70selGXS3t8IxA7+Sc5D9vytjjDHGGGOmFXclyF3p4/ocOE8EH0+JGq8PkfAQQuHKZU1j8hO6Vccm30Rod6MUvn+0IfmcaS6qcUJyYMK5XlUcL9E88qxqPC991IpIA6pnqa/360+cH1MpNZfpWWJtLcz+vLc4fcMfw21/WPCEkZWaM5lYksiUDKerq08p8JujkcTQnWvha+vh2i+kJ4ZGq62d6lbQYJreu4mRLaOtRAaasjpmSU0/qt4vVKdq4i3XN192CNV+oIZzgwsmHWeOpI24VNOhyqm017xE0S4rPWfGcp4CfSp9XJZ4KxwzEI6jnEwZa8Vl4kSqMcYYY4wx047OBZ7xGT8Ockfg4ZSqifoQCY8FH9D0IG0MA8+lvaBWmSQQI8+ZRI5wU+3EO+Xi6s1VjbKkpn/i8zq3JM/bnbGE3SRpZ2fTlErNHT4KR9+E/g8yz/3kJ+DXryh8wshKzZkMLElkSkshtj76JYZSt31OZAo/nAXmup2dsyZ9gmzd0tCH6kiPoZVZHyfi7RASMpecE/FWcyjB7I4auewchiTEYoW0NwoirNQaInqSzKXEzDQi94D6rD6Su8D1WeWY5rs+Y6unGJQxxhhjjDEVRMPJPkQp92IaA+kAGfI/bpqxPkRFJS7fVCU2Zkxodd8MqIf0tCYj7Qr+NvPUZO8imLjUXI+GUB352vndt+eFnif7Vg7j2f8aPL0VvrWlNBJGbhZl/My0ZkkiU1pm5Knp3Od+zWsIt35dbomh8+fTx+rqphbLVOqY5sYrOaf65ayPUB1J/CzkhQ8mTrQILyaPaacni7JdeSTzOIPL9eMkipboz3hNozQEGZMpZZJskKt+W6k3g5tph99On7Hs/10ZY4wxxhhT8XQ3SMqCSI0DK0DOFCOikmR9iIpKrqUf+Fb6CzyqPQRWSn/a6dEQwkjFmolLzfVoCBFvruNMPPfc4EJEGoE+6uoOTj3QceSzdURscGzC6OA/wHt9/s8fR8tjwkiVPucbXYUrzWcqgiWJTElJlpybXI3MkcTQffd4jeB++7fg8ssyH3fuHPzz9+Hf3vUvOzc4OKlwLhDJvEsnH87/Yi+qw4jMpjvWnNUxHfXHgTOIVDPjkoUTzq2tOwgMIdLAYHAl50Y4X+CkQJsqp1NfE6FVlTf0KI1Bx2VKlQyBLAZNSSxKCNidLI3hz6EP5eDYw5iNS3b/rowxxhhjjKlouhHEr2R5F2R4yDudWB+ikiBDPKHKmTFjQpPWcG+RQqp8sVgrUINqP+3haBZzw6ieZWndxImMi4uiny9UqTm3s3OmjPRHyrfYIPxdD/z5d+C/fmNyCaNlHblfV/K0IN9UNEsSmdKjkyg5t37dxcRQbW3m+SOJoe074PHNcNll3g9cv3n7X8s5nNEEmt3OzsL3M/nSp4eA7uRHue8mErlhwnltMgw6cv4/yD3AqZNmTonLF8fpUTRbqzjmvsmcYsRmSpH0JxNFKaUupAb0NdCJkop/7TNmu4mMMcYYY8w05y4COtPHdT84DwceTqmyPkQlQ9oYRtng89LXbKFpwXil5kSySRqPzPUpGT/KCx/UoCwDIJH4yylFN5HzyWsEwS9h9NOfTXzMZVkshk8hk3nOaqYdSxKZ0hOaRDO12kszz0lNDO2NwA9/BP/lK/BZnxzOuXOw7S9yDsVXUL9k1BkpObc865JwIvuSx2QqwQV6oeRc5rkFItfSL5+gRTV95ZVAI8JhjVr/GDNCjgO3JktfjB5vTCaK/MssCntRhlNGl6MEWmrRGGOMMcaY0uHOAnanj+tpr9yzAawPUQlyvsDzqozZpSJCWB02FSumiiYy8swoi35EWc6dcclyRKqB49xy+ckpxTeRfJaay0a4Dq67Fj5RDT/5CXz44cQ7i/7X/8rp9Kr0ySNdtnPRZGQPu0zJcbq6TrsPbjwp5LAjpP+D8RM9756B3re8hFCqTAmi2BRLzY3wfslsyc/JJlBfe4BY7CwijZwbXEim2q8AdXWHGBwcQqSRfYPzJ9zeGw4fuDD3pY9aufmyovyikTkM6UkW68/YJTK2oaB4b8R3uFGulY+5R9rSHvSbacc5AO464Jmx4zLXq6WuHV4fo9EvEcNlP4xK8AqNKNn9uzLGGGOMMaaiaA3oHpBwyvgQ0OGVezaA9SEqVcI9wOExQ8IajfKqNF+oymKm6sWzM4E5qMbJdO8cGWi6MPf8LybeSSTiVfZQLdguIrezc6YkClRqDrxk0K/+Clx6qdf/vPZS/7YXEzn0T7nNt1JzJku2k8iUqtx+QZ8YtYig/wM4+qbXEG70jqFUQSWIAIFW7ews/DZmryartxPrYq3WTMcMo8lf3K6bfck5kd+ffKBTJ3MYkiFuVeU539dhrV7KYTfK/KBjM6XI2Qr6RPq4LAHd7HuI+Jac+6P8xmWMMcYYY0w50Ge8RVZpbgOncKv6y42y2voQlSanmSN+zw9U2aHHaCpCSJXJqfL6lYkcoaM+NuFckZG5h5ItFPx5iacFqMaZMSP36kPZcscuQp60666FJYvhy8u99hgb/hg2dcJ/XuS1yfj1K7we6rkmiN7ry/lZpZWaM9myJJEpSeLm+EPs8FH4mwNeYujprV4foYl+cAaYIBqhCYIp0eYkS84h7bzwgX8prVSaLDknkvkX4kjJOQKs0zoOaSPutLAKpUshrWmhwFyBw26UZ/QYYb9zmOlENozqqzV6/C5w1/sccABNW+nXjtJQiOiMMcYYY4wpTe5dICvTx/UJcGyV+ghlLppavQDrQ1RCJMRDmnKPJ0JYE0S0h+pixVVRLva7zlxqTnVpVnOrQquTf3qdJTX9kw0tczyyNPOkcYTrvGeNI8mga78Asz/vJYM++Ympx/ZeH7yQ249bVfqt1JzJliWJTEmSb3QdV+V0TgcdPppdcqcICSKP/EGBTjzW0rojqJ4GaghVZ7cKIiQHkluB5yS3+44vHD4ADCEym32xWVMNNx+khY3isljB982CwFqN845GWa09VmZz+pI4yCrQqM+Lj4OO/fciDENKjzShGmV54WI0xhhjjDGmlLjzAZ+d9/q6twjLAKCEUSJISqJBOWN9iEqHzOMMTvrXQ2CuXur3fW5y0qPVwEIAEomJKwR5cxcA4DgTzx2plDPSh7sAtLOzAU3GMxk3LPZ/1pir8+fhw4/g3971+qr/zQF4qAv+/DuTeV45cQk/Y0axJJEpXUL+t5B+eXmREkSAskA7O4PZgSDi1WgVN7vSWDfVnkXE60XkyMQ7nkaXpyuhh+XyBV6XBPMUXvd9XWgAdmgNb1uyaDqTIZAbQftSxkOgu8BtTjnAr97xVwsVnTHGGGOMMaVDG4GI9155zHift/hK0qo5TEtKCGU3klKyTBkGbrU+RKXFuYYDKF2p4wJr3TdL5xlHWRocbAVqgD5uuXziMpTnBhcgUg2c4abaU+PO2zc4H5HZwBD1tQXbuagJ2kWm8JzoN34992M+/MjbIXTqBxerI/3Xb8CWJ2HHX3ntMw4fnXRIgn530gebaccekpqSJap/i8iDeTvhksXeVs9U58/DCy9mThB97te8//v1N8qCCCG8knM7J3WCnC7G8yibgAXsH2rMcjvuq0Arri4Fnppwpso+RJcBtwAPTznePJFr6dceFuul3IWySYS0cnsizMJLFj3gRnmWOM878+nzOd2kaQ8hrWUuMBvl88AslFngW6YsjtCHtwvqLMoPcDgi5zgpbQznMy4zQvrBXQx6GGTU94jUgL4Cbgs43veEQxSXKMLF5JEwB5dmHPx2JBljjDHGGFMBNAS6GySlt64OAx3ee2qT9CDCIp/xdXbPUKKGeFgv5fdkZNfLCGGb+xZR55ocK9sYj+pSREA18w4WN8u5rvtlRACe9/pkF8oUqv/8p7bx+wudOwfn4/DTn8JPfuL1UT/9r5N+tpgtVc5KiIMFvYipKFLsAIyZiPvAxvdEmPp+zSWLvXqgqc6fh8g+OPEv/sd97teg5Rq4oglqa735f/r0pHccqdLtPLKxY1IH56o79gbQiuo9dNRvyTh/X2wWyjuoxjn/i/oJmwa+fK6BROJ9REIIV7I0XHJvoNwjzKSKZ0Qm7gWV7GV0EOEvJc7rcq1/yboJz9FDSC+lWWCBKv8BaPVLUOV0Ti+ukygHRXiRjzkibel9l8xU6ELQ13xWRp4Euc7bdQS43IXw5NgpbMXhjqAiNcYYY4wxJljuZhCfvp16Ozjbg4+nRLksQngtbVzZjsPtRYjIZEmP0qhV9ApjnzkpnJQE10/m2cC0Fxl4B5FZuHIjN9dNnPzpjr0LNCEsZmn4gO+cHg0Ri72PSAOqbXTUH8x/0F6pOY3L+5PeSTReW4uf/gw+/BD+9d/grf9R2OpFKVTZ7jyy0X4GmaxZksiUNPfBjZsF/BrKZy/XBNHVvwm/dTX8yme8xFCqo2/C/vT3gNlQZVhC+inp6ho/AZMv3bG1wDPAcdrD87I6JjLwNiKzcWUVN9c9l+H8XhIKNtAeLtkmnG4vy4BHkzuIMlLlFMJBlLdEOaPQLw790sxZPUojl1CtCRoFGlX5PWA+QrNQ2CaXyeaa3Tg861xjq9Hyx10Dsi19XA+CXA8ST9YXf39MfXFlCOFTyb5FxhhjjDHGVBB3Jciu9HHdDo49dBzhMgvoRQiPGVeiCF+0e4XSp1FaFXokpdKSKqfEpc0SRTl4+dxsXPdtVIcJh+sn3PXz4odzqKo6AQxRV/epcedGBtoRiQB9tIc/W5jAwX2wc434PhfI0vp1cPllmef1fwA//CEc+qfCJ4xUr5dHunzbMRjjx3oSmZImqi9O6QTZJoiu/k247Q9hwx/Dl5Z5Zen8EkQAn/vcpMMRoVoTtE/6BLlwnL2oxoG5vHxudpZHefVdHff3M868+LW5YVLxBcRpYa8McRVwm8LxTPNFmC2wVoRtOHxPHE4AP9YoShXvk+BdgcNARIR7RWgtdIIoGVeDCGtE6XWj9Gg0oO+jiudsB/VJcsoCr7yGhhBiwNhGmt5OMatXbYwxxhhjKow7B2+xYQqNgqwLPJxSpdQAe3wSRGcRbrUEUXmQZg4BG9LGhdnq0KNHafQ5zPhJJEaquBzMWBauqir5PEMnnivi9dlW3ZmHCCcwhVJzAH/3996uoUwaP+09o/zaerhzrffMMlw3pUv7UeUsVmrO5MiSRKa0hTiS3EGRu/ESROfOeSXjYGxi6NevgE9+IvN5Y7FJhXOBytKpnSBLN9WeRcTb3ptIfDmrYxznVe8P0k6PTrzN1k2MNAxs5eVzfr12Soa0EZdmdjrNzAM6lOB/WaoSUyWqcHDMf8oZVXL6phJYAETcXt52e1mjPYVPUlU2ZwOoTwNMWQb6uPdHnk17WflKoSMzxhhjjDEmOOolPsb07QTQfrw+RJb4GKE8iTA3ZSwOrEI4U5SYzKQ4zTyh8HzquCWKciRyQ/L/+7KY7S1MVsaf+/K5BlS9Xl9VVX895fjGoZ2dNSgLpnSSE/8Cj/43eGEvnPqB99wxk8ImjLqlq8vaFZicWLk5U/LcBzZuE2FNTgdd/Zte4ifV+fPe9s7LL88uITQij1tCVRlKlpwr/Bvs7oFlIHvIZWtud+w9vJq819Mennhr6sW+R7fTUV9Wdandt5iF8kfA6tQaxFOlyhm8RNQ/IpwUOC3NmZOd7pvMoYq5uFzDxTJ2GWviKvSjPC0hnpJ5uSWczAitSfYnavV57SFwHsblXYSmlBevQjgVRITGGGOMMcYUlrsbJGW3vMZBFoNY2aIRfj1LPV0IG4MOx0xdss/wboG0B0lWei4Lo/tWJ+Kf5ZaGvinPHWmhoBqlo76lQJHjPti5UnzLa05Rao/zbH34EfT1Qe9b8MMfTfLi2iEPd3VnnmfMRZNryGVMgAT9LkhuSaLr5vuPz5jh30zOT4FqhYpQQ4JFpJavKoS68H4GB2PATF76qJWbLzuUxVEHgDWoLgUmvhFQfRGRVoSlQFkliZxrOA08pD10UUOrev2Vfg9oFa+UWFYU4sBJ4JDAW1Rx0Jk3uZVjzhc4mTzXcwAapQFYospShEXjlbUTaETYpHG+5vZyn9NSXl+L0iBDoItBe0FSyjPKJnDPIs6zwKNjXvJ2E90XWJjGGGOMMcYUhLs+PUEEIA9ZgmgUl/nA5rRxZT+OJYjKlbQR1x5W6KWQmigataPIEkXjSSTaEQmhGp0wQQQQ10U4Wc31KuI48pd5jDSdyi0F2ULxwx9dTPLkkjC6/DLvv9/+LW9H0ra/yOmZpLcwnQOTjttMW5YkMqUvxEGNc1aE7EuazZiR+3VGdhn967/B3/XkfnwOVOUWgkgStckw3bG9wBoc54+AzEki4UWUNcCiLK7QDWxGWcgLH9TwpU8PTS3g4EkbcbxdPwchuYKolrm4NOElXz6NXtxpJPBDhbgIfcBp+ZiotBWm3nRy99FOYKceI0yCtQp3C/7b3cWrh73NjfJlqeI2mWSyavqSIdA20MMgTSkvPsn/8bd38be/H0fG/O5cibIBwbZyG2OMMcaYMuXOBx5PH9ducHz6d05TSiPKnpT7AVBOI6wqUlQmTyxRNAW5lJoT94ZkYatXx52zLzYLpRXVOE5VWinAfNHOzhqNZ/Xsa2ommzCqrYW6ulwXrncHUrnIVBwrN2fKgvvAxl0irMz6gPH6EaUKMDE0WrLkXH0gNUIjAwsQ6QFi1NV9JmMDwR6tZnDwx0ANjnMVN9VOXEqrO3YMmAusoD1csF/expNMYi1H+ZqQUgN79DxlCKFLPmZLMhFmsqazQXtAUpJxOp8M5dwAACAASURBVMz7n/kfNH7wu2OHuRUHn55GxhhjjDHGlDptAD0GklJyQ8+AzAOxctYASgjle0hK7xLvvuuLCMeLE5jJNys9l6MXPqhhxiU/RqQa4UqWhk+PO7dHQwwODgA1iFzH0rojvvMiA5sQeRDopj3cUZjAC1hqLluZEkY//ZnX6ygnVmrOTI5T7ACMyYaIvpjTAYf+afzXfvoz+Ld34eA/wH/9Bvz5dwJNEEGy5Fx8io3xstVRfxDoA8LEYplXSLTJMJrcmuq67Rnnq+5P/uGGyQdpsiVtxJ1reM5pZh5Km6r/jjQRagQe1xre0Ciz/eaY8cgpoAM0ZWecVHP3t3/H54A/CiIqY4wxxhhj8ktDoLt8EkTDIB2WIBpF2ZyWIAIQ1lmCqLJIG3H5mBVK+kLAUTuKfKt7TEszLlmISDWqpydMEAHEYq1ADapnx00QAYgkF4nrX+cx0nRelZ/i+eGPYG8EHt8M23fAP3/f60k04ke59SRSZYgqKzVnJseSRKY8VHFAlexLmcUG4b1RpU1HEkMv7PWy8Dv+KvDEUCpF/iC4i+lOAESyfJitI9t+fz/jVMdJzpV2etRKWAZIWjjotNChQovif2MiwnyFE24vDwYdX3lzjng3xjp2F9ZLt1TzwS+7KZMX4ZJlszNjjDHGGGNKxoMgfgsJ14FY4mOEyxqEu9LGla0IO4MPyBSaJYpyIIwkWjJXlrlYlm7/uHNe+qgVaAJi1IXHnzdF2tlZQ3ZtFoIxkjDa8iR8a4u3sP2vcy7WY6XmzKRZksiUheQPudy2S76wF/7mwNjE0Il/KUyAk9OunZ3BJFVc97sAqC7i5XOZeztVVe1HNY5q64TzIwNhEsxCNQ7UMDi4IE8Rmxw41xCVj2lB6VLSS8sJhETY5PYS0ZPUFCPG8iSvAyvGDMVDsOsPx/7uFEIIawIMzBhjjDHGmClyF4E+kD6uO8HZHng4pUpZADzjM34EYV3g8ZjAWKIoCz0aAlkCjFpAPAHVkWo1fzvuHK+fNqg+n7FdwhRogiUiVBfq/FMSG5zUwvacqzAZM4oliUz5EM38C2e02CAcPlpqiaELRGggTmsgF7vl8pPAcUSqSSQyl5C7qfYsIkcQCaXNf+GDGl4aXEl3LAK8j6O7EPGSXar/qQDRmyxIG3FpYaMkJtxV1K4/szeyuXH2gt4zZug7X0mfpnwFxXbSGWOMMcaYMuDOBHaBpLx/1ZMglvgYoTSh7EZS3ucr/QgdiPV+rXSWKMrAWygcRvUsrjtxQmdfbBYi3iLjX/zcf4dQj1YDywHQgpeaq6iWCaoMU8XrxY7DlC9LEpmyIVXsV6Witk2qyNLgLqZ/CeRQco5Xk/Nv4MWzM9kXu4vIwGvMuOTHOLoLaL9Qd1b1YVTn0VG/oTDBm2zJtRyXj2lRuE9J//ciQrNWcUyPMrcY8ZUnZwvoYxc+PDUbDqXkd4WZKJkTsMYYY4wxxhSVhoA9ICkVI3QI6ADJvsx7JVNqUF5BUhIA3jOJGxH6ixOYCZoliibktVEQaUDkGN2x9+iObSYysCCtHYF7YRfRQb70af+fM4OD7Xg9i05z82WHChW0dnZWQ8Xdvx+Qri77+W0mzZJEpmwkf9hVVgM2ZVlg13ITe5Nl4VqJDDRlnC8X3gC1UxV6D+VJRBYhUg30odqVTAxdSUf9Q3TUW83qEiFtxJ1mnhCYp8qptNehUR3e0GjFvSkqIGcD6MWyG0/f6TfJZ4uRMcYYY4wxpUQfB5nv88Lt4EzcdH46UXYhzPF55XYcooHHY4oqi0TRtmLEVXSq/4jqAbjQQ3wmsB6RHmKx9+mObSMy0E6PVl/oRzSyINn/hF9O/qGwu4gSLBKpsFL8VmrOTJEliUx5qbAfeiLM1Ac6Ayo519AHHEx+tDrj/KXh06h6NwlecukgsIFE4mraw5+lo36jJYZKmzRzSkJcp6RvORahRmGPRrm/GLGVJ7kD1Lsp2LsM+lMWiwmLUGYXITBjjDHGGGOy4C4HWZ8+rlvAyblDesVy2YT4LKhTHsPhuSJEZEpAhkTREreXu4oRV1F11O+ko34xdXWfQrUN1S68Z0cxRBqANYhEGBz8Maresy9H/EvNvXyuAWVRck5B/52pyi2FPH/QVBmWqhz7uBuTwpJEpqwkS85VVN3fQEvOiXwn+f+vpG399aNOF7AC+BTt4Tbaw48l+xuZMiHziMnHLFYlrfmsQAh41O1lcxFCK0MSB7kN9BDxEGxfkz5F+WrwcRljjDHGGJOJzga/3Q56BOS+wMMpVS7LER5MG1cOIDxUhIhMCZkoUQQ86r7FrMCDKgVtMkxH/UE66jfSHm6jru5TwPWoPgX0ATWIhFA9xdKw/47FRGJlst/1oXHn5IGVmjPGnyWJTFmRrq4YcmE3TGUIso9JXd1eVPuBmQzGMl/35rrnaA8/T0d9rPDBmUKRNuJOC7cn+xSlJVlFWG+JomzJEMhi0FM8+1WIp+Raf/5LX0WpLk5sxhhjjDHG+NEa0D0gKeWV9Cxwq7cYyuDSjF8iTTmFcCtSWQtWzeRIG3Gp5jZVxiQyRKjBZZf2kHlBbqVrkzjt4dfpqF9He/izQAuqD+PI0+Mec7F/tpWay1WFVV0yxWFJIlOG9LvFjiCfRJilf9I5N5CLtUkckjtKbMfDtOM08wTQoUraChMR1rtR7i1CWGVIhkDa6PvVM3Sn5Fqrf/4JXrz5T4sTlzHGGGOMMX70SZCU/joaB1aB01eUkEqN0ghESH14rMQQOpD0eygzfckchhBWpS7CFGE+l9p9dZr2cJSO+odYGn7K9/UXP5wDzEV1GNWClr60UnPG+LMkkSk7UkV3xZWccwL8JeUmnkU1jshCXj5n/VOmGaeZ/eLyRYX+1NcEHnej+NQoN+mkH2Qxf3HbR2kvzTr9FdBgeo0ZY4wxxhgzIXctyOr0cXkEnAOBh1OKlGqUCMLMlPE4sALhVHECM6XMaeYI8FjquMImPUowC4ErheN82fuD7C9kJRvt7AwBSwp1/qIQDlqpOZMPliQyZUe6us4iHCp2HHm2LLAr3dLQB+KtMnBd2000Dcm1HBdoGydRtLkgiaLIwBoiAxWWgJJTvLb4Bn7w790xw7/9fYff/cf/bokiY4wxxhhTXDoX/MpK6wHg4aCjKVnKMwjzfV65D4fpm0jbF1tU7BBKnXxMl8LxMWMQ0ip2aI+VIc+K1y97tfeBFrbUXJwFIoQLeo3AWak5kx+WJDLlydV9xQ4hnwRmu52dwTU4FJ5N/mk1PWpvXKYhaeYULtf7lp7LZ6KoO9ZMZOAwItsQ2cSLZ2dmPqicOEd477N/ljZ8x9ZPgEaSDYKNMcYYY4wJmNaA7gJJud/TPpBV1ocoSbkfGXlAPWZ8Jw5bgg+oRHQPLEN5jcjAYfYN+iXQDMn+RLBCYXjMOMylhvuLFVdZGRxchkgjqv2Ew/sLeSlF/qCQ5w+aKnErNWfyxZJEpjzNYG+xQ8i7OMsDu1Z7+HVUTwFhBgdXB3ZdU1KcL3BShMXjJop6p7DD7eVzDXTHtgG9iIzcVNRQVfXopM9Zqhb+3UPEq86PGVu2Fxo+bADtsUSRMcYYY4wJnm7270MkK0DOFiemEuOyBGVT2rhyBOH2IkRUGnq0GsW7bxOZj+phugd2Vd6Cv/yQZk6h3Jc6rnC3Hqu0XSsFcScAIk8n+2gXRLLUXHvGieXEKzVnP89NXliSyJQlp6urT6mwknMSePO8kd1EVnJuGpNmDo2XKAJ2uG8yx2d8fD0aYl/sLlz3HWBNcnQnrtyYvOJKXvqossqwCTGqEt8ZM1Y9DGu2A9JoiSJjjDHGGBMsdznImvRxeQiksu6jJ0uZC+xGCKWM9yF0IJXVBzkng4P3IjIL1X5Ut6IaB1mJU/UOkYGNVo0kndPCUwoHR4+JENYEPv8OzQWRgblAK6rDhELbC3otr9RcQ0GvETj9brEjMJXDkkSmbInqq8WOIZ8E5mpnZ1OAl9yJ6jAw17aPT2/jJYpEqEGIaDTLN1LdsYUMDh5DeRIIo3oEaKE9fBs31+0HdiZPvDlZd7hyXCzheNFXn4VQnGSiKALaGHxgxhhjjDFmetEmYJvP+OsgjwUdTUlSGlFeQ6hJGR8COpD03q3Txv6hRuDryY820FF/B647D9XXEalGpJPBwXd4aXBlMcMsSZK+mwj4mvUmmoBIchcRe1lSU9B/d1ZqzpiJWZLIlC0NVV7JOT0f4NbXjvoYIw/tXffuwK5rSpI0cwhhhTJ2xZwIsxR2aw/jJ3X2xWYRie0BvgfMQbUfV1bRUX8d7eHohXmh0AYghkgzsdjqwnwmRSIcRzkyZqzpDCwa6XMrs5M7iixRZIwxxhhjCkRDoHtAalLG+70+RAalBuUVBL/35bfjEPUZnz7i5x8HalA9Qkf9TgBuufwkHfXX48qNqJ4GZuLoLiIDh6dSJUKP0qjHaNJjNOlR369HWXGuIZq2mwgauTTA1gLl5OVzDagmk43y7UJeykrNGZOZJYlM2XK6uk4rHC92HHnlFK3kXHtyxZCZxpxm9qN0pY4LLNQa0nsJ9Wg1kYFNuHoCYZlXhoAtwFXcXPdc2nxvZdA3kx9tIjJQafWZ09/Y3j166EKiqMK2uBtjjDHGmNKgj4I0p4/LKpDpuztmhBJC2YWQ/nekPITD80WIqnTsG5wP4j20d5x70l6/uW4/4fBVqN6Ht/hvPo7zBpGB3UQGmrK5hHuEmW6U9W4vb1DF+yR4lwTvUsX7bpRjbi8P6jGyOldJkgv3uxeo8kAxQil5icRqRKpRjY5ZXFoIlVhqTvTFYodgKosliUx508r6oSjQ6nZ2BtcMsqP+OKpHEKkmHl8d2HVNyXJaeFhJ36Unwr1uL//XhYHu2HIGB99G5MHkG7vXqaq6mvbwPcldav7q6p5A9TQijYhU1ptloRtNKU2x8HWYc3L0pNnJ0nMpqzuNMcYYY4yZCncRyL3p4/oYyOvBx1OClEcRn90Eyk4cHi5CRKXFdTd7f9DnWFp3xHdOm8TpqH8Cx7nyQr8ikeXA20QGNvHCB773ORqlwY2yR0K8J7BZhLQdSAJzRdikCd5xe1mWv08sOM41HEhdzCzCLI1W2C6WqerR0IVSc+oUdBcRgIrcUOhrBM5hf7FDMJXFkkSmrIlbeSXncAN+8yAXtvV+teL6xJhJkWpuG2eX3pbuf1h8G5GB7wG7gSagD1hBR/313FR7KuPJ2ySOJlelqa7n5XOz8xd5kQnDvr2J7k59zyutoK9ZosgYY4wxxuSHNgK7fMaPgDwUeDilyGUtQnoSTTmIcHsRIiotLw2uRGQ+MERohl9vnbFuqj3r06/oQWZc8g6RgdWjp7pRlqjytpBd4kcghLDb7WXtpD6XYnNtN1FGsdgSoAnVfuprC/9cT8sz6TgehUNOV1dfseMwlcWSRKasyaNdp1Q5Xew48kplaaDXq6vrRrUfaGLg3KJAr21KksxhSKroUBgaMy5Iyy8d+wtEFqI6jOrD1NVdSXs4t7IMN9ftR/UAIiESic15Db74tqIMjxn5w79M0JBaKvhCosgSs8YYY4wxZgo0BLoLJKWUksZAVoDE/Y+bRpSFwJM+46cQOhCm99/RCx/UIO7jyY++mSwTnp3UfkVexYgdRAZ657z6xvVuLzsEXsm11JdASIRn9ChzczmuFMhP2Jv6nEqEZjfK/GLFVIK+mvz/dtpkeMKZU6QPdLaKEFzFniC4lVVVyZQGSxKZ8icVVjdYWaCdncHVSvV+Ie8EQNw7A7uuKWkyjzPA11PHf6Wqn3sv/fYJHLmajvqHJv2GrqrqnmRpgkXsi1VOclLoB8b2Y7rkfBV/8si7PpNbQXdbosgYY4wxxkzBvSAL04flNpAzgUdTapTZKBGEUMp4P3AjwvilsqeLGZd8HZFGVE9TV/fEpM6R0q+opuqnzc+E7/vvIqwe7xCF4woPo3Sp0q2Qdm+pDp2TiqeIpI04fv1qlWAXBJeql8/NRmQRqnFmzHi60JdTCbz3d+HNqMCqSqboLElkyp5UWAZdhJAmAi455yaeHvXAflag1zYly/nRR98/9ovfGkod/2+1nVe4M8NTO/lNtacQ2QKAq09WWKnD9BuCu7/9SWb84h/Tp8oySxQZY4wxxpjJ0VbQTT7jW0G6g4+nxCiNKK8h1KSMDyPcilNhVUkmIzLQBMkyfMKGKe3qGNWvKFK/4getv+Tf1khhqwpXOs3Mc5p5SFrY6LTQITBPlTElGERoL8vdRJ9gp0/Sy/oSASQSycXJ0p3TrrXJslJzxmTFkkSm7Mk3uo6rcqbYceRXwCsdbmnoQ8RreqcXtv2a6erFszPpHtiF47zxH8++UvN+4tPu6JdFqEHZoz1UT+k6qo+g2o/ILAYHfZrslimHkyhjmwM7+mn+v1/dCRpNP0CWge4IJjhjjDHGGFMZNJwsM5ey2EiPg9xTnJhKiFKT3EHU5PPqKoRDQYdUmuRxRKpRfZ32+rzsTnA/U7tg4Sf+4fOp4x8kGtzHzq3f4jRzh3NNeoJOmjmFz4I7raLsdoLIHIZg7PeYCLP1mO/34/QRGQgjshoAddMXV+aZlZozJnuWJDKVQaisVVJeyblgm9oLzyb/tIYendrDf1OeerSa7tiDOFXvgKwEiLl1O/v1MyuVsXW6BebqpUytn1BHfQwYaaT7dfYPNU7pfKUl/Q1vw9mvgtwIeip9uqwEt9L6MxljjDHGmILRHSBNKWNDwCoobI+PsqBsQ3x7wGzAsVJNAEQGFiAsQzWO6+Ylsag9VCPp94lv/mLe8JwPjjobzm1cT2Sgl5c+avU7Xly2+wz7zi0Dr6YOaJzKKbU+GY6sBGqA49x8WcETtVZqzpjsWZLIVATRysqki1AdeMm5peEDqJ4GwsRiKwO9tpmQ+xaz3F4edHs5rFHU7WXAjXLC7eUVjbJaTzL1hOK+2CJisRPApuRKsiNAC+3h235n/vHdojySeojAWvdNlk/puuHwTlSjQJh43KdURply2I8yNhkkNKMyC6RtnETReksUGWOMMcaYzNy1ID73i7IOnJPBx1NiXDYhPvcpynaEx4oQUenp0RAiTyY/2s4tl+fl+0Yv5QEhfedG1SXOZ88mLrsPiCHSjOO8QWRgd2q5e7mWfk29j1KatYfyK88t7PcZvSHwOEqJq16pOdWC9yLyrsOSQK4TEIXjVmrOFIoliUxFkEe6DqlSWT8otSgrHkZ2E1nJuRLh9rIM5W0RNklyJZwIYYE5IiwBdujPeN/tZcekajXvi82iOxbxanXLLFT7cWUVHfXX0R6+WBptiIeVlBJqAMI2903mTPoTbJM4qiOr1tbQHWue9LlKT/obX+VrIP0gi0F96i/LetCNhQ/NGGOMMcaUJ50Lfjv69XmQnUFHU3KU1QgP+oy/jnBHESIqTYODa4A5QAzYkI9TJkup+ZYRb25+6+xIvyJUtyZ7Ii/H1RNEBh4lMjC66W1qmbYaPjmFe84ica7htGpKWT1h4ZTLtperfbFFiMxG9Szh8HOFvpz+SedcESqr53aFLZA3pcWSRKaSVFbJOViknZ1Bv3nYjuowIs0V9rC+LLm9LEPYLUy8akqEGhFWU8Uxt5ddWdU57tFqIgObcPUE0I7qMKoPc/4XV3JzXdobNmkjLglWKYxJbIhQg8PuiXYzaZTZbpTd48Zy82WHQL1rqj457rxyI2xHiaWMLkFpAjmT3FHk16izE9z1hQ/QGGOMMcaUF61OlplLuU/U0yC3FyemEuKyCGVb2rhyCqEDGVtCe9qKDIRR9ao4CA8ly4BPmcbZJGRIgNxUe5aO+juoqroa1QOIVCNyP/A2kYE19GgIeCvt3MLsfMQYOOHA2A+p1loWFCma4tLkLiKRnbQVviSmOhVYai7E88UOwVQuSxKZiiHovmLHkE8iVJMIuF5tR30MkZEEwZ2BXtuMoUeZK8KeTAmiVCKs1ARvu708qscI+07qji1ncPBtRB70SsuxF0eupqP+Ib706aFxz30t/eKyyqc/0Rwd9rkZA9xe7lI4JrB8whIBicSGZIJyPi8NVka5Q2EY2JoyFkK5O/nBqWSiyOemTDZbosgYY4wxxoylj4KkVA/QOLACZNz38dOCy3xgD5Jyz6H0IyxGmN5/P6OJdCLSAJyktm5rxvlZcN9iFvB/Zn3ATbWn6KhfjLAY1VOINCKyjcHB3v9n6M4Z6SGXZ5JIXNKfU+k0LDkXGWhCWYRqPMBSc1MrjV9ikqXmTmeeaczkWJLIVI4QB1U5W+ww8kmLWXJOdTkvn2sowvUNoA6daWPKkMLzqnSnbVsfRaBahPs1wRtjdvhEBubSHXsD2A00ASeB6+kI38rScFZvNuQLvC7wkM81l7u93HUh1mM0uVF6RHhyZDWZ1k6ww+mWhj5EvL5Hjj7KCx9Mvc9SKRC+jaatWFyNjnxd5BTIjckmw6kHW6LIGGOMMcYk6UKvNHGaDeBEfcanD2U2EEFSqhsoQ0AHwplihFWSXj43G9WR+7Z7aJMp767SY4RR/l5k/GeMGsX/2cLS8AHC4asR1uGVvpv72Mf/95+mHS98fqpxFsVPOKSakqBUpl/VFpE7EQkhsp+O+jOFvpyVmjMmd5YkMhVDurriVF7JufbAS861h6OoHkGkmkRidaDXNsCFXURjGtGqMiTCYqeZFU4LHU4LV6K0KTyv4LtVO7nD5+vsH2qkO7YN6AVagRjCOurq5tEeTu8zlIE085iqTxNOYbP7Fs1uL3dpnBNC2jb6id+k1dU9AZwBZjLjkq/nGldJEvqBvSljYZQ1owYOJXsUWaLIGGOMMcb40AavzFza+EFwngg8nFKiNKK8gtCYMh4HbsPhSHECK1GJxGZEQkD3ZO4FU+lR5mqc7wt8dsKJVeOXJ6dN4iwNP4XqFag+dTZxWfyse3nqrPLcSdTGMHAqZbiykheZ9Gg1XLj/DWQXkZWaMyZ3liQyFaayMusi1Gi8CPVq1Xk6GYCVnCsCdUbKkV0k8C1pTmng2cJBp5kVxLlSlZ2pZeAA/vqnf/A7xONvc/FN2XYc50qWhp+ayqoxCbFKdeyKPIEQLm+I8KSkruIDcDP0SmqTYdD7kh/dy75Ypbx5/pbP2N3o6FIYcsh2FBljjDHGGH+6DWRmylgMWFWUcEqFUoPyGv47BtbhpCzWmu72xRYhssgr8819mQ+YmEZZrVUcFsmQIMpWR32Mjvp1VFVd/aPEr340+qVBt/ZXkv2Kyo+MrQIiQsO4O6sq0eDgaiAMnMxHYjIrVmrOmJxZkshUFPFKzlVYreEirICor92L6lmgiZcGlwR+fTNn9AeqDBFiy3iTnfn0OS3cJglaVC82xuyL/8r5rnNf/89AOLk77Draw7dzU+2UyzLKPGLi0pG6i0lkwkalv5HxxO31e4GDyV5Jj08xzNLgEEU5OGZMaAJSei/JQdtRZIwxxhhjxnLXgLT7vHAHOH2Bh1MqlFByB9Fcn9cexiEvvXYqRo+GcPXJ5Edbsi037kd7qHZ72QHsGCktnlc31Z76nRnfXzp66JGP7/tlBgd7iQwsyPv1Ci/t71qn126irwIgydYGBeZu6JxTcaXm8KnkYkyeWZLIVBTp6hqmMkvOBbtipk2Gge0AOO5XA722Ia1UAhyXecQyHnYtx533z93zHz549Z9uG/gzrv7fh2ecPn9FP6q30VF/He3hvNYql2s5DmzI/oAMO4lGJBLrUI0D7XTHFk4quFIjfDttTNN3jFnpOWOMMcYYc5E7C9icPq7PgzO9Sw8puxGfqhvKdpz0HqrTXiy2HpFZqPZz/hePTPY0eowmvZTDIqzOY3RppJlDKqyKu1V/defA41ue+HhdDJiLSA+R2J6yqjoh/MBnrHzin4qXPmoF5gIxfv7znYFc08EvqV7WxK2sqkmmNFmSyFQckcr64SlCA8UoOQfPeg/qZQmRgaYiXH/60pSycZJeRi5NZCBMd2wzicSJfzj/e7+7c2hFPJaofQy4io76nYUI0+1lGcoDORyS3RvhWy4/yUiSEjaXbVmB0YRulOMpY3NRvzewligyxhhjjDEaAnaBpJRx1j6QO4oSUqlw2YywLG1c2Y8wvf9u/OwfakRk5L5tA1/69KSqr7hRlmicY4LP7q0CcK7huRlfSPzRn11/3z0j/YpQjSMsw9UTdMceJzIQDiKWKdH0nUQony9CJMETZ2Rh5M7Jft/lfs3K6kekymn5RtfxzDONmRpLEpnKU8WBSis5p8UoOddRfwZJli4T8dnxYAKjE+zA6dEQkYE1wDvAekRCqB7AkavoqN9AR33GHUg5hxOlwY2yR4Q9IjnUUp7o80i3AYgBczg3uDbHEEtT1ruJwBJFxhhjjDHTna4HmZ8+LqtA8v4ev2y43IuQ/l5YOYSwIqsFdtNNPL6JkRLkk1hAqD2E3CibBF4RoThJmVH9ilA9gEg1cC/wDt2xtZNdWOgeYaYeo0mP0VSoPkHiU24OmF2Ia5WU/UONoN6iSOHpIC7pdnbOCiqJGRhheu8aNYGxJJGpOMmSc8E0wwtOcfoCKd/y/q9rvV/wJiBjVomI0OS+ObZPEeBt3R4c7EVkGyINqJ5GWExH/eKp1JieiBtlicIJwWflXgYihLN+491RH0OSZSKUTbx8rhIaez6HMrZuvLAApdV/uiWKjDHGGGOmJ50NbPIZf8LrYzlNuaxEfPqWKqcQbkUqa7FoXkQG5qK6GgDHuSfXw/UojXoprwk8mO/QJuWm2lN01C9GWIzqKUQagGcYHDyWbaly9y1mub086EY5JiHeI8G7JHgX+LHbyxtulPV6NK0E/KRJM2dV08rHV365ufPn70QkBLq/UM8n0sRZHsh1AmSl5kxQLElkKlPllZybqQ90jvMguYA66g8CBxGp5vz5OwO//nQl/L8+Y1+78OcXz84kMrAbx3mDkfq+qvcRDl/F0vCBQoSkq1imygAAIABJREFUxwi7vewQeEWY/BtmzbYvEUBt3VbgJBAmkfC5SS4z3qrGb6WN66ivbfpBligyxhhjjJlWNAS6A6Q6ZfwUyPTtteOyCNiRNq70IyxG6A8+qDIg8mTyQf1zLK07ksuh7hFmahW9AqXXJ3Zp+ADh8NUI6xipQAHfo3vglfH6FekxmtwoPaK8I8Imvx0nIrQKbFaHdzQ63mK+SRmbJNEKTxL1aDWwBgDXeTaw61qpOWMmzZJEpiJJFd2qDBc7jnzSYv2yU/VKZIncVRb1fiuAVNGtpPUlWvmDI1f+Nt2xB3Gq3kFkZIXMdkKhq+iof4I2KUhpBfctZmmCE3lpTprI4c2w9/mMrHZbw4sfpu+mKjfCVlJXkQntuD47xS5OsESRMcYYY8y04VdmTuPAKpCKusfNmst8YA/C2JJiylAyQXSmKHGVuu7YcqAVGCI0475cD3fm0ycJblSlO//B5UGbxFkafmpMvyJkCa6+ndqvyO1ljcY5IWTX71mEGlVe06hfD9lJSNnlJkLNeFMrwsC5ZYg0onqam+v2B3FJKzVnzNRYkshUJOnqGqLSSs75NrgPQEd9N175szAildEbpsTJPM6gPDdmDEIfu588GiK+KVl/+RDQQnv4dpbUFHTVnHMNp4FbVTk01XOJk1NfImgPv46yF5EQVVVPTvX6RScM+/YmYqLdRGCJImOMMcaY6WC8MnPyCDjRwMMpBcpsIELqQ3UljnAjgq2y9+Pt5Hg0+dE3J3vPKNdy3GmhgwTzFPamLWYsBen9ikIk+xVd8+rBP070yn4RtuWamBGhRmF3PkvPTRvijlSiCaQXEVCRpeZw9dVih2CmD0sSmcoluq/YIeSTCE36J53FWhXxTQBU706+2SyMlz5qJTKwpmDnLycOjyhjd8Ndc8k//9LXa7cM4soq2sNfpD0c2I2i08wRp4UvqssKVd/Gm1lR5TdyvzgbUB0GFiRXw5W7raTvdFyJy8yJD7NEkTHGGGNM5Rq3zNxx4OGihFRsSiPKK4jvQ/pVCAeDDqlsDA7eCzShepq6uiemejq5luNOM7ciXKVKaSYsR/oVwfXAycaq/93w3OX/5ZuO6A1+0xXiCq+jdKnymN+iSIFqdfh6oUMPXI+GMk+apO5YMyLzgSFgZ8Guk0rE9+tcrlTpc77RlVOJSGOmwpJEpmIlS86V3iqXKVCnSCXn6ur2onoakUZisfzvJnr5XAPdsW04zhuIbGb/0LRfqeP8aODsMz/5yrHU8U21D/8793N1p4oRE4DzBZ6XIa5WuM+n+WZG4jAv54suDZ9GLuwMfLSgicogePXSt6aMhci4mwgsUWSMMcYYU7Hu9SkzN4xXZq6i7muzotSg9CA+5aqVe3CsDNO4Xjw7E9UHABA20Ja/MoVyjjNAQ84HxnOsKDEV7eHXqaubd+SXF/7P2aH/mfZyMjn0MHGucJq5XlrY6LSwwWnhiyosTl2sibC24nYTDQ7uITKwm8hAUwHO7n3vqe6koz7nZwaT4XZ2zhSYn3lmGRH2FjsEM71YkshULOnqOltxK4u0SNtn2ySOyLcAELk7r6tOIgNrcN13GGlqCDWcP9+Zt/OXmx4N0R1bi8i7dw9887rj568e87JACJc9eoyi9YeSNoadZp4Q4UqFp3IpOaAuv6U9ZP/9s29wPpGBXpAl3gk0zrnBDDtuysLTpCex16LZfF0tUWSMMcYYU1l0NqjfPdBD4JwMPJxi8xJEryHM9nltCw5bihBV+XCqHkiWKAekk+7YwnydWi9lkcjYhI8qsbTESpG5l8r6z4Xe+/ep46fPX6ErPvqL7zrvDXzLmU9f6uvONRzwKf1erQ5LChlvoLzvh/Zkn+O3iQxsylv/6cjAXKAd1TiO+JVZL4zzLAvsWgER1ReLHYOZXixJZCqcfrfYEeSTCLN0Q2f6G+Ug1NXtRLUfaCIWWznl8+2LzSIycBiRbUAY1WFUR8oorGFfLH3FWJFoDyF9k4VuL9vcKHvcXh53e1nrRvO8UqU7tpDBwWPAM0A4Tujknp8svT31DbcITRpnR16vPQnSzFmnmXXJkgNZNaMUYQaXcm/GifuHGumO7UD1MCLNQAzYQDh8FUvDky53VzIcTkPKyiChGsgywWOJImOMMcaYyjBumbkjINMvGaKEkiXmWn1eex6He4oQVXkJh9cBd6B6FpgDfI/ugVfyco+t3Jk25nKXJLhClS2TqTaRb3qURjS5m2WUv/956/vzfnxIvvvTm78MvMO+2F2+C2CF7/ic9vcKEGrwvM93c/KjPkSqEXkQkXeJDNw75QXBIncn//9coPftxaq6UyCq9MkjXVPuCW1MLixJZCpbFQeKHUK+qVOkFRLeFvVvJj+afE1e7+H/Nlx9G5H5qMbx6tReRUf9Qyh7EQmhPD71oKfO7WWZ1vA+Dt8TYY3AMhHuFeEZgcNuL2+7Ue6d0vbzyEATkdge4HvAnOSb+Tuoq5v3jYUPb0fTb4REaHej2SYUCsu5htNOCzeitCmZG8cqbBj378vbSXU/8fjbwOrkEc8RCl1Fe/gx2iqo1IZc+Pd0kXJ3druJIItE0aPp48YYY4wxprToWv8yc3LbtCsz5yWIdiMs8HltP8Kq4IMqQ20Spz28FbgSeMK755YluPo23bHNk901olFmi7AoZXhQfsqLci39Tgv3SIgrkj1+ipYsUodNIun3VP/xF4d+bcj9d9cDJxFpQHmSWOwE+2JjPif5mKgqqfdYlVHKLBZbjffMoR/Vq0FvRfU0EEbkcWKxt3lpcHK7pvbFZqG6EtU4wiP5DDsTcXWdKs9XTMsJKzVnisCSRKaiOV1dfUp688FypUpcyKFUV/7tBGKIzCYy0J7TkS98UENkYCPxuFdaTiQEdOO682gP30ZH/RkAHDYkE0ftvPRR+uqxALlR1ouwR2T8mssizBZ4XKt4z43yTE7Joh6tJjKwCXgbYVny834CuJL28NaRhIjTwlbFt+b24xr1WWHnI4jydNLCQaeZecBtCv3jzoNadUhPYOyLLSIWOwE8ire7LIrIdbTXr2JJzbjnK1vCcTQlke3dzOSQ/JswUXQ/uJvTx40xxhhjTGnQJvB5X4x0gRStD2nRKDsQn0WRyiGEFUiFPAAOSkd9jPbwfThyFdCdvAdfn9w1sj7XXSNK+i4idXlW2i5WvpB5xKSFjReSRRPcFxaCHmUuMrLYcCxpIz7Sr4iRnVYis1FeIzLwGi+fm31hnnBkzLHC7GKWfM8LLzm4KfnRBu/7o34v4fBVCOtQ7UdkFo6+QmTgtZx3nikPIBJCZH/Q1T/kG13HnUc2riCkVylsUS2t8oe5slJzphik2AEYU2jun3SuF0fK+kGpKjGE7VTpt52urrS6uYGKDGxEpBM4Tnt4XlbHdA8sQ3kSkZEEykHgPtrD0XGu8SQidwGHaA9/MQ9R50yjrIbcS7qpEhPhm3zMltFvltN0x5YDjwMzkwceoKrqHm6q9b0Z1JPU6M84JimNWxX6JEGLXOv/5ts9wkyqeAY46rTwsN+cQtAeqqnhfoWviVCT9jrEJcFn5Vr6kyuONo/qO3QW703r9qDiLRplAdCTMhZDuALJZfWdtoK+BpL2dw26FWTdtFuJaowxxhhT8tzvgaT0i9HjIC3T7r2by2bEZ7GUEkVoQ9J2dphcRQYWILIZmAuA6mmEDbTXZ9y1oMcIa5z3Rt/bqeJKiN+QeZwZ97geqvVS1kqCg3Jt5qoTU+VG6RF8dqIB0pzyDDQyEEbkAVTXe9VMNA5sBR5yZ9Z/XYT7R09XuM5pHps8yiGuYzLy9+6dq99p5jOTOdekRQYeReR+VKN01Lekvd6j1cRiDwD3J/8+hhF5hLq6zBU99sVmJavFhFCdR0d9wb/WE9HOzrDGuQvkTpEpVH0pAlX6nUc2Bvu9YQy2k8hMBzPKd5umKn3q6j0S0iuchzfeV/QEEUBV1VOoDgNziQwsyOoYcfouJIhUu2gPt42bIAKYMeMRvB40rTnvWMoD7aFafVf0ZZbc1v6o1vC2Hr34JvCCyMBcumNvALuBmaieQlhMR/3i8RJEADKHIXG5Na0/EczUKnZpT/oOM7eXZVRxQoQlwG9M5vOZLGljWFrYKC5Xqv7/7N1/cJT3neD59+dR21YmstVtkwnOkBu8A7OwC3VwSDauw3doB9fALjZqG+egCq/xBghOzBoqUIQDRmiBYA77IIcTiGHWeM0O7Bi7BfYMzsFcs2Vm+SFRUAc5uDMzZiZMwkxwuoWVRDat53N/PI+w1P1I3S31D/34vKpSKT0/+vkaJPE8z+cX+xTcbvsh9KlULSGW2IirF0Fm+zflO4CxwyJABCCcQDmRti0MLM3zgzorigKChbIU9IDX794YY4wxxgwMujAgQJQCXhiGAaKNPQSIriA8YQGiAolGTlBdXYvq4jtVI8jbNCXjvPPJhN5O1Q4WZiT/CR/0FiAC77nQqWFHKQJE2sz0ngJEgbpVWun7fhXMi4h8vPM3S76WfrhA3+dDK6PTvi7tnF2vKsj7GXOcZYHH1Ek70ch6KiomAicQqQQ2kkxuDDy+K1dfutMtpswBIgBpbEw6mxs3SUgfUtEXtNR/3v2T07xnYwrNgkRmyPNbzpX9H6l8KFxQ9FkJ6UPO9xt3SGNj2Yc/3vHkfTcR2Q3gVxRlN6f6NF6rOhD5o6zHz666geoP/K+29Xt4Yp60igVC92wThRsq1EoNoim+rsoLqvQY6BJhtDq8rXG8AbRHbo0gltgFNAPTgCSqKwiHJzInnNPsLHmECwIvZGyHGXovd/4utIURbgtv+63yOkvi+z+ktA/83tTP08G/VtCu+264v7veH5JZiepxKiomUh9eQTQycL7fS0FozNjmzSaqDDi6tw86CVLXQ6BorgWKjDHGGGMGCncUaFC3ix3g9KlSYdByWY6wLmO7cs2vIBp6bafLqU5SfkLeeFRf9hNAp+M454kldnHkVnCrdc1sNYews7iLzZ2eJ6zw570e09JDG/k54avUR54AvHlFEH7r1/P/bcb5yj/v69oCZiRd68tn9ZmrO72gj+7338/07Mn7ruDKn/pfteF2/LDX499vGwks8r8q6SyibKSxsd3Z2Ljb2bxhLGh0MIyjEPS/lHsNZniyIJEZHgZJP09V3ke1ztm0YbKzqXG/NDYOzAyyUGirX/UxnaZkTY7nrAHagGl+q7XehcMv38luam1dlPX4wlqdvkGU+c4ULyjkTOW6U8tup5ZaFWpVaQr6EBHG/PR3/kWYWGIlrvsRIl51iOpuHGcs0ciOrGXb6Z9Zwz5VP+DWdTusc1uY7bYwW+G8kNbLW8oTJOrkPMJPUH7SddvY0N+G/iD0t9dRjRKNPN5bJdWQFlxNNBLNt5oIvN71vQaKjoEGtKQzxhhjjDEltA0k7aWxXvNmEQ0jLosQMoNlyg2EWRYgKqJoJEk0sgZHJqIc8qtoluK6HxFLrOyaqOm2MDug7flPnSnklOxYbHqGSZripyJ8pdcDKzLboHfTZV7RldtjPsnY38dnanUDzpMSBonebZ2NyExU2+noWJP1+FgijLjb/K+28vSI3jvapFKr/aqjE712jCmwhriGlrS4y799RnNqJyebGpucTRseQ/Wxnt7hlJsqNwmlvRswpkQsSGSGhxAHy72EnqjSrso+7dCJzuYNT8jmxhPlXlNWs6tuILLf/2ptzufAVgBUNxLX3qsk6qQdWO9/tcUfslh07jnGBNwAn5Da4H+onSm0OLVEUepUu/cnTmj4byf8/K8/RGQbEEb1OK47mWjkBZ6872Zf1yhtvBBYHae8K/CedM456noOjNRLWW6Ki+nIrRGv//q5SPrm/zbij79JNDIgb9BKKqiaCFbnX00EfqBoMmhA0E2me7OLLFBkjDHGGFMeOgMkKGnuBZDh01bNZS6wK2O7N5+zDmF4JpCV2pzwVaLhZ1Ctw6+iQWQbyeRl3m31Z8YGVBEpO0q70GDawkKt4JQIGe3h+qROUtSHd7e5VWM+6Yi0dt116fb4R/r0XsJNazUHCPxN3xeZh7hWIm5nIPaVrAEfz2pERqJ6lerqV3o98v22kah2JsOWNMj98ypdCLL9doX+bHGz+9aSc25OCcyyufGks3lDVCt0rCq7VXuZJV16TQM2WdwMeRYkMsOC09h4daC1nFMlqbBJQvqQs3nD886Wxkv5nL+kRcctbnF35foPYcEJm/1qovps/Yvv8G4wrvnVQZk9p9OFw/vw/t7CQPY+uAUgSuZ/i5K1Ek1qOeHU8qgqz/yqo/q/HvntrJ//d7/46T9DZAyqV+9Uyzz9QF5/z4HXqqMd4RlVurVlE+Gu3s7T32TenBZdXEM0JZfiuh+dvv3II+m7fzf0y98p+ZoGIq+a6HTatj5WEwHIDb+iKChQNM2vKBpUAzyNMcYYYwY/DYEGtOjS/eAMiKqMklBmAAeQtLmqSps/g8gCRKXmzSuaDLyA6k1ExuDoe4/95V+eFmFm10NV+SdpY38Pn1QSGqfSbeYN4A2hL4l1WUQjyftDiRc7v0wR4vu3Vn4dkY85nHwxr5b4EvgcXpoZOa2ty/13Eje4/fnWrMcfuTUOWAmAOiv85N2epVLfvVNFFI2c6P+Cc/PceQ3jz5EWJCQiC1BpXtLsnvpWszu3IYe/H6ex8aqzecMLEtKHUG1Mf79SDtZqzpSTBYnMcDIghr+pclVdXSEhfdDZtGG9NDbmVUK/+KzOWNLsvgdcFmSpugHl+aUwJ3wVEe/PtKLiuzmd491gdJY3r/Z71/Z2fArVFf5XS/0blmLLyAwSzfEh5citEc71xB898PNr/+OcTw58rc39chuwhnB4YqGrZZwpXBVhST7niFPilnOxxHRaW8/jZQiGP+kIXws4qiQVYoOCEHTT3sdqIugSKAroOS1TQeMWKDLGGGOMKamVIGnPNJoEWVWe5ZSBMg0lFhAgSvkt5gb8zJAhy6+iAcYCr6Ca+u69r2Uk+gnskrryVV/oeUbrvZwSYWExr+NMYb/CClX2rkpuXHzwt097CazKTpLJi3cqrbL7/fQNmipBuznvfUtnK/01fOOr2SsVOzq2IxJC9QOequ79HZpXVeWNBnDl1f4tNj/3pHStiGTOmBKZqiJv/+Je/Xhxi7vSDyb1Shobb8jmxg0S0gfV1RWqJQrgpbFWc6bcLEhkhg1xyzuXSOG0os9ISMc732/cIY2NOd9UPRfXykUtunBJi3teHI4hcudmRESmLTnnLijOqrPoLCdWXcDhZG4BiPrwQbxhgWFSqezVQdHIiTs9kjs6yhIQ08whk93FNdRt7pBICNhHKDSW+vDLWbNv+sBtYaoq/yGfc5QSBYneuTmKWOIAInFgApAEXvizyOLM2VJahuqmgUpoQtMqHvtVTQR+oOhx0ICHbRnnBYrcjPaExhhjjDGm0HQkaMbsU2CNd882DLhMQDmKpLXBVlLAfAsQDRDRSJL68Kqt1Q0z53zpLzN2f9QxZm8ZVgV485E0xXmBSaW4nlPDDqeWxTtmrNlLdXUtqov92cnjcPQ9YoljWTurKFO7f0m7M5Vc2r71z+3bDXht71uIRvZlPT6WqPdnF6VwZFkOV1iOl/R5IWtAqYCWtOg4FbJ0ppFRgmy7p0N/saTF3bmkRbMmHEtjY7vz/cYdEtLxij5Thm5E1mrOlJUFicywId9vvFCOjABVmlB9zNm04VFnU+OhfH7pL2nREUua3XV336sfO/AGSPCNkLLl25fKMGMkGrmA6nEv0ySgT3FPxM+UU11ILJH95s5hDartiMzkcHJm1uP7QQmsGvo3PZ7wbutsksnLXeYOnQZqqQ8/789hKuz64oS0mQ3AhyLkW1n1B4VeTzdxraQpuQ6n4iNE5qGaQnU3jjOW+vDuL8uvMwaJqlOeLJ0Bq6Czie58aBvILNATAfvGAc2Q/abZGGOMMcb0h24DSUs+09MgZXvhXlLKOOBYRoDI8ywOh0q9JNO7Vff9H/8saPsf/qL5WLGfy9NpnJDbwkaB9yRbEmex1EmKaGQvMB7Vl/13FDNwnPPEErs4ciujskXPMFKE9BEBAZ0eCswLXHlJml90Z+mZNzN6m//VK8wJ9/6cHkuEEXnJ//ySziJS1e2C5NjuTypBXgQuL252jy4552b9vpXGxpSzqfGQs2nDZFTrVEvTlUhE/6IU1zGmJxYkMsOLcLAUl1GlXZXdWqFjnc0borK5Ma+MqM55Q6A/Q2SjIFlaQsmo27/Vtf1Zcz9sBkB1adb2cZ3mVJ8G3e9X3GzLfnz4KviDMV3dnlf/3zzJp7Sokl6GXa/n025E3/lkArHEMRx9D5ExwHVceZZo5FHqwy3FWJt7lgl6L80IDQJ9+TMoXiVRLFFPMnkR2Oj3JD4J1BKNvMCT990EQJiScV7HwJoVVnY9VxNlVmHl98FtfkVRwMO3jPRbz1mgyBhjjDGmKHQaSFr3B00By0CGfua4Mg4ljpD5vKiswCnNc7rJkxJJ3/TfPnv4c0TGoRwlljiac0eR/izjDCP1Xo4KrCv2tXISjSSJRtbgyMQ7XU9EluK6HxFLrOz2vqKCjKCEwE+KvkbH2ea3jTvIU/dnfx/V2rqyy+yizTlc4YsqogK31u/NknPuTBHpU4BSRGaicnRxs3t5SbO79DkvMNb7OZsbTzibNzyhHTpRlX3qVT0WnCptVDB85tKZAcmCRGZYEdWi/mOsyg1UGyWkX3c2b3jBaWzMq0oifd6Ql/WQGxGWf/OcW9qZM+C3g9PTiFSSSuU2mwigo2PNncybpsTcHM7Yeqes+1ZrP9pv9U7qSEH3PrAihDWFN7TyyK0RxBK7cJzziMxAtR3VTVRXj+Wp6qIM7/Szplbi0NyvsvoCtXZzm3nRbSHuNnP0/KmJG8JH/u7/QiR2J1gG86kPP0Y0cifYoXEqgW5/z6q0OQ9zqRBrGlKCq4nW9q+aCLwXEDI/S6BoWv+uYYwxxhhjutMQ6M6AHbvBKUpy2YDSW4AI1uD4yYBmIHo+fcODd/3Tv+1SRTMTVy/TlNzmz6cpOPc0o7SCZoEZxfj8fpkTvko0/AyqdXitycKIbCOZvNw5r0jhj9NPU7fIlSlNyRl+27h2HFmf9fh3bo5C/aRjdVZlnV3kBVe+5R2vP+j3enPUENcQLkG/S/MiIuMQ2XVPlf5icbO7ZdHp7O3XnS2Nl5zNG56XkH5d4RVVkv1dR5qmfEZSGFMMUu4FGFNq7toNPxOhoDM4VLmKo6+Kw758f7E/F9fKu+5lnoO+1GM7uZzXoR/sqXVm9ecz+sTrXRsDkqg+RDSS2z+YscQGRBpQvUo4PDHr7J5YYhEie4AkjjP2ToVKgWkz0xHi3bZB+7+++faPPmh//N+BX1WkehBYQzRyrRjr6OQ28yLC9j5WD3X3KXf5gbC+reUs88ThQNdtbe6Xeee3T3TEP3ts/5vJuS8G3VT6rQG6ZX6p8oFTS+m/XwcDl/NIWkDQy7IswEN054sKCQi2qt+aTqwfvDHGGGNMQbiLQPZ036Y3QMaDFPpF48CijEQ5hQQkqyk7cMjeBsuUhdvCVIFTXbepcsWpZTwAscRoYAsi8/ydN4D1hMP7qCtsdZyeYZI6NIhQ368PquAhmcy1wqwqTVxDJJML8TprjAS4i8//6je/9+DDIem4t/MwhRtODQ8WZQ2d62htPQ9MQPVlopE1Wc/x5gnPA05SH34sh+OXI7Ldf48zvtB/3z1Z3OKuFCR7J5o8qVfV2aTw6t4aJ6dWgNrQENbbLERktQQHwPNdRVQ2NZasIsuYIBYkMsOOu27DdiHbkLvcKJwQ9Ad9+WW+pEVHoLpUhe9kbyeXB9FZr09xSl+m2pQ8D0xCtZFoZENO5/z5P1Zx190f+TdRa6gPv5z1nFiiGZEaVHcTjbzQrzX3wm0hLjC967bTn9fy2D8dJUXoAq67LKey7UKt5ywTELaJZJar52m81ATOXcptHS3sFPyqqgDqVRK9D/yFdHBdQ4Rw+Y4ICwMOrpPa7lVbxqfUA7G0bTcQxiIZ7RD7yN0OEvC7UNtAoiDHC3MdY4wxxpjhSsOgl8l43tP54AztFmtegChO0BxVCxANeG4ze0S6t7xWZZlTy2vdDnz3V9MQ2YbIVH/LBWAV9eGCP0voGSZpBWuB+j4lUBYzSNTJq6haDSyfVnmm8sOvdH98V2WfU5tZoVXA63uJtao3gbFZE3hjiemIxFFNIZK9dX5cK0kmP0ZkJKrPE43sK9zie/btMzoy5ehlJH2uW2GpagvKq1/7tRxqzCH4pQ0NITpYoMhLfe36okqbhPQrVklkys2CRGbY0bUN0xD5sM/nez1Im1Dd6ny/Me/2AEvPuhM6HL4jsDCfdnJ5LPDqg20yPpd/0AoqlliIyBuo3iAcfihrVVD6eZAkFBrP7KobvR5/uHUqqqdQTeHNvCnKTBv3LBPUkRYHvafr9g9+80fvzeo4/lSpsmXS6VlmqMO2Pt+ACLOcKX3sdXu4deozle+88WcPLBkX6mcrXlWanFqi/fqQoS6omggaETYU8CJbQL6XuV1TwHxwbICwMcYYY0yfuRtB0uaoaAs4teVZT4lYgGhQ0ziVWsUvRai6sw3apYIHZXIPbbbebV2Ao1ugs2uLvo/ICn++cEG55xiDyxERv6opV6UIEnU6nBzzevjfH1n85f/UbY2fpUJrK6emvl+Ua3oBqst+Eu4L1Id393p816oj2Et9eHEO1/CqiOA61dUPlayKqNndIyL9nNObO0VvCPIDYO/rNZJTBxt3bcNMRFanJxtnvZay39m84dm+rNOYQrKZRGbYkc2NJ1XJu02ZKm0KOwjpeGfzhmfyDRAtOefOXNzsHnUduZjvvKG8iIz5xb2sLMpn9yYc3o/qVURGkkzmPjMoGtmHagsQJpXamPX4OdWnQff7wyH73Y82UCwRdn6efG51svGu9F1//DvXDSoEAAAgAElEQVR/NUu/LNOLct0cyMMcl0+pBZ5X6D2gFsQl/7lV77eNpCn5Bqqn3v7tU+Pm3dz760THfYm8P8enShIle29kk9kaQHkJpYDZU84a0ICHdAkBB7z2KMYYY4wxJn86GoKey2RVqVdSUr0HiPZZgGgQuJeZXQNEACiHegwQATxVvZ/q6rGobkK1HWS2P69oe6HnFYnDTeDreZ+YKsyM3pzMCV9d9Dv/qSJ9849/++9Wds4rKoLv+hU+V6iu3pv16NbWRXgBoiSOk70tXVxDiHhzqFVfLVWAaMk5t4agziRF5Hf72QL6s8XN7p6lZ90J2c5xNjd+4GzaUIerk1U56CeYZ7+W6Dv9XrAxBWBBIjNc5dweTpUbqK6RkH7d2bRhhdPYmHMmzHNxrVzc7C5a3OJeROWoiPS3VVhOVHXtt89o4VrY5aJOUjjiDS0U+S5xzb38W/2X1KoLiSWyV8iE7loFtAHTaErO68tyA8U1RCyxCLgMrNzR9m3n/7n9z7sFQwRC6vCWe7qwc63yIXWkpIZ98ikPoTSq5tV+7F/kfKT357GSVOoy3Lkp2/tOau6Y+x+5dT8ujyscVMi5LFqVKyI86jzMpTzWPDw5fICmteMTwijfLfCFdvQcKJI94K7L3GeMMcYYY3qnWzITA7UJ5ERZllMKvQeIDiFkr1QwZafK0+nbRHkz64l10k40sh4Yj+pBRELAckQ+5nDyxbzeEfS2vhQL0oNYqvwin+fSYnObWSrCH6Zvj7U/GcHR94gljuX07iNX3owoLyjtyIqsARwvcLcFANXGnOY9J5MLgFF+95jeq5QKSF22i5fEWAZSKSKLXEcuLmlxjy1qcbMG+OT7jReczRvmS0jHKuxQ7fn7UpV2KrA272ZAsHZzZljStQ0zEDnW6zFwSdBXqeBgvr1Bv31GR952WIrotwo6bygPqrp/T61T2pLV/vSn7RyWqHqcaOTxrMc3Jb+Hd1NznerqsTm3t+v582YA2/iijdslYIX79fA1XM4H3ISelDbqpK6ffdcKQM8wUh02IizM1ptZlb9zanPIoDqcnImr2xEZ5594GsdZ4VVypX1mCyNUmQv8G2B6RtaZd9024JAIq6Qm/0q+YUuZDsTTtrUjPIT0oZKsV+484C0Cb8D1NZAVUJ42i8YYY4wxg4s7FeRU922aApkI0uf5oAOaMgLlw14CRPOR8j87md5pnJBW8QsRRtzZptyUNh7M+9nXm1e0HZEa/4OuILKsv/OK3GYuS9r3mSrTxOVv1GE1sFAkoPtCiWbi6nnCmuLj9DV85t51ovIf/uk0XuCs0p8DtI9QaH3WtvvZNCXeAlmQ8/uUWGIXIkuBS1RXT84aVIpriGTyMiJjUF1BNLKjX+vN0eKz7jxx5EAprpUz1asIPwxVyt4fTZCsCbva0BDWFC+CfEeEbu8HVWlyNm+wNvxmQLAgkRmWtKEhpCnpduNzZx8cR/VVZ3Nj3nNblp51J3QIL4mwoGjt5PLz2Os1crKkV4wlViKyDdWrhMMT85hNNBqvf24lrjzBU9Xv93q8F5C66N+kbPIzlvJ3ODkG1e0gXkaI6k1E1lNdvbfzRsk9yzxxyLgxUeVlpzagJViZuGeZgLBNhB4r1hQU4WFnCsHtEg8nx6BsA+q9E/QGsCbXgJ/GqeTLTMNhFDASpRLhAp/ygdQNnMyuQcXlPYTuGUtF6+XuzgUO9BAoOgQy3wJFxhhjjDHZuHFIb1Gtu8F5oSzLKTalCuUowrSAfRYgGkT0LDNw6JZQq8p+p5a+J6B63To2IjJydOjvQd1j19zR3+7LvCL3HDNFOdptfcLfO1P4/TtfnydMiuUKL3UL1JQoSOS2sFPgxW5rVK5JiMkymSSHk2Nw2YIw19+dBLZSXb2jT8mvXec2u+5knn6g964d73wyAcc571d6PZ5T0K7rLOnPP/s63/hqPt1M+uS5uFbec69+BFK2Li69Uk0q7HNC8oMfT5ZrWQ9vaKjUDhagslrEGwOg6LPOpsb9RV+rMTmwIJEZtty1G97ygjng9wo9KKqvyvcbL+T7WUvOuTPV5aVStZPLlaq2fK1NHm0sUa9YIL2aKL8Mk1hiIyLr/ADT+KzZLO+2zsbR97yex4wnGrmWx7XCwEZgKSIhVNsReQ3VzUQjGb2W3Wb2iJAxn0WFWc4U8g4oFpOeZYY6bJMvqqK671dOO7U82m3jn/9jFXfdvRpY2SWraUdPfx6mhJRJwPm0be0I45FiDF7VaaBHQTIqwkBPgsyC7BlTxhhjjDHDk84A0rpWaBJkPEiBK8EHAAsQDSluM9tFWN51m7rMdx7mYL8+OJYInx35r07V3nV+XDuV/IfkytSWT7/7CrA1n+dNt5n3JD2BTviWTOH19GPvBIuEb4mXwFj0IJG2ME7hYkaHj6BrxxLTEdlO53O7V6GyhvrIoZwv6FX4nPKrtfZSH87e0rEpGQemoxwiGn4mp+vEEh/5CbqNRCMbcl5fPyxu1g0iNJTiWv2haArlfRF5NdckbV3XUK/Id6RCo9LYaM/WZkCwIJEZtnRdQ72qvIGwlwr9gdPYeD2f85+La+XdVboA4SVBsg6xKxdVXbyn1sk+tLCQmpJLgV1+Fcr4nG/6vEDFR3kFmGKJY4jMQPUg0cj8rMd7QawXEVkLflaRcgiHNb1lMuklqrSdU+INdvxiu3KTDiY7U8nr+6fYNE6Ie1mgyv8mwlcyDnB5XB72e996c522gT9nSfUDKipW8OR9Q7MVxmDk8naXTDOPN/j3+SJdcAJwjMB2mXoJ5PEh+ZLDGGOMMabf3PMg6clajSAbyrGaorIA0ZDjtvAz4Yv5uwrtUslXZEJec3AzBFUoPfjz/5cbHb+bc+cK9xxjRPmo2+cqbdLGV3rrWqFxKvVelkoHJ+QR8k4KzkdQEEvhkFNDcDDGC/IsxK+08ree8N+HZF9r57sXSOI4Y7POFvKe/Q/klWgbS9QjEgOSqD5UiiTSb53X0dqhlwdIh5486AUX+cHtTzn4Zn9HIhhTYhYkMsOWNjRUApXS2JjXP3ADYd5QPlT15uchGfvmZCldNUj3frX5ZZp0LWPO5Qaka6m0yKNBM3PuaErOQ3UjImMAUG0BVhGNnMhladrCOFWaB/J8onQap1KreF+EP+q2XdnvXE+8ishO8B/qVK/i/Xk0lWGppjcuY4DLSJeMNK8CcjwOebdpyI2O9iuKMvvKo9f8iiILJBpjjDHG3KH1QCxtWxLkISjh81gp9B4gOonwOGLtpgcTPcMkKrp3MFA47tSQfcZNts9uZgNpVSGP/zL2d8c/q/PaxKm24DjLenueD6xyUl5xalnV3/UVQg9/fu0IE50pWZ7Zgjt79D6v6MitEbjuR0AYYRlzwq/1eo24VtLa+hEwKq+W/U3J88CkfrX5z9OSFvcAyLxSXKsYFL2Byo/vctn9o0csudIMDk65F2BMuUhjY3s+AaJFZ3TS4mZ3T6pCPxahYTAEiABEZMQ9HbqxpBetkxQi6/0FvMT7bbn/WUUj+/zgTWc7uN55/Xa9SinX3R54zLu/mkYscQo44AeIrqP6PNFIba4BIgCp4QpKRvm2CNP0XoKvXWZSR7u0MVuVX3XdfpvQ/Crn1814AaI2YD3h8EQLEA1QXiCoe69iL2BUxPJ7uQZS57WYy9g3GjTutaYzxhhjjDGgIdCAezPZOgwDRLMsQDT4aAVPZ27knWJdL3b/gm+iugJIIlKD6imaEm/xzs2MGTR6iSpgYfel4dLBD4q1vnypE/BspuzOGiAC+MZX2/wAzHhUD/rzghaRSl2mKfk94ppZUeO6W/Dem1zivurdWa+RTK7FqxK7Tji8Oevx4FUReQGidu6664c5ndNPS1p02mAOEAEIMlKEhlSFfryk2X1j0RkNHAVgzEBiQSJjsljU4s5e0uIecyo4LyKLBl+5KygsXXrWLW1LvPrwQeACECaVWp3Xud6NIsBSjtwKqGJIU1GxHu/Gcirvti64sz2WGE0scQDH+RCRqUAbqo1UV4/NpZw9iPMwB1XJaIMn8KJ7jgVB55Sb1NGO8Gddt90tqYqZlX8VAt1PR2o89eFNfRqSaUpHaETTHraFBbjUFPGiN7yKIQ2YuyUjvUojd3bmPmOMMcaYYWdBZps5vQGZzw6DWm4BIpuxMRgp0zO2dfB+sS5X5fy6g2hkB44zFtXdqKZAFlARukxTcl3XwIj+loUifrv4L9Z7eKC0fdczTBKhvts2aBeXrXl9UDRyjWhkPq77WJfk2S0kkxdpSnzRfrwpWYPqQgBc94Ws85xjidHASv+rVTk/+4s0+P+/u8eKpgJqiGsIdGexr1M6UonIQqeC84ub3Q+XtGi9999ozMBjQSJjAjwX18olze7Sxc3uZQd5D2RGudfUH4KEXKcslS5e2bfqUg4nx+R81lP3n7yTPdPRkX3dT953E1UvE8bRLRy5NYJYYiNwGZF53s0m+wiFxhKNbOhvMETaWKVKZhm8yy73LANyPtWbbfOupW/71pf/41bqI8/y9IgBcWNtshCuAUEZYtuKfOE2kCdA9wfsqwJi4A7IAKkxxhhjTGloCHRtwI6tMIQSsSxANNR1C3IqXCpJEObJ+24SjbwA1AIngCpgI62tl7sERr6TfpoI/3vR15ajnqqI5BH6Flh56v6TRCO1qD6P6g2vI4q8TVMyTiwxCdWdiIRQPchT9wd0fkgn2xCpBE76Cb3Zda0iCoXyC3b10c+rdGHATLchQUSmAbGfV+lHS1o0ezK0MSVmQSJjuvj2GR25uMXdeHeV/gyRXSJBszgGK5mx+Kxb2pLd+vBx4ITXU5egh6berEG1HZGZHE7OzHp0OPyaP1NnFB0dP0NknX8TdAKopT78fKEyX6SOFB08o3S/4ROhCiGm59MynMrpnZujiCUO/PA333olfdeMe/7r0HlgHS6EzSjJtG3T0e5Za0W4cAqcZ0Ezvo9AQiBvgbsyc58xxhhjzLAwGyQtKU5vgGRvATVYWIBoSHPPMiF99i7KhUJ9vhIwv1fpXlERjVygPlwHzAeuAaNB3l547IcXRej2bkaFi1JDDsGR4nPPMQahW3eFPlURBYlG9nH787GobkK1HZiOyPk7nVLcjuzzmJqSMxDmoppCdVlO141rqNRVRM+dV69qaui7+XqNzfY1A48FiYzx3Zk3hKwTkRHlXk9RCFueC+plW9RryhoAVBfwzie5V9lEI9cA74W0q9vJVpJbJ+0Ia/xrVqJ6FVeeoD5cRzRSsJvbTs5UrovLs+k3uyKM0RRvFPp6eYtrJU3JdVSELiMy72bH/Rk35So8UI6lmX4QbgKvZmxXtmU8ZBWFswrutINMI9ugh7lgxhhjjDFDmn43YOPQqSKyANGQJ05gC+szBbxExktxFYK7jdSHD1JdPR5Yj2r7S1W7M94jiA6cKiJcviOkPYv1p4ooXfq8oi9szdoVxHuP0vmMtjfndyPJ5AK8yrJkqaqI7knp2iH7Lq4LFXIL1BlTYhYkMsYnkByM84byISKj7743sA1C8cypPg00IRKiomJjXufe/nyrX1o9jlutS7MeXx855F2LZYTD43mqumj9kwHkYY4LrM/YLtS7LSwv5rV7FUvUk0xeBDbileqfuPb5qMkZx2lappgZHIRX0LQHDmEMSvafkYJwdoDOBw3oey3LwX3ba7lijDHGGDMcuDUgacGTIVRFZAGiYUFhSsZGJ6DFet8vEFQ58Qc9Hl8n7dSHN115sPZ/nXTXxW67Em71Jxs+bcitZVqR+V1EFnbbBik6AhL7+qv7vKKDVFcHdHlI471HmQAkwU+qzSaulYh4725Uf1CKKqJvnnPHqJTxHUqJqOr+vTVO4X6ujCkgCxIZ4/ssJJvVGyw6pAms/NZ5HV3SizrOGn8uUD3v/irz4aIn3/hqG503MspGYonsbdzqw1HmhF/LOrixQKSGl1VpCti1Rc9Q2l66R26NI5Y4ikjM61nMNWA+9eE6/f0Hgv48kgHbzEAnfFE1110DWqpWh85BkFmgAS8EZC7oMVALQhpjjDFmOAioIpIfD4kqImUkyikLEA0DytTuX9Iut7hUqI+XX3MloOVcr51G3NOM+sOKq3+Svv1PWtc+0JhcfjGntvRFph0sFMl4Bmsq6iwnb17R/Kyzlo/cGoHSmai7hmgkt+f/1tblwChUbxAOv9y/xebGcdkpyJBONFTVNu3IMVBnTBlYkMgY35uTJanIMPiFLZVuhxZ50H2aJ++7gog39N5x8qsmikb2odoChIH8zi0RCfG8Kte6bYNKdXhbL5WgWieWCNOU3EZHx0VEZqLajuomqqvHdw6lVA24AXc4V/S1mWLZj6Y9tAkjUFaXbglyHKgjMLgu00E/BB1ZuvUYY4wxxpSaOwqY232btgOvlWM1BeUFiOJIwHOEBYiGFI0Tyvh7Vi5JHQULdEodKZSr3TcyQ88zOnBNZxhJBcfSAzC/7vhS6962Bf+IyBiUo8QSRzlyqyyzpDVOCOU76dsFflCO9WRw3S1471EuUV29N6dzvMTczmfKNVkDUQWw5Jw7U0TKHvArNoGte6c6xQseGtNPFiQypou9NbIP1SFf+inI3MVndUZJL9qRWn9n0OK7rbOzHt+V3pmBsrRcN4C9kckkcXgmcD5RO3sKeS1tYZzbzBtuM2+4Z5k3oumjxcBlYCUiIZRDwHiikfVpN3RzMj6so3CDSE2JCSkgaEjpclxGlW4hTgtIHWhA+wiZBHoKdMD9zBpjjDHGFMhLZGa/7wO5WY7FFMwXAaLM+zgLEA05eh+TBLq33pcCtprr/Ejhze6XIKQptrunv3h+0TiV7lnmaQXNEvD992X57dx2vjQO1ZdRbUdkJh0dF4kldubUeaSA9F5mStpcJYULUsPJUq4jUFOyBtWFAKguy7nTikgDnYGlcHh/0dbna4hrSF2G/FxbVb32WZtkbw9oTBlZkMiYdM4wGSInurMhXsK5IU+PuI74fbkdza8i6Kn7T6J6EJEQHR0D8gbCmUILAT1+Bea5zenZhX3jnmaUQlyEhSIsFIcDl7829fWd968e+T+Ezn8MPE40/AzRyLWu52kz00VY0G2bknQeLlz7AFMGDh+gnOi2Taik5BV3csUPFAUEHWU0aDOUOChtjDHGGFN0GiJtFomv8LNISqn3AFGTBYiGILd7qzkAhDMFv04H+wISK+slxM/cZj52m/lYq/ilOBwQMhPfVNkhD3OcaCRJNLIGRybSOf9Y5EXgI5qSSynVe46AKiKUH5bk2tlt95JI9SDRyImczjicHIOqN+dWWFWKFv4/v1eXi8iQTyp0YNWbJajKMqY/LEhkTJrXpzgtqppbKe4gJiLjfnGvvljSizrOZrw5OJOIJRbmefaaO5lCA6D3cBCnhldU+SBg1y5tYUR/P19CzBDo1r5rhPMJL375dc6NrHvIHRXe7rawUVuYpi2M0EtUuc28qPBexmcNlBJ40z/CioBtC9ESz8NCboA8BnoiYF8V6FHwM9mMMcYYY4aG2SBp9/j6PjhXgw8fBJTRvQSIDiE8YwGioUcIeFYtQtcJeYQbwKHAfcJo/3+B7doVDklbWieFOeGr1IejwOPAJURGALtobT1PU7KoSWruOcaI0O29hCo3pY2iV99k9W7rAmCa38kl95EKqg2IVAInmBMOeq9RUEtadIQoa4t9nXJT9MSPa53A73tjBhILEhkT4C5X1qOa21C/wUxp+PaZEs4MefK+m6h2BifW5pXh41XHeOW5rm4vWXZQnkR4VpWbadtGKOzq1wfHNRT95VsT2twva4/XhgkC64APgV/Szqci7Ey/0Va4wZewUuehQLiABjyIaDlK9qUN5HHQgwH7QsAb4A7IuWLGGGOMMfnT5zK3yZ+Wfh0FooxDOdVLgGi+3/LYDDEKv5++TdKeaQtFKlmsPQSKeqLKfvmU+VLXw/dfffg41dWTEZbhJaVOAI7RlIxxODkm8Jz+cgOqiGBvIec49cmf/2MVjm7xv9qa3mWkR7HEJBCv+8gX7f6LSlW3IFLSFoGlpmiqwh0m3YrMoGdBImMC/OgRuYHQWO51FJ1I+Ha+rd/66/bnr6B6A5Ex3Gpdmue5W/1zx5FMLi/SCvtFargJvJCxHeb2ue1cU3IGyeTFps+e+O6sT96Rmx333+7XGmGNTLAMwCGkEU17GBGm4xamzWF+JAXOfNBNPexfB+4B0Mrg/cYYY4wxg4GOANLmrOpN4P1yrKbfvABRHCEzgdACRMNBxot6v+qn4GQCbfIp8xVey3asKldVmOXU8myPAaJOdZJiTvg1VB9CdTeqKaAeVy8SS2zkz/8xsEKpLzROJWmtJhVSdAyAVnN33b0ar1XfNcLhl3M+T6QzyXAf0UjRZxcvOqOTkMB2nUPN3t0PO9bm3wwKFiQypgcPfiqvqQYNYx9aRGTRknNuTcku+I2vtgFbAXB1LfE8XhZ753rl0iJrOXKr3y3cisGp5VBgdpSwXS8Fl88HOpwcQ1MyBhxDZByqN07+9tFnR/zmV7+j8ITCISX3TCW///PzUsO+nNdgBj6Hq8DugD1bUMoUjHHWA8+DBjzMyTzQY1DCKkZjjDHGmILSBX6ldFf7vYSZQcYCRCat3ZxSnABRJ6kj5dSwTFN8XZXFqryvcML/30GF3bg87tQy1pkS2M69Z968ohdw3cmoHkekEpF13H3PZb8NW79pFQtF0gJryvvOVK4X4vP7zKuaWukvaBW5zsDx2vlPR7Ud1ZIkS4ujOyXzd+jQopoUZH25l2FMrqTcCzBmIFt8VmeIw7Fyr6PoVE+/Xus8WrLrxTVEMnkZkTGoNhKNbMjr/FiiGZEaVHcTjWRU7QwE2sIIVS6LpN1wKy87tVn6Ase1kmRyLbASkUo/C+oVbn++2Q+UpV+nHuF/AaYJwUEBhQsCy6SGk/37LzMDkhJG+QjJ6Ce+BiH3DLKC0+mgMQhqI6BXQKIgQz4Yb4wxxpihxm0GSU+0mwxS9Az8guo9QLQDYZUFiIY+t5mPRRjd+bXCJaeGiWVcUuE0JeaCbIM7/30ngRXUh1v6+pFuM80idP/5d3lcHuZ4n9dZCE2J90Bmo3qcaOTxnM6Ja4jW1mZgEqovE43kPsOojxafdeeJIweKfZ3y0xWv1zg7yr0KY3JlQSJjsljc7MZEpL7c6yg2F57fWyP7SnbBWGIhIm8ASVQfIhrJfQbUu7+ahuN8iGoK153M0w8MyPJd9yzzxKHbzY9CSmCi1BD8YrwpOQ/YhlciDqof4Mgy5oSzDsDVS1TpZ9SLyxgVKlBGAX+Dw0FnCoN3gK7JjctSJG32lZJEGI8UNxuwdzoO9CjI6IB9N/1AkQUvjTHGGDNI6EjgF2nbLoAzuSzL6StlGsrbPQaIHEoyl8SUn9vMp13n2CqccGqoK+eaCiqulbS2rkR17ciKf6ps13tSSQ3vw3HW8OR9ec1ecluYKnCq6zZVrji1jC/sovN0ODkT5SiqKSoqJvLkfbkl4vXnvUwfPBfXyrur9LKIjC7mdcpNVa98rU0mNtYNwupSM2xZuzljsnBCsgK0vMMHS0DQLc+d19INDYxG9gEXgDAiDXmd+9T9J1E9iEgIx9me/YTycB7moNI9m0ggpMqWjIPf+WQCTck4cAAYhepVhFlEI7NyCRCB19/ZmcJ+qWWDU8N6p5bnnVo2WYBomBD2olxI2xZGKe3csQxyBeRR0NMB+0aAxsEtSOsHY4wxxpgSmBmw7Z2Sr6I/vADRUQsQGY1T2TVA5G0sc9u0QquTdq0Ov/yrr42O/d3XJnR8/OB/H1r65f+4CNf9iFhiOXHNve2Z8p2AreWdRRTXEK7uBEDktZwDRHGtRMR7VvQ6vBQ1QARwdxXfG+oBIgBxWGEBIjPYWJDImCx+PFmuKbxS7nUUmyAj70np2pJetLPfrepS3rk5Ks+z16DajsgMr4R8YBJY5s8C6rrxCfev+X0AYokwscQuHOc8MB3w5i6FwxOZE86v/7IZ3oQUEvBALyzCpXRzxwLJDZDHQTNndSEhkLdAN5R8WcYYY4wxedM/Dtg4eO7bXeaiHCM9MAAWIBqOwgGBQsirumYw0CrqIxWt8+/mdkXYaWVr9Z90VNIeRmQ7yeRFmpIzsn5GCyMQur17UKVNQuwv3spz0Nq60m/lfzOvmUKtrcvpTFANh18r3gI9i067o0R0dbGvU3aq778+xRk8/yYY47MgkTE5+PxT2ayq18q9jmJTYfmSFh1XsgtGI03ACUQqqQjlV+0QjVyjM3inbCGugbN4yk1quILS7YZLoIJ7OD3nJ/95A/ARIksRCYHuJxQaS3345ZyHTBrTlXAC5WDAngFQcSdt4DwD2tOMpAZw34A8MvmMMcYYY0pKQ2RUEukNcPo836SkXOYBB5CAOabKyxYgGoY6yEjWFGgtx1KKrFvXlPuctopvV+3ZDiQRGQccoykZ43ByTE8foMrSjBnAwn6ZTNErcHr0fttIoDPZd03O1UCxRBjwAjYi6ylB1YsTYhvIgHxvUyiKpjrs96gZpCxIZEwO3qyTdpSiD/ArN0FCqlral8lfVBMt6O2GLNDtz7eiegORMX4WzIAkwo8ztsHIl6sbGyrlsxGotiDyKPWRZ5ldVcbZMWZIENagtKdtm+a/FBgAnDWgi0EDHkRkIegxKGHrS2OMMcaY3E0FSb9PGRwZ4y7LEQ4gZCbkKCtwhv7zrgmgAd8PQ5AIGc8er1avP4LqQ6juRjUF1OPqRWKJjelJqBqnEslsNScdmc/6JZW6vQ2oQrWFaGRvzud5Lf/DqLZQHw5KMiyoJS06DWSAPI8WkfLKn05xrN2/GZQsSGRMjvY87BxU9ES511FsIjJzSYvWl+yC0cgJoAmREMq2vM79xle91mye1X4WzYAjNVxROJG+fVzo/+ODEU//hHD4UeZUB8xrMaYPhGsEt8jcggZkjZuU4F0AACAASURBVJaFsxd4ArQtc59MBz0Fbn5BY2OMMcaYotOpARt/UvJl5MtlHRJQWa6kUBbjsKMMqzIDgOrQay2Xl2gkSTTyAq47mc4uJyLraG39iHdbv5ibei/zhO6t+RSOyyNpM2FL6XDrVBBvjY6zLPfzkmNQXep/taoIK+umIa6lT0YuA0VvfB6SreVehzF9ZUEiY/JQ4bJMA7PfhxjVbc+Vsn2bauOdzJ2mZH6zU6KRfai2AGFSqfxa1pVKXCtn3nz3/04FJGn9T5V//Ud6rwQ9bBrTd8LmjIGzwmiUlWVaUQDnA+BR0IDBuDIO+BB0WqlXZYwxxhjTi3+ZuUlOlHwV+XDZjpD5nKSkgPk45F59YIYcuYuMpC0VKsqxlrJ6+oFL1IfrgPnANWAUjr5FU/JDmpI1Ci8FnPWDkq6xq7iGcN2d/lf78ko6VW1ApBJo8pN2i+rnVbpQRMo8I7cElPVvTpbytR40pp8sSGRMHnY/7FwS2F3udRSdyJh7qrR0L5OjkQuIdA57zK+aCEC1s+froryDTMX2butsksmL/2f7v/r3k258yM9Sv/ebrrsFQqq8pZcCBsca01dCO8FZYatRRpd4Nb1wLoHUggb08ZeRoEfBXZC5zxhjjDGmLCZ1/1KTIAOzXbQSwuUNhMy23EobwiwcDpVhZWag08w5RUORSsAzeH34INXV44H1QBswbcY98dOS9rOvyhWnhvdLs9IAyeRCvMBLklAo91aRscQkkAWopnCcoreYfO68hgOD1EOMqrZ8rU32lXsdxvSHBYmMydNnFbJeVYd8SbbC6kWn3dLdHAqb/Wqi6cQS+bW7e+r+k6h29tEdGGXMR26NI5Y4iqPvITIGuPbT1Lhnvn7PP/xL1e7ZWiKM1na2lGmlZqhyOIhysts2oQodID8jd8gNkDrQpoB9VSBvgbvRHxRtjDHGGFNO49K+vlKWVWSjhFAOICwM2OcFiITjpV+YGYCGReWDCkHB3PSfZ0+dtFMf3kRHajzo/rX3vRpUWVW+KqJYIgz++wPVzXnNNRbpfBbcy5P3Ff331z0pXSvIgBwLUEgisqKxToZ+1yEzpFmQyJg8vTlZkuJllQxpIlLlhPpQ1dNXc8JX6ZyjIrI9fVBkDtag2g5MoylZvoGIsUSYWGILHR0XEZnpr2k91dXjqY8ckslcg8yhsAIvuueYWfL1mqFuhd9K5AtCPUrp5o7lRNpAngF9rYf960BjoFZxZ4wxxpgy0XEg6c8ol8qylN4oVSjHEOYG7LuBUIukJRKZYUsmBwSJZKDMMS2oqwHb/qDXM54ecd0dFfkv0+/p/uPyKzfc8fUbP/37Aq4tXxsRGYHqFcLh3OeJHU7OBKYDbdx1V2OxFtfpm+fcMRpUyTjk6MHXa8R+p5pBz4JExvTBg22yVzWoPdJQI/OWtJRwJsjtzzcD14HRJJNr8zo3GrlGZ5AJtvQhyNR/scRC4DIi30Mk5Fc3jac+vIk6ae88zKnlNSUgc8/lbW3pIZvJmL5waCGoRaayHR1oLQ4lBc4y0GUEzn6T2aCnwB1T+rUZY4wxxgS24JoLJey+kI0SRjmKMD1g3zWEOmSAVj+ZgWTIVX44U7iqpCXPKRN6O0fPMBLYk759Z9vSin/o+L2/IJY4QCwxuqALzeadTyYASwEQWUau1StxDaF3qo9ezav6qI8cl52CDPFuENrupgLbvBsz6FiQyJg+aKyTlIisyH7k4KforoZ4ido8feOrbXwxR2Ulh5P5vQy+/flWVG8Ao2ltLV3GSlOyhljiFCJvIDISuIRqHdHIfD94lSnF86rds7ZEqFIlpucJl2DVZrgQ1qNp7RWE0Sj5BWJLxnkNZJbX4z+dTABOgc4o+bKMMcYYM9y1gF7vvknCBLxELgtlJMophMwkP+UKwqMWIDJB0tuhD1navZpIhGnu6eD5S3qJKnV4W9ICZi7yyZ7fPLcL1RQi84DLNCXXlSxJ1XG2IxICmqgP594yMplcAExC9Qbh8MtFW59vyTl3pogM+U4pqrJ171TnevYjjRn4LEhkTB+9XiMnVXV/uddRbIJM+EWVLirZBevDB1E9jkglru7M61wvyNTZym0177cVNwPqyK0RNCX3AM2ITAWSCMuorp5MNHKit1OdqVwX4fn07SKM0w7e1jhDPOPGlIyQhMDsppW4vWfPlY8cB2pBA15kyAjQo+AuLfmyjDHGGDOMSRIk4/4dZCa4L5Z+PV24jEGJIwFdCZTTfgVR0SsHzKDVfebygOs4UDD/OWNLBTv1Uvf/XvccM/W3NEtAwFVUl/7D7PHfxnUnAycRqQQ2kkxezHu2cr6aEnMRmYFqO5JH9UpcKxHZ6H+1vmuXk2JoiGtI3YE2B7fwVPXa520UPeBmTKlYkMiYfrjLlVWqOhyybrY8d15LV91SUbHMz8yZybuts/M6NxrZh9cKMEwqtTHr8X0R1xCxxHJc9yNgEaopVHfjOGOZE34t15JvqaEJJaMXsMAMrSrhPCgz9DnsR9NaHAohYFd5FpQL5ypILej7mfskBLIL3D1QokpHY4wxxhjkeA8zFLd4M4vKQBkHfNhDgOgkwuMWIDK9koy5REOyBbq47FXoFiARoV7bSbjNnHJbuOg280tRjkrAz5PCIaeWQwA8/cAl6sOP4cqzqN5AZAwiMWKJYxy5Vfg/v7hWgnS+I3jFn+mcG6/LyijgEuHwvoKvLc3P79XlIjIkv4e6Uda8WeSAmzGlZEEiY/rhR4/IDRHZXO51FJ1I+O4O3VKy6z153xVEvAGM4m7vQ+m2l1WjupBYYlJB19aUnEEyeRGR7UAYL3voUaKRF3jyvpvZTk8ntWxQ/BvNrtuF5drCwgKs2BiPsAxN68MtTMOldJWCeZM2kCjoph72LwI9BjqitOsyxhhjzPAlqzKrnaUK9I2SJ68o0/wKoswOCsohhFnIMGklZvpOudD1SxGq9Dyjy7SaopFHuIFyMGM7hESYKjBBhMDnClVOSmVmJxCeqt4PjEf1ZT/RdQYdHRdpSm4nlihcom0y+T1gNHCd259vzfk8bw2rAXBlTc4zjPpoSYuOkAHb1rxwVPXknoedjO8lYwYzCxIZ00+ffcoOVHPP4hi8Fi06o4UNuPRGdfOdjJzW1pV5nRuNnPAeiiTkB3P6L5YYTSz5NnAMLyvmOq48S334MerDLf35aKnkeaX7jTmAwh63mbn9+Wxj7vB60AeVw29Bgx+GBgZJgbMe9FkIqtyU6aDN4A7Q1nnGGGOMGVqkHXgWNO1lq0wF1pVsGUo9ytFeAkTzLUBkciL8NH2TdgzUttT9I19imSoBnQp6pnBcvsQsmdDDz1M0kiQaWYMj41H9wJ8ZtBz4iFii/wl5scRougZ6vDb7udqCl9x6gqeq8/rv7gtFNyIypGcsK5pSV5aVex3GFJoFiYzppzfrpB2HIf8PhCAhcfKcEdQf0UgSdTorgtb6N0a5c1iDajswPe+WdV3FtZJYYiNwGWEuqu2obuLzz8b7WUP9JhNokwqiSvc2EAIhhAMWKDIFI2xGuZa2bQRK6SoF+8zZD/JY5sBoABkNnAItbh9wY4wxxhgAnBbIbBsNuhbcmqJf3mURyttIwOwYZQcOzyAUtWLADCHCpcxNQzRINIE2aSMa1M0jncINFZ51ani8xwBRV3PCV4lGZiHMQvUqIiMQ2UMscYqmZH9+L2zxZx+dzOsdhHdNrz1+R0fR31n5ScUDuEtFgSj79j4iGUm+xgx2FiQypgBen+J8oKoflHsdxSYi05accxeU7ILeDZA3DDLfiiCvR2/XlnX5t35oSs6jtfUyIuu8mzJ9H0cmEo2szzN7JyuZzDVR5ivdH+a6BIqG/s2WKT6hHQKC2sIilOklX0/e5II/p+hkwL4qIAZu6TJ4jTHGGDOMycugp9O2hYADoJnBm0JRNiDs8edLpu97GYcVRbu2GZIkFdDVQvmfy7GWUpA6Uk4Nz6gwVpX1qpxU5ZrCCf9/h1R5Rj7lIWcK+SeGzgl/QDg8HlgDtCEyFdVTxBK78m5BF0tMR2QeqinI42c7riFUd/ndVV7j6QcyAoGFJhW6XbzfgUOXavIuV9aXexnGFIOUewHGDBXfPOeOqVAuguQ7P2eQ0euhShn/owlSmtYF73wyAcc5793cMIs54dyDcd4N2GVERqK6imjklZyvWVGxE/yX5qpXcGRFXtfuI7eZuQgHhMyHPoUVTo0f+DKmP1xiCN2rbpSrCBP9QNIApyHQXd5MosD9B0EWezONjDHGGGOKxR0DnPeTVbrQveAsLuillBDKLiQgecybO7kCh9cKek0zbLjNXBZhXOfXCu3yKRGpGwzPBgPYOzdH4VRsQ2QeAKo3UWdFThVBcQ3R2noer6prL/Xh3H+nHE6+iLITuM7nn40vdJJrusVn3XniyIFiXmMgUHTVnhont/dKxgwyVklkTIH86RTnqupweIEvo2636+qSXe7pBy4h4j3suLozr4qgaCSJiNcGQmQtR25ln7vy7q+m4Tjn8QJESWAN4fDEUgSIAJxaDhFQUQQgsN1tYXkp1mGGOGEFmtYyQRiD0lCmFeVJUt6LF12WOQ8AQOaBfvj/s3f/0VHVab7v389OAbG7JBXltLGHPhN78BycwdVwSRTm4FzSB1fDHdRE0YE7coUWFGbpGZkLS7jKAg560AU9MAevoDADXlyDo2iisg70lZ5ilpzhR4qBXmbazJVpMyPTHR00FShHSCr7uX9UBZKqSqqSVO1KVZ7XWqzu2rv23l+hILX38/1+HnDHez82Y4wxxowczjlgVfJ2WQJu9iKjFT9KfR8FogiwwApEZkiEI71fUoqfafkaTtF4YNx56soXAHcDYUTG4eijGR3b3r6EWIEojOOsyfiaByMVKBvjr1blukD0SFBLkUKILx8i1XPfvSQj4JmfGamsSGRMFo26Tp5XtDX9OwubwMpHT7sTPLug6gZULyAygfb2lQM6tqxsN9AEBOjqSv8A/P4bjsHV5fYHqA28QI14muedtlDUyFYNpoiXMCZTQgux+INEK1EmezyaIXBeApkDeiF5n0wGGsG1m1tjjDHG5JCzEzRVQ/gdWZmwolSgHEJI7rOqXECYg5O+v4ox/RH4WeI2hR/lYyxFyXUvAwFUozjO8rTvj6WixAovwlruHZvifqcPnZ1b49c6TG3gjcENOHNj/LpSRCpzfZ28c3hyg8fPhozxkhWJjMmilydJRCTVTLJiI6UlLgPrETQUdeWxFT0xz/D2hcxvtmI/xLuze5fx3sWJ/b0dANUV8f9dxNtf5qVhZ7+FIuEp9RN0T2CrJMzgCTtRTiRsi8WYaCEVIeUIMB00Rc62VAAfgvuE16MyxhhjzEgii0maLCjjgD1DOq3LBJQgwoykfUoLwl0IKXo1GjNApRxJuvcUHrbJiVkQVB+OswMAkW3cO7Y5g6M2AQGgibFlOzO+VkN4VryH0WUcSe5Fm2VLTrjjEZ7J9XXyTVUPvzrVKfo+5GZksyKRMVn26lTnddVUTdWLjMjcx067sz27Xl35blRPAH6cks0DOrY2cAT0ICI+urrSF7fuv+EYygFEfDiOd8WwBGkKRTPw0ainmJWPsZkiIESBpfEM+57bp6EUWFHFOQcyHbQheZ/4QLaDuy+nTaSNMcYYM4LJBSBFvxCZBe7AkhC6uVQBH9KjT8xVylmE6QiZPGw2Ji2ZRARNipwbr9fj3T1/sbrYvgyYFOtHpM+nfX9922S4Gi25IuNkk6CWoroj/upF7gucG8xwB0JK2FTsfbkVjYrIivTvNKawWZHImBwQhxWask9GcVGXresG0iNoqESeRDWKyHwawgMrjjglq+LHzubdcPovug5rUL2MyCzeaU+OdvCIU80BgQc1sX8MIFChDoe0kfV5GJoZjIORCurbFuV7GFc5NCGkulHZiFLp9XCGRiLg1AEb+tj/cLxPkXdRmcYYY4wZQZyDoKn6Am0EHVicr8tsIIhQkbRPORJfQVT0MefGc3+etEV5PA/jKB7vXRzXoz/QmnhKSv9EtiPiQzkQm/CaoXB4NSITUD1HIPDCIEecscdCOkNEHs71dfJNlG2vVokV5E3Rk3wPwJhitbTR3SUiyY1Fi8+aV6sk519Arqpv24HIMlSbCQRuH1C/oIbwZmBlxsfWt21CZHX8S9ZtXvcm6sk9zQSUt4TU/WJUOYzDk85Ucj5bKBfcE4wXH5UqVOJSifAb8SJFJUKlQL+zkxQuA+dQzgHngH8UoYkuzsmdw+QG+mCkgs7OICITQR+ktnx4ZMcrpShnkmapKgdxuCdPoxoidx6wByTFyiENAwtjD3KMMcYYY7JJ/aCNIAmrf7QJpBrkctpTuDwM7EFSxHwpryMsjq8INyarNIhPr+cz4VpxUiGKcFuh3mfmXUN4F7AE1RCBwPS0zxQawvOB/aheBm6jrrwlo+u8G56Aqx8hUoowh/sCOY9GW9roNopIVa6vk0+qeqHDJ7e+NkXSF/eMKXBWJDImRx4L6ThUP0EkkO+x5JRq2OfKbS/fKd48iI81cPwEkXGorqKufMugjhWe5L5Aqpl+ie//GJGKAV8rBzRIqfrZIcKilPvhMspOEZ6XKjJvbOkhDVKqY5mEyzTgBwhVfRW+snbN2CqsswhvE+WAM43zubxeSr0KRBBb1caCYVQomgF8mGL7Ahxy3uw0N3QiaH3yQ5qr+58D2QDWfNQYY4wx2aST44WihCKP7oQ0DeuV1XQ3q0/e9wLO1T6txuSE28gmEVb33KbKQae6UCeP5VFDuArV44j4cN27uP+G/tsSvPm5n9FjPgbGo7qBuvL1GV+rvu0DRGah+gZ15QuGNvD0lja6S0RkV66vk3eqy1+tdjLvCWVMAbMikTE5tLTRfUJEtud7HLmmqq/vqnYWenbBhvAyYAcQxue7jbn+zAtUPY9VvSXtcu/6tiXEvvyEcZxbuXds3osvGmKRKttFSNlfRZWwwJ8R4QWpIf1sxRzSk0xWhyqEH6BMQ5iUblVQzsekHPO0YNSzQKTaishhYBGqURy5x4tZXhlx2Y4k9CJSLiDchgzPomN66gfdAzKvj/1HQBbE+wgYY4wxxmSJ9lXsqQNJ7qGo+FC2Jn0Xi+2LAitw6H+Cm8mOoJZSk8GKryKlZ6jULj4RElayKTVSzdH8jKpA1bcdR2Qa6OvUlqd/XlLfthGRZ4EWyspuy/hz2L36CCJ0RW/jgXE5vcd95IwGRnfpx4Ikx2EWFT178yWp3pDHRBljvGQ9iYzJoe9GZKeiTfkeR66JyMNLQu40zy5YVrYb1RAQINq5ecDHQhMQgKvZwH0LBPYCZ4EArpt6Vp/HpIq9KNM19t+RvF8IIKzT6/nUbWSZBlNEVeSInqRCQyxyG9nnhvg1JZwRYZfAExJbNZT3ppYizBDYKj4+cxv50A3xlJ4hNyv+3rs4sUeBqBmYTm1gMaovxXOm3+Kdr2bk5NoDJaxFE4pmwjiUAp4hJhFwHgTWkLJPnMyKzfR1izomwRhjjDGe2wKaYtWA7gJ3fO9N+FH291EgigALrEDkkfq2yYTDnw6b7+d5IFNoQdmWuF2FrV7eVxa8d9ofjhWIiNDVlX4F4LvhCcDK2AtdlXGBKJZ+Ensmoro21wUigNFRfbr4C0QgKiusQGRGEltJZEyOPd6oM1UI5nscuaaqoV3VTrVnF3y3fRqqxwEyWrrdU0N4FvABqlFKSm7n3rH9NyF856sZOE4siktkOveVnRj0uLNIm/DrZTYDS5JmevV8H5wH9iK8lu0saQ1Sip9pCj9CmJ3t6DhVWoiNvwX6zV6fgDChZ372AK8TRtggl9iZtdVX712cSFdXMB5X2MyoUTVXV70F1Ue4fT/CPCCC684Z0Gc4V1zmIryfYs9ihL1eDye7dBbofpBxKfZdBp4EZ7fnwzLGGGNMkXLHAx9BYvy4HgW5GySKUoHyFkJyUSK2orsOIf/fEUeCnt/dIQK6eNhEQ3tMzxDQKJ+KJEykUzZINevzM6oCEtRS2ts/AcYDa6kNPJf2mIa290HmonqEuvK7M75WQ3gr8BTQRFnZlFz3UX70tDvBUT6WpDjNgfmj34IJfvj8Cuz+JXzZka0RZou+8WqVk/PYPmOGEysSGeOBx0LufpD5+R5Hrqnq0l3VHj5k7W4COZgvRA3heqAW1cPUlc9J//62fSAPo3qCuvLpgx5zDrinmYDLZhFq071XlRMCPwWOEuHEYAoiepLJWsJMlB8BM/qKvcvoXN39gqAZ+CcRzqO04KNFptAy4PM14edrJqjDBBEmqPJbCNMEJmU4nhYc1jpTeX2g1+6lvwJRt56FItVWSkpq0hYsveCyh8S+V0oYuB0nD/2cssodD9RDXw1WdS/I8oyaShtjjDHGpKW1QH2KHWtQaUB5H2FC8mG0IMxByP93w5HgYKSCaPQ4UAlEAD+qUWApdeV78zm0fHEbeUKEXtH5ClFxmSN3cCRf4yoI9W3rEVmH6jkCgdvTrgp6Nzwb5VDGk1i79ex55NFk1sca3fcRmTuUczw9Eb7/7WuvO1x4rQVCbUMcXNboZSmR216ZIi35HokxXrIikTEeePyMVmqXfgyS96itbj/8Tux/L3Zm74exql7o8Mmtr02R/vv8ZMt7F8fhup8AAVRXUFeetCy+T++GJ+DqR4iUIsxJ2xfm7QvjKfF9TOyGYSl15cNuxYEbYhqwSWBmJu9XuIxyFqEFOIfwD+L2LgKoUoHDeOA3UcYDM5NmlGUofr0mhBMoPxeXkNzJ2cGca6DihbT5CA9kstpJ4YDAcqkaRC+ed76agUg9IuOAY/h8D/bZNyuoPtrbg8CMYVMoUgIoHyEkRqEcxCmGhrVaCrodZEkf+8+C1IHdFBhjjDEmG9wdIMt6bZr1QRf/43/7hlHR5MlWse/ncxAy77tqBq93/9Bm3K67cUqeQeJ/ZqqrqCvfkudRek6D+PR6GhPvnRRapYspcqd9PlN6+8J4nJJPEClFtY668uQeZD0F1Uc4/DEiE4Bt1AZWZHSd2HEfxiPtdlMbWDr0wffvsdPubFQODeUciQUigK+j8Jf/PHyKRIo+t6vKWZvvcRjjNSsSGeORxxrdZxFJ3wMnh24cDUu+D+Ovg9E9OpJ9HYVTX8Ebnw39Gqq6bVe1k9kXm2xoCC8DdgBhHOdW7h2b+UP9+rZNiKxGtTk+w6f/lUgN4VgDWtVW4Dbqyr0phg2QG2IusDHb0W8DpUoE4TDK3+BwQi7SlLUotyHItGCk0Aosdao4mPHJY9GEhwA/cIyOK3N46KZIv8e8+bmf0WMO0V0oGjVqSp9FJa/0FTunPFk8mfjuEmB76uK9hoEF4PRfPDbGGGOMSUv9oMdBYivbl+yGHcvBl+LWQzkSj5jr//ujyY7+vod33yvGZP7wvojE75saEycJqtIsLjVWKEqhvm0/IvMzjo279ozhAnBrxs8Yup+DDPS4QVoXVN+v/PqRiEwc7Dnu/S78/s29t/3y6+EWN6fnr1ySW1/LtCeUMUXESf8WY0w2XInIFlVtydf1q8ph/e/EZm2MTvib/20f1HwnNqtjyIQnlp1yM4r2yoqyst1AExDAdTcN8OgXUW1FZCIX25elfXdZ2RZUzyFSgci6wQzXC04VB+US1SosVDjq5bVVCSk8h1IjEcqdKh50qnnJmUpoOBSIAJypnHOqec6pYgpKTV+/RwIVAu+7IZ7K6MSDKRABPHRThI4rc4AmRGIzGQ9G8tsI1OEgSqrVcptQKr0eTm44u4G7QFNE6EkAeB90vceDMsYYY0zRkQjIQnydl9m0BnYt7atAtDu+gsgKRF4Iqo/RY96n54r+nhO16srXoNpdGHqKhrZ9BHVIfVgKjTOVcyIsTtwuwkR1COrJwfWDLVqxRIn58di4J9O+P3bP90z81ZqMCz2x47qffWR+3BD8+np9YigFIoCZ/673619+DS82D6cCESCssQKRGalsJZExHnq80Z2nIm95fd1b/fBfbk0uDqXS/YN6aPTIq1VO5s0Whyr2cP5DgAFn8da3LUFkFxBG9Za0X7AGmxecR+4JxlPCIuAPRchGKfAqhVaUIzj8VJTDg4pnGwa0kZkKO/r6/VHlBaeaNX2eoKFtHsq+WKwABwiULUybPZ0oMeoiVR8jLyn+eOxcZcL2ozjU5GdQuaDjQPeDzOpj/2GQhSAF+dk2xhhjzDCg+Pn73/5bfucXt/fxjjUIL3g6ppGsZ29QiCByd5/3kA3h+ajuQ8QHNNBxZWFGE8GKiNvIVpHkiXO2oihBfVsjIlVkuvLsWt/jEHXl1Rlfp/s4OEZt4K7BDzgzj4V0HKqfIDKo2HmA+d+LTUzu9sUVWNvU/zE3joa7b4IbRl/b9sHn8EmO/vap6rFd1U7Ofz+NGa5sJZExHnql2jkA6nmTx/vHZ1YggthKox/fMtQryqzHG915Qz1Lxu6/4Rjo6wCo7hjQDK9AYC9wFggA6eMAY72LGhDx0dW1dTDD9ZozjfNONc851dxGFzerywKFnQpNqpnPVFSIKjQp7AQWU8ItThU3O9UsdKbyeqEWiACkmqNyHdWaevUMIqx2G0n95x0rEO3vUSBaMOACEcBcfyujRtXEV6tNJBp9izc/T86p94oQIcXMQYSZuDyRhxHliFwAmQP6XB/7Z4OeAZ3h7biMMcYYUxSUCpRgygJRxA8PHLiMuAfyMLKRKxzejjAP1cu47px+JxnWBt5AnTogAtQyeswh6tsG/bC8EEmEVQpJn1FbUdRDbPJpFaoXUN2Q9v3vfDUjXugBx0m/6qhbQ3hWvLAUpatr+aDHOwCKbhxKgQjg1ut7vw5+0f/7/+i3Ykk4Nd+BHwSu/Vr5H2MJODeO7v/4wRCHERcpaUxPtpLIGI89FtKJin4kiCdL1W8cDf8txXy1tg742y8hEo394P3OmGv7OlxY//dDW/arqi0dEbnN5xWQBwAAIABJREFUs6W6ByMVRKMfAwFUN1BXvj7jY7tXImW6Oqi+rRL4GJFSXLmH+8sy71kzDOlJKihhggqVovT6XKoQFaVFo7Q400gRy1V83FPMR9glQlKBRpW1TjXXignXCkS+HgWi/ntbpfPexYl0dQURqWAgsXW54rIdSSgKxVaPebda0DNaC7oPJEVxTqMga0Fslq8xxhhjMqNMRnkfYXzSvtYKuOd9CFUBehakGob4PdKk1xDeCjyFahRhAbXlmRXoYveM7xO738z/qn+PaRCfXs9+gaTJoCN+RVGsaPgxIhWoLqWuPOXEw4Rjulcd7aU2kDwxL5WglhIOnyEW+7aF2sCqIY07A0tO6mQp0cahPr96ZWrv14+fTv2+qnKYNx7K0xSBvo7CX/4zhNqGMqoeVPe+Wu1k9udgTJGylUTGeOzVKmlGvWv8/oMU8z06XNj8D/Der+Cvv4gt8z3/zbX9ox247zeGdl0RqRztZ3X6d2bJXH9rj8zoZ6hvm5zxsfffcAzVN+Krg7anfX9deQsizwMg7laCmqLxfeGQO2mVKo7FVwPt7fkrvu3YSCkQATh38IYIc1STV0aJsNE9xXwA6tueuloggm1ZKRAB3Du2mZKSGlRbgRmMGv1WXvPPhZ+k2FqknwdpiD2g0RThB+IDNoF7KBZRZ4wxxhjTD5e5KB+mLBA1TYLqxniBCEAmg272doAjUH3bU3A1Nm1pxgUiiN0zOs70qz1to9HjvHcxq1Hew5nUEJVLLLAVRSmIPBOf4Hc2nlTSv/q2RfECUQSfr+9I80Tt7SvjBaLzdFxJv1opC6REt+ZigvOtKabk/fgWWPr99AUiiPXVnpf8L+vgqIZ9rmT+52BMkbIikTF50OGTDYpmZZbNjaPh3u8O7JhwZ/IqoTf+uffr/5CFkCsRffrxM1o59DNlqK58L+hBRHyI7Bngg/U1qF5GZBbvtM9N++6ysi1ACyITaG9fOdghm+FJqjgmwl1Kitlwwq5HP/jvWxHZerVAVBtYkZUCUbd7xzYjcg+xjPTZhNv357FQlFxqFv4pD+PwiDSDTAd9o4/9Fj9njDHGmP65PAXUk2JlOspBfvizP+V84hNOeQrc2Z6MbySKxYHF4qNVV8TuHQfo3rHNuF3VqDYDlXR1BWkIV6U9rkikLRSV8IE2pfjMF7P3Lk5ENVZ4dN0n094TxlYdbYq/ej7j1Wj1bZWoPhN7oSu8SJp4vNGdJ8jMXJz70VuuFYp++B3YOAnuvGFg5ygfHet1NGQiL758p4zMVXDG9GBFImPy4LUpEkZZO9Tz/PiWWE7r79889DF9Eok1D+xWPjobOa9S6nZ5PCMulssbBiYTDic11+xTXXkLsAXIbHVQjVwG7V7e/TRvX8jWPBYzTEgVzQI1qoR7bRf8s0r/pvuztSWjpqSDURsI4bpzgAjCPMLt+3NynfQqk7Zosa4k6iYRcBaALgdNEZkp40GD4D4LeVzlZYwxxpjhRfHhsgNhK0LydwTlJYQ6/vU7T4Om6oOzD3RkrsbIpYa2ecCO+Kst1JVvG/S5Hhh3Pt5H9ER89Ugw1l9mZOi3UAST9BvSJ3MUk66u2MRB1TdivZLTejoeS3eOsrKBfA53xHrg6uEBrYAbpEeCWupC1p7ltCVMUi4fHesv9MpU+IPv9W5/kOj8N/DzcCxiLtHvlA1xYKrnrlxi8P8eGFNErEhkTJ7sqnZ2q2posMf/+JbYTIvR8b/FqZbrDtSvv+n9OlVU3UAJMm/pKZ019DNl6IFx53vEzm0cUARAIPA8cD6+Oih9gam2/ACqRwA/TonFQxQhqaJZhHsUen0lnTzqo9gMxFznQMeiEO+JZ6bPi2eoe0tTRKQUbdxcImdnfFXRueR94gPZCHrIHuYYY4wxBsUf7z+0LMW+KMpyHJ5EiMZ6D8kC0HDvN8q4WH9Em4SSNe98NeNaD1HdmZXv73P9rXR23A0cBfyIBOOFKCDW81VPMcttZJnbyFY3xFtuiKDbyCduI5+6Ic64Id7SRtYXYkRbmhVFizTEojwMy3vvhmcjMhvVy7hd6T9X74YncC3ucBWZ9m9uaJt39TqOPDn4AWdujF9Xikhlts53Npz+PYm+uAJb/gE2/gJe/kd4/uPeE5uh/+JSJlxhhWd9tI0Z5qxIZEweqTDoH/ClCX97v/et1O/7+QB+GH/VY3ZHhwuf/dvAx5WSo1vXeRmVdS12rpSursxj52rkMteyaJ/mYCT9F3bXXRF7gC/zqW+bOegxm2FLqjiGsqAT39VC0dHL/+mvhjQDcSDqyo8iLEA1CjyVh0LRb6bYNkKKRAByFmQK6Ot97J8Vj5/zrhhujDHGmOFFqURpREiOi1MiwD047Oy9Q1qA5cknk1mAxVlnw7vt03CcQ7ECEQcIBLL3gP2hmyKUld2NciB+/v0v/82SfW4jbZTwaxw+EGGHCE8JzBOYKcIEESoFJgvMQ1inDh+7IVZqMMXKs2HsaqFIOZi4T5Xt7ikm5WNcnglqKa7GVk2JPM8D49LfH6luja8GOkJdeUNG13nzcz/EYxJFnue+QIrJa9m15IQ7XuHpbJ7zjc/gl19n/v6TX8V6Z3/SI1Tvyw5491+yOSo9srvKSfr8GjNSWZHImDzaXeWcQHVvNs7V1wyKxN5D/b23e1bGF1fgtZbeP5CHQpBJv75en8jO2TLUHTsnMm1AsXP3l72O6gkgQDS6Me37H7ixCeI3fCLb89g3xuRKUH3O+bYH/kPr3/lWhf+ru6Zt7YvLZ+6Z7+kYassPJBSKnvXw6skriWQkFYkgHj+3EFgMmuJfRqmIryhabzN/jTHGmBHGZRrKcYTkBINYRO90HA6nPth5A3Rn8nbdCO607A50hHnv4kRctx7wo3qEQNmCrPYQBaiRKIGyBai+VPut/+Fb/u3dD4uk6OfZDxECApvVz1tZHZsHpIao+FioSkuv7YIfp8hj59rbVyIyAWiJ9yvu37vh2SBzUY3iupnHlY8esxEYH4+nS3+dLJASNolI1ntLvdicvlD0xRXY9Uv4i09T7/804fgOd3BjUTQK3qzKMqZQWJHImDzzubIGTYwZSO98QjTcb3576GP5eTj2A3ltE4Tahn6+XpR1j4V0XJbP2rehxM45Tuw41UXUt03O4Ii1qF4AJhEOe1sMM7kVVB/h9v2IzG/p/F50S+TJP3jh7o2r8zKWWPZ0d4zBRurbMi9+Dk3vIpESQRhEYEAxkL3AdNCmFPt8wDqLnzPGGGNGEJeHgSCSIjJMOYFQjUOK7w09yark7xbiA/aDZiEAfAR6+8J4urqC8Z5Bx+jsqMt6gahbjUSpK3/ywdL6o0M5jQi1bgivvt9njUwhjMODifHcAjPd0ylW1hWD+rZKVJ8BwJUn08bGBdWHq92rgV6KTzRN7932aWh8sq3I8ozj6YZgScidJiIP5+r8LzbDX32W/DzriysQ/CL9s6j/lPBEKdw5uHEI7Hy1SpoHd7QxxcmKRMbk2ct3SqsKzw/0uP95offr73976H2JvuzIQXGom0hAVTfl6OypDTZ27r6yE6CvI+JDJH20V115GJG1AIis472L3hXDTL+0Cb8bYlo8D/xZDbFIQ2TWWDaopbECEfPiPYEWeNEktF915duuFj9FtvKuJ0XJyoTXI2wVUSKnKd6naG/q/d3xc25x3hQbY4wxBhQfLpsR9iGUpth/AOFuhNb0J5MIyELQhAfAUgm6IxvDHVEORipwSj5ApALVZhynjoduylJGRt/+97EHFnfoqCt97VdoVaVZ4aj2/X16cyHGtDlTCQmsTdqheHv/750diJQCDdxflj6uLBx+CpGJqLaiuiGjK7z5uR/VWC8t2Ett4MjQhpwZ0dyvAPvrL2J9hh4/fe3X2qZYJF061Tf0fp24sigjquErJZL8eTVmhLMikTHDwHcvyTZVHdAshi87kpfq/h+Vye+rKh/CwLJNWPTYabfK02sONnauq2sNqpeBmT2bkPaprGw30AQEcN1i/TJcMNzTzHZDfMRlLgkcj+eBbwT2AB+6IT7TRtZrE6lLq29+7qe9/QOEeUAE1Zq8F4i6xQpFLwDg6taMPp9DIUlxcyO8SATx+LnF9Bs/J4fA3WTxc8YYY0yRUQIoh5A++gYpz+HwIMIAChNyFkgRQSXzwV02uIGOQG9+7qez831EJgItjBpVw71jL6Q9LgtkCi2jnM7av++YePS1rxe4a9rXseyrn5w92/Hbd3KJUU4VNzvV3OZUUeNU8T11uV2VXs8ABHwIf+jFeLPuEtuU3kVRgckaYlGeRpQb9W21iMwmdo+YPjbuYKQCkWfir9ZQV55ZIsOo0ZuITdZroeOKJ7FoS0K6SES8fV4zAD++pXfrhA530D2K1rw2RUZoMoYxfbMikTHDwIYaiYqT6qagf+8kPKr9zhhY+9tw4+jY6x9+B+YldxPh69wstE9LEB+ux9nEsdi5nhFdlRkfB7HMX2UTQU2eIdhTjURRjX15yzymzmSZnqTCbaRelENC37PwBMYjrNPLfOKeond/oTc/9zN6zCFgBhDBdedw/w3Hcjz0gakrXwNs626Sm7NCkSatIgJ6Z46PbP3FzwHIatAguCn+JTbGGGNMwXGZhNKIMCtpnxIFFuOkWFGREWcnaKpm9pvBLbjVJZ4LaimjxxxCpArVVhxnDnP9Gazkyh5nKocn/W5zzaK2HT964dKKyCv/9ujkKV/87U/k60hS0oRzB0043KOQGCGW2wlgOSI1XBZYk7hdlcfzMZ6cePNzPyLdzzOep668Je0x0egmIIDqiVjSSQbeaZ+LSCwxQnWxFyvhHjmjAcHj5JcBmP89uDNhFdHHF1P34O6Pok03R2R39kZmTPGwIpExw8SrU53DqilvCvr0SQSaL/XeNv46+G+3wytT4Q++B+Wjk4/77JvkbZ4RmfbYaTdnGbcp1ZXvBo4iUorInoyP6+x4EdVWRCbQ3p5+FVJd+VFU34jH1BV3o85hSkvYL0Jtpu8XqBCH/W6IjUBspld3gUj1wrAsEHWrDawAdl8tFL3zVWYxegOhJEcnCoObr1W0rsbP9XGzITOAj8AtyBt+Y4wxxsQptcBxhAkp9rUCdyHsHdpFZDFowlRA8RPrT9T/pLWRLNZHdB/XJnndzb1j89dvpDZwBNedg2orMIPOziAHI0l9q5ypnEM53HObCBPc0yk+Y4XgEq+rcq7nJhGmaYjM+wMPZ6NGPwOMR7WZsrItad//bvs0iK+kEslsNVB9WwDnaszkFurKjw5mqAM1OqpPCzIs+6r+0W9BzXd6b2vrgJf/cRAnc2XFhlz1JzOmwFmRyJhhxHVYlZxF3b+t/1/sB2SmOlw4+KuBjiy7VNn8yBmPm7CqLgYiwMyM+7jEZux0z4Z6OtUX+xS6Y+pm0BCen/bdJmvcRp4QmDmYYwWevXAi8CqdnUFiBaJWSkruGrYFom5lZctjmffiw3EOZb1QJCni+HQg0SkjhUTAWQq6oI/4uQDIW+DuAh1i9zhjjDHGeE5ZD9T38d0oBFTjcGLoF5IwyALQhIeYMgk0fa/Ukao9vOdqTLTrzuGBG/tY5e2h+284RklJTXzS4UQ6O8/w3sVUxZKfJm4QNynuuSBIDVGEVxK3q/JIPsaTVW9/OQniEZOqS8mk0OC63RNHd1MbCGV4pR1cK0R50jfn0dPuBBEyj+b3SFU5/OkP4AcJT446XDgwiAB0RQ/sukM86e1kTCGyIpExw8ifT3XOaXfE2QBs/ofMCkUdLnzweWwFUj4JUjE6qk97etG68hYkXvBRNmUcOxdbEn4WCBCNbkz7/kCgFZHuL4DpY+pMVmiQUkhujBqfybZG4R6UGlWWasJsvW43+sJLV4/dNjFeIKrJ6+zDTNVIlEDZApQDgB/HOURDOJs50pVJWwRPct0Lk/MGMAX0bOr9sgT0I3CneTosY4wxxgyO4sflfWBdH/v3ItyFk82ejXIMSNHcXpaBZrxifsRoCG8FeRjVKKoLh9Ukr3vHNjNq1BRUmxGpoKsrmDipSyQpbq6gSRevK/QuoAjeJonkQknJDkR8wHkoST/htb5tCbH+PmF8vsyKPQ1t8xCZj2oUkYXUiCefjRKXrSDD7rnFd6+DUQlPrTtceK0FQm0DPZtediU5DtEYc40ViYwZZkaVyovJEQP9+7IjVihKjJ7r6YsrsR+m7+V5FdFVwspHT7veLqO/L/AScBTwDyh2rrshZbpeQw3h+bS3f0ws5gDQJi5dslUDHtBvM0ESZnYqHJUIt0sVLzhVHJRqjjrV7HaqmQPUqZLUrHLj2Of0/73pgQ0FUSDqViNRHNagGgX8wK6snVtJvllQPM12LzzOuXj83M7U+6US+BDcZ0F93o3LGGOMMQPiMiHef2hu0j4lirIKh8Xk5CG/vACaYsa77gGtzP71ClRDeDXEV0CILKSufEDx7Z6Y629l1Kga4BgiFTjOId4Nz+7erUpRfR+UO2lF6fXZFRivJyncnr31bQH0alrAeBx9n/q2Q7wbTv08o74tQPcERtXnM+qNdTBSgdIdM/f8AFYeDcnSUzoLkeR/44aB934F//0T+OXXsde//BrW//1gCkSgsOXPpzrn0r/TmJHLikTGDDMvT5KIuqwa6HFfdsSi57b8A5z8KvYD9Isr8PMw7PolrG0a3A/TXBHE57h437dnMLFzdeVHr0Z6weak/e+GJ9AQDgL7gUpUzyHMobb8Hu4da6suPCBOitxu4c+lJvVNu1TRIML0TvX1+vPxSZfMGvXXP3FPUTjNgQ9GKnD1/VhvIm3FcRZk7dxCcsSiWNxcenIZnOVAHWiKfwPEB7IRNGgPeowxxphhyGU20Iik6KWihBHm4Aw8ASJzEgUWJ3+PkADoPptoAvF7ue4H8SuoDbyR3wH1Y66/lY4rc1A9Avhx9X0a2rr7Vd6Z+HZ1Cvv7tgh/lbhNSwYXCz4s1JWHqSufgzAH1dhkQpHZuPoR9W0rCSb8fRRZh8g4VJsJBLZldI1o5674MSECgeey/t+Qwrqg+hAd1r2UP4nAi83w+OnY/345gFYL3RRtjU3GNsb0x4pExgxDu+5w3lDVQS2T/yQCf/Fp7Afo2qZYM7/hVBzqSURmLwm53s5aGWzsnBPvNSQyi3faY2OubwvQEN6Mqx8BM1G9jOoGAoHbuC+QMtLM5EzSDby4/cd+yK8uUv1FkIj77d7bhW8hHHf/jnl9HDp8vHdxIp2dQUQmonou6zF5yo0ptmYxTqXYSQOx+Lk+/j2QGfH4ucKP4DDGGGOKhbIaeB8hOVJKaQKqETzoa+GcBxYmb5cZoOljsItZQ9s83HiPJtUN1JVn9iA+nx66KUIgMOfa5EN5q7ThV38C9IoQVOWCXKSP6OICUcLRFFuTimEF577AYQKB24Hl8V5TpYhspr298Wrk99tfTkI1NhnVkRUZ9S6qb1sCMhfVy5SULMzomCz4lV+XiUiqPllFRYRVL0+Sgi68GuMFKxIZM0yVKMs1qWFp8XGUrY943benZ+xcptFc9wXOAbGbD3E3U9/2FPAJsBKRUtCDOHI7deXrvfpSZ65RBhjz8c5XM3Dd4z/vvH3c4+Gtv0jMzRbBLy5vuY187DayLN7zaHh57+JEurq6C0TNjBp1Vw5i8lLFJSbF9Jn+OOfBmQO6AjTF51T8IPvA3Q+aPt/cGGOMMbkR6z+0D9iEpIgAUxoQpuPgYWSRcxg0VQFkJegs78YxjLwbno2yP57ysI268vX5HlLGaiRKXeBB4veVM8ac+okI4xLedVBqKOj7SZlCiyotCZtn5mEo2VcjUWoDOwkEbiFWLLoATEb1OPVtOygp2R77bOrBjCaO1rdVIrI1/mqNV7Hnj4V0nEDxF5tVT7w61Xk938MwphBYkciYYWrnHU4TsDvf48g5kQlj/LrS8+t2x86JzKK+bVGGR70YnzE0EZGt8eXg53DlHmrL74kXkkweSIrChWqKqDSIFYgc5xAQAI79Zfi+O9FUzYFBhIki7FA/n7khNurJPs7ptWsFoop4gagmo6zrgRuftEWsSDQ4zrZ4r6Km1PtlfmxVkc70dFjGGGOMAZfxKB8i9LW6dwMOdfmJ3ZVVoAkrS8QXj51LLDAUP1f/OF4gAvR/5ncwg1QbWAGsfeRb+5N2ifCu9wPKiaM9XwhUDJt7qWyokcvUBnYCt6LxXqQiy+hOGBFZkdF5Yr2S/cBRL1fEKboRkaKfoOYKmf05GGOsSGTMcNZRImtQLfoHsgpPLznhJj+MzqWesXMiW3n7Qvrr15WHgbUAqLaiuphA4DbuLzuYy6GaDCTPVCNlREhD27x4gciP6hE6rszhoZsiTjXPqfYd6yDCOIFntYRP3Ub25LXx6jtfzaCr60NEKoBjOSwQQeJKIrWouaGRsyDVfcwIBmQ86AfgbrJeA8YYY4xHlJnE+g8lf79TIij3IKz3eljXSBR4EDShQCUVsULRCBMI3INyAABlfyyqq/DodwMnHv5279Y9Cpcp9SLK0APC3ydtK0nRR7bQxfoVLUdkOqon4lu3ZDSBtL5tJbEVVpH4JFZPLDvlTgIK8u/NQKjq67urnBPp32mMASsSGTOsvTZFwhAvZBQxEfFLSbzpqJeuxc4FKCnZkdExgcBeYDmBwC3Ule+1aLnhoY/mrlN7vWpom4eyH/CjHCAQmMNDN107ros/THcdgVIRFlHCGTfEBxrqnSGec92roETGAcfouDInhwUiIGm2n33eh0wug7MCdA5oij878YGsBm0ELfqMcGOMMSavXJ5A+QBJscJBOQdMx2EYTAhzzgHLk7fLbHC9T2XIpxqJEihbgOpORHyI7Io/bC8YGmKiOiQV+Bq++f12+cXn+RhS9qXoD6tCZR5G4o3aQIhA4K74RNLn077/vYsT6Y57U32SuvKW3A7wmi6H7YIU9YQ0VY2McmVVvsdhTCGxIpExw9zNEdmdHC9QfETk4cdCOsPzCzvOclQvg8zNKHauO4O4RgbWA8fklFzkrGpSoeja56khvOxqdrlygEDZgsQCnzONXyh8lvE1YRZQ7zbyidvIEznvW3QtJs9Pd4GoZ5HLFBjnMMjtoH08eJLJsUKRu8zbcRljjDEjQKz/0B6E7X30HzqCUI1DHzGx+eC8Dro3xY5N4FZ5PZq8qpEodeXLUX0BAJHNNIS3pjlqWNCTVKjyviRMxoq439Y/avvTmxg1OsjBSMHHsomTIoHALeIiEXR/LvemfVYQVB9dXfuu9jauK9/rzQDh8UZ3niAzvbpevgi8+PKdksvJlMYUHSsSGTPMbaiRKMiT+R6HN3T7uqDHEUuxxpCxCLlMY+fMsBNv7nqs1zZhop4hQH3bU8COq81tUxSIrlJ+NuBrCxNE2K5+fu02siknWdsNbfMQCdK9Cqqs7O48FYisOJpVcgGce0CXJ0fIAIgfZAe49SOy54AxxhiTCy4T4v2HFqXcr2xBmDM8+zDKk6AJMVbiA94C9ac8pJjVla9BtbvnyFM0tO3D4/tJbWS9NpHR772epEIdgiLJsWtHr8xY19r1nVZEqujsDFLfVpn1wXqpJGVM9W96Po7hKBx+FpEqVC/glHgWM/dIUEtd2OzV9fJG9dyViGzJ9zCMKTRWJDKmALxaJcdU9fV8jyP3ZPKv/ep9Nm4gsC2eH5x57JwZdgROJm77v758dici3bMKt1EbWJEmInDQzW9FCIiwWkv4zG1kX9b6FnXH5PVeBZWvYo3NxsoJZ2e8V1Efq0alFvRjcOd5Oy5jjDGmyCi1wJk++g9dRlmIwypkuEbsSgTkQdCE74JSCborDwPKv7rybaAPohoFeZj2cD1vfu5JwUxPUqHCM/oNh9IVinoUiJLihFXZcs9dP91ISUkNcB6RicDxeCRZQZIpKXrGkmLV3kjTEK4CngFAWM69Yy94dekxfl0pIpVeXS9fBNa8ZskvxgyYFYmMKRDaxRrVVDPNi4vCxkfOaMDTi9ZIlJKSxVdj595pf9jT65tsOZq4oUT0DwBQ3UBtYEXi/kQivVcjDYaAD2GWlmQhfq4hPD9dTJ4pFtIcLxRtAU3xZyzjQN4C9y1bVWSMMcYMkOLDZTNQj6R4mK+cB+7CoQAm5slZIEWvDZk/YmNqa8sP4Mg9QARkLqPHHKK+Lef3lFrCfAGfCDP0Gw5pMHURJE2B6HWnOv7nee/YZny+alSbEanAdRt55yvvI9lNbgS1FNV9sYQLfZ3a8gNeXXrJCXe8wtNeXS9/9Mgr1Y5nv6/GFBMrEhlTIHZPc84LvJjvceSaiIwb3aWbPL9wz9g5R7cX/PL+keg6QhprMHzVuej3QXUFdeXrMzmFVNGsOrRoEYWzRKl2qjgxlPPEY/L2X43Jqws8mIcCkRUjPCVRcFaB3A2aKqIDkHmgZ8Cd6+3YjDHGmAKlVKAEEVb2sf8wwhQcQh6PbAicl0AbUuzYDO4kz4czHNwXOIzrzkH1ArHepMc96O3zSPf/EWGGXs/+xEKRhpioDsf7KBAdlgi948bm+luB6cSitP04ziHq22pzM3zjqfb2jfFVYudRPG0pICVsEpGijqRUNOq4pJ0YaoxJzYpExhSQKxHZgiZmUBelJctO5eHmJhDYRmw1SgB4y+s8azM0MonIxa6y+U2dt11oif57ln61zX3j8gNPxiIoBuToYMegSoOUcpczLWUGd+bq255KisnLh1QzbY0H5CjI7aB9zIKT8SDvg7sHPF55aYwxxhQSZRbKGYS+VmNsQLgHwbPIp+yRxcmTSsQP7B+R/YkA7r/hGCUld6HaishEotHGXEW2uaeYJPSOLRSY17NQ5J5ikkJQhMrE41U5JtfxYLy3am915WE6rswBPQj4gbcs7aLA1bfNhKuF6sXUlXvW82xJyJ0mIiPh87N75x1OU74HYUyhsiKRMQXktRq57Erxz4wQxNcleN8bqEaidEUXonoBkSrC4Y2ej8HfiG70AAAgAElEQVQM3puf+wO//qfVt39+fNwtv/55dPe/PfIH3Bd4acDnkUH2JVI2ONXUySQGFQvpnmKS20j9v5684cvVY7fFCkSqL+StQGTyTMLgPAj6IGgfD65kEehHoDO9HJkxxhhTEJTVKIcQkleTKBdQ5iCsH779h9KRMMiC5JhamQRa/M3p+3Lv2GZGjZqCajMwnq6uYE4i24Q/TL2ZeepnlzYyE+G4kPz5U+WgXMecfu8bHropQlmgDtU3EPHh6L540kBB0GAWoreLxZuf+xHZA4DqS9QGjnh5eUfZmv5dBU41LMjafA/DmEJmRSJjCszuKuegqh7O9zhyTURmLD3lzvf8wg+MO486i+ODWM274dmej8EM3Juf+xk95hDCPFSjCAuGkPE8oL5EqkTUZYFUs36Q14tx+ECE2nElX92wqWwDm8eu/X+oK18zpHNmX4E+RClkzgGQ2/pfVUQQ3O0jdtawMcYY05MSwKUe2ISk6BGjhBCqcSiCeyo5Nm3SiT0pti+DPNxLDRdz/a2UlNwFHFs59qUK/fc3fPj1qetaNZQc+TZoQp8rM0RYpPAzSbEqX+GARDKcWFYjUerKFwDb4ifeSkO4MAqAgRTFWYYW612wRo/ZClSi2kxnh6f3d0tCugiRaV5eMx8U1r5aJQW4ItSY4cOKRMYUIBFZoSkbmxcXcdj8SFC9n4F0f9lBur+Iu7rHgyxrMxT1bQFGjzlELHs8Atw9lCagcomQwuVM3qvKv+FQ49zBG4O9HoB7gvGJswz/z7Hb/20o58wRi2DMC7kQW1XEYtA+bq7lifiqImtubIwxZuRSJqM0IqTu4aLsRJiO0OLtwLJPG5nphgh++Oe/t3TWHckLE3wl0V23V/78P+ZhaMPDvWMvhG8ef3hzWWxxwbecb276xh1zXJuGHqesp5glML6/94gkP29T5XW5xIKUEXP9iSULdBcXVtIQ3jPco9HVTe5tKtCej7Hk1Tvtc4ElqEZxnMU8dNOgUicG44+a1C/kod+zx1S1+bsR2ZnvcRhT6KxIZEwBerVKmlG25HscuSfjR1+vz+Tl0mVla4CziFTQ2blvuH8JH7FiBbzjdBeIXHcOdeVHh3LK+E3biYzeK3yLLiYM5XoE1Tfui1++kGJP/nvN6BB7K5ksk73A7fF8+lT7K0GD4G6GPBTYjTHGmHxSFqEcR1J8N1MiKAtxWF648XIx3cUhhKDATF9JlH0bFzIu0HsSfbRrlH9UaecvrhwfddgN8VRWV9EUAD1JxVgnsrLntuucK4Fp//TTlX0dk/G5+4ia6/cYeM6pZuGAC0TdagMvAMtRjQKLCLfv583Pk1cqhRjnhpjmnuZhDbHabWSz28ie+K9n3VPM15MpV/lklbgpinFFUJwdkPcujkPcXfFXW7ivLKN7zGzp/EafEaT4J7yqPLmhRgr633VjhgMrEhlToDp88qKirfkeR64JrHz0tDu0h/CDUSOXER4EIojMor19yDcTJssORiro7AwiMhHVVqCG+28YUFRcnzSzIhEAwl8M+qY7qD7C7fu/cm/4w2jyIp3h8IU+8cu2FUvzzjkPzj3EVhWlmIkoPpCVoGfALfpoCWOMMQalFJc9wB4kRR8U5RwwHYfXPR9bFmmIWjfEme7iUM99FTe2su+/Lkw65u+apzrrXvmvPxLYCnzshvjMbWSPV4WCfFKHTSK9J12d7bydk513rqO+bdC9Z+O9duYN6BjY71Qx9H4ptYGdCAvi8drzGD3m0PPH/8tNbiOb3EaOu438K/CvAsdF2QdsEmGlCIvivzaKw34t4VO3kWdz2TdIYVKKzSMrbq7L3YFIBXCWQMDTfjmPnnYniFAwPawGTfXgrjvE0x5PxhQrKxIZU6BemyJhEVblexy5J6WOS35yl+8LnEP1SQBUN+ak4akZnPcuTiQaPX61QFRSUkNtIJS18zv8TV+7VLnY87UI16lyWEPJkQr9iheIuvsoXe4a/a+9LzQsb9z7jdUwXpK9ILeDHu1j/0TgQ9D1YCshjTHGFCmXCfHVQ4tS7lcOIEzBocnbgWXP1eIQ1AtM7ut9s3/3MKsXJS9Of2Hvag7/bazNqsB4ERaJw35K+LUb4ozbyGb3NLOzEcM2XLghpkmKz8T/fenRVwAQeZb6tu2DSYvQscxL1WuoPwIL3FCWHtjXlh9AtYZYzPaMWzr+5WMRVoswTSSz+xGBUhE2qp+Pc1gs/EHiBo2Svfu14a4hPD9+n3cZ1cV4vNIl9gxFijxZQC93OazI9yiMKRaS7wEYY4bmsUb3+EhoRIjonFenOvlpLtvQtg/kYaAF1SnUlY+sGVDDzXsXJ9LVFUSkAtVmSkrquHdsczYvoWcI0EVbr21KRISFwAWFoCSsqlHhQ7nIDzOKkHjzcz+jx7xPbBZoBKhzfyOwSYSqq+eDVqeKm7Px3zNoLp/0imxRWnC4JY8jMim5TwCbQPp4YKFnQRaDnPV0WMYYY0wuKbUoe5AUEb1KFFiFE+8zWmA0SKn6WQT8sUj/K9ZVCSO8JPB1R3TU7N9d/Le/d/rjql7PeipubOXMX06h4sa+gyjiPTlPoPxM4BgRTkhNZn06hxu3keMi9LpHVuV1p5qFNISXobodER/KAQJlCwbyAN9t5JAIswc6JoUoygKnmkH3Tu2lvm0ycOjTm39QUen750GfRuGIXGLOoGPw+uCGONOzqKnKBaeaf5fNawxb74YnoJwB/Kiuoq7c01YBS0/pLHH4wMtr5oOqvrCr2lmT/p3GmEzYSiJjCp3Dk/keghfUZeu6fPUF6uhYjuo5oBKRPXkZg4lpCFf1KhCNGlWT7QIRgEwhrHD1gboqLSjTpYoGqeIY1xrHXjtGuUv9vJL25LEC0SG6C0SuO4fawBGEXtFhMjzi5qwnUUFwXoqvKuojJlEmgzZaryJjjDFFQfHhsgmo76NA1IpQU4gFIj1JhRtio/r5TIQd/RWIFFpRNoiPW5wq1koVL4yZ1jnzuuu/mTTK1/F1z/e2flnBwrX7+r22QKnATBE2IgT1etrcEEFtZL02MjOX0WTZ5DayNUWBKCxuPIUjMbKtvf2DVL19UtGTVCDMGsy4BHwI+93GgUXV9amu/CwlJTVN0dtSxA8PaFyz1M/qrIwpLv5ZSYyb87QfT968+bkf5S1iBaLDXheI1gXVh6NbvbxmPija2uGTF/M9DmOKiRWJjClwr051Qqq6O9/jyDURmfir6zU/mboP3RRBZEG8SWgtDeFleRnHSBeL++suEIUYNaqGuf5c9uU6BqDKMXGZ7txxLabEqWKLanKuvQg/dkP03b+qvi0QLxDNoLtAlK0+St5IfhBjhglpAbkLdBVoilm/PXsV6UyvR2eMMcZkhVKJ8iHSx0Nt5QjCFIRC+n6FnmSy28geLeFTgWf7iw1TaFVYIZe4RapZL1N693k5dur3ftEZHbUk8bgjp2bx3O5nMl4Z1F00QliXVDQ6xazhGE8XLxAl3zMKG+ROrt039I5sm8mo0R9wMJJ2gpaWMD8xTWAgrhaKQswd7Dl6uXds8y+jt/zeT7/54aVz0e/z887fcT+L3vwzlA2qPKgwnRJu4RLXUcr1wG2p7mGAp7NZBNSxTEr6fRJGxor20WO2E1tBdZ6SkuRGYTn2K78uEyRVP6iiosia16aIJbwYk0UWN2dMEXgspONQ/QSR4n6Aqxr2uXLby3dKLgsDfatvewqRraheBqZTVz4yvuhmiXuaKlymIfwOShWCD6UFOI3S0LMIk+Sdr2bgOIcAP3CMjitzeOimIc2aSzveU8xH+JFEWJoqfiEeAxJMnKkIoLDCqUqYvXowUkFnZ7BXH6Ueq6DcUHITYqnK889pl3qE2oSto5DsxlGYbNOJoHugvyhSfQlkLdjNlTHGmALhMh/YkXL1EIDyAsLaQvqeEi8W/LGQfnWKKueAP5MIuzOLgXN3gCRMbtPoUwu2Ld/6J38yXuE/I0wbbNEjHp8WAk6I8DfAManiwmDOlQ19FYgUzsolqlPGqTWEq1B9v1dKQT+T0NwQZyVFr52BisdYz4knFAzdtaSCGaheRlhIbXmfsXZuI/WS/B2/TqpoyMZw3EaeEGF7rs4/bNW3LUJkD6pRVGu8ngz4yBkNjInqp8X+XEhVQ7uqnep8j8OYYmNFImOKxGMh9ymQol9WjOreV6udxXm7fn3bIURmo9pMZ0d1rgsVxcA9zQRctqfL7lblBMrSpGJRQ9s8lP2x3HA9QmdHnRe/7xqkNN0NuJ6kQks4kyoaTpUnnWpeAtIWiCA5O12ViFPN9Vn6zxkclx0IiSvnbkFoycdwzECoD/QpYGPfTWv1PLAcnINejswYY4wZEMWPsjnFd5Lu/WFgIQ4F8fNsIP2GABSaBH7CJV4fWN8YLY3FzSauKtAWkCkgYW3Cz2VmKfwIZZb07EU5CKo0AyGE0wIhSjkrk8jtxK7YvcZWkeTVOao0i0tNr1VEid67OBHX/QAY39f3dAC3kf9FhNNDHa9CE9CA8K4zldBQz3dVrFC0D6iNJ2Asp648ZeKIG2KawPFe4+ru2ZQFbiO7ROi1mk2jfM+ZVsRR1m9/OYmSkuPkqQ8RwNKQu0OSCsNF6a5Xq6SgVosaUwisSGRMkVgXVN+v/PqRiKS90Sh0Ljp9d5WTn0zj9y6Oo6vrI0QqgL3UBvJXsCoAbiNPIGwWMosvUIgCLzhVrAUSCkQDbyzrhfgKqaBIcuSGwirnX8INuPo+sb+bLTjOnMQbTw3iUz9tPc+hcNSposaD/4S+KeuBdQlb7yq0CJeRTSeC7gCZ2c973gB5EiRvs3+NMcaYlFwmAfuRpP4mMUoI4cFCmMCiISaq8jiwSPpaDdXz/cphHP7MmcrhwV/VnQQcB0n4nqoHwHkw6ZpnqKSLmar8r8T6E1UO/tr/P3vvHx3Ved77fp49gy3Hshk5SoNTsqqci0+VG3wKB8kWrXwMJ7AMqziWbNyic8yJaRCB1G7g1G5M+DGMsYtzcQ504dbEkAtZuEvEYEvYygLX5I6yTItAwxKp1WNS0xO1JjGuiTVg2RYw2s/9Y4/EzGhmNL9nJL2ftbJi7dn7fd+RBmm/+/s83294TOhBOS3CPwFn1OasfMyZ9ASvOOOeZJ4KX0fiW8ClJBANEVvQpfpgZBeIdlOlgwQEPpv2Op39zTHgEEK7NYuz6Y6RMn51czG4B+Sh8JG1NHieiXeq3UVf5Ocwl3sPO0C3OJZrztjKBauWz+Vi7JLkpffLmXRdV3i/10aDp7HQS1h50p4+aNEtSHFynAuEqr64q9YquI2fwTARMCKRwTCOaD6p88TijWKvI98Uvb24LTgP1cOIuIEmGjz7i7aWEkZPMENddGViYaGwv/JX/+cfPrQr/le4g2g/Hs/SUhOIhtAA9aocjicU/XTgv1x+tv/Prj/66X/5RWjSZ+bEWlioH7fexA4hujpWlWesWtbme+1JUR4G9sQcbUTGuVXEuMR+BKerKMFDKb0ArAErnk+9wWAwGAyFx2YlsA1JUGykPIuwtpTt5dSPm5tYpMo3R+uqB1AYQNmP8v2kVsxpYa8EeT7ObKvA2pn0yk6mYlGPxd0oc1LpfEoVVc4gnEfpRTiH8iuEc6LhziO3I/ypTaXYlKtQjjIDmBW2yUuYIZSWQDTEq5cqse1WhrJDVe+lsaLDPkUNymvJ5oszfz9CO8JPxKI9Njcq77QFt8Gw9d52GjxrYk+xu/hlpAiYK5HI7mSquHk38pgq7VYt92Y7dsnS2teCyBKgF9WZNFYU3M55RcB+A2RU28qxjQ7YIW7bXWeN3440g6GIGJHIYBhnNAfsA4IsLvY68o2qNu+qteK2zxeE1r4tiDwB9CPM5D5P/irCxiBh4aMrsoIs6nU4jzKQrDrx6OU5LPzgICHccTc2pUYyoQggpK73XDL4Q4FTCuex6UeoB74eL9cIZa7U0pHnZSfHZgHC4ahjyioskj5QMJQq9lTgeZAkYcnajmNBZzZfBoPBYCgOigdlT5xcxKHXL+DYy2XRYZNfNEAlsDwsDlWNer5yAWGnDPLXaQkbKWO3gCyJmbUfmA1WymKUnmAKLurCnUZ1CDWZZhrli4wEoiGcjpBWROahGlp387O+zTc//Z1E9/dR88I5oE1sDvExx1LLjcojQ3m6QLyCu7yJRAFWC0TZ4KuywarlqWzHLknagiuB51ENITKbBk/uLART5Jtd9mIVOVDoeQuO6oYXaq3x+TkyGEoAIxIZDOOMb3ZrlQ7q24kzKMYHip6/4pIv/2hmkULX/eomGHwTkTpUA3g8s0u1y6UY6EnmEdPVpkpQhO8Bu4dCbe1OpoqL5Qp/Hm/z9ZOB+T9fVP9GXKGpFBlNKEp5HGWvVUvxrQydas3umKM+hE1FWI0hZ9iLccSiyvivaz+wFqznCrkqg8FgMBhQ6lH2kUhYUY4iLEXyIaRkjx2gDuVPERanYrcczvD5K+lnb35FBfWAdoNUxRzvAakFyWhu7aGcT6lRp/vmTqBOhAT3F/klbOu2U8A3tNfICL+6CV5sqS/rXHz4sw9Qbn2ceE4lIPATbNrkTk5nPGe+aO17GNjlOGBoO1euNPFHn+/XHsp1gL5IgU/hqFXD/GynjLWaA1Dhtrza7BWL1r4ZwHFEyoBVNHgKXkj3db+WXV+ubyGSVZ5YqaOqvVf65cs/mpvZ7yqDwTA6RiQyGMYhzV26SWREjsi4Q1W376q1itdh0tpXhUg34CFBG/9Exe7iERF2xBxeJjXsjXt+J1Nx8UYCC4uE15UiG//uL5b9yc0tu3/H/a6VyfUK58TF7QW3pYi/mCnAezHHXsTKTaitoZioB3QbyMNJzjkG0gwyIrzZYDAYDIacorhRngC8SJzOFCWEsAF4ttTs5bQbj4Z4CKc7vGbU8yGE0o7FD7LLG0oXuwYnnyjm+6s7wVqVs1kcu7EahVnhgqO8CkcKA0A7wtpcCRG/6a74ymeuftxdZl2ZNGI+m3/D4nuEeNWqo/Q7r9v6FoPsAcqBY6jea/92xQKxaIk8TeGp4VzYDNEA1cDbUceUgFVL8azi80Vrnyf8LKAK1f00VjQVYxkruuz1iGwuxtyFRG1t2nWHZWz+DYY8YkQig2Ec8nW/ll1Xrm+LSFWx15JPFA0JcvsLNUV8gOncdDut3bbcy/2T24u2lhLC7mKbyLAPNgAa4osJN1J+df/Hj0798NBv/bf/Ue3+56iXFC7LIHUlWZ0Xyysf1mNZh8utj8u3Tl5/bsWNe2+w0JQDbhU6xMUymVlC4cs2HxC5sVdOYzFztMvC3WRTKeOgTA97yxtKEHsBTldRVfzXdQDEBzwLplvSYDAYDHnAZiqwByF+noaTWbMU4VhhF5YcPck8tfgG0JBS1xCcB3YT4gfFExf0CWBLnOMPgnUwb7MGqESZrsIM4HdRZiBUpZPzEzUenEM5LcLLub7X1B7K9VO64hWvqfCENYvv5WqughHeowDlqJ65+IWp/3Sz6+MHIk9RmG3V0JnNNHaAzQLrY8ZdY9WwPZtxS5K2YCvQgOpZrl6ZyR99vuD7nW+d0ClXLX1HRLJysSh1FO3YVWNlbYVoMBiSY0Qig2Gc0nzSXiKWtIx+5lhHj75QY2XdFp8VrX3PI7IS1QvYgzN5oLIwm75XL1UzOPhtGityVvmXK+wu9onwUOQxqUnwNyds6YCwuMr1r6H/PeXO/htkwBN5iiqfYrHMmsWP87js7Iiu0mvjyuWl+rnPD4TDir+OsCiRZ7sqZ4G/smopPXsvGz/CnOGvlQEsbkh4eidTcbNVYIlzOgPAMZSXGaR9TFRcTji0HHQz8MjI6uLhc86Eu4pK6gGdwWAwGMY4NguAfSTqNFEOIjQjJdBhDWg3VYR4WJ2uoaqUroEObH4gH3NQ5pZCF5R9GGRB9DENgswE6S30arSbKh1kSlgw8ih4RIneC8B5EQZQenFzOp8d93YXe0R4OPb4motb2H5p5YhsnzHDy7+ZjmW9Ue76ZErv56fbn3X1DbseKJy3arg12ynsLt4RIcr2LGmh4FjlWt5TP6p30VhRlGLG5i57n4g8NPqZYxdFQzootbvvlNIvGDUYxjhGJDIYxjErAvYbIPEr8sYXjS/USFvRZvdrGRcvdgHTgQ4mT56f942DIxD5EZlCCVrd2V3sEmF55LG4G4SX3i/nuuv34VRhhRCadGrFeQV/PEGlcL7tadLWtxilBRE3ykE8k5tiPwN6gilYVCtUAh6BqQinGaQzPwHFOcJmB8IjMUe/jBDVwad+3NzEY6qsS5bJpEoAOCQ27WOiO2xCYdcBu0CmJz5H94I8DpK517/BYDAYDI693FZiOs8jXh8A1mBR8IyPEUvxU6Y30oDFN4QE3U6x1yj9CHux+YF1Bz35XmN6aCXoWyAxXTzaCXLXRO4ctk8xDeXt2H3IzwZ+/8CcD37S6GT7OMVgxegcyZpXL1X/4OZH/35F+Y9uiTysym6rluZshtYA9cCbUcdylHNUUrQFa1A97uz7dBmNFXuLsYzlAbvOQo4XY+5CoujOXTW5s8M0GAyJySgvwWAwjA0smzWKjvubfFXd9nW/jmrxkDfmygCDg02oDgBzCAbXj3pNNhy6WBchEAGsprXvsbzOmSYCvxpx0IquCAwLRIeBBqAfmE9DxUGp4RjweNxxhWoRntdy3rUDbNYTmVlU5JQUBCIAuZPzUkuHVctBq5bdUssmqaGtpAUih1/EORZlv6EnmaflvAVsSSYQAYhQI8JmXHTbXbxjd7FNu5ij/vhdVoZCYnU6VcT4SPi3Qx4GfQfs5fFfNxgMBoNhFGymoXQlEYh6gNpiC0R2gDo7wA4t5z2xaElFIFIloMoquYFbrRoeLT2BCJxCD1k68m+91IU7iycuyrdjBSJVjsyp/4c/Qq1GnD1LA9ddf5iX3h9zFl/2rTdPjxWIAAT+NtuxFf44zsHCuUD4Nf97iVcvVQKtYbFwb7EEIgBL2VasuQuGalCQrHKyDAZD6hiRyGAYx+y8w+pBS9C+KseISNX15VpckeSBz/YgMtTNs47Wvjl5meeVD+tRfSMsEPWj+hQAIlt55WLJtJorjOwycDF1+L9fvVQZFojqgX5seyGNFR1DL1s1bFf4+0Tji1ApsF5d/NLuYo+eYEZO30CqtPatBjkQ3ihsTyQQjWkk7sONanCs5ewALVi8Ec+3fdShhWkirEbwaznv2V3ss7tYrD3JhSZDPpEQyCaQ252K4rjneEB2gX0c7CRdRwaDwWAwxGDzENCNJLh3U3YizMYqjrhin2KaHWCz3cU7AscFHhGJKXSKQZULCs8xyEyrllqrlp2ln8coR4Fn4xx/AnQiOFHER0cKgWKzFoD7J7dj2wuBIFDPpOu6aO8vfsFaimiAeoR9scePDtyt8qu++HaPqY7tFO5Fu0jAgAiFcfto7ZtBMPg2bcGavM4zOLgPmAr0cOXyo3mdKwnLA/owInXFmr9QqPD0CzXGvcBgKBRGJDIYxjlX3OJT1fH/h1VY981urSrqGho8Ox3fdHEjsi9caZQ7DgWnDQeOXhNWNkA4CFTsPRwKLkg2RKEQGek7LTbOjWx7/xQGB98E6lE9j+pd3H/LyJwT5eujzgNlIjyMi247wBsaoCEHy0+Na17UMGT5N94EIocRD2lEqdMAT+Di7aHsoVgUQgoHw3lLoyJCpQgPiXBAB/jA7uKw3cXykugWm5DIGbBmgzY7OQVxz6kDusHe6uQaGQwGg8GQAMWDTQvCPuJ1HStBlCYsViGFFVj0BFPsAKvtLrpEeUdgfWyuStzrlCNq0yT9fNGq4dGxZ6MrG0DjZA3qPseSbmKhASpji55U6Yz6ud5/yzEsazaq5xGp5upVP69eSrtQKhdoF5tSLayyTzJdlcMCUe4bl+ybLi/re15QWpzitwzXYvGd2LGBdqmJUziYa5zv/2FEpgF+2oL5ETnbgk8gsgDoR2gspt2ghc4q1tyFQlXPfOEj2V7sdRgMEwmTSWQwTACau+zlIrKr2OvIN6q6e1etlZWXcta09nkQ6QaqUD1CY8XCnIwbDhoNdxD1YlkL+drN1zJhWvtaEFkC9CMyn/smJ+gAKAzajYdB+qKOwVHr3b5mnJv4alTP43LNjXofMdhd/JsIX0xrbkeU+CvpZ3fecovagk8AW8JfPUuDJ6493rjB5pdEhDPfNMjgpdO4Ep2uSicWj1qzCABogGpVFgP3iFCf7vSqHANeF+Gg1JDw82LIF1oJutWxmkt4zjmQR6GI+XAGg8FgKE2UeSh7kIiu8ujXOxGaEHoLtqQeyhlgscJ/B+bEy8KMe53SK/AjHWT3iKzNMYlWgXY7XcJRx4+AlZt9zBhBu6likF9GHVOetWrj2GC39lURuaex7fk88NmCdb/pCaaoi3dROuUGFibrXNMA1eG816jCK4XQJ/qZhvJf/bqBoS4gVR+NFZvSWks3VTrI2yNEokFm5l04be+fQijUBUxFdQCRMifnVpbS4Nmfs3kcl5A3wu4RTTkdO0NWdNkrFbaKyPgs1BJd+MIs60ixl2EwTCRMJ5HBMAH4Qr/sVdVAsdeRX/ToJLsE/GobK4LY9tLwzekCWvs2ZT3mKx/W43IdDwtEPbjds0cIKx7PUqADKMe2W4tV0TaEzCSoMR0otm39vlsGj4c3U2eAke9jJD9Ne27HwmxH2L5sS847UdqC2xgSiFTXjHuByKEj8ouPXLhOf2bkSapcUKXZqmX2kEAEIDWcsWp5yqrlLg3xRVWaFY4qqYl4ItSLsBl4O5xjtDUcjmsoCHIBrGXAXNAE/2ZlKtAK9mvOAyeDwWAwTHiUMmy2AW8kEYieQbirEAKR+inTAA12gBYd4ANgj8C80QQihQGF/djMt2r5ktSyaXwIRADSC7IszvEFYJdU5mm+UTvu5yC+S0BjRS+TJs0FTiMyBZfrOK98WLB7U3WxRMAtQmw2OcwAACAASURBVL1+yuFE2Z4aoD6eQASAsKy89pOf0OBpZsh6UMRLW3BbOvk+GsIbKxCp0lYQgejqVT+OQHQGe/A2VPeHhZyWcFFfbuZhKH9Wd5aCQATwQq2106XMVrQEc8+yQ1WPGIHIYCg8RiQyGCYAvrkSUqFonrn5RNGQKr5bP5KFf3OnnC/2eoCwDUE4n0jES1vf4ozHautbjMgbOBZzx7hyeTaLyke+z7kS4srle4EeRKYwOPhaCXhkR9lXuCz7MzOue2sKqmeYNGkujRW9KYyRMJdoNETwiPCEunjX7mJfTnKLHIHIsWJQXUNjxbhvgVc/7m//+0gri46II2FruZ3i5jarlt3JxrPqOGfVstuqYb6U8Tm1aVLlRdXUrGXCIuBjwJt2Fx/YXezSAA0mx6gQSEc4q2gDaAKBTxaBvg36BBQgQNhgMBgMpYkyA6UbIb6FlXIemI/FWiTBg/hcLGNIGOpin5bzAdAqsCSONVacJXJUlWYp43NWDU1yB0fztc7iIm2gO+O8sAXs/Ga8lBByiXMjCpiExLkvi8rPc+XyXTh7nnIs6zCtfYWyvh625RahXm+iJVYo0gD1YYu5EXtChcetWbw4fKDB8ziqQ/m6qwlebElFKLJPMQ0hKhdXIYQVp/sql7z0fjlXr7YOd3LBQh6oPEdjRRNDVuywhbbgrnQErxH41c3Vq/sQmYJqAI9nzegXFY6dd1g9k8pktqom3X+NJRQN2db4fHZlMJQ6xm7OYJhANHfZ+0TkodHPHBsoeh5blu66Q0pzw9YW3AM8DPQzODg7bQuCQ8FHsHWbU7XEQTyTm0bNvIluuT+Dy3UXX7u5KJlU9kmWiEVL5LH/9O//EHgrNH1hqmvSANXA29muReE80GjVkJkNn1/dXLz4PLA83CX2KA2eeJvpcYWeZJ4KO/71eqq/dHv0aw1BaP2XkdZyGc/lx82NzFGL+4AGIUHFcaLrnU19p8DratNu3VGcwOuJg1aBPu9UGic85wxIM0icvAODwWAwjEsUN8oTgBdJ0KGjHERYheQnr0T9lHETC1R5AGiQeBlIia6F0wI/1hAvjp9uoVTQMtDjIDFFVdrrFIhI0fJXCokdwC8wZ+hrhQFC3Jbss/Cg/6VyLn/Sfsf1p+7+nHXB/tXgrd9f91//11/ka42J9kcKB+UjmmQuITvAIpSWeJ99VbZbtcQXO165+BBi7wl3zRzl6pWk2Tt2gJbYfFJV9lq1xOlOyxHOvuwNnJ9TP5ZVO8Kdoi24EtUdae2j49HatwkRLxBEdWaKRY55wV7vfQgXHZbPF/ez2HzSXoKwa8zbz6k++0KtNRGcOgyGksOIRAbDBOJbJ3TKVUvfGfM3DgDoUfegLC2Z7qF4+NVNMPgmInWonsXlmp2WYBOZe6P6OI0Vz6Z03auXqhkc9Ift6Y5x5fLCYgRrqp+yvnLPP1VI8D8AnL36pU9ue7fz8+muxe6iTwTP6GcmWAecJsS9GW/0/eomeLEFYbEjENFEQ8XBTNczFrA7mYqbrZGbvi/dDr3XXTvnxkG09x/508/9Z57PyxpOUYNyH7BISL8LTOEcylGU12USR2QmwTws04C9GNgWtptLgL4I8jiU8O9rg8FgMGSPUoXSkrD7QgkirEHYm/OpsxOGzqG8KDY/zrtFVkmj1aBdELtX1P1gNRVnTYVFu9iE4I06phwRN01D95Lqp4zPUI2LGQr3oCyK/Lz12zey+uKW7T+c/2d56TqxA2wWWB93/cpe4ATCjng2iqpssGp5KukErX0NiOwDylHtZNKkxnhOFvYpakTpihofBhBut2ZxNp33lDKR+zLox7YXcv8t8YuR2voWO7+PMhSK2oLzUD0cFswaaawoWu6mvd67WJADqlwQ0WZ5yhd3Ld84ZU9zKQdGir1jA0XPX3HJl380U8y+zWAoAkYkMhgmGCsCek14GIMoGkLl6S/085QvyU2ervPWq8g2cemD4vP1FnCJ0Theyd3hFvWjeDwL07w5dezN0hUn2oI1gJ8hm7rJk+czV1LKf8kZbX2Lq1z/1vLt8p3uSuvCP39yY8UffLPmhbQrRu0uWkXIyLpBlTa5gaXJwlyT8Zvuiq80vb/7r/5u4KtfnQgCkXbj0UH+HHgs1oal+Xdgd2XsBTRhkXdfbvsU01AWoTyAUJdquPQQCiGUgMDrKhzJuKPMkAAtB90MPAKS4GejQZDvAduhwL+LDAaDwZB/bFYCW0kkzigdCMtymT2UlTDk2NzuF/hbqY3OXpzY6MPAnjjHm8EaN5ZWidATzFAXXbH3mqoEwRGJRKgabZznPl7Box9+7xkaK9bmeo12gHfT7bgHUFhj1ZCaVfYrH9ZjWa8BnnDez3weqBwuuFM/br2JrthCrqRdSrmgtW8HIo+gGkKtRu6f3J70fEco2odIWVgoWprSnvjlC1OxXN2IVALbaSiezZyu885T5LBEdGaq8py49XHx+Ua8F69f3b8u160iEt/qs4RR1eZdteP/94zBUKoYkchgmGB4/ep+r1zfRmRasdeSLqnYy6nX69ZB8aI8IYJb4Yy4dK74fMWrYG8L1qD6JiJlwLM0eNJrn44Uiiy5l/s8qYU4Ojf3h4HyrNrsMyHKKk/34/EszXRuO8BjAlvTvlDxSS2bMpkT4JOT1+2eJIN/4pZBeenThtAff7g39e/9GCO80XsEZZ0IsVIQAEdvhvm3xV5IGxaNBVjitSkDVAKLVLkPYUEqmQIjxlAuIBwVeJ1BjsidmA6XnGDXADtAEvv3o2eBNWAl39QbDAaDYWygVKLsQViU4PUBYAPC9lxkD2k3HrVZhM09ZCYMtYnwMh9xROZiihbiYreALIk+pv0gtSBn4l8zfojXTZQuj/b9Pzz38QpQ3YnH82iu9mAaoB54M61rIITNUuuONAu7It0pVM/jcs0dsnWL23EFAzLIl/J2Xz1k/ZZ28WTfYpAD4a/20uBJboXn2Nn5gXqcYsu5BdtDx6DrvPVhgWikbSD0MKhN1hZfXIvtFQFtQHUPIhk7chQWPX3rR1KbrBDYYDDkFyMSGQwTkBWn7AWoHC72OtJjdHs59XqrdFD2iXNDd+04dIpL54vPVzwv7da+hxFxqvJUl9FYsTfla9Npq4/llYuLELt1uM2+0fNgBqtPj9a+1YhsC3+VdeWVHaBO4Hiq56vSj9Kc9kYogrd+9ru/P/3GX/x91MFBZo5HCxL7JEsQNouQUDhW5cKnbtbd+HtsQCIqF5UQwq35yhQYDfVTpjcxD/hDlHnJ3kPScZQAhEWjfo7J3PwFaI9/1A26HNgCyTalegRkzUR42GQwGAzjFqUBZRcJCkxQToe7h7K6fxruKIb7gPp0OoqNMJQJWg76FkhVzPHTILPHe0ew+nFrOW9KItvEZNdCSJSn5VzfOeD5rDNxYrC72CXC8pTXo/QjNFk1ZFac09pXBRxGpBrVC6g26m/f0h+32woet2pIzR49XdqCKyFsca26hsaK1DqiXnq/nOuuPwzUo3oee7A2siMqLq19WxB5AtUL2IMzRz0/T+hab7Va4hdhSsJzlAEsXWNt9sXNyl3eaU8VFy0iUh/v9RLjrhdqTI6pwVBMjEhkMExQVnTZryESv+KvhEjVXs5e712CyvOJsmsUjopLF4rPV7yHv23BrcBjqA4gchcNnkDK18YKRap30ViR2oY70o853+3yQ11PAKpP0VixIdshw10uH6XSMaLwKcJ/sWaR+vc2lpfeL7//5r87/nLl0ulRYyuPWrU8l/G4JYZ2MUeFbcnyfhRCwG5xsVZmEsRmG8LqmJNWYRF3Y1Jo7FNMw2YBcA8wJ53q4iHCD5OOAq+LmyMyM3e2OBMLnQK6FeShJOeEgOdAfGC8xw0Gg2HMoJSjbCPRw2olBGxHWJtp95AGqFflD3G6harTula5gCMM/cQIQ5li1wDHR9rI6nNgPVqUJRUQ7cajIb6DsHq0PUj483YE5SfyGdqHba4jrc6ggyuX780mJ1b9lGk576WT1arCdmtWlvZvjn36a4jUeCT48bu3fuViufXxF6LmUTqln7vyUmjV2tcAHAjvZTfQ4EmeqTRErEAU0QmVdC6RVgCEhcVykVCvd4qGpDuZQBR1vtImbl0mPt+I++mw/dxmEXki9yvNFbr/hZqJkXtmMJQyRiQyGCYo4VDDt0DStmoqFCnay5VrSLalUlGlykHr6U3576RJhF/dBIOHEZkHnMPtro0XApqQTG50h2jtW47IrvBXuReKnPe2A5GVQHoVXilgB/ALzEnlXFWarVoy8zJ2NkH+uusD1cd/a37MwNnZ15UKeoIZarFFhAVJz1OOiM3aqO4pZQbQHX0iPVjcnpfFZoH6KaOcOoV7EBYJTB/9qjjjKGeAI1i8LpfoMA+a0sWuw7Ggq0l8jl4A1oLsBWMxYTAYDCWNUu88+E6Qy6L0IixFSKsiXHso109ZAPwhsCiR/W3C64eEIeXHfEyH6QrOBQmzbBtB2gq9mmIQ7mL7NjAFqESpAs6E//cLLAJyidMJP2+R9t9wDMtq5Gs3Z9SBrwEagNa0r0sniygR4X3oa59dUr/ohmjdRGFAYKbUkPvu8OjvX+p7WL+6uRhsBVlEqk4crX0zEHkTKM9VsWMmqNdbqYPyppC2OH5O0CZ52hf3fTaf1HlYuk+QlISnwqED4pIv/2Cm9BZ7JQbDRMeIRAbDBKa5y95SuhUlKdjLfdc7Q0UOpGMxpbDdempT0YInefVSJYODxxGZhmonHs9daVkPxApFkybNTFloirSBU32cxorc2AFEdjmphoBVNFbkNHDS7mKLCCl9VlW5gnC3VUNnWpOEBSJEqv+D65cf/MutMz8XM+5uq5bmtMYsIbSbKg3hRXgomU2LwmlR1iQMcbZ5m9iKXuVerAxtLAqEnmAKLhYo3IOyIJ0qzOExYADoFOVnQAf9dBrRKFXsIQu6JA/99DTIo2CsJgwGg6HkUNwoW4DVSIL7CGUvwqMIKXVLRHQA/yHCnHRzBhXOAe1i87IRhvKBukEPg8yLOX4BmAlWUWy4xhyHLtZh263hbJ8zTJo0N61CwTB2F60iNKR7nUIIpcmqJbUMnwRcOeX+n5M09P044+fHZu7VS9XYdhdD+bqp2qbH7k1V544qELX3TyEU6gKmAm00eAqauTqEer3lOiiHY+3zU77esQJ/Rlzqi+eg8q0TOiXk0n0j/00XD1V8u2plU7HXYTAYjEhkMExovtWj5aEBfRtk6uhnF4aU7eXWeR8D2SKJNqlJJ9G18rTvmawWmg0v/2Y6LtdxnIqo3TR40hMeIsSMtDcaQ4GfkJtun5feL2fSda2IzEs7RDQN7FMsECVujpYqH4pwS9Qx+IAQ/9mqI7XN68sXpmK53gh/T89/xf2LBT231kXZ+SkctGooXidahoTtMtYhPJLs4YsqZ7HwWbN4MfmAPAzsiTnWgcXcXKy3UNgB6kRZoPBVhLp08g2GMKJRuqgH1As8MtK+Juq8/cDj5uGTwWAwlAg204F9SAKLWuUCQjNC0u4S7aFcB5jDtYKNtLMEFU4D7QiHsrIXNqSIPRXoHlnkocdA5poO4BR59VI1g4N+RKYAvVjWwpQdIQANUKnwbrpC6vD1ORCK7C6Ox+Y0/fzq9LMzZvfclumYCYn+fnUwefL8lAsrW/ueR2RlyntTv5YRDPoRqQNOc+XyXdnYAmaKer1uHZTXhORuDymNBcfEpUvF5+uNfc3rV/d7N/GYopsl6f14IdBzlz+S2340d3znnBkMYwUjEhkME5wVp+yHUNlX7HVAyvZyU3RQ9mR786Ros/WUL6fdLmkR6XcMq2jwpJfp4lQ7HQeqUA1w9crclG9mo3ODltFYsTetuYd49VIltt2KU+nUj/BgvnybtRsPg/RFHVP6RVjKIL1q8WZs/ozCP0oZfzDsC56IyE1IhOhmB/g0ciOm0GHVjB0hRP2U6U08grIuWdeMKkEEn3zEzpQEDqUM5ZeM9MiemW0wdbHQbjx6lQUIX0VYIE4VYfrjGNEoRbQadEfyKkYdAPke8Mx4D8g2GAyGksXpHloNbEYSPJxW2hGWIcS10LJPMh1rOC+wPoNuoRDQAfxEXLSZrMBiYC8CeS3OCz4wHQAp09pXBRweKkoDFqaaMWt3sVyEXaOfmZjwv6VGqyaz7n+7i3cihd0zof9I7b/76R/8zE48nkfTcsdIhlMQ+SYi04AerlyenfY+N53ixba+fSAPoXoee7CWByqLUqRkr9t0QJz84Zzg7PG02XrKF/d7sCKg9aAtxSwYVlubdt1h7S/W/AaDIRojEhkMBpq77DdFJKOW5twxur2cvc67AGRfuh7lcWdTQog2JbppKghDXT2ORdt8Gis60ro+usLqGFcuL0z5Brq1bwcij2Tc/RPZzZSqz3OW2AG6BaeCVZVelHutO+gBsE+yRCxaYq9ReNmqSXKznUAgArC7+KVE+O2PFZFI/bi5iYdU8UqivACGBY1nxcX3ZSYjQk6TT8JIj3rlKBbz418wtsj2gdYQRjQaDXsxsBWkKvE52gusBbOBNBgMhoKiVKPsIaZzIOL1fmANVnQOZLiDeR5OJmBGhRfqjN2GxetyPW2jFvwYCoC9DWR19DENgcwH6SjKksYiTqHfGzhZmSnvoeyTnBCLO7KdPlxkt1Bq0ssMA7BP8RDKHgG3Kme/9psfH2gfuGetMzAH8UxeSrYdIY61+ps4e770Mnxb+x5DZGv4q9SKMNuC64HNqA5gWXO5b3J6duU5wl6/aZsMFXHmGFV2ilsfF59vxO/RFQGtVNVdIpK2jWH269Jju2qtuwo9r8FgSIwRiQwGAytO2TWqHC9Gu3Eq9nLh1uutub5xUqVf0IWJwh0LQluwFWjIuHIp0rrOuTlvSqmKa2SO0IM0VqQWQOsIK63DVXAi99Lgybvdhx1gh8AjqhwTmwflTs7HvL5ZYH3sdapst2oZmUPVFqxB9bWwyHYat3th5CZkrIlEEeLQumT2LWG7iRfFZm3s9zD1yfCEu4k8MccfxMrO77zUUD9lejNzsLknnJcQ32onlbGMaBQHLQN9DFgHkkSM006Qx01ekcFgMOQZxQ2sR1mXJHuoE6EJoVf9uPUmatBhYSgzC1elF6FdbA6ZfKFSRMtAj4PE3AfpOZCZIHE7yQxxiMyYhX5Ulybbh9mn+KooCZ02UkWVMwgHs7Fq1ACVKtTIJY7KXEK09S1GaUHETbpFi7H41c3Fi36GsnddrrkpW/JFZ++mZqne1rcY5AAAtizl/snJLbfzhK7zPoHIltHPzGIO6BFbl8pf+uJ2rq0I2KsVthbqeZCiIRFmvzDLMpahBkMJYUQig8EAQHPAfl6QlYWcMyV7ubXeanVJSzYPZpOuQekXW2tliy9lT+ic4mwSjuNUk2XmgfzKh/VY1mGyCfVMtZItunvpHJY1Px0/7WywT7IE4R7ppznRg4NEga4jhKLI71mCDc1YEYlSFYcAVGlHWTvUgZUVNusRNkdPQC/Cl5HxK3yErQ/nqHK3EY1yiVaBbgFZMsp5+4ENYJ0txKoMBoNhQqHMCHcPJcoeCrnB+/7P+dktg9ylyt1Afazlb2pTMYDSgfBTgXapoTj34oY00GrQLpCYn7e2gdVYnDWNUV56v5zrrmsBWeQ4O8hSGjwjuqY1QL0qb0giu8ckhO3ljgGHENqtWeTn3ulQcAHKAZx91YjCu5SI3ZfC3JSLENuCSyDsKKH6FI0VG1K4pgbwA+UpX5MH7A3elaLyfCHmUmUA1bXWX/riCmgrTtk12LSEbf7yvBbdvavWSi+X2WAw5B0jEhkMBsBpNUb1HUQSZpfklhTs5dZ7l6OyLZONZ1orUc6LW2fHC3YsCIeC07D1OCKVoC/SULE07TFeubgIsVvDVVzbafCM7JyJR2TFFvRjWbUJRZ9XPqxHpBWRylhrtkKgfspGe4AeDkQ+Lo7oFv3akFCUgkAUNwMJDlo1pCbAFYA0xaGAwONSS0fuFkAZylvEzq08g8XanM0zGq19W4DX07ZrzBF5EI2OoQREOAEck5r4GQ/jF50Tzisa8W844pwB4DmQp0HSs0o0GAwGw0hS6B76/FV+1fJL/nnOJWYmyzpMOo1yBmjH4qdyiY6JWxgxlrGXg8TJxtFVYKWXsTrRiRZGRnTARNq7pTqkKv0IRxAOiXKkYPeRsftES+7lPk/qotS1zNz0bMyjO5lS2wM7tund4aLHNho8RRE47fXexai0SKKOzTyhSru4dZn4fCM+G9/q0fLQgO4avWgrqwUE3bZ8OdlzIIPBUByMSGQwGIZZ0WWvRPJbyZKivZxHQ7Irl8GNo6+LM+LSueLzFedmpS04D9XD4RvctTR4nkl/jIibZNVnaKxI7UF9pOVBotb+1r45iLzGkLBiWY187eaSfHitJ5iiFm/GE07eCX3p2B3v+2cG1XMjaDtXrjTF69yyT/GQKPuixoXHrRqezefaU0H9lHETS1IUh86ibLDuID95LkoD0BpzLISwEMneFmNUnM+l35lXnwM20FhRVNFgWDSCe1DmiFCd1XjKWaATOCE2x/iEnvFvwaNu0JWAFyRJBp1ewAnN3gk5Cks2GAyGiYZNHbCHBH+v3ArrzsP695z/TgcnOJ2jKK+Lm6Myk97sF2woPvYBkJh9mvaD1IKYjrB08KubYHAbIo8AoOqjsWKTHWC1wLZUhlA4B7SLzct8zLFMxFev11vui5NZkxbRWa+p28W1BZ2s03SzciP3z6m6abz0fjmTrvMjUkOmLh45QNd56xXxF1ogGp5fOSfoMnnaF3e/tqLLXqmwVSS2azAnrH2hRtJ/1mEwGPKOEYkMBsMwXr+6f32TdkvSCu7MSclezrlh2hdp81UoFDrFpfPjhToWhCEvZdVQuPrqSNpjvHLxISx1xI1U/Zhh6Ia5K5wzFN0lFC0+HeXqlcZi3EyngwaoVvALTIl9LWhPxj9w1//56g0/+2+Taz86MeLaLuYoHBAh+uG0zXy5owDCRwLCXVLLge/Ee19R5ypnRXiaj3gx74KCzWGEBdEL4DzCTCTDzKNUcMTNtyDqd8U5bFnF/ZPb8zZvmugJpqgwB4u7cyQa9SMEUDrHf7eRekC/A6weJa/obDivKLVcNYPBYDAMdQRvBlYn6h6a8Qns+Vfn/1Me1skrOirwOh/ROf4LGyYi6gHtBqmKOX46LBSZn3m6tAW3Ao8BPFfx2M/+9Mbddyc7XeE00J5NvtAQGzdu7BJHNLnVl23B5MsXpmK53kCkmlS6giKzhNLJBYp2hmhj8uQHU8rlbe1rQWRJxnnAOUC/652hIm/m2y1l1HU4hX3Piks3iM834nu38qQ9fdCiJafPhlTP3tovX05ULGwwGIqLEYkMBkMU3+zSOSr4cz9ycns59XrdhFivyLpiVdQAKBwVly6Md6NUENqCe4CHgSBCbVpt+kNEB3c201ixO6XrnNZ7f/imvocrl2cz6brlwNbhCi3P5KaUbsBLgGRC0fA5ToDraXRYzKgXoSbeedLPzGLYomiASpRHFL49mr1LQcWh4UmpQukmdm3K0XBHUX7WcW0z3YttL8WydnDN6m0vlvV4KXa75Vo0gonQbaRVoF6Qh0c5rwNkDUjcUF6DwWAwOEUna2/hf+z+HJsuuPlcvHPKbPC+B4+9P3r3UPheqkPgdVx0yEyMDWgheen9clwuT+Efdms9qJ8RQff6LFiPF3Yt44TWvtUPl7ds21Pxrbgvq/I28DcM0mbVkbOf98aNGw+LyAJgrs/n68h6QGdP2YpIHdAPuixud1Bb32KQA0B6xY3RGblxrcPj0tq3CREvqgNY1lzum9yZztvKBbrWW62W+EWSF/wVknChbFM86/1v9Wj51U91m4gsz8VcNnrv7hqrZIr5DAZDNEYkMhgMI1gRsFty5UObor1clQ7KPnFycYqOKgfFrU1FEYr8WkYw6EekDtUzXL1Sm1HXTmRXUjpt+071V1fYJuBsRHBl6jlHJYR9kul96vHf4gomsaxKjkIIYXa2VXppz9tNlYb4NsJKIXlYbVHEoUhsliDhwNiohfEcFo/mfL5DF+uw7TcRcSMs5D7PkbBdx3rgO4iUoXoBYVXKn/0ikSfRaJx2G+kM0G0gc0Y5by+wAayCV4caDAZDqaEnmIKLOlXuvujmD7y3MutvfgsrlOBJQN3HsKcXqhOUxajSC3SgvC5Kh9yZx65hQ3Ic2919qJ7D47mr8IVcugnwxjm+EKz0HREmOHqCGSHLddItg5OijsMANn9k3cFr+Zh348aNO8Sxu1vl8/lykyvldPy/BsxBNQQ001ixd/j16CyhZ2nwpCYsRu5V0xGIIt020ulYyiHq9U7RkMS1RC82zt5Bm62nfHEtyptP2ksQdmVjP6eqR3bVWgszX6XBYMg3RiQyGAwjWN5pT7XcvJPc3md0UrGXCwc27so0ADdfKGy3ntpUHFEkKkxT22mouDejcYYCQNO1r4uuzoJMM5JKgda+1ZWuD7c9X/E/WXzDoYyGKHQWkQaoV/g20DBaUG3RxaFIbHYhjKwyUx7HyuH3z69uLl7sBqYDe2nwLIt63fn87glXL4JyEDu0phh2Epmg3Xh0kHrgTqAOpS4XdhSR3UZYdMolesZuYLi9ANhKUvsLHQD5HvAsSEnbYxoMBkMu0QDVqtQDfwDUDRUfdNwEy6qg97r415XZsPnXsPrfo7uHFM5DVKdQb37fgWFUHJvoLcM5NgCqj9NYUeDsTHWHu4liCv30PMjtIOOgQKUwqJ8yLeetWAHhE/uGwfODlQv/r9nvvpGvub1e7yPADlXd/uSTT+Zu/+tXN8GLLQzlDA91C71ycRFit4YFopH38omIdL1QPQPMTimL1Cku84eLyJ6isWJDFu8qI9TrLddBOS7O/qVkUWWvuPXRePb73zhlT3MpB0BmxLs26bhoSJDbX6gxmWUG9r87SgAAIABJREFUQyljRCKDwRCXFV32ekQ2Zz7CqPZy5RqSrSKszHyO/KKqG6ynfU8VZfLom1kfjRWbMhqntW9HeAM5uid0JC//Zjou15vhDWdqdnWlRmvfY4hsDX+1XX/bc0jhGwiLR+vMAadSVmCZ1NKR34WGN4Y3sxjlz+WaZVri8+G0wF+VhDg0hFKO0hU3+Fp5EIvcdPS0BdcDm1G9ANwWd3PodBWtBjYjUgYEwxvTvTlZQ4HRE8xQizrCwlFOuo0gBPSgnEb4uUCAMk7LdMaIoKJu0IeBzSBJLDv0PPA9kJ0gY1QUMxgMhvhogEol/PdBmYFjmxtVeNVvwdrfhud+K/E4kd1DqgSBDuB1ETqkBvNQr5Rwuof2cC2TsYNr3Rq1NFYU2HJVq8L5RDEFf9oOVmaFbhMQO8BqgW2Rx0K4mftBO8cG7uxk0qTG4bzYHOP1ehcAh1W1/cknn8ztz8wp7toKrAZAdT8ii4DytKzMHWHUj0jNiPzcZES7ZOynsaIpy3eUNmGB6HCpuKaMhipnRfVB+UvfiN8lXr+6f12uW0VkdXpj6vZdtdaYcyUxGCYaRiQyGAxx+bpfy64v17ci7MZSIiV7ue96Z6glLUL2DzrzjYqusjbnqO0+XVr7Hg5vAgF9MCPbrOgKrn5gLg2e1GzTWvs8KVVnlSJDXVQwwuNaeyjXT1kCfB2hSmDq8GvXHoz8VG5gb74fmOsJpqiLPwWWJ8tOiljfMRG+LzW05XNdGWMzDXiTWJ9tJQQ8jkVqXuOJOBSchq1vhYWfJho8cS0Ros5XdgFzwgtpR3mUxorerNZRZPLVbQSg14SjU6Kcxs3p0s6X0DLgCdA/h2QWGNoL4gNeNIHaBoNhLKI9lPMpNepkJzpFAxH3MPE4cjOs+p3k3UPffY++vzjPa9cpx1GOWXfQk/vVG7JmZPdQL6rLaKzooLXvME6mzGkmT64tvO2cfS1bJgp9FKznCruWsYf6cetNvBu7Fzg6cPf35n/Q9g1EKtMSRtLE6/VOBd5V1bNPPvnkbbkeH7iWBzREugLRddcfxhFZzuF216b0fXCuexOYgWqAq1fmZmTjngXq9bo1JC0y1E01RlAlhOrj1l/64u7dVgS0AdU9SKw4HG8svXDFLbf9aKaU8H7CYDCAEYkMBkMSVgS0AWhN9fyU7OW+612NyBaR0Ts5SgFVQog2WU/5ipNrck3s6GdwcDYPfDb9jbtf3VwMtoIsQvU8Ltdcvnbz+K0KTSIQJcLuZKpcj7sQFirqx81NLFLlGwgLRrOUA1ClXeD7hehqyhqbGsBPPNFCeQaLtRmP3Rb041TLHqGxInVP60PBR1C2AOVAP8Ja7vOMq4cW+eg2Gh5bOYtwGjghNqeZRKD0hCOdAuoFlo8M0Y467yywFqySzqoyGAwTG/Xj1puZgU0dMAuhJh2boqAL1nwR9n428TmfC/HPcz7iGwduIbUuc0PxiO0eUn2Oq1fWDj/wfvnCVFzutwBPVg4EWWHvgthwex0AasEywmMS7AB1Ascjjyl0WDXMjbEBP4dlzc/HPm7jxo0fhfNmbvD5fPnpvG7tWw1sRaSdyZMfTEkgctwBDiMyL+19bFuwFWhA9TyTJs3MVydWMux1m/aI8HCh580VCkfEpcvE5xvxvVveaU8VFy0isXaTsYPoqhdqreIU3RoMhrQwIpHBYEjKioD9Bsi80c8c1V6uUgdln8CCXK8x36gyIOh8edpX+E107I2xPVibUbZKZAWW6nkcD+feXC+3qDjfqx2IrAznMK0pJSHAPsl0hG8AD4lQOdr5CgPAXmz+esxV9dosAF5D4ghgyl6EZiRNm7xrnXX9qN6e9ue3ta8KYQfIovCRDixr1XgVTPPZbQTDweWngVMIpwU6pYYSyB7QatCtET/nROedxhGLTLC2wWAoKurHzWeYrhY1CL+HUocwPRVr3HgcrIA1U+Fcgu4hlAFgA8L2tP8WGwpLsu6hWIbuk1RDiMxO2TkgZ2g5aBdITJGKngaZbSxfE6MBngC2RB1THrRqw1bNTif9a+EsnvPY9vyMCgeTsHHjxm4RmQHc7vP58rfvaAvO48rlzpQ6emIdMdIpmGzt24zIetJ10sgh9vpNWwUeK/S8uUaV86DLrKd9I+6Zw/Zzm0XkibjXoj1f+EhmJnKYMRgMpYURiQwGQ1JWBLRa0bckQWV2KvZy9jrvApA9EmtBNYZQpR9bZ1tb8njTnAhng9iVdkhnvHGutdznzbKgKERuIlRDCE0Z2fPlGLuTqbhZjPLfxbGHGRVVehH+WlzsLr1ujTRwhKIDCTqK2hGakBTt/F69VIltv4NTIZtdMLPzEGVbeCznQZnHs73w1iyFZ7jbSPhKtg8h444P51ACAj8P29adkY85U5zcLJ3jdBbJnFHO63Bs6KQj/2syGAwTHe2hnAFmKNSgfAXn3mB6Kl3Fo9F7HSz/HT7+6c3cmHgBdCAsQ/LfOW3IktG6h+JxrXPiDB7PTOYWWpjRGWGhKObzrNvB5JEkwu5iZLeJi4qofUB7/xRCoTdwOgrTy5pNgY0bN7aIyBLgQZ+vSA4asbT2teCsKb33G2XZnoI9dR6wv+tdLZZsG/3MsYPCs+LSteLzjbivbz6p87B0n8TkhIoy9we15h7bYBgrGJHIYDCMyooueysiI6pgRrOXU6/XrYOyZTxU0EC4isatd1k+39mCT97eP4WrV7vDVgPHuHJ5YUaeys44/mHByeW6i6/dXALV/1lQYgJRhDD0gEjqAaUKRwX+mo9oL85D9Tzg2OS0jsgoAlCOAU1YjN4Z1xo8EP75BvB4Zmct6Di2LDuABmct2gmsKnzYc3EZql7HxQxVfg+oAWbktOPI6Yg7A5wR+PnwfxcsCF0bwmLRjFHOawfZADKhPgMGgyF/aIBKdXKDpivMQpkhQlpZn0nHVy4AnZeh+w9/l9/2l/PHKgkEIqUfWItFyXRYGxLg1zKCwa0R3UPngGU0eBLaeQ/z6qVKBgffRqQSeJYGz+P5XGp87MdAto48rgtN92584opEHzFpxH4gOpunH+FB7vPk5Hvq9Xo3AV5grc/neyYXY2bFkH244w5xb8rv85UP6xHxI+IulvWivd77kCD7Cj1vIVAI4NKmeM9DvnVCp4Rcum/IhUbRg7tqrAcLv0qDwZApRiQyGAyj8vVu9Vw3qG9HV4Ykt5ezvd5pDMoBgVEezI0tFM6IS+fG8+XNO69eqsa2jwOetMI+Y8mV4FQCdP/D/33H5o+e2P7/Xb57dtCe3I8tTdw/ub3Q69AA1QqLUO5LSxhyHvDsFeGHhXtoXmCUapTXiPdgTLkQtp5rS3h9W58ThqwaAmpzKuS09S1GeT4cCBwCnsbjeWoidBUlwz7pCEfY/B7CDJQaEUYNpk0HdR5YngF6EP4JOCMuevKTC6Zu4CHQdSCjPKDV/cAGsApfDGAwGMYk6setN1KNkwU3C6fSvy4Va9mU53B+Z54GAsDfY3HamsXZcDHG80iS+23TPTR2OHSxDtvegwxbtu0N52um3lkeed9kWXdx3+TO/Cw2GfHsyvU8yO0gY7s4LQ/YXWwTCeephlGYbdUw8mf30vvlXHddSzhrNmfFcV6vdwnQoqovPvnkk0uzHS8rIgWidN5fa18VcByRKajup7GiKZ/LjIeu9zaoygGJZ7k9TlClH9FV1lO+F2Nf8/rV/d5NPKaq6yy33P6DmdJbhCUaDIYMMSKRwWBIieYue7mI7ErJXm69dzkq23JZjV5KKATCQlHhhRWnOuoNRMpQfY7GikczGic6BPUYkyfPL7wlRXa8f/yWhye7+394vVyxQrh598qth6uuf/fPrFnk/eGuduPREPOAe4B5ImErkFSuhRDKUeCH0k/buOkaSoYyJSwUxbfcU3YjrBlhPxdZEZuvasBXL1UyaD8f9jsHOI3IquI8VCld7FNMw2YGeXoAOkT4QWgPwmngFwhnJMRpuZMcCPPqBn0E+A4xdhgx54WAF0HWQvxCCIPBMPFQP2V8hmoVqkWoVuErQDVQnQu7uKi54DRKADglNp18Qk/U/YLiQdkMrIyb/+ecE8TpHjKB4aWOX8u4eHEzqqsRcQPnsGVVxoVP12y6erly+fbCF4PZU4FukJj7BG0Dq7Gwayl97ACLBF6LOqj4pJZNcS+IcFGY4f7HwZU3/b9/+80b9+6SGjK2n/N6vTOAblUNPPnkk7WZjpM1rX2rw7bQAKto8KT2+8vpsjoOTEc1wNUrcwv9udd13npFDo/XZyCxqLJf3Noc75nIt07olETFxAaDoXQxIpHBYEiZ5i67FZW/TmIv59GQPC/CkkKvrdAodIhL58fz5M07TvdDS3gTuZYGT2aWAK19MxB5EyjPqjOpGLz0fvnPvzj31/9p0v++KfJwWIDZj/BjKaNDpqeYeTMKEZ0Vs4A6hJp0Hwipchb4EYPstepSsFgbbyjlKK0I8xK8fhbHfu5asOw1m7n8e+u/cnERlj4PTA2HPm9n8uQNY008LSR2J1PFTU3YRml6+N/F1HzMpUowLBz1oPwCi7PA2cxEYS0HHgP9NkiSDikdAHaCfM+IRQbDxEF7KNfLVIsyXZWvANPAEYZyPtdQV6UQQPknhICU0ZP0/sVmMbANSfL71rkXWoPkQmA35JVcdA/F0trnQeQtnHuazIvKskIbgNY4x1eBZYTLCLSHch2gL3JvoUq/uLk9tsNa/bi5kTkhXPd+RPmfVFgXyyOu2W7VklH2k9frLQc+UtXgk08+WZHpe8mKSIHI+TewPaXr/OrmYrA13F11nkmTZhY6d1fXeqvVkuO57rwvdVTpRfVB6y99gdHPNhgMpY4RiQwGQ06wv+utQ6QlnY6KsY4qB8WtTUURiiJvom1Zyv2TR7R7p8QrH9ZjWYcZEooaPaXvG+wEtx7u/vxdM2ZMeivhaeEslGPA6yi9WPRKiHOJOhLCD7yrVKgSZarC76BMJ4uMFlXOIuyXQV6WOzFZJ4obZRvCIwleDwE+hGc41NdQcLsU56HKNgj7wquewckq6sj73OMEDVCpQg1KNfC7KDNwHq7mZdMcFobPwvD//iV1AUk9Tl4RK0HKkpxnxCKDYRyiJ5iCi2nq/K3/XYa6gvJ0L6twPtwd1AOcQjlj3UFPGgNUoexAWJTknLPAo1iY7JdSJ9fdQ7E4xS9Od4rq3OLcy9jPg6yMPqb9ILUg49NmOUPsAH6BOZHH1OkGbAdCOHuRUTsXNcQXMy1G27hx47siMhW41Vdoa/W24BKgJfxVenlarX1bEHkC6Afm0uApqGChXm+VhuS4xMtgnQCoEvr/2Xv/6KjO897382yNsFyraGQrx8qpnOCUnMrH0IoTSPC6uJVOzLmoBSPZ4MCNaaAxXWYFN3CDb4wNDMOP4BR3QS7k4BankOIeUYwZYegVvTgVrcnFrmnBNamVhMZKUBq5lj0jRU0EGu3n/rG3hKT5ofk9I+n9rKWFZs/e7/sIaWb2+36f5/sIull2FkAvK4PBkBZGJDIYDGmhPp9HwzwF4pvI3ruxUNhr7diaUsZW2jSHdgMb3KqH+oQa2kbjRPdCxA64C9S9NHjz8/MkgtNPqRWR6rlT/uGD737kf/daokX5Dms4RhhKAJuFwCFi2ZXd+NWv03Lt8zhVKblvvHwytADlALgbhar76b+xcbz27ioE9A0qtYjZQDVOZv4MnM3YrFlyxBOQpIf2m9ZNdhWwHXgUJM7nmBGLDIbxxjAhqBr4dbc/3nSU6dl6/1EIA20olxHeQrgiykWZTWq9WJwEi3WAj1gxO0kWzyLsRDAVsIVORPWQvojyRFrVQ9FoDh0EHgPaUZ2V8fHHREtBL0X2A9TLrlA0PhwMcoC+QY0WcUEgTtJKfMJ4+OhPv/+nXVM/sTYVd4gtW7a0iMgCoM7v959LNY6kGemSkdxadKQ93XIavEezEmMM1Oer1AFpFTJfaTreUHhVinRFXno3GwyGjGBEIoPBkDK2z1fFgBwZnfU02VDVzdZO/468TH7Tczy9zKmRN+e535RPhGECEaqdFBXV2b82NYzyFWBlOouqdFDoc5tCf0fgtMzGZEYmgtOn6GDUjGi1bM780OLGHXny0sfxNi+esguRwaqndmx5ImMZvgYA9BLTdMARjHD6HQ1myWb99ayDApI4AtL/avk//uOJP973ueDPb//sGFcaschgKCDyIQQNza2041QGtYnwPQa4zC9ok7oMCTU2c4EDCDWxg+A8wmrE3H8UPKOrh1S7ENbQUH48K/M5fVrexkl6OUyDd1VW5omLPRu4EJmEoc+CtTH38RQu9kU2COxO5dobWnz94Q/+wnO6r74oVRvxLVu27BPnvneN3+/PjSVgIFgLnHVeD0nGPXL9upkGb07X4+rzlboCUfSeq5MMhTa3b7O5NzYYxilGJDIYDCnh9h/6YTYal49HVHSNtT1HN9PDaVUPoVALIg+g2okl97PYm0KPDlL3gc4Fr/RUMzDQikglqm3YA/N5uGLISkHfoFItvgo8lvUNISdD+ArKq1h8R3o4l7HNoMmIzVpgNzJKFGj5V7h+e57sUYbhLF4PIkNZsOn3CjCMiV50xCKgWkeKR1mvWL38gxqe/ubOX7Z893dvHSNKIxYZDDlA36BSPVRhMw2hCuXjwDSEabkQggBUaQP3S3mLIq7KLbRlqvdh5IR4UXYhPB7nnBDwJBYvZCUGQ2YZXT2kHKfIWsODU1OrMEuUQLAWkVYAbFnEQ1OvAnPdZ9tBu5zPMMliHPoUsGvUsTDIfJBz2Zt3fKGteChlkwpfTSRZZihRDV5mgDNWZ3DuTdFET3PjxvJkEq18Pt9aYJ+q7t22bVv2nSWG255DM2VlSxMWiE6GFmDrqXw5YajP59EBOTvZk2UHUaUTj86x/P7J13fXYJhAGJHIYDCkjL3Jt0SQl/IdRyGgShjR5dYOf3YyAePhZAm+BtSg2kZxcV3KzToDwQ2IOBlswhMs9u7PYKSpMVogivPzuYureSp8FmWBSHqZXcMEoYvAW1i8Lj1cMaJQhrGZARxBqMEuUv5lh/Cva16gwbs636EB0fsGqD5BY3lzvkObTGgrHr2NarGYrk4j+V9nsKE8cRq4p8jlH9Tg/zMfzeca4p5X7LkxUPupc29sW7Pl2Nx733gLD+2E6LhpZ2cwGGKhrXjwUkV4SPSZpvBr7vdVCNNyWSk8WgwSpS2jlUGJYLMM2EO8/hbKiwjrkRQt7Ay5w0no8gFP5aR6KBqB4D5E1nLZ8z5bf6U8urWq9uL87V8BvgdyOnN9g9QDehakdtTxDpCZICbxZhj261RRxC5gHkLVYIKM29fsMs7v6btyK2cihGqnuuYIIiXAeW5cr09UKPL5fAuAFlU9vW3btkWZ/alG4azvXkOkItk4R/bU1aM0li/PaqyjcOz2pUmEJbmct1BRpUtsvV92+U01q8EwzjEikcFgSAv7ad86sYZ8gCc1btPGOtnpP5/zyU/3VhIOX8Cxk0juRns0zaE9wDqn1xHLc7qIHU0gWAO0IFIJXMHjmZ+MAKaX8DLADBWmYTMN+DhOQ+rBxXEnOrTxE0L4KTYdYtFBER0yi/YM/jSGsfh/L+9H7C/xH5/oQHVmwVXrNAeXMCiMF4qIagBAWynR25juCkjTgF9HHcspcaynUiZRsahkSh+PL3mer37h61Te0YlCB0oHQgdKO8JPBdoVOqWITiMkGSY6eoVS+qkgzDRVKrGoRLlzUAxyNz8zLvCOGZfz2X8VxyLuX1W5KjZXcy4GRQY2DeUAwoI451xFWIOQWh9KQ24JBGsQOQSuXWCuqodG06olhEKXePa2at4oTuJCPQPypyAZSIrRaW5/Iu+o40fByukm/3hDL+EFkFkkdl88UkS5SHHxokTWTz6frwq4pqpXt23b9sm0go7HyATA1+m/MT/hdesrPdXY9gXAS7LVRxnCfmbrPhHWjn3mxEeVXkHr87L/YTAYMo4RiQwGQ9rYm7buEngq33EUAqr0iur98jX/5ZxPPjIjK72b5kDwACKPoxoGlualYmKkBUF6wpeh8HEEwTcR8Th2KAXY+6c5eApkIXCeBu/9+Q7HkBjaiodfHao+mu5aVTnfC9MTtbBLVCzyFIV59Hdf5Jk/2Mn0u+K7f6rSC3QhtANdQJco7yl0ACGBLjy0U0xX1mytDIYk0YtUqE2lQCUWVUClOuJPJVCJOsdyYQMXM8ZYQtBtXC2415LiATag+CKsV2+e04fwdeBZxFQzFzxO9dAm4Jm8VQ+N5mT3XPaVfJdXp1jJX6x7wcqAnZe9DKQpyvjLwTqa/viGIU58OA+RACIVyThNbNmy5eciUgrc6vf7M/9eM7LHbHIOGCdD07H1NTd5MC9rQ3vT1u0Cm3I5Z6HiOqk0Wjv8hbdmMxgMKWFEIoPBkBHsZ7YeFOGxfMdRCKjSKbbW5aXkemTm2PM0lq9JaZxW9RDqbsIpo+/Ftut56PbcZQgZgWhy0aoeurvfBGpQjtPoXZrvkCI40f0olh5BtY+iolk8ONVYKkwQ7H90BSN7yMJuGk51w7RoffcSFYsAGmqb8f2hn5r/kn7egNt7oBNXQAK6BH6s0IXSJUKnWnSIRdhUQRqSQS9SQRGlhJmmQqlAhUKFKKUKH8fJ2K7EEX6m5Tfam7jVeu2MByEoFsoDKPsQquOcc86tHjKfO+OB0dVD6Gk8xatTtoLOJNt//i3+/NY/4N2iFC7OmFDUBLJs1NghkFkg7emPbxhieMUOtGNZ9WPdv27ZsuWSiNQAM/1+/5UMx1PhJjRWo3qV4uL7E35dDBeX4Ao3rt+Xc4HIOKiMQNHl1g6/EXcNhgmEEYkMBkNGMN68I1FokyKtE78/9wvCQLABeMnNXPTTWL41pXGcLMgWRB4AehGZz+Ky1zMZalROdC/E0iYcoesM/TeWGoFogtMcchoaq3ZRVHRPzm1YxsJZ1L7jVultpMH7bL5DMuQGbaVEp1IlA0zDosrtl/JxhKp/uPLp6Tv//Jm7Tv39g2Putj3w6Vd55os7qf3UuRxE7aAQdu3unGolp8l9COgUuK7QgUWf2HSo0CdFdDJAr8w2PU7GK0P2bgOUoFQqVIhQ6v7d3oIj9FTgHgNKowmhhYI6No3tKO2uINohSrsW0S49tI9ru0bHWm438e6blS6EJxEO5y4wQ1o0hx5HdZ/bvzCE6noayw/nO6whnB6LF/h+UQ3vFP0jh0sOg1SA/hpOhe0M53EsdBFYaVYNqBf0bZBRVpN6DmQ+5NY6bMLjVN+ccoWZToqK6uIJRVu2bGkSkWXAUr8/g712nR66LcC8ROKIcu0FYEba/XdTxN7kW4JKk0hi1ecTHbV1vfU1/958x2EwGDKLEYkMBkPGUJ+vVAekRWBevmMpBBQuS5HeL35/7gWO5tDjwAEnEF1NY/kLKY2Tzg19KjjNVpscgYvjeMuW59pn2pBjnCzHS4iUYMsKHip7Md8hRRAINuEsmC9TVjbH/E0ahvM7n2qt/Zcf/Vff+8H/VDvWuXNnvs5Xv/B1Gmpz7+CZDKp0Ab1AJ0KfW60BTvXSfwAodIkjQDnfq/u90iXFbhWHsckbk8EqHrXxiO3051GlUixKVJ2qHgC3ogfAi+B1LcqcTVahUohhU1aguJVxHYMiEPBjLNrFpgMP7RO2Gk4pQXkG2BDTWs4577ArEBnRdjzhWHy1uiLRGhq8z+c7pAiG2/uqrooUsbQSdAnwZZBRPf30NFiL0g9Ca4HWKMefBOu59Mc3jGCkxVsXqo2xHCJ8Pt9WwAds9Pv9mUmKchwDzgK1bkLY/UkKRDfXopbcz2JvfC/fDKPP+B5QpMUIRA4Kz1o7tm7MdxwGgyHzGJHIYDBkFFcoelOIY5sxiVA471YU5X5TORDcjsgmVMOo1Zhyj5dj75VSPOXNoQw0uI/G8vaMxgpGIJqsBIIXEJkLepqG8gxsPGQYp7LtlNufaw6N5bnvN2YYJ2gN6FeBJSBxNxKq/tO1f1/dePAHT616dqDY038HUCFOlceExe0RM9jfoHNYX5Xhx0cTEuiOMV5YhI6MBxoHBa8o3mGPb4MRlTgehKpRF00b8XgcCjrJoo7o0+l+dQn8VKFDhC6FThmgXT5D/q23co3NMmAX8Sz7lDbXWu5crsIyZJjm0G5gQ8FWRwMEglsR8QEhBsIzebgiynupVoJeAhn92XR3Zmzh7N0gG0bNGQaZA2LutTLNcLEljpW4z+dbBjSp6ovbtm1bkfa86ViYO+LSS0ADEMKy7su13bP9tG8uImfz2WOvkFDlBWvn1tX5jsNgMGQHIxIZDIaMoz5fpYblNRGmj332xEeV4+LR5XkRippDh4CVpGsXl06T0UQ4GVqLrXvcrMbn8XqfMALRJOBkaC3KPuJuUuSRQNCLyNs42frP0eB9Mt8hGcYD9nTgK8BKkDHEAL0KfAPkBZA++3WqRKhAqMCiCqhU5Q4ci7BpqGMXVsgWYYaJiTp2hV0IHSgdOJVk7+GIfO2qdIlFp7ErjILNDGAPwgMxz1F6EXYCzyHj2EbP4Fi6hUKXnHvmAu2z6FhKX0BkdvwkHXXsgEdSB3Iu/SC0BPQCSM2o41dcoShW8oAhVRIQinw+Xw1wSVUvbtu2bU7acw6uRVX7UJ2fVI/bm5X8ue+PC+hGX7Va0ioysZN4EiWvexoGgyEnGJHIYDBkBXNTNRJV9ls7tz6R84mdReApRBakbRf3clcVVtGbiFSi2oZTURRKO8ZAcB0y1AR0Lw3eDDTFNRQ8geA0V4ApRXiCxd79+Q4pgkBwHyJrUW3D651FndmwMCSDVoJ+BXgMxDvGuZ3An7hiUULvq3qJaWpTAVSIUqlKFU5lSyVOxmsF6v4LXhHGiMEwWdBh/akQel3RJyTQrdCJRa/YdKhFr1h0EaJT6mJWexlioXhRtgOPE8+mSHnRtZabfNVVE5Xm0GxHYkSIAAAgAElEQVRULzi2c7qUhvLM9XbJFMPtfmPeh0W1hVsFcjgzQWiNKxSNSqjQvWCZ9UA2OPZeKcW3HBqq7EFXDf/79Pl8pcDPVTW0bdu28rTmag7tAdahGkZYntTrYPi1lixisfdMWrEkiZv0+qaMrg6epLjuKPPF7zf3AgbDBMaIRAaDIWvYT/tmI9JqyrNdVP2y07815/M6dnFnEZmbdhWQs6BsRaQSOM+N6/U8cmfq/SaMQDRxUCpRvgwsAaYheFwLqXbgHPDXCGeGMqQDwRZEFgDnaPDW5Snq2ASCtYg4GyOqdTSWn8tvQIbxi3qBx0G/HMW2Z/S5vcALwDfByrjn/lD/mwEqRSkZ1vumSsDj9r1xLNMGe94IJRPdCm+8oRB2hR1wqnt63fdb57Pdqfa57trxhVBCCJ0apteam1uLvkmJ4kFZiWMtF7vqT7mIsB4hp9nxhhwxaOmm2oU9MKvgqqUBAsENiOwGelGdGWknnW2RCMDeALI7yhPzQV7N3DyGIYZbwEURcLZs2XJNRKqAj/r9/tTWjM2hYVVoSQqlzaFNwPaUxKUMoD5fhQ7Ia8Y+30HhihTpfXnps2wwGHKKEYkMBkNW0Wd8tYqcNY0eHVT0CWu7P/cVEyPt4i7Sf6MuZXHn5Q9mUFR0ASgFzlNWVpeSNdxghhiA6pM0lptGteMRZRqKD1gWtwm3c+5VYCMng6WIHEK1D0tm5roB7ZiMsIrR/TSW574K0DAB0RLQx4jaDDzi3DBwGuRPQApmA9l+nSq5BY/aeMR2smtVKBW3L8/wnj0q3Im67wlOJq5nSHhyKJ3ItnkKHegI27DhfZjgZjUPQFjgp+51nSL0qdIrONZtatEhFmEgJLNIv4LXkD1s5gL7EGbHPEfpAjYiHDbWchMYp5/Km0BNwfZddGJsxbEfi5K0Y68F2TfymC4FK8Ob9nYrSO2oeTpAZiZaXWtIktFCEaymsfwwwJYtW1rESeSq8/v955Iee3gSoOp6Gsv35uTaDOD2V24R5zUx6VFoc/srm0pXg2ESYEQig8GQdexNviWoNBmhCFQJI7rc2uHPve3E8Cog1TN4vYtS7vtz4sN5WFYLUIpyHG/Z8qTGGikQ5XwBYMgQSjVKK8naSgZnhbn4bQ//cVdhioODTaehw82sNRsUhgyiHtBlwFciezFEPf8i8HWQZpjYvdq0lRK8cd5PwkyLea3TqynpymW16ZMkbb6GbNgGH18nbCp0JjlONe1uhEfjnBMGnkfYjBixb1Lw8gczsKw3ESkB1tDgfT7fIUUw3P434p7cbgFZMOqKj4BkuPeYXQW8HWnNqofBWpXZuQxDOLbkexBZCwytybZs2bJPnGNr/H5/cn+zzcElIC+5jzbS4H02qWuVJsemkc00eHckNXeaqM/n0bAERFiYy3kLFVU6xdY62eVPzareYDCMO4xIZDAYcoL9tG+dWEO2YpMaVcKC1slOf+6zw092z0X1LE4V0GEavKkvvALBWuAsIh5Uj9JYvjzB67zABbdKo5Pi4lkp298Z8keqAtEg4VsHEP0inr5vZziy9AgEa4A3EfFgyyIeKjud75AMExl7IY5YVDv2udoOfMOx+TGZ1QZDQeBUx21AeYZ4IqXyKrAeiys5i81QGAxaul3y/JI9t75Ej/UO8FxBif4nQ2tR9qHaR1HRLKd/qVaDvg0yLMlPXwfrvuwEYS8DaYryRKOTJGHIGsOT92Cz79KeELBPVfdu27YtcSvwQLABeMkVeZKzET8ZWoCtp1K6NkPYz2xtEmFZructRFTpxdb7rF1+85llMEwirHwHYDAYJgfW1/x7FXKaDVSoiOBRpEWf9iWQQZ5hFpe9ji3LXVuBle6iIDUay88hOGOJLEt4rMbyEMXFdUA7IpX09wc49p7pWzXeUHZFFYiUMMqrKIdRjruWSpF4fllEUd9hbA65m2z5p1U9iBwaEj6NQGTIOtZpsOpA54AedW3mYiDTQPaAvgv2HtBpuYnRYDBExWYByjs4vYei38co7SjLsZhvBKJJyvKyC3zlth78t91Kj/X7wC7QaGJI/ljs3Y/qq4iUMDBwiFb1gO4bKRAByN9kLwjrKGgUpwU9CDphrUkLggbvelSfdB9t/+uq//5Z9/sxrHGHceLDeYgcce+hn09K5Dnx4TzUFZdUj+ZFINq0dY8RiBxU6RO03ghEBsPkw4hEBoMhZ1g7tm5WpfBsFvKACKUq0qIbfblviPlQ2ekhcQfWpSUUNZQfRxisIFpHILgroesWlnZiWfWodiIylym3tNCq8fvZGAoHpRKiWDEozyHc5W6GrcJiKcJHUJaj1o+ijiWsROnExo/NQuyhfiW5p7t7A1CDahdFRaYPkSGHWBfBWg7ySdC9oHEqhcQLsg70h2C/BPbc3MVpMBiwmY7NKYQWJMYmqtIH+BHuweJobgM0FAZaAXYTfXKef/VMHfmcLMny3MlXedsDq4AQInP5Rt9hkAdGjdkL2V7HyRrQUVZ2UgF6ILvzGlz758sAP/B+Yr57NLF1anNo9kgbcm/i99Cv9FRjWadwXC6a8XpXJBV3BtBnfE/JzUqqSY1rjb8iL44nBoMh7xiRyGAw5BTx6BOq5L4fTwEiQqUWSUB9vtTsutJhUNzJlFCk6mR8iTxFIJjYTfaDU9uAeqAXmEeo+4iTuWgoeJRHGd1jTNmMxZOM7u0hhLE4SstPvsvVGGtG4Q6ELQinEK5hE8TmAjb7sFmLUovijX5xhnilpxpVn/OzWOt5cGqG/fYNhkSQdrDWg9wNut5p3B3zXI+z0SgXwH4T7MfAiO0GQ9ZQvNjsAt4mXs8K5TjCPQhbEfpyF6ChcLAXgl4CiV6ZUDRaCMno3FWgbyYtFD1c0YHqet7xwJlbPh95guwEybI9tHSBrI5yfAnYsft9GdLHWQvWoBru8ZQ+qqq9IjLd5/PFv69w7p9dkUdPJ9Wn9mRoOgMDrYAXOM+N6ytS7pebIvYm32OIJJbkOBkQXZOX3skGg6EgMCKRwWDIKeL3h8WjKxRMdgogUK0DclZ9vtzbrWVSKGos3ztMKNpDIPhYgtddxrYdoUhYQih0JOUYDLnk41GOHY559onuhfSXruDKtjDtK7+E8tO4owtehLkIaxH2Aa1AEJufYdOCzW6UlSg1KJnZFLftg05jaT3NQ2UvZmRMgyFlJATWXlcsWg56cYzzZ4McBP0Z2LuNFZ3BkEEUj5uw8EOEp5AYnztKGzDfraJtz2mMhgLC3g1yCiR6ZfQdNuzu/WkWE6MOOHNr8hvfjWVd+H4lTN/o1tV6FdibkejGRJpBD0d5Yp8jgBkyzmBPItUwwnIay5uBq+6zsS3nXu6qYmCgFZFK4Dw3biQuEJ3urXR7EFUCV7hxvZ5H7uxN8ydJCnuTbwkqpkptENWN1g7/C/kOw2Aw5A8jEhkMhpwjfn+fFGm9YrzZAQRm6IC06FiZWtmgofw4MJixl75QdHMBeYDmYGJWGg/dfn6oT1IyvY0M+eS9KMeiV/oce68Uy7UJEdnL3Yf/J8JslB8mPatQibAAYQNwCLgE/BKbd7B5CZsZSY+pzONG2b/z2U/P4/bv/pKBgTVJj2EwZA0JO30arDlAHegYzbvFC7IBeBfsU2AvyEWUBsOERWlAeQdhH0L0vihKCGU9wkyEV3McoaFgUA/Yh9z34GjPh7jD/gbP9/byCfu3CIWyYG+lK0HcKjdZCZpg/1OtcGM/xY3RfYgA5EmQHFbFSZRKWvECZkM/0zSHNjFotWbJendtCNDm/hvdcu50byVW0VlEKlG9mJTIc+y9UsLhs4hUo9qGxzM/1wKRPuObh8oRGe2MMElR2Cs7/c/mOw6DwZBfjEhkMBjygvj9vVKk81WHspQmNQLzNCxH1OfL/Y1qY/nhoSqgtK3nvOuBvU7jUZpoDj0w5jWQ2T5JhuwjRLPAir4RUTxlF1AFtFNWttm9vhPhN1F6MhRPNVCBDC1oE8NmBkorxd0fofQH8L81WDRWGLsuQ4Ei58BqBP0k6H7QMTbsZCFIC9g/BHsDaHYtGw2GiYTNbGxagUDMvkMAygsIn8RiL0JObZIMhYR6QJscYSbq84dB7uaDonV47MF77u280pPB3qR2Feio++fRj6Netwz0nZixV9pNTnVPLpEQECVpRxY6QpghIzgW4dsBUF3PYu/+wadE5Pvut5Hvf47I0zIk8hQXL0pKIJpySwswA9VOLFnEwtIs2xiORJ/21SjSIrGqQicZqhy1dmxdP/aZBoNhomNEIoPBkDfE7+8UWxepktMbw0JFhCUaln15mXy4XZwj0uxOeayysicdP37xAAFOfDgvoesayo9jSWbEKkO2iSbufi7iSCBYi8haAFRXUTcsC1XoQ/hyRqJRuoAVKWzQzRjRW8nqvwX4QkZiMhiyhnUVrCdA7gJ9ErQ9/vkyHWS3a0V3IPHMcoNhEqJMw+YIwpsItXHOO48yB4vVCKaH3aRGS0FPOX1zIp7rAl0K1ipX+IDG8hdATyNSwsDAoQzazh1wq22GIbVgx6jst+eC/RpIE0j0Krll1+FAzyxa89HvzjrtJESMRvcY27kMcDK0FhFnraX6rOsIMZw25ym9d8TRmyJPDdBOcXFdwiJPq3qYcssRYB4QoqiojsXenCaM6kZftYq0iJB7q/cCRJXT4tEV+Y7DYDAUBkYkMhgMeUV2+dtQXaRKTkvMCxURHrc3bd2el8lHCkUb3Oyy5KmTMN6y5UAzUIpltSScKbnYu3+EWBUIxrDsMOQV4TwaUU20AB1mxeNsKBwEQPV5GsvPRRnpRTJTTbgCK2p1U3ze+F+/FuVo9CbTBkPBIV1gPQfW3aCLQM+McX4JyOPAJWdjUFdCPjb+DIYCRPFis8u1lns0znlXUZZicT8WY/QKM0x8tBS0BSSKtae2gcwEK7IJvGNtG0JkLt3dT2UgjpU3beYi2OVUOg1iTwe7CeQCSIxELu3i1wa+wLK+DkSq6e7Oz9oE2RiZCCFeID9JdROF5uAS7KEqs700lm+Mclak3VyreiieEgDmOVVAVn1SAlGouwloAHqx7UU8ODU5B4A0UZ+vUoskIEJlLuctVBTOi0eXi99vqmANBgNgRCKDwVAAWF/zXxS0XtXYdAAIbLKf9mXBpzwBhgtFInvSEopuXF8BnAdKGRhoTVgoGhnD7pRjMGSbkZseTkXO2qHH3d3bEZkOdADRFp8ghBF2phWF8hwWY2yOR+GVngo665+ie+bomKajMazzDIaCxToNVr1rRbcXNBT/fJkHHLpZXWTPzkmYBkOhoXiwWYfyQ4SniGU/pHShPIFwDxaRm/6GSYiWgJ6NLrRoG0gdSPQN9IcrOobudVV9BIJp3HfoNNA4oolMB10HWgn2HuAdkDgJMfoiyD381PMX2LLGjXEdJ7vnph5jqkgvyOooxxtiV0gZ4hII1qI0OdbgetS1Co/GYBKXYzc3KPKIPAD0UlRUl7DIM3QtS3AEonoeuv18uj9KMqjPV6oDclZi9VhKhSWNMPPesc8rQBTapEgbxe83iboGg2EIyXcABoPBMIi9ybcElaZx2UDy4x+D7m4IdWdkOFXCiC63dvjzsxERCK4bZkGwPooFQWIce6+U4imtiMwG2vF47ks44ywQ3IqIL+0YDNlBmQe8NupYCOFuXumuxrZfQ8SDLYt4qOx0nHE8buZ27J4Psa+9iHBfSn0gAsEmRJZR/bV/4zf++D+PGncHFpuTHtNgKBi0xO3b8CWQGQlecxH4NsiLQ7ZIBsNExmYJsGuMnkN9wF6EryOY14VhGPY+kLWRx/U8SKNT7TkGgdBL7sb5ZcrK7hthy5t4HK2OrVw89Lrzr9wS55wOYI2TdDCM5tAhYCXQzo3rMxPuPZNR7EORPZO0C+ST5vMqCU52z0X1LFCKchxv2XLqJOY99JYtW66JSBXwUX/Nuj2ILCNZkacwBKISVyBKzAI9Ef7wi3BXFfT3w3cvwHdaMzZ0tlGlQzw6R/x+Y/lvMBhGYCqJDAZDwWDt8B/H0vHXNHFhPTy2Cv7oS3DfZzIypAgeVJr0GV9tRgZMlkxVFD1yZy/FxYtQbQOm0d/fyunexEr8G8u3AnuHxbAypRgM2cGxnDs36pgXu+j/RPXgUIZiPIHIuSa1aiJHkFqakkB0onshIstQDdP70T+IckYsyxaDYZwgfWA9D9ZM4H7Q46BjvFZkNsg+t7roCGhtLiI1GHKOzVxsXkN4aQyB6LBbObTRCESGkdgL4whE9QkJRABF1hpUu4Ca1Czd7LVjC0TgiEOxBCINARsdwcWKvGdz1gPtwDSKp+xKPsZMIOtBR21oS4XTn8iQEK/0VGPbAaAUOE//9VXxBCKXKwCnPjb/m0P3zdCYsMhz7L1Surtb8ywQeTQsRzIqEH1+mSMQARQXQ+1vO/sB4wBVOsXW+UYgMhgM0TAikcFgKCis7f79qPrzHUfC/OEX4TOfdr4vLob5n81Y2bkIHkVO2U/78mMD5AhFT7rBpC4ULSztpLi4DnB8zfv7Axx7L7FmoY4FwmAF0UGag8ZaopAQIl+rWvwkxd0zUO2iqOiJBMc5jHI5ydl3IrQneY2zYLX0gDOv7GX2+r9BeX1UPDUo3miXGwzjDzkP1lKQu0B3uNni8c4vAXkUaAX7HdCnHJsig2GcYzMdmyaEC0icDUMnAWIWFqtS+pwxTHC0EjgU5figQJR4pc2DU7sQUrR002lAGqKNhh17UvkkyLNOckEUGstDqK4CQGQtgWBt6nOmioSAKPeUshLsKP2gDCM43VuJbZ9FpBK4zI3r9QlWhF0F8Njhh1ANIyynwftqQnMee6+UKbe04IgzeRGIADQsB8QRqTKHN8oS4TOfLnihSJVeQZfKLn9Oe0EZDIbxgxGJDAZDwSE7/VtV2Z/vOMZksMx8OMXF0LjYsZ/LACKUInJKN/oy55+cDI3lzzGymid1ociy5qPaichcptzSkpxQpC86lSk0ceLDzGWCGdJDOBdRTVTUV8IdF0Ct9Tw4NbFMWmesZMVhH3ac5uKxcLJgq1C9SlnZoKXcuShn1iY9tsFQ0EgnWJtB7gZdlGB1UTVO0/NrYAdAGxwrO4NhHKF4sdkNvI0QuxeL0oayCIs6JOnEBcOkQQ85VSwjjnUBy5MSiAZpKD+OctytwG5K+P7YiSPBc0dcFwY9DNwD1vqEqp4ay8+h6qzNRA4RCOYhkcY6Dtoc5YkDoCn8P0wSXumpoL+/Fefetw2PJ1GBiLduv/c/A5RfDwGsoaE8MRv0AhGI7E1bd4vwWMYH/ssm6OmJPP6ZT8Oq38/4dJlAlbCgjbLTn/Pfg8FgGD8YkchgMBQk4tH1qgXaGNhbBl96PFIgGqS4GBb+bsamE6FSLTmlPl9+MrmHV/OkIxQ9OLUN254P9ALzKL7lEK2aWP+pMu+qoQW0ZbUYoaiAiCbulLa9xUNlLyY5TnNS1URCKcIRbA6gMRqNj+bEh/OQIXuY1UPe/8LfRJyr/E7CsRgM4woJO5ZCQ9VFTzpN1uNe43EahRNwBaN9YOehibnBkASKB5t1KO8ibEBifFYonSirEWZiEd8i1TDJsdeBRKlckdVgjVGlGQ9dDXSQsKVbojZzUfkyWKvAuprUVf03NqJ6FZg21Lc09zzh2uMNQ6aBPpOHWAqfY++VYtsBRKpR7cQemJ9Eb9h137v9Nx4CmN7zbhuN5S8kPGchCERP+9YJbMjK4KFuOPjncC3KS/4TdzuJpAXEYK9j2elPrArMYDBMWoxIZDAYChLx+8Pi0eUKhZXt4i2D1X8AlXfGP6+4OKPTijBdB+Ss+nz5yZQbLRSlavv28B1XsO16oBdhCaHupoSEojoJ4y1bjiMclhqhqIBwqomeHXrc8xsDhH79cymOlbzVpPA4ygXsOH0lAFq1BJGDAKg+T2P5uWHPvh7lCmM3Z5gESCdYz4F1D07vosOgYzROlwqnF4dcAPuHYG8CO0bWhMGQJ2yWobyDsAeJ8X6u9AF+hE9i8UJKPe4MkwitIaq9mz4PEq3CJXEay0PY4tjOjWnpZk+PHkfCrIEEk7SG88idvVjWCrcvzUpOdOehf6PVAWyM8sQG0Py4LhQqrVoyJNaodlJUVMfDFYkJmc2hZYjs+fdbnYK5O/qCiSVjDReIVDvzV0HkWyZWloXMUDf82beiC0V3VRWWUKT6pLXDX5jJtwaDoaAwIpHBYChYxO8PS5HWKwVi+TEoEE2dOvJ4f3/kub/4RcanF5ihA9KiPl9+rH6GC0VKU8pC0UO3n0dY6npbL6G7e3dC1xmhqHA53fNtzr9yg3/6U7h4eBPzVnw/pXHGqiZS/gqNsokn1ACXsePYCIVCPkSqcTJ1R24wCGNsihsMkwE572SXy0dA14BeTOCa6SDbQa6B3Qq60tj+GPKK0oDNJYQmJEbygBJGOYxwN8JWhOQtwgyTEN3j9GwbcawN5MmMDP9Q2ekRlm5RbefUA3I0NZu5QWQGaGoWXIvLXkfEWQtYeiBPtnPPO/2fhiMe0H25j6VAaVUPoe4jDFbziCziwamJ9aFpDi5B9QhAT3HpXlXtFZFpvrHWn6MFoqKiujwJRAtROZKzCf/sW/CjdyOP31UFT6539g/yiMIO62v+vWOfaTAYDEYkMhgMBY74/b2uUJTfBosz74U/+lJ0gShaBtG//igrYQjM07AcUZ8v+QzATDAoFA32B0pVKFrsPYOw3M1GXEdzKEmhSF9lUChKqsmvISvY9gE++O0pXPvcOT5737NjXxCHWNVEymEsliHUo0T65wu3ITRhE8BmZFVDIFjDoOWELWtoLB9pVTJWFZLBMKmQXmcTzpoDOhN0v9tvY6zraoFDoO+DfcRpJp5CtrrBkApKLTavAQE3cSDWeWeAWVisQkjMdslgQGsj7d00DJJaH6JY9N/YCLQT1XZOK0H/FvhUBmbaDpqawOP0c7wCVIFboZ171kT21JMHwI6dLDSZCHU3ISxh0O6twZtA0gdwMrQApcld5x13132DtoSxK7VO91Yy5ZbXGC4QJSpKZRB9xjcPlSYRcnvvcegv4I1/iDw+daqTYJonoUiV/daOrZvHPtNgMBgcjEhkMBgKHvH7O2VAG1XztJifeS80Lo60kOvvh8BJqKyMPP6d1qyFI8ISDUv+suUyJRQ1lB9HZIX7aEPCvY7qJEz/jUYcK0LHa/uVHmMxkS9OhtYCtaj2IaxOezynmmjkYla5ivCE+/yrCDNRovtqCw3A29g4vYda1YPIoaEF70NlI/tNKKXAoSgjfSfdH8VgGP9YV8B6AuSjQCPo8QTs6EpAHgVpAf0Z2AdBHzCCkSEr2MzFphVoRYhdXexUqc7Hoh6LKzmLzzBBUF/kMdkJklm3g0fu7MW2HUu3Ids5LQV7O2g7yP2ZmUgqQL+a0qV10ofqiiFHgFTXAWlhXQH2R3li96SvZm0O7UFY4v5+liZczXPiw3koLw3dL3vLlrvPDIo90ROqTvdW0t/fCtTkVSDa6KtW5JQI+fn9n26JLxTNvDen4ahyXDy6PqeTGgyGcY8RiQwGw7hAdvnbRLVeNceWIJ+tiy8QlZbCr9w68rnO97IelgiP25u2puNHnh4ZE4q8R1H3BlZkD82hxxO67pE7e7lxvR44j0glAwOtRijKA4HgNHTIF38zi73JNUGOhXDTukXpQ1g6wg5I6HQrijbHsJ/zIuzD5l2mLw1w249qINxFkbVm2LilKCtRLkVsLCq9COn1FzAYJhQSdnpuWEtB7nLt6BLYeJIKkMeAs0YwMmQUpQabAMIFhNo453UAqxDmIDGSCwyGuEStIgoxaMGcaR66/fyQpdvf3PISoldBNoHckuGZ1rn9jZKnsfwysBMA5QCv9FRkMK4EET/oKDsHqQJ9JvexFAjNoT3AOlcgWs5i75mErnulpxqRAFAKnKf/+irqJAwgIoMW0pHrrEGBSKQ6nwKR7fNVqSWtEqv/XCqs+n3Y7oMtT8OXHocljWMLPadb4NzfR1rRT53q7CfkSChSOC8eXS5+v+mzZzAYkkLyHYDBYDAkgz7jm6dIa07KyBfWw2c+HXm8pweOvQw//olz01h558jnjx2Ht7+X9fAA1Nb1efUZDgSbEFk2tBhpKE+tKWYguA6RPUmPE9EgdWBOwk1ZDenTHDwFshDV1/F67x9cUGYEm1aEWpQ1WDwf8zxlHsoRhGljjulsFrYD0xEq45y3H8utXDIYDHGwpwNfAB4FmZb4ddoFNIP8FXDOEaEMhgRw7EF9CI/GPc+pPv86wvOm75whPezWSJEIP8jWrE25UCvo6P8Rl4t/NfODawcQBnqBb4P1XErDtKqH7u43gRqgmYapfwV8DigBOp0v6XbnawNpy6g1H+DYy0nTyGMaBu4BKzOJS+OFwbUUgOpqGstfSPC6acAFRCpRfZ3+G/N55M6h35PP51sGNKnq0W3bti0fuq5ABCL1+Sp1QFolnh1esvzhF52eQtHo73cSQv/t35z1/o9/EnnOWC4kWdwnULgoRVonfr/ptWcwGJLGiEQGg2HcYW/yLcm633A8gejgn0Oo2/EX/sooh7Rf/BJ2/XHscWfe61QfXXgjY6EqutTa4U9NnEkXpzFq0zBbg9SFIqcv0Qa3T9FSGssTq+QYuUhpo7i4joWlps9AtgkEVyJyCNUwtj2Lh+/IrH2PUovyZSwaEzi3FGU7sJZ03xeU4wjLkSgVSgaDIQ46D/QLwLLkmqobwciQAMo0FB/waNz3eSWE8A3gWSMOGdJHa4FRHtIaArkbJBTtigzMWQ16CiROlY/+DHgT+HeQn7rHuhwRRvtABu+DO4E+50syf2/88gczsKw3+efiEny3JXCBtgHngG+BlVifnDGxzzr9iEbM0wzW2PePE4WRAtF6GssTSyBMYA3l8/lqgEuqenHbtm1zIq6DdiyrPk8CUakOyFmBzPWnjScQRd6jG04AACAASURBVOMXv4QPPogUjWbeCwt/L9JxpL8f/umSU3WUYRTaXIHIrIMNBkNKGJHIYDCMS+zNvrWiWerLE+vmcLhABNGFpB+96zSvjMbCevhvs5ysojf+IWM3h6qEBa2Xnf782KhkUigKBPchspbBRquJ+miPXuTAfTSWZ2nxbuB0byXh8DuAF1U/jeVbszKPUpLUJp/NXOBA3Kbl8ec7h7BohLWdwWBIEi0BbcDJKF/g9ChK+Nou4AxwEuRM5rPODeMOpRLlq8DjCLH/lhyb0D8B9iKYz39Dhsh1FZFWgr4WWyDSV0GezHgvpHQIBDfwV7fu5miybnh6EWSFU2GUDloN+jbIaPG4DuRcemOPA1IViBw3htdwKsHa8Xjui5Zk5/P5SoGfq2rvtm3bfrVQkvPU5/O4AlFtxgaNlSSaDD090PUB/OQa/OM/Of2Ipk6NPC+DewEAqnSKR+8Tv789Y4MaDIZJh+lJZDAYxiXWdv9+Vd2c8YFjCUTXOmD3npsCEcA9Uara//Zc9HEHbzoHy84/8+mM+RKL4FEkYD/ty1wWVTLUSRhv2XKnAiPNHkVe73qU40ApltXCiQ9jN6EezsLSTixZhGonItWInOLYe5O7cW026Q/vA7zAZbzeHVmbJ9kscIvXEeYQ+s3HeL+uf+wLXJSrQCMWdUYgMhjSRfrAOupkcctHQFc4Wd2awOtZKkAeBXkJ9H2wT4H9mLNxaphUKF5stqO8i7AupkCk9KHsRfgkwlYjEBkyh9bktBeRM35TVIHoYwPwR7/4O7DmF5RABOD17qVi4AfJXyizQVsdkScdpA2i2RKrL71xxwHDBSLYm6RA1ALUoNqJZdXHEnr8fn+vqnaISOmnvvXaPPr7XysIgSgsTRkViAA+8pH0x5g6FT5xN9T+NvzRl5xKo2h85tPO/kAGUKVXbK0zApHBYEgXIxIZDIZxi7XTv0MztVDzljn9hWIJRH/2rZHHPv6xyKygnp7ovsRLGqNnJd2XOU1HhFJEArrRlzk/5mQYFIrQFxHxgLxEILhu7AtjjKN6BihF5CVe6UnsZ1rsvQqscR/NY8ot2ak0m+w0B5cMVY2prspoH6JMIIT5u79r4P8LFHPu795CeQLlOZTjKBdR2lEuu4+fRVmKcA9CYvaGBoMhCaQXrBejCEYJvG9ICchCkIPAz8B+DexN6W8oGgoaxYuy1RWHNsURh8IohxHuxmI9grHXMWQYfTjymHwjizZzDVGqluAO+wxf7w3z3/t/J+UkrGxSJ2Hm9/8en//lDT42AJYmnqSDVDpCkR3HWi+hcTa7At7wY7WuXeDE5ET3oyMEogbv+oSua1UPxVMCOP1cuxLsJXQFoLu49CQi0/Nt760DsluEzL8W/vZcdFGnvx/e+mfHMaSnJ/HxiosjexcPJwNJo6r0Clovu/w5t/szGAwTDyMSGQyGcY0U6ZPqVJ6kx+o/iH4T1/b9SIEIYM6nIo+92x557A+/CL/1m5HHP/gQjmW2jZAIlWpJi/p8+cm4rpMwDeUrGBTuRPbQHNqU0jj9N5YC5xGpZGCgNSGhyDnnAACqbXg8G5Oe2xCfQNCLuv/HIntpLC+sbFaA5tAykIWo9vHzWcuw2I/Fk1gsxWIOFndjMct9vBGL46b/kMGQC0YIRh8FXe1YJyUiGAHIPJDtwDtg/xDsfWAvADVVoxMBpQSbdSjvAD4Eb4zzHHEI7sFilRGHckyrZq8faOGxLPKQvpC96aJVvuiLfFBUz63uvbVygFd6KrIXQ4os9l7lkRtf4f/uhRM919nQ+1vAPUAd6BrQve77fZSKUqkE0qz6kRDgjzyuz6Q3boHSHFyC2IfcR8kJRKHuJkQeAHpRbUykl9DPp5R+AHD79e7b8y4QPePbKpB8ImIi/PgncOBPI4Wg4mJnPf/++46zyAuHHLu4ax2OgJQnVAmL6ArZ6U/Mnt1gMBjGwPQkMhgM456MeBKvewLuuH3ksXhewRv/r8hGlC8cGllJFM+6LprwlCHcppVzxO/Pn22WIw5tdx8lvngZjmOFcAGYMeaC5JWeagYGWhGpzPfiZULTHDoErES1Da93FnVSWE3BX+mpYGDgHUQqgM00ZNEKzzA2L3dVUeS5ABxlYODbPHzHlXyHZChEtMLtYfR7JN3DCNxNx/Mg3wE9DZb5OxtPKB6UlcB2hPhJLkozgh+h8BIUJjKt6iHYswCxPw88gNd7V8F9/mccezrID0ce0/Ng3Z+l+WaAvD1qvqsg94CEadUSQqFLiFSDnqahfFF24kiT5lArznrsHA3eusgT1IuzwT9KFNI+kLtB0rh31xLQd13RafBYGKzi1McsQJqDS1CaHOcGfdFN0Ev02iOOpWsSvV9f6am+r/PNN/7HT/9+6j/eMfPD059YcG++1lj20751Yg1VT2UPb1nsXkJt34e/PDry2Mx74Tf+C9x5p7OfUJzgn1zaewK6Snb4D6cxgMFgMIzAVBIZDIZxj/j9YSnSRQoXUx7k8F+MzBqKJxDNvDdSIOp876ZAlKx1XYYRqNYBaVGn0Wh+aPDuQHU9qmFgHYFgU9LZp4/c2YvHMx/VNkSq6e9vjZo9aQSi3HCieyGOQBTGslYV5AaRPbDHFYguU1b2bL7DmfRYRcuAKmADRUVvEwi+ycnQ2oLMgjbkEekC6wW3wqgcdJGTra8Jvo9LCcgDwC5nk9X+GdiHwF7mCFCGgmRQHFLeQTgYVyBSXgVmYdFoBKIcEgjW0BzaQyh0DUtPIbIMkQqCPYVneZZ5olQRyV9ncb4FUY59HVxLX+eea7lzXy0LCQRXZjGW1FFdBYSA2ui20xIC2Qq6f9TxEtAo/+fJIH3AmVHHJlblW6t6QHyOQAQg30v42ubQHpBHnb8hXZWoQMTAQOv7JXdMBfjND//lrbwJRJt8SxDZnZPJQt1w8M+d9f1oqn/DSQQdztvfg+MB+ObzsO1rjlvIW//sXB+r0ijNPQG1db0RiAwGQ6YxIpHBYJgQiN/f6wpFqfnxDr8ZPHY8tkAEMDuK1dyPf+z8O5h5FM267q1/zrpANIjAPA3LIfX58rc4aizfi7gLWpFlhLqbOPZecsLVwtJO7IH5qHYiUo1tB0aMYQSi3HDsvVIsHbSZ28/istfzHFEkJ7oX3lz8srrgeiVNRkQ+7353GdU+RGaj7GNg4Gc0hwIEgg2TzLrIMCbSB9ZpsFaD9VHgftAdoElUB0klyEqQJuB9sC+BvcepVtLoFmaG3DHSVu4QQuxeJMo5oA6L+UYcyhEvd1URCG6gOfQ2IpeAde49Vieqzme/2F/Ib5A5IUo/Is2sT/QIJMr9sYzcxHcsfnc6T8keXu6Kko2WZxrL21EddA/YFccu+uuRhyRL78+aHxvubFAnYVTvBwb/NnY54s8YBILbgXXOmozlNJSP/bc8bI31wS3eNwE8dvjuNKJPGX3GV4tKkwi5u2cMdTuiz7WOyOfuqooUioYzWjT6f844FUgffOh8xbKzTxCFvdbX/Jnpy2wwGAzDMHZzBoNhQmH7fNMJy2sylmVJOoy2muvvd24A45Wmx6tMyiKqvGDt3Lo65xMP50T3QixtAkqB89y4Xs8jdyZnhTdcDBocw1Ncg0gAkQojEGWZQHAfImuBdm5cn5n07y/bONaE7+BUrTxHg/fJfIc06Xn5gxkUFb2Napiioo8CoPYybP0CIrOHzlPtQuRFVL9dkD2uDAWEPR1YCCwG5iZvSzeIXgbOgfyd+2+WmtAbRqCUoDwOfDUBW7nLwGYsTucktslOq5YQ7Fniij+1Q1UKqn0IxxH5S6aWvcqHH1RS5LkGwED4Lh6uiLJ7OhGIajV3GaxZ2ZtTtxLZl+dukPYRR1rVQ3f3m0BNYdvOBU+5/SFfx+u9P3rijuqox8+DtSa9iRP8fxzvHHuvlOIpAbe3EMSz9g4E1yGuRZvqehrLxxYXTnbPxbYDw9ddW65882ciUgrc6vf7c+YmYD/tm4vIWRHy55ARy0K+p8dJMg115ywUVQ5bO7euytmEBoNhUmEqiQwGw4TC8vuvYut8VbKziX3fZyKt5q51OBZ0f/SlSIGovz9vAhGACI/Zm7buysvkgzxUdhrbrgd6gXlMueU1TvcmJ+I9OLUNkUVDYxRPOYtltbjWYueNQJQiNlXYLHQtf1ai1KKjmoUHgrWuQOTYiBSaQARQPGUXUIXqVcrKNuc7HANgWU4VkchpHpzaxYNTu1js3U9j+Rws6x5UnwU63NfwOkQu0Ry6RCC4ztjRGaJjXQVrL1h1IB8BrXcsizTJCmKpAVkHBIDgzUojezJYaOUexYvNJpR3EfaMYSvXBjRiMcsIRDmgOfQAzaFDdHe/j6VHEHnAFYjOobqa/hsfoaF8BYu9Z6iTsCsKnQOgyPNoPkPPMtFsz17OeRRo5Ka4U0myapjt3GO5jysBBgbWuEkgcwmFotjORfnZIEXhfywmoO3oI3f24vXWg77oHlkXtaIoEFyZvEAUWoDq2RGJec69/1X3jFjVYRlHN/qqEQnkVSACp+rnrX+OPD51qpMg6i3LSRiqNItH85v8aTAYJjRGJDIYDBMOa5f/iqD1qmQ+y2nmjMhjP7kGjYsjm1T290PgZN4EokEEnrKf9kVZoOWQh24/j2XNQbUTqKG/vzVpm4wG70Vsu961rZoLlKIc58b1eiMQJYnNAmxaEK4hnAIOuV+tKO9j8xrKSq4cKwUOAqC6n8byc/kLOgYnPpw3JGI5NnOF1ytpMiLibCCqfjviuQenttFYvpGysrsR6lE9imofUIPIniE7uubgElo1S5tGhvGN9IJ1BqwnwLoHuBt0tWMHpUlWBg2KRvIS2Pn9rJxIKF6Ura44tH0McegqsAphJkJz7oKchLzSU00guJ3m0DXgLLASKEW1DdjMQPguGrx1NJa/EDUpZPA9XXUiW859Nsqxo1GOZZCoPdg+H+WYYzsn4gcc27lAcFr24kqRhys6EAargnYRCNaMPEGj9GCS76c/sRZFGXdi3kfUSZiG8hUjesAOF4qag0sYvIeHvQkJRIHgSmw9hfOecGaU+8NgQkZsi9AMoj5fpVrSklV3kGQ4HnASP0czKBR9/GNZnV7hvHh0hfj9xk7bYDBkDWM3ZzAYJiz2Jt+SjPsXb3l6pBg02IwylkD0duL9RLONokutHf4s+qkngGMbdwqR6ah2UlRUx4NTk8sCbw4uQWlCOEqZd5XpPZMEyjyUg0iCWYDX7wjxva95ufa5DlRn0lheWLZMrVpCKHQJkWpUn6exPE2bEkNGcKrPWlHtwuu9KyHhLhD0IrIM1S+4IrCDahdwFJFv0+C9mMWoDRMG9QBzgQdAf4ekrOm0D5gDVhI9kAwjUCpRvgw8jhC/x4hjK/cnCEcRzGd5tnilpyKm3SccxbL+MuFeg46968+AUkTuK8gehWljvw8yrPpEr4L1yezOqRWg10a+V2kYeA7kr0BG2rG2qodQ6DX38/IcDd667MaXIoHQSwhLgMuUlc25ec9uHwQZXQU1K+LnTBo7ANIw6mD5hLcVHVobiQfYiy3fQezA0ONYVnQjxgg9BQy6TxymrGxEf0+fz7cVx8pvs9/v35H5H+Im6vN5dUAuSA6rlhJmYT38t1k5XfsrtEmRzhG/v/DcHAwGw4TCiEQGg2FCY2/2PS4qBzIy2MJ6+Mynxz6vpweOvQw//klGps0UqoQFrZed/lfzGsjp3kr6+1vdjf1OVJfy0O3nx75wGIFgjelfkiSOQNRCKpYN/3H333Pbu4sRCmuRHQhuR2QTUJgi1mSlOXQQeCxl4c4Rkz+PyEqcPlODXEH12xQXv2iqBw2JoyU4olFtYqKRXv7/2Xv/8Kju+8739TkzgBLLaOTIMW7ljbwlG7nBWdjad+Ep3KKt6YVnwR7Z4MINrKEFX5OFG9jiralxhuFHcS5OYR+cixs7hRSyUPNjxI8Gds2uyGO6kEILDaSQNS1qzcbiWvGMiFxjkL6f+8c5Aklz9GN+H4nvy48epDNnznwkWWfO+b4/7/cH5HGwDQgZ4YpDv48rDvUtyinnEOLWNVRAGrWM1tR0kK+iOr3bnCHkMOj3iUQOZ9Vo05DaBswfms0ZOgr4oMe2veDMKvxrm10gflF3nXW0QJc47RBldMgohgOVHT/lWmgySLDeGw9er6Kj4zwio1CNU1+5GrQW9DxIlyY+bQHn/txf0LwH0sXpolfBeSj34w4CugpFqu3uv+wlUjGnz79zV3Dc1CVaeh31lWnRzbFYbDawS1V3r1mzZk6hvg2Nxcq1Q44ITCzUa+TMo1/uO0Ukj0KRKk0S1gkSjwfrb9tisQxJrEhksViGPObl2CoRWZvzgXobWtmVEgywzARV2jyhKDNRJt+4roFDuDcAbRgzLWOhyDJwDGOAk1kJRJ0oTcAsHILh5nCjS057N8P11FfaxcYg0KhltLZ+CJRjzKSc/64bUk+APocyE/EW9lXbEY4C36MicthGDFoyI000mth9sRJAXwVnZfFrG4QYRgNfBxYOQBw6gfAtKw4VEDeC9avATG/mWycngO/jOHt5cmRLTq+RjVt00GCmgxzqsXElyKuFf22tBW0EyS5eK2L+hFTod/NcVO7sb52Oo4c84WIC0ZEbQJ7ovpNuB2dBbi+kESDZY9thcGbkdtxBRDehaEACURmp1h0IM73fz1KikTf8do3FYmOBs6p6Zs2aNY8XonyNxcLaLgkRphfi+HmlL6Hor8/mJW5elWYxWicb4hnOXrRYLJbssDOJLBbLkMdZH1+n0H8Oc3989rN9P/7zjwItEAGIUK7IHl0ZK619v74yxc1Pp6F6DDeypNHLzrYUht/1FYiUyyjLgSkoc1Be9cSgdIQa4CSG0g9JbtQw8Obtm2ArEAWH1tR03Cz7y3kRfqORY0Qr53Hr5v2oLgJOuB3xMh1kD62tH5BIbuVA6/h+j2WxACA3QI6DrAanDnjNZ6cVoMHtYg4ChtEYtgEXEZb0KRApx4E6HCZZgagAJJI1NKRWkUi+h+O8i8gLnkDUhOo6hC8SjUwiGnkjZ4EI8OYTXkWkyjvnDyV8ro+1SPGTcgmkrpf5RP0zQmd710cFRDMXsJ6uOAxsRyTMnw8/6CMQ3QBvxlJutfm5sO6u6NBo5V6EOaju7lcgSiQjtLa+48UBtiHM6U0g8rjs/Vuwe0htl22DQiAC1y2UOOA2iHZl2DA3eeQ3c0uAVKUN1RlWILJYLMXEikQWi+WuQEL6oiq5zeP58MPeH3v/KmzeEmiBqBMRRqkj72gsVtpBoM8+0EYkMg1lr7fYv4tEsvQCxFBDCQNzfR5ZifAIDpsRjuGwG4eV/ODyTP76dcMnv5T+DCGM8CaGUxieQks0TDaVWubNVUgRcoZY1M1gRzoHbX8/r4d99oE26ivfIhqZhPBFVNcBTUAEkRdQPUkieZGG1Evsa+nH8mmxdEVecSPmum0Lg+4Azd59OVRRxnYRh+bT19xH5TCuOFSHcLxYJd4VvH2tnERyIQ2pdxG5AqxFZDSQAt7CmElEIw9TX/kKT0Uu93O0zFHd7n32XN6PXVp+LX2TFNFBfVso2gma2fyRCe2fJZVaVqDCAFMNejoroUh1OT8c/nP+5DMP+jy6HqQp5/Lg93y2/TAPxx1cRCv3Ul/Zt0DkXiedBCai2oIx04hW9nmfHI/H21T1qoiUxwpwD2lWrd4k4nu/ElzO/8RtEO0pFOVIZ0S884fxYKQ3WCyWuwYbN2exWO4aNBYLa4e8IzA564O8uBxGjuy+7f2r8J3v5lZcCfCGYE6QeLy0c1zSs7CXU1+Zu/PL4qJMBN7tse0NHNLFlUYN09p6GhhL2T/u5re+EkGY2s/xU7idmueAnyKcAy4UbH7RgdRojJ5HpAzVBdRXbi/I61gyx5098AEiYYQvFmRhsidu7NFzwEzw3HKq7cAxRL5HRUXD0IpCshQGrQU9mz6rKB8RSEMEZSxKDKHnUHi/fRu8mUN2dmA+adQwyetTEfNVIJoewSnfL9o570BqNMp7qLYzbNhDQ2dOnDkPMubO1/malZMNWg4aBX4T9/2tCndOXxhXDOy8zrrBzJvvM/fGIlRvEAqN48mRBXAfmEOuizfT86KWga4FWeHz2GWQR12HZy5oFEj02HYBnEdzO+4QxJ372IjIKKAJx5k20P9fvvGNbxwRkanAlHg8fzNuzcuxFSKyMV/HKzqRClj0O3fWCHJYG1ClHdE5zrp4bs2tFovFkgXWSWSxWO4aJB5vl5DOUDiV9UF6dgtd+umgFIgABGq1Qw5pLFbaTuk6aae+cimdkT8im2hIbSppTUMf/4mqqdQqYCyqLXzy0GIcpqHE+jySEEGY6MUNbcEVpJIYPsBwCMNGlPneAmPf8yoGQvlPdnL/X5QRTr1jBaKAoWa2Nxz9RFEEInBjj6KRBdz89EFUFwDHXZFKpgK7vDi6DUWpxTKIkUvAiz7b53uLj3cvykQMCeBsnwKR0o7r2B6HQ70ViPKMO+/tPRw9hMhsr1HiDKrLCYUeJFo5g2hkd9FEcfcc78Z/3ro1uLr/e0XLSI/SKmEnv7SBs9MVZJxZbjym80VwHgZnnPd1HTjT2Fv2PO77XxkdHdvyHzun812BCLzz4tiBPc+M9wR4P4GoHWRxHgSiMlCf93n5Vm7HHYLs/2gixpz2BKJzhMMTMhQU8x45Z1bFFg5qgQjcJJE3/wT+/or7kcvagKPLrUBksVhKhRWJLBbLXYXE420S0nqF7DrsOi8C/+bH8IOj8P3dea6wuAhM1HbZobFYgTPMB0A08iKqy72vlpFIbi18tvpdwVWfbQ+kbTl4vRZ4GQBhMfWVboeqwxqUrRm/qjAKYTrCCmAbcBb4BMNFDHswjOnnCOn8z6Xf4X//rX/Nr0+HqV/8AuozZ8nSHSWMUjOAj6r+D9YPRjtjh/IbNTcQ3Di67UQjdag+jGoct8s6crvb3mLpE+d10KPp2/XNrOKVBjPueSOK4STw7gDEoe3AIzjMsuJQgaiTG6i6TU6qp+joeJT6ysepr9yclzlD2aD6PQDkdszoYKfWjZrsxuCZaeM2SrQhMj6/sXOmGrRH81bPr9OKiYDZBLwLki4ohIB/d+MYSB7cKLox/TW0GRjcN2n5piE5E5FG3LmRx7j56aRMHYAi8lMAVf2VfJRkVsVmopL5PUYQSbXCtj91P7JEVV9x1sZfz2NVFovFkhFWJLJYLHcdEo83S0inqZJdNEaqFfYm4OSP8lxZaRAhqu3yZqnrAKC+cjOqC9zoFHmBVOsuKxTljN//592HwjZqmI6Obd5sqL1pueTCf0DpYyhXBgi1QBWSoVC7r6Waf/6dhYQ/dr8O3foXKIO78zAfKGEMYzBMx7AEwwYMuzC8i+F94BZwZQAfH2L4BMMVDI3eMTZiWIFhLobxfYpy+34+BpHHUL2B45S2A7K+solbN18Db1ZK50KmxdI/i9x4qa5IFei20pRTZJQyDMtQLgIJhPF97HsD5S1ccWgBDsVxD97NONIpylRz332lH2Z+6+ZuVG8AY0kkB+gsCTSR9E3i77wOIvWVTQgrva/Wes0/+WAHSI+fjUwGMzN9Vw2DWQZ6BWSZj+gGjn7CH7R18PTNqSSSk3MrzUwHL666O+tzdygNIRLJZSi73Ot83U0kMo1nH8hs5pVL3pxE+nJsIirbpK+5dncRCpud9fF1pa7DYrHc3ViRyGKx3JVIPN4kRutUyeYCecghwnyzanUwFtzrK7cjzPEy9mfS2voOb1+zjpFsEW6gnOixbSyG0be/TqWWITIe1RZCTvqsIuEG8Id5qUdpAeYh9D5Q149QaCtOR89ZijPRu/Dm0jAawwsYDqEkEc4jHELYgvASwmwvArA6o+MKZQg1CJO9Y6xA2IiwA+Ek8AsM5zHs8BaSJ94WjkIh10UkcrRkXe1dCZdFcWc4XKC+0jobLAPEuQo+89qQqe7C5xBFGYVhLcoHCJuQLu8P6fveQNmM8DAOi6w4VERGVhzDdQdXc731iVKXw7Ofr+bPh/8V28tg+b0JMHvAvAm6GswS0ImlLjEzNHdHbal5KvI6qkfzFztnlriCkC8bXFHo9r4zQS+CbEoXlTrR4xj5VX6tw3UiiWwjkexl3/7QicAun+1HXWeoBYCG1EZENnlxwK9RXzmHOsnsGvwOnc66nEQiszI2RpEjIjYRAECVvRJSn8hbi8ViKS5WJLJYLHctsiF+SdBpVihyEVhh/iAWjEWwaOVeVOuANmAyw0cc4eD1wX/zXjr2pW0R3BkCbqfpWm/b4l4X+IU3yNZ91515OL4ReL3TkJwJMp3mKR09aqpCmZqHmoKNUu45hbZieA/hPYStXpxfcW+whTEIcxG8GBl+geEX/MbEr/P5Y8Fx7YgpXfSdZZDj7HUHs6exYeBzOAYJSi2GN1GuIKxC/JwUt/dt6yIOLUfy8n5gyYQ6aUd1J9A13rPImGowq8C8B1zkrc/+Og0joClUAzITZCEQA/FmFJqLoC+5zws64vd+2lTsKnLGdCwCUrnHzmkN0MdMPxkNusyd22bOguxxt/keKwUscGcoSRMVFa+gegmoQSSLOaQ6EfRI+u9Mm0EWZH68IUijhkkkdwErUG1HdTnRSE5CRDwev6qqbSJSE4vFsory1ZWxWhx5xwpELgrHJKxzJB7PVrizWCyWvGFFIovFclcj6+MnEF2gmqGrYYgijmwyq2KzS10HAE/fdwKRKag2AxPp6HiXfS2DYJEhkKTHfylf5/qvVXkxc2W+MXNdcd1Er+RUhfIaDj4zP/rg4PWq2zORrn/poM8ev51TTUFGmYwh4bmFDiG80GeHf6kQyolcGMaEmfDkfd/zan7Ji6gr/jwg9zwxGdV2Otp3Fv31LUMAWQra1GNbmRs7p4N/xlXnuQUuIixE+vg7dZsDViI8ZMWhABAKdQrx0ewdGJmiYdclYhpBJPLBIAAAIABJREFU3gdZ27sY0BOpxRUaroBZWMgqLR7PVF3tMuMzh9g53daLcNaVDUACpA8BXXcDj4Jsv72pTm4gMg/VdmA++1un9/Zsn+P1IhABsADEnqPevlZOKnUEkdmo3kCYQ33l5jwdPevIOY3FRmlIEiLcXXP+ekHhhIS03gpEFoslKFiRyGKx3PU46+J7EfWJl7lLUdlhXo4Fw53xVMUpQqE6VJsRqcUJneZAa+8zEiz+OFz1iZyL8HHVn/YZM9cTYTuaZbSQcqZLVv7AMWYjIlXAOR44+zsoPTPmo0Mqcs6dMbQQw1mgESFKNnntbtf/BZSjKG8A8V4/lFdRtqMcR7mEksq6fkdHekPuNyCcREl685E2YZiJUpP1sQdKKDzXi1U5zjNVmbnWLBYApA2YA9pj4UbGgvbRWR9g3HPL7G7nlr73vwAsQHgY4VUkh/OCJX88OfISqmcQKUMkw6YeHQvmSpeP067w0+vHn4H5EWjSc4lMzr5wCYO8CWZL94iyIDEE4uY6qa/cDno4+9g5s2Jgv2+fmUO30TPAJHDmeFGe3YlGzgDrAXB068BETzOzd4FIl4OTWSPSUORw2yiGj3gXkSeANlSn9NkEljmd89AyalrSWKxcO+SI5GGe0VBA4ZKEdJbE4zbRxGKxBIaAXqBZLBZLcXHWxd/Sl2NViAzOxZ88IkJYVfboy7Fpsj5+ov9nFJgnR15iX8vjhMKHEBmLMY3sb13E0xXWIZAJwreA7vMBPndyKsNa4dbI3mPmuh+jHWU9kNkQdyWFMCvjOUT7W6eDzke1HcdZTOUPUxiOQpfFTaEc5THgVEbHDiKuiLIhI7eQ2+V/FPgbhCbcaJyrOOQ2F0gpRxmFUI1SDXwJGAuMRxj4QprrUJjofbixN4Zm4BTCj3B/b2eQvMZ+ftX9HpxgRN9ZBinOKTBxOuM4byPLwPyXQbMY6f4tL0T5OjIAkVY5BnwrY9enpXg48j2Ux1B9Dnhj4E+Uc2CaQTqbbWoKUF1/NSzxRKIANmf5Cg+ln7GXLR0diwmFJ3aJnXttYE/UWtC1/e/X6/ObQVaCs73fXSORdbS2PgWMdUVEZvW+s1kGbPQXpnQ5OPlyygxeDl6v5datQ4iMRrWZUKiOaORS/08cOCLyU+/TAYs9GouVeQLR0IpszRJVmgnrFInHrevNYrEECuskslgsFg9ZH39Vwd5gACKUK7JHV8aC0e31TNVVbn46CWhApAxHd5BI5nADexciNKCc67Zt2HXhkTU/ybDDcGcWbqJ/hDQHUN+8fa0cR7cAILKZpypcEUg4kLavMDnDeoKFMhHDSYQ9/QpE7tD448BKlEdxeBCHBThsRmhAOIfkKBABCG04XEY4jsNOHF7BYQYO9wMPosxA2UjHiMzFHWHUbbcRNHpuo7MYtnhOh+xjJRtSjwFjgDbabzRkfRyLBQB5FdSvWWJb4F0HyigMG1DeR9jUp0CktKPsBMbhMMUKRAFHnN1uhJSMzzxKTL6Z32LUgC4ikTpDQyus/zgG+jjool7+dgB5Acxj+a2jUMjg7fLPKnZOw17MXBaxmtrsijXycLdoub5w52wt8CLRZrozKNOOWwZmG8gmKxD1wf6PJtLR0egJRJcYNmwcT47Mq0DkcQlAVb88kJ01Fgtru+yQno1qdymqtIjROicet053i8USOKxIZLFYLF1w1q1eruozv+UuRIRR6sg7GosFIzf62QfaiEbqUV0HgMgqGlIJ3r5mB58OFCGetu0LOzITFIR2xIsHGfhzvoJyGsPAF4WGDd+A2+XsDjjuxO1y747yGxnVExSUMgybgHcReo9RdKPj3kCZgXA/DnUIr+JwoXjFdkFoxuEwDv+RQ82n+K9/C3//7/ej7EbJ/KZXCCOMRViCsAvhfQxXMOzA8EKGEXVf9f7dy7MPDN7FPUtAkHaQed7Q9a7bR4HuKE1N/aCMxbAN5QrCSwi9RzgpKZTNwMM4zEN6NBJYgsmTI1tADgPQ0fFcZk+WBtB8/p5j4LyFI65z81dvzQDnDDhvgTMJdEL6fC8AtuSxhjyhnyt1BXkn49g5XdbFaZYpX3PFGsmsKai+8hydMy+VrRy83kWA1xrQd0Hm+9TaDrrUCkRAIhnFcY4gMgo4wa2bjzO9vFAulYzi5rRdtojgI/7dfajSJmi9bIgXQryzWCyWnLEikcVisfRAwjpH8VmIvgsRoVo7pFFjsSINRx4A9ZWvYGQeqjeAKMOGN3K4LRhC1oFURvncRUdooGPE33bfdvNKFkfa6c2ryOS1q4GTGC9yrC8OtI5HZAkAqguo67Lg4M5X6nlzFQzHWyYoY1FOI338PNyZQosRHsRhMQ6H8xzLlhv7WqoReYJPfgl+vO73cJiDw0PAwyhzPGHrHJphzCCAUIMwF2ErcAXDRW+u0VQU/w7nRg2jOtf76vtZf18WSzekCd9oLJnqxR8FA+UJDEeAswjzvajH3vZtRnkR4WEcluNkIe5aSot6oozI3MznzfCtPBVxGByvcee2u+kx9v18zJ19nFMgE9Jj22R8AN14Q7PpqKNjMZDqEjvXCzqWtHjNjFiT9bypSGQzqqcQqcKYN92N5jHQkyA+DUbqzY1zXs++3CFCIrkQ2AOUo+yloqKuwE0ynWkC/V57m1WrN4jwQgFrGTSo0o7onEBEuVssFksvWJHIYrFYeiDxeLuEtF6HwoyTPCBQqx1ySGOx4Nw8P12xE9UpqDYj8hi3bp31YqZKx8HrtRg9TyK1p3sXZIBo1DD/7UwbLROhY5hBOYGwNOPjuG6iV/rcRzE+zwsjbMJwCO1lrk2jlmFM58yjt6ivPO6zV1OPr4Pz/+ZAMCzxBKIxvo+7cX71ODyKwxuBEoa6Egp3CjLHqa9sur1daMJhtydsjUO4F5iEshxlL5r2++sfoRZhGcIRlA89l9F0tMt8zeT1qYhUAVeJRqzQb8kjzm5Qvzl4G72F1dLguhHnYjgLvIMwtZ/9z6HMQ3gIh9cQUn3ubwkulSOPotoMVHO99YnMniyHQT/KrQC97LrsPLq6mxznq933lWbAJ+ZOg9ZYMzT/HgYUO6dh0P3Zxcx1ImNAF2b11DppJxRacLsB7OlPNgGNrmszrdZmkGng2OSHRHI1Im8iEgY2Ux+ZRZ1k3piTAfF4vE1Vm0SkPNZH2oT5g9gygZcKWcugQnSesy5+uNRlWCwWS19YkchisVh8kHi8zROKrB0cEJio7bJLY7HsOgQLwdP3nQAmABe8eIVGGlKzS1ZPR8cWRMoQZmLMWfa3Ti9ZLb2RSi3jk4f+N/7icIoDH3wBh0lZCxB+M4668zWU7b08dzrKWZT0ha1U6mVEaoGrqL7Yy7G7L+RIL4JTEDFsRNiCkP63pLSgLEV4BGEwzNNxFwJV+3btCDcQTuCwGYdZODwMPAjUo7yGcgLNYGaVUO65jA6hfODNMhqN6HNePX6L+RZLjsji9NgsCYPuAS2uUK3UdJk3tAPpZxi4chSYgsM4HHYiWbj7LMGiTtoRcc91RgcYOadlrvtNL4Lcl/2LaxvILJAeoor3XuDvbvJzHwdMJJJrPhtril1FQegzdk4ng15xZwnlzFrQ7NIHnhx5CUde5GOBo8O/DuJzXtUzwOMgd7cbo1HLaEhtQyQGgOqLRCPL+3lWPum8P/ZtdjKrYrPFkU1FrCfQqNHlzrr47lLXYbFYLP1hRSKLxWLpBYnHmyWk01QpVKbzoEKE6dou2/rfs4jUVzZx89MJbuQJ5cAuEsnVRa+jITUbEVfwUL0MVOPoIRLJrYGZmeR2jroxIqov8kxV7vFCfjOOAJTtOPwxDgtQFvsKAG783Dve7AxX5Ekkx9LZdai6lPrK9K5epRx6iEvZzMEpNko5hj0IK3p5/Cju0PjXB8UCruvcG4PqDW7dzPzGV2hGaMDhRU+srATqgJUoR9EBipdCFcIS4CJf+b16wh9DKPS9jOuxWPpF2oBZ7hyMbttHg24tSgmGqRgSKO9584Z6F8iVdk+oH4fDNMTG6A45Ojo6z3VREsk+FuY1DDrfE4c2+bszMmIxSHqTSCRyGNUWfN1NfnNuJGguWZ/rfa0ufhkFwgktQLXlTuyc1oI5hOvYydP3KVWgv5/105+KvM4Phv9P/smR9Ad1J0gdOMG45mvUsHfdWlz2tVSTSr0LzPecV3Oor3ytyFV0ikRprjTzcmwqKsGc2VcCFF51/jBu52ZZLJZBgRWJLBaLpQ8kHm8So3WqQzSCIkNEmGtWrQ5WZ9izD7RREalH9VUARGIkkrto1BwiMzLg4PUqVDsHMJ8jEnkEeA3VdkReYPiI8xxozXYIcH5o1DAdHdsQKcONBnsrL8f1cxMpl7tF2LlxaRN6nWEkzEe5iBn2O4Q/+S4iYZS91FemO2mUUShHfBZGg+0cUcq8utMH9yo3UJbiMG2QzQVxXUTC3rxk37tuo+MIr3oL2pUoE1Be8ZxGfQtnQph//t0QkyfcYMZIe762FAjnDLAyfbvMBTM3fXseUCIYlmG4iHAEIerrRLyzfwrlNS9SbgHSp+PTMph55nMXUD3jupilFye1RkHPA9tAanJ/UX0dHP/33D7dTfqUzzOO515PXmny2RaMmZf54MmRLQiLuSHw3c9sAL0AUgjX+zIw2bvEfs7X0jfqK+DMC4ywmEiOpbX1NCKN7GspnpCYSE7GCZ1G5DEvcnsS0UjRHSoi8ncAqvorXbfry7GJIHukr/eouwhV3nLWrfa5ZrBYLJZgYkUii8Vi6QfZEL8k6AwdaGf7EEdgmfmDWHCGdYO7MFFfuRLVRZ44M5tUqpHDbYW/uTfmZW8OShuOM4c6aScaeRHHmYS74FCDMe/SkNqYxXDp/JBKLUNkPNCG6oI8H/3OzY9yA2FWWoSdcM4Tirb7HkGoQm59lynj/hVffuUGU8f8EOUJlFoMj2GYiWGt1z0/0ecIfcedlRIljLLDt27XpViHw+AavNyoYVTdBXGRwvzshXYcTuGwznMa3Y8yC2Vnny6je/6xDKURHUILe5aA4bwGetTnga05LYz2xDAGw1YvUm4T0s+QcKUJZTnCwzi8iFgX9F2BI66bSNNEmSiYs0ACpN8B8wNDT4H0HWml6uNu0ihID8eFnkuPqys16teo8UDRyygk0YpzfP2eFIdHhEFC+T24XvUiOS8D0awPc/Qz/41Jn+6i2sC/vNXBmI654KzLV5U50ahhGlKrgNPAWCBCKFwc10wiuRB4B5FRqJ5i2LBxRCNnivLa6aQ5iXRlrFaRhMggmxNaIFTZK2FdXOo6LBaLJRN8bLwWi8Vi8UNXxaKqtjuqE0XnOeviwXNwJJKTgT23B9irzqC+sjCd1Pt+PgbHOY1IGaqL0hw6b18rZ9jwDYgs8bacQ3VBwerxI5GsAS5685KW8lQk/4KEoRFhMspiHN7oZ9/ZwJa8zRFSXsfp4lwKGoYtXhxad5RLCPXIIJx7lkhGEUkAV6moeLjQQ5LTUMqAqSi/DczsZb7TJYQ6u1BuKQxa5bozesZ26TmQSVl3u7ui8kzg3/ciiPs95yjCHwOHB0VUpSW/HLxeRUfH+957/Bd5qmIMaCxdlOmJ/hOwwZ2rRaz/F9Jm4PEBRX01pM4CY+9cF5mzPiLRcnACFsGk5cAvemzb6TpYhgLmMdxouV4W8fUmcBH4MfApyP/ytre45zS9AdL5ntoM3ADaQFoKUm5D8pDndDpONFJXkNfIhIPXaz1XvpsOoHoUkYlAOaovFizyrVHDtLZuBRZ6W96iomJx0a+9uhCLxUYBH6hq05o1ax42sVg17XJaxDboACickJBOkXh84PM2LRaLJQBYkchisVgyQFfF5kPA5vKUCFXaEa131sUPl7qWNA6kRmP0ECK1uO6Zeb7xZbng3rR1dhI2EI3U97rv/tbpOLoVqEa1HVhPJLKuKDd4DalGYDKFvMlWJqN8HYfefwbd969C2YgwP8fX3YswJ7ALo8pq/BbflAsIUwatgNGQSgBRVF+lvrK0MRqG0bR96Qj3/jTdweEKRRMQGxdqKQT6BOgRb5G96/bt4GTm2HSdby+g/F8MZJHNjcDdifDtQSk0W/LLrtR+Tgyv5z8P/5Bk6P6+d9aPgY3geDMFNQJ6BaSvmUbtINNABjbXKpFchsgm4ATRkd8G2dXjeM0gD4MEcAHV/KK7iKLHwSm9QJEzWgN60ncelZibqPwRyDcD5e7a11JNKHweiKC6nPrK0oiKjRp2Zzix1ottTnn1bGd/61wc3eGlGEzIu7PncNsobt1KIDIe1XYcWV6QZq8s+MY3vvELESkHPrO6nZcQGYDYPPRRuCAhnSDxuE0gsVgsgw4bN2exWCwZIOvi21X1xVLXEQRECKOyy82fDhhPRS5z6+bjqB4FyhFJePEQ+SOVWovbKduM4yzqc9+nKw7jOOOA7YiEEYnR2nqahtRjea2pJwdSS3AFokLEzN3BnSUzJ4P9W3BYAEzh06r3M349dyD7GwEXiCajvOyz/dKgFojcGVxTATCm9DF/Dpc5/hdhfuYz7kKoRfm94hdluTuQY8CrPtvng1mYvt0HZSKGPSjvA7F+BSLlAspib97QUisQWUBHMf/eX+fbn6FvgUg/Br7pikGdAhF4osD2vl9DXhmwQAQwbNhuVNu5IRMJ4TfH8pvBFIgA0t6ba0pRRP7RPb4C0b9sh//U9nc0yiuBEogAnqm6CnTGdW3g4PU8xSZmQCJZQ2vrO4hsdAUiPUxH+6PUV24H4OmKnW7DkoRR3cXb1/IXtdaQeoz29tOeQNQMTAmKQORxJ3IuzDpVgtc0WGQULnkOIisQWSyWQYkViSwWiyVDnPXx1xQCFpFRGkQoV4d+Ik1KxLMPtBGJzEC1M/5sLQ2pbXmZC7T/o4nACgDUWcSTI/uP2nhyZAvRyAKMzACu4gpMJ71ZRWU519STfS3VKGsBEFZSX9mU99foipD5gs/+lkscvXwvf3EYrteeR/sRfFxxaDvwCA6LAywQVXlziMI9tjcP+gg0NbO9eMUzPPO5C6Uuh/0fTcSEazjzVgoTTvjssQJD8YZKW+4yJA7qt3i+BdT/vVEpx/AChvPAu0gvkYl39m9H2Ys7v+xRHN5Im/s2GEgka0o2l2/IYkaD/i2fOp/vfR/92Iufi4C8BH4OZvmmGyXm+/wGEB8xtA+mlzcjHOX7I6AjLZKxCaTvWNrS0jNObwjEZ2kUJL0pqdxs5JWPW/hn+gipPDdS5YtoZLcnwpTR0ZGfa/iBkkguROQ8brNVCtUFRCtneOLVHULOYuAqIqMZNnxDnl57PqrvAtXAOWAC9ZXH83Ls/HHZ+3e0xOPtEtY5CqWakVRyVGmWDq2XeHzwXuNbLJa7HisSWSwWSxY461YvV2V3qesoNQqvOWvjQepq606dtFNfuRhY7MW8zae1tZHDbdnf9L99rRzH2eF1De7m6YrMOueerjiM6qN0uopgBanUWQ60js+6Jj9Coa1ABDgesM7DO4TCW4AIH/76Kf764r9CeBAYhzIDZTEQB1aizALGIVTisADn9o1pMFG2IT2ECaVt0AtEAMYbjt45LL3UOI5bjw7bi9P+LEr3BXuhDDyx1DJwbg+ct/SNtIPMSx94L2Vu577e+TkqtRg2obyPsBVhTJ+HVppR1nmuoVkIxwvwDeSPg9eraEg9RkNqNg2pl0gkt5JIvkMi+R6J5C1ErnC9tabUZQ4NzGgw24CLIJX+++h10N/3nENr/MWhTqQZ/OYJ6mX3/+8seCfcyA9G+L3W8gC7iCBNJJIy0EEuFOnv+2zbTFvoPxLWTqfOyySSwWz6CjmLUW1BZLwX+1ZY9rVU05A8hMibQDlwHNVxt91DPXEbxVy3vsgSbzZqdjRqmERyCyLbvIac3dz8dFLBG72yQER+4n1aCyDxeJuEdIYqTaWrqjSo0obRKbIhbt29FotlUGNnElksFkuWaCwW1g45JDC11LWUAlX2OutXzyp1HQOmIfUEsAdXOGmio2NGVk6IA63jMeYQIlVeBvlmKipeoS6LRY+es4pyOVZX3O7HN3E7H8cF8eaShuRMkD2othMKPcqTI4fGjZVhGeITr6PMwRnkwvLB67UYc9H7nT04IAddIWnUMlpbPwTKMWYST993AqUW5Xw3Z4bShsO9pSt0ENKQehfV8YhcBa6iehWRZlT/F+o0I+Yq0EQk0pzz+WpIoBNBG9PmEw27+efcHPGWN2toYNcKygng2wh7A+WWfPtaOaFwDRKuQcxoRL6AG8U12vu3/5glYRpPRY4WtM4hjY7yFvxfcMWLXgjrn9Iuv9u3MNQTMxpXdPL+H9Y2YAI42TlGh5vl3JQ/6r5Rj4IzLavjFQ2zCqRHY4FOAOdUaerJFR0FfNBj22WQR2+LdYnUHoSZwDkqKh4vyrzMTEkko4gkvIavx6mvPFeQ13GvTd/EvVdoQ1g54EYrV9xZguolIpFxGb83HrxeRUfHLkSe8O4J4kQj6zL/JgrL1y5o+c0bOvmXD8XLgD2qunvNmjW3I6d1ZaxWHTkpwl3RbKLKDUGnyPr4iVLXYrFYLLliRSKLxWLJAY3FyrVDjggEby5PAVE44WUuD67FwYPXa+noSCBSC7RhZE7GTiD3OFV0mK3eTTWoXsJxFvBUReaLCIlkxBvwPN/b0oTqgqxjJRLJGi8eoxxhaSBdRK5L4T1PaItTX7m61CXlBWUiSqNPzNxOHLLrxg4SieQGRF4CGohG6ktdDg2p2cAuVC9TX/nF29sNbyJ0nwmjPIpD6ePxBgsNqSsMdBaH2+Hd3EVI+gfg6m0xadiwZqaXD24H3YAwy0DuCMRlN+DiI1DT1P9TlRvAdoQ/RijM4udAOJAajVKDag3wK7j/D7gf4jPPJJ2ruBFETaj+A+pcho4mRF5GZGpg35MGBTofdJPrDOqFEWr4+icOE24u6NX10CdmmztTC0DngbMzm0q9Y3X/e3Dj7B4FJ9hOYMxckB3dt+kscPaWpp5cMbNBdnXfpq+Ac0d8cMWJi4G/JmtIbcO9Vs6/mJV+XX+KUGhBRg1M7vX8edyIuNeIRgY+wzaRHItIAvd824YwK4iC+sIf6VhxdJeI1H72/b9ZX3Eu8bKqnlmzZs3jXffTl2MTFWmUvqJUhwCqtCM6x1kXH6TnB4vFYumOFYksFoslRzQWG6Ud0iie3X6o4w3lnCTxeJqL4GsXtJyPKf9//7UEd0Hw4PUqjNkDTPY6EldSX/laVsdqSM5E2ZpHV9EWOhdmVV8HXqG+MrNBwg2pRtz89ONEI3UZ11EM7tzoX6CiYlwgu1YzxZ1DdNYnZu4ywrhBOUOkJw2p93Fdb/XUVzaUuhwakodApqctahlmI3RfFFPm4ZDDguddhhsPFgadhdKOI9UYfQCRaqAG1VHe5wMb0u2eH+8CV5LZA+IuMkYbINGPlqpcBv4Y4S2Ewg+NP9w2io6OGjoYjaM1wBdQrUGk0w3UN6otQBNIE+hlRP4BoQm4zMiKpl7P5Q2pTcAyMl04tQBaA7oFZHof+9wAXufNjz/m/o4Yqseor5ySxWvVAhdBXwdnaZYFdx4rzGf0x3wij3CPUUbIs3w0GIQWMx7kZPdt+iI42V0nlhydD2zrsbEO5Hi3LV3d3YV06uRCVxEmn2LW/tbpiHkTkVG3HTwVFa9mdW3akFoFrM3o57i/da6XKlCO6iVCofoguusXnTErgA3S6TY0t9of/PP1YVVtW7NmTZpb26yKzZY0gXJooegiZ138rVLXYbFYLPnCikQWi8WSB0wsVk27nBYZCgNue0eVZsI6yYnH0zpBv3ZBy299okeAWnGY951fcwLXAXebRg3T2roVbrsN3qKiYnFWN4QHr1dhOjaBzAVycxW9fa2cYcM3ILLE23IVI4sH7HZKJJd5rqQ2VB8NZMzcgdRUlCOotuM4k7L6OQUNpRzlCNLDUajcQJhQUmdArihVABxIjQXeQbWFSOShki/mH24bxa1b7yMSRvgiT0XunJOUyUBjt/2VF3EYpIt8RcYV0j8EIBrp+17h7WvllH2mmo6OUbhuk2rUE5PuCEnVfR6jK725km7d3M2zDwwCoVXLQU+D1LJrDszuJWFSOQx8G4fCvk82pF4A/bcgNaiORvqIKANQvYHIZdAm3LkSfwc0AU3cunk569/BgdQSlC0ExYU4aDBLgA0gvYixegN4A+SbIM3sa6kmFH4fgI72h3im6qr/8/pCXwJeyyyqrg/++Pp7hBnNfR1ZupuKjdYAV3psjIOsLn4t+WCAIhEMjti5rteQIhOIRs5kfay3r5UzfMQm7twLnPOc/Jlfs6VfvzchMqfPa9xGDZNKxRBZ5W7Qw9y8OSdo73ULT5lqJ8w2kCd6Pnb/sU0m/EmrAzwYj8fTGgT15dhLiGwoSqHFRnWlrI+/WuoyLBaLJZ8MafunxWKxFAsnHr+qK2N1QzmDWZU2VOv9BKJYo4Z/9onuEBF3kVw5sui02XyzTVZ+r9SLyX64N76LSCR/AmxEZCGtraM53DYn41gkdy7LPPa3/hmObkWkFmPepSGVuavIvTFcSiK5D3CP5eghGlLbUV3ep6vIjdJzb8SElUQDKBC9fa0cZSsAIpuHtEDksnxQCURKBGUiMBb4NeAxoBqlna+sOM+PXwPYXXKBCODWrdmu04UT3QQiAGWsTxtU4LpyA8utW6MIhUC1/3Ohe866RH8/330t1YSHVWPMKM+V9MtefFkNqtXe5+WIVAFViIwBQLxfZNlnGmAwuPGkDbSe8l+cIdpwT7eHPv6swTjf5t62P8Ip2mDvL912oMjtP4omVC8j0gT8A+B+Hgo1FTAWsPNvtKZAxx9iaC3oVpDJvTzeDuwE1neLb3um6iqJ5DFEniAUng9kMc9E8rvo+YD5Lq7Q9RywPa/HLhr6uVJXkGfGA8fTtoacxXR0TEZkLKnUKmB1kevqn6ciR0kkX/dm/+zyNAMoAAAgAElEQVSgUTOf/QOQSE5GZBvue1BnEsDKrISxrscCNwng1s2VfYo9iWSEVGoXIlO956wjEokHTZhbeMZMF2UbSJXf4x333u+EP2nl08//i2mki5HI+vir5uXVXxDhhYIXW0QUNjtWILJYLEMQ6ySyWCyWPOJlMB8RGWAEzyDBy1yud9bFfR0tz58225DOHPtuzzwHMuc7j0lwF2jdrsQ9uDEPzcCcHOYBdZ8vlIurqFHLaG1di+oybzG8d1eR2434LiLujX9QY+Y6h/pCEzc/fTRo3ZIZ05dApOzGYY7Ps4KF+z1EgWeAqQj+TgMNw3//H/DxlyYEQtxrSJ0FxqK6iPrKO1EfhmrgZFrsHzzsxWJZ+qMh9QTwDnCOaGRc0V43kYwQCo3CmGpPOPoysALo39EUNP7z7G8xZ/d/6LbtrYWw6DvHQabkzaXRH50OHtVTODIvTVAtFgev12LMRaCNaCQtlsjSFbME2Ai9ub70ErAAHP/zsBtdtSNtVlup2NdSjRO6gkg4e3dTMdFy4Bc9tm0HZ0EpqskdUw3yfvdtegnkcVfU7sFgiJ1zHUDncUWZzCIs3WvrDbjxl/l1/w/0WG5T1yEv5rMNdAHRykBFMT7XqGUj7tWNcNsZ5cvInxzlnr8/xfUv/9b1X/yzCV9+a7yT9vetsVhYO+SQwNTCVVw8VNntrF8d/Ot7i8ViyQKn1AVYLBbLUELWx0+I6DxVAtUJljOOLu1NIFp02mzyF4gAZKyqnl502iz0fzwAPBU5SkfHBOCC183+Dg2pl7I6Vn1limhkAUZmAFe7uIo20qh9x/z0pE5uEI28iONMAs4B1Z6raBuJZHe3WmvrS55A1IZqMBcyDrSOB6+TUHXBoBeIDI+hnO5FILqEsKgEVQ0cJYxhBcqHCDsQor0KROCuad936meBEIgSybG4AtENwF1YUcIo88F3LtQ5KxBlgGq1929xZ8vVV6Z4cuQlopFjXizVn3mPNBW1jnwwe/evpm37s9/GdYZoWrd1AXFFIZHykglEAPfe2/na5Ry87tuRbtEyMNtAtvgLRNoO+hrIuF4FIoDKkXuBNkRGs/8jP4drcXFFoeMAnrsp4PgIJ4Ma5yrose7bpBb0IphNYOaCTgYzBrSGaMUlTgz7IT8ZFuavhu2h0ny5JGX3xbMP3LnWVV3mXV/2z4HW8aRSZ7kjEL3OrZuPZ3Vds791OsNHXPQcTe3Aa0Qi4/o91v7W6Rhz2hOImlCdFDSBaOGPdOzwe/V0fwIRQMc99wEQ+uT6SAnxztd+pGmx6xKPt0tIZymDyFnfC6oclrDOK3UdFovFUiisSGSxWCx5RtbFG5CALtRngcKrztr4G36PPX/GLBORZX09X0TKReTN58+YXc+d1WBG8T3zuQvc/HQCsN1z7WwgkTyS9WLW0xWHUX20y/FWkEqdpSH1WMbHeqriFBUVj6Ma925E5yNynv2tboRQIjkW1Zi394uBm0NkWIjhFk9WnGTijDBf2PlO1k6tIOCKEatx3Sq1Po+fQKhDAhyNZRiN8i7Cxj6Foa60Pgo/e3JrgSsbGCJf9T45TLSyDMMqlPeBbQjd/2ZdwX5x0WsczLhiOYgUVyTqifHqKLZYlSvuHK/usxuuVsOxzk0yF8zaIlUTjJg3N0LJ7TBXHV3SWgKJ1oCehN4abvQSMAmcF6GfaC03estddL59riwx6nzP/VefK3EldyvfS98k1SDLQHYAjSDngSsg53nts7/Bqntg3T2jScoFMKuKXXC/uNeRryESRnUXb1/rPcGhUctoSG3EmHcRqcUVZ+qor1yaccNSIhmhIbUNRw8B1Z57aBLRyIv9xt4lkqu955WjegzHCZxT6/kzZpkT0pOCF/naD+3l7iVXuK0FEam95eier13QtN+FxONtEtJpqgTcSdg7CickrHMkHh9ajaAWi8XSBSsSWSwWSwFw1sV3qtHlpa4jV1TZ7axbvdLvsYVndD7IpoEfTWYPb9ezC8+YgXX8FZtnH2gjGlmA6gJvePdUjDmdlbAD/q4i1ZNZuoraqa9cDTxOT1eRyDZXiNLDRCO+Yl7JUGoQ3kS8GYhVJ2DskikYzmJ4AR1ksYxKFOUsELv9PXV//ATCNITgLmorZcARhP7/DpWr3Cr/r/zNH8Hx/97Op+XbC15ffzRqmBEf/p984U9h6pdGo7yPsBYhrXvVYzMOpXc/DS4eAED1H0pahZhgiFWZosxMOz/sndljJ1kFRXDYjqxo8j4r53Bbb38jxcIVrDqwIlE39AnQ0yBjfR4bmHso7WnqigIiszO+3igEQXM39UkAfl55x9kJujnrpwurvRi+YFFR8Qqql4Aahg3f4LvPHffQCq9pazuq47JqVtrfOh2R88D8jNxDb18rpyF5CBG3oUv1dSKRad5M00Dw/Bmtev60OeTe1/UWdZnOrXs/D7giEYCITGz/RHfFGjXtGlni8WYxOkU1wE1UvaBwSUJaL/H4oKvdYrFYMsGKRBaLxVIgnD+Mb1bI/qasxHgdU76W+ufPaFTQNzM9pojUCLz7/Gmzyu8GIhC4MUcTUL2MO9D2JIlkn26pPrntKtKd3VxFA43H6F7buTRXEYwFUnR0DB63hDAWYSvKBxi2YZgeaMFIiWI4CyQQ/Lsrld2BdxABKC8jvSzSKldRNqPMAO7H4SF+cPVdmn4HNHys5LMklDCPj/4B/8cjv8TY/xvKro31FevcfduBlTgMfFaBxUW9uBhHSr2AVZrYu9xJd2/se/rnPvttBdNTPcovddLuvZfBzZulFmfcOhytKW0ZQcKsAD3iPxRerzJQ91BP3AXwJiBCa2s09zpzxHVY7AbAcYLuJvITUzP7+QcSZ3nWQlGFMTQG8GdQJzdwnAWotiOyhERy8u3H3r5WTkNqUxf30FWMzCAaWUB9ZSqj18nFPXQgNZrhI06CTEf1BqoLqK9c6rkrA8Hzf2WmKnoekemZPteMKEfDwwn9Uwox3rckMv1n5f6xqrIhfknQGYMpll2VqxLSOonHS31NZLFYLAXHikQWi8VSQJx1q5ersrPUdWSK1zE1w89S//wZnaiqOwTJSuQRJIzI2p/dq+8sPGV6DpcPBvWV57h1cxyquxEJI7KJRGpPn3EWfR8vRbRyns+sok0ZHzPdVQSqy0u+gO/Hcb3KtX/zUa+PC+UI8xEOoSQxNKK8hCE791Y+MVR7tZzHFYd8urwBpQ1lMQ5zkIDf9BpGA+nztpRTwCQcHsJhOQ6HEdyb4c54IBGfuJoio+zgnr+bQn9rK8plYBLCq0Wpa6ghAYl5E/ll77NrJa0jEwzVaXPKlMucmPQEaA8BWcLALjAZL8xlSOdcovR4zOLS6Uz7lZJWEQi0HMwOkI34XkvpcZDHM3IPpR1CvWtPDUbknDGd7yHBcDdlhAyec1CfOMuBKaDb089HvTBMlVk3h5FKBS9yDvBcPO57vYg7szORnMzwEeeBZV3cQ4/ydIXvbNU+ydY9BJBIRlFOA2NQbcZx6rxGtEDwXKOWLTptNqFyRJCsnaZdI+c6EZG5z582G/32l/Xx44Mlll2VZjE6ReLxwdasYrFYLFlhRSKLxWIpMBLWBapkfmNSIlRplpBOk3g8rdPu+TNaq6pHRCRn14cgkyXE2efPaOm7XP149oE26ivnICx1uxSZybDhZ0kk/cWCgZA+q2gZw0ec79b9OFDuuIoWBemmsxup1DLO7LiPn/7eDYxc73NfIYwwGdiAcBrDBxh2YFiCMtmb81E4lDCG8RiWYXgH4X2vlt5z2V1xZRwOwYr5653aNOeN8hYOExBOpO29/6OJ3nDlFBUVDUWqsXfU+Urfj3MUZQYOX7QRczmg6or3ptQOntsDsJtKWUVGCHN9tu4GOQfMcuPDuj3BE4q0kBFcnXOJSi3OdNZRakdTidFyzz3k9/8KrttDpkCOMYuOJ+wrUwMQNQhP33fCc7WVB8Ld1DvBnJ2ZN+QYOAtA7gcmAQtAlwLxOx+63N3OAtZ9vJx/exPg5ZyufwtJJBLHbZqqAU4i0uh9Xhr3kDsDaRMiCSCC6imGDRuYsFQkXvhLM2bEvXqyv7myA6H9s/cBEPq4R0+YyIrnzxjf4zvr4jtV9ZVcX7uQqNIm6CzZEL9U6losFoulWFiRyGKxWAqMxOPtEtY5is8ibMBQpQ3VGRKPN/V87Hf/yoxWtDEfAlEnIlIFJJ4/Y7Y8F9TO0qciryMyAWjyFsxPkkhmP0ui56wiqEGkkURyS5auoreyrqWQJJI1wFra74GLqxbj6AMoy1EuDOj5wiiEuQhbgEbgQwwfYjiCYROGFzCMR6lBM1zUUUahTPaOsdFzMCURTiJsQnoMnU9/fjPKcoRJOLcXPgcDNT7bvtvr3p2xQKq7+10UKQa/eCRdaFQuo6wDHsFhGs7gEeQDS6eTSKTU8YKdsXeDp4NX+e20bcI+9xPnKLA0/UniiQYFE4o6HTw1BTr+QOk8V9aUsojSclsg8vldaxvoPNftkYcoqqcil4ETiIS5dWt2zsfLD98H7jhUg0mNz7amItdQBOQGyAmQ7eC8DrL6zoez2d0u2/n9e/8T6GHPVb+NIEZFu7GanbFznY7J7N1DDcmZwHtk4x46kBpNa+tJoFMc2UwkMonp5YF5H3v+tHmhQzjpPwctc9pHdp9L1B3ZtOgvje/5x1kfX6dKIO9hVGkXtF7WxwN/726xWCz5xIpEFovFUgQkHm+TkNYrBLYbSZV2ROc4fxg/0/Oxr/1IRzmGQ7nEEfSNLBl+r55+4S9N766NUhKNnEF1HNCASBkib9KQ2pZ1/Bx0dxUBiCzJ2lUURES2IVKG6jHqK7cj3MBhMw6PojyO8jpKZvneQhXCVIRlCFsRTgJXgCTq/ecKSVe8j5MYGjGc9r7+AEWBD4BG7xgrECYjA5iJdEccehiHzYGPl0vngbQtgn93rSvaujf2jlP6qDmAHx7/lCvPw8c1f+/NTnrccw29ggT33DqocH/v7t9CJFLquDn3/abkjqYBYhidFkupnEO8WFAAnDe8Lv0eSDloY4FmFAXDweM4Td5n1YMvbiwf9CkQNYFMAie/8cSq7rlbJCiizHbv3yfY1xLMuGHU7++kqdhVBAp35mUKGEtr64pSl+NLfeU5YD3QlLV76OD1KhKpPSB7EKnKyD0EkEjORzkLjEW1BdV6opHlQZk/9PwZrVp02iQQ2ZrPhr/bcXPX/z//HRx2LPpL9W2+krAuVjiWr1ryQef9sKyPB6oui8ViKQZWJLJYLJYiIfF4i4S0TpVgLng5utRZF0/ruPvaBS2/5eghKfA8A0HGGIfTz582LxTydbLGdQDVAyu9zsL5DB9xkn0/z17YyqerKEi4TqvJQBuwKO1xhzM4LMXhfpQJQNyLbssdV0iq8T7GewLQY97X2YmcyimUpV3EodK7arJB+Lu0bdrL/Kfk9ZlAOaqXAxGRsq+lGh32G/z4/4H/cuY3vNlJaYK2JUdSqc6/kbYAuMfcReRhw4L5npmO30L8vvRNzuZehKIwyB7wj+fJGmM6ZxKVViR6cmQLeKL0Rx/dZZFzfQpEJ9z5Q3Iu/bGc2YvqDWBsIKLC6iubgOOIhAmFe4nbKzl+sYxNxS4iUDxTdRX1zlmqMQ5eL/V8M38ikXXc/DQ791AiOZ+OjosIMzN2D719rZyG5A5EtuE2WZzAdIyjvrL0Mb0erkijZ0Uk71GPHfe4cXPhf/IfQerOotXEwjNmfNpj8Xi710Q5sJSBYqD6orMuvrfUZVgsFkspsCKRxWKxFBGJx5vFaJ1m6qAoMAqvOmvjaXNVYo0avvWJHhER/4XkvCNliGxddNoknjurwcyFj0ZeRbUOV9QZQyh0koZUblEuQ8lVtK+lGhF3WK3qK96iUO84nEJYjcME4H6UeSg7M3YZ5RvlapcYswk4vD5oxaE7HPfZ9pu+e4pxF7xFMncRmV6Ep1wIhecDoHqMZ6pKG4M2tKkBQEvs3unqMghQTE8/+L0P7Pbf9f9n7/2jozrPe9/Ps2cA2RZm5BAbJ+RGSXACPeYEWmhwD15FOXgFWghSDDlwAzeQIGxc08KpubFvYMEUHJyDc6AXGlxDLqQmCxpwRhh64SxYR/TCKdiSr0ihhZ44iXpDbZyQzAjkWIbR+9w/9pZAM1vS/J4t8X7W0pJ4Z+93P4w0v97v+/0+vQlFALIFzE5XWCgA993X5SSK8Nq14vZ2659WACRcXdYqSkq/AtFMkOK83rlOCnehWuQrRblGtnS5m4IbOecjgEhryasIGnVVe7zYuQo6O4MbO/flB9qzOufVq6NpiB/23O+5uIcmMGRoC8hCVJOoRhkxoiYo71PWNWq4vslsEofjIEVx73U7iXzj5lxEpFIgtqxZ0x5fXtrGY0HYRKmw0flWdGu567BYLJZyYUUii8ViKTGyKXpJ0DpVsvsgUyRU2e9sXP9c6vi6Rg2/PVz3ifgtbBQXEakd1qnnn2jSaaW+dkZ86b7TOM5EVI/h7hrcRyy+I68IncHiKgqFt9HVqDcS2Z7VucJVHPbisAiHDwPjAM+9xX6Uc2iRhBrlEsoe3GbN43D42KCLMRNa0bQd0QtRpvUYcRfo3bHO5J4crnQYw5YczuudrgVFDUj03UBCiXi9u6ZimIWyGMN8lGne1wQU97lLcFd7yt2PKBTucjS1lrOMjDFMQlLi3JTTffcsc7a6PWjUJ4pIloKegQJEsNZIR7foZ0x13vPlg/IW1wTE3CFOoowEouK+F1Snqw/QwkAs7N+84bqbRMbSkCjRBqRM0QpI3eSgwXE4lJuu2DmRKSQShXU8loNYfDGh8HmQWd0CTyQyPmP3dCy+EmjyXJqXgceoq1oflHi5r79pxrxdqWdE5NliXkedMJ13R5DkDZwPen86E2QUqoefel3TXP0SjV7B6GPl/GysynZn4/q15bq+xWKxBAErElksFksZkOejpxFdoFreniYKJyWsi/xue3u4bhOkGP0RMkRGG9Hj9c1mw7ogLGyk8sV7rxKJzEY16jXLfZK2tjPE4tV5zTuQXUVus99aVJOEQkvy/qAsXEJoQHgBhwU4TMThLnqKRxtR9nhfDSgnva+3UE8Ucb8ueOMHUV5CWY0yD5gIDMdhHA5LEPYMKmEonZ4xLEIY5TCGWd1jofBCRMI5uXbcxfJRCCsxvIKS/2P3UNsUbxGmnWRHYOJbAothCsa7/w0/AeK4vbtOIRwGdiPsAxq9rxbgfQwX+fyUtYx9AYbEy+vkM14/onI7mjLHz6XhEzWXirPXFQrUZ2FMHgaawGzI3VWk08Ds4Nv3CMeHQln7Emkla+4Zy/92Lzw+4jueW6rczqYiouGyC0QAVfceQ/UKIqO41ubbF6SkfPmBdgQ3yumKPAGBco1PcfuD9cA2ru/i9tg52BDY2Ln+uN09BBHgHDA5Y4HntWsjvfO3IBIGPYLjTKSu6mSRK8+Y+iaz1DG0lCoJostNNOR6L32JuhAZczOkx5+6kP6a5myKXvA2UZb8s7EqByXcm7vXYrFY7hyk3AVYLBbLnYxZs26hIK+U49oKlySkkyUaTVukqG82GwRZU466/FDV005YFv31xIBGfjQkpqP6itdoPYHqkoJkkf+obRaO7qCrN4fqdm7eeC7rOI1SEItHgIuIjEI1Sl3V+nKXZPFBGYnyE4T0hTmlASFKQ3wfImMxsogvjciukbryLLDptn8fQViA5LE7NBbfgciToHuprfIVte94lKkojwNzEfKPlPlgZIJhVx9CyhT7GIsvRWQn0OD1ggs2hl+k3e/Kx3DIUGTVCaCHe48D0ivAt4GD4PQzpxkD1AJf9YSmW8y88SOODns8s5oKjdYCsZSxBPAcyC4Ixu77wmG2gPi4LUooELl/C5sYonP43c4hLH6/geUjyvh40qmgjxPR/4CRyVy7fSlCW3F7Vl0CfgByrPR/E7oeWJcytgCcXmIj71Aa4oc9981ZIpFHg+KcyYhYfDEiW3Ad70ngeSKRjRn/H2LxaYi8Aoz2zl9NXVVg4sm+2qKRoZ26s9Sb/O79p2Pc87OzXBv/R7xX/fv9Hq+qpz/SLjVRn/td16xbDLK7GHX61gKnJaQ1Eo0OnL9ji8ViKRLWSWSxWCxlxNkY3aum9DuXVLlCSB/zE4iWNZuVQRKIAERkqia15YkmU0ZnUx/URk4wZMhE3J4vEURiNCS25B3t0pur6Edts/o8rxy4OypHoXqJSGRjucux9IK76F+P305NoRZoYdrnxzJu4w1mjvlldwxZpihfSJlzFspRlLR4kYxwIxy9x30O/ZEGM0oFhqc9t9AphJUFEYgAhl2NoKQ1mS4hXcJ48J1EynQfgehE5gIRgJwDmQh6rJfbR7m9iuQXYM6A2QbmadDF3tezYPaB+QnIT0A2pwlEAG87+cfX5YyfG0oiIDvcaD2dUPqaioXWll8g0krgMMhcbjpDeH0I/N2wWd6Gjiwwo11HWteXGQNa7X1l4ATTUd7f50XgFMhKEk6KQAQg1SATQOaDHAb9BZjNBevNlRH6hfQx6eUxeQczEGPnUt1Dqs1k4x5q1DCx+AbgOK5A9JZ3fmAEomXNOnVoUlvKkQLRec99AITe+01Gx4vI1LeH6z6/pAjZGN2DarSwFfqj0CwhnWkFIovFYnGxTiKLxWIJAGbN+i0CJfmgpUq7qD4q34qeS73tiSYzV0UOlKKOXFH0pSEVsvq7D5dikSVLGjVMIrGBW/nfp+lMLihIA9tUVxHsQXWV15i6vDQkpgPHUU3iOI9mnOduKR+GlUgGfYPcHlBnva+/RziL4P83p1SixBGfiDnlEvBYdgvnQCxei0gMuExt5GNZnTtYUSLASpQ/6e4hVBxqEE4Wcf7eaUjsBJYSSjzP7OpAbVpIw7ATYWmPMaUeh125TajPgm4AKXzM6pwP3uJQxUMFnzcjtJIh5g1uOuN6ub0DeM7t1TSQ0WrQFlcA6zF+DuTR0ghEAMZ1e9zO7yZhbXs9dVVZ/G2aMcDFzP4e9Qp09w0MAcOAD4Pkseagl4DZ4PTR36sQaCVovOf/U8+BM7G41x2guI6c3ah2EApN5Iv3Bjemt6d7qANYSySyNWP30KtXRxMK7wO86Ejdy40by4Pi6vd6yK4DnpVivG5kwLCrP+O+M3/DB/eP4TefW5jFmbr95UnOCr9bzDfX7xZhcWEq9Lmym6hRI9Fo8DejWCwWS4mwTiKLxWIJAM7G9atUyS7WKQfcnGed5ycQLXvTzDBun4pAI8iTN9/XpqWvB3DXcY0kqat6DmEmqleBqTihFg4lZuQ9d5erSHW7N7IYkfK7in74biWwEwCR7VYgGiA4bEWZidL3h2OhAmEawrMIR4E4hvMYdmN4GmVCd98hZZqvQOTOMxZoQsmuh4HIV925tejPjwMCw1yU88C6jAQiJYFyxOvdtRZYkvalvOD187q1CJsY/0rZBCKAT23/PR779zDz06sw7EApoZsgC1yn3fyUsSRCHnGj8gLIZNAT+RV3+5R6g8c/gCUdZezvJ+3cdD7Pozd7u73CdUuZw6V1jxQSDYMe8BGI2oF5pROIdH2aQARQc+PWc2rGOG+R2suuV2SU5wiqBvkYyP35CUQAMhY440bVFROd5iOEWRdRb9RV7QE9gkgFxuwodzm+pLuHzhIKTaSu6sUs4uVqCYXP4wpE7aguobZqUVAEoidatPqdSj0lyJpyCUQAN4ffD0C4PduEWnl6WZPx3QgiYa1XKNzr4G2ocsVzEFmByGKxWG7DOoksFoslIOi6dWFNygFxI5+Kcw203tkYTdtBuqxZp6rqUZG0hr0Bxt11/PKkgO46fvXqaJxQjK6msarRrHLP+8LNRN8NVHsj5XMVNSS24LrgWrnxwfigfHC2ZIgyCuUbwGLfPkWZzdEBNAPDET7bz7HtCDORDJqBv3ZtJJ2d7yASprNzPI9/6EJO9Q0GlGqUbQh9i8JujOBJ4G8RTiNkt7v78C8ShH87ghsPPMScSJF37veCEqbjw+9R8auht42d9v5ugvX8YliI0LOvoNKAQ4H6vuh00HUgOS6Q6yXgeyy58X8zp+OfAKiNlPfzXyz+E/5xyBiev/tfuSEf9z9Ij4HMHnh9inrrQ0QdSP59CjOrYQbI0bThoeYYf3ttOiJhhCwf32YKyJkCFgnoT5h8s4rhjORS6BJvO+3AmHSBrfv4qyAPgRTpfY7f705ngmOFot6IxasROQ9UIqxgTmR7v+eUinzdQ41aQSKxGZGnvZFzCPPK9rrow7I3zUI17AjKZ7dRR7+FJG9w5Y/XoE6WepXq8pcnOy+lDa9bV6md0iRkucGoz0vRLkYny6ZocN1vFovFUiask8hisVgCgkSjSQnrIiWDxdMcUNjYi0A0VtEDQfmQkTnuruNlTebwsuZMcvFLzOMjLxOJPAK4IpbIOtrajhOLV+c9d13VSW58UH5X0aG2Kah2fYCutwLRAES4gsMqhE/wL//7P/PrHNrQuG6jqf0KRO6xlShHMfSfma9mPiJhVJvvWIFICWN4BuV8nwKRcgllOcKDODyGw66sBaJGraBz+Ag+eAA++KCcu2srGfqboT1GhKleb6ugvU6luzKEAvbOkhPgPAr6EOha0LPeBole0ITrQNLVwDhwxoHzIrsr/tlbKIVDiTGFqy8nWvlsEl65/hdAFNRn0VZmgAbe2dyTXvsQbS2dQKQVgI+rQy9ww5mHeM4Yo9nkQQHOWbefUqHQPwHn03zz/bX86fvw3fYOcCaDfBh0NqjP/SUjQTcXroY0Up5ftQOkKO/HBw11Va0IzwGgbCrI+9t8SXUPwems3UOvXRtLW9uZ2wSirYwY8UhQBKKnLmhlfZN5BZVXgvTZLVnpfhTL3k0EKmzz6zsr0Wg7IX1M+3O9Z3odpV3QmVYgslgsFn+sSGSxWCwBQqLRdgnpbCXLxb1+UGWvs3H92tTxpyRc4OoAACAASURBVF7XUYo2CpJbU/kgIDILtKX+DZ1e7lLSqJEktZFVqNYB7cA0RM4Tiy/Oe+4vP9BOXdUKVGuAVmA0jh6mIbE7+8bUOdCoYYzZjUgY2ENtpCiREJYS8aOrlVx87tOcPgY//svfRVmE8hJK4cUZoRLYh0np45KK0a4F+B8UvIaBgGEKShPCZu8+S0c5gTIbh3E4vISQ/epMF9fauvqdJcoq+AoJ3vEx1AZNKDKMRuj5uuMuZGUYzZUNzlvgbATnEZDhoOOBmpSvB8GpAucxcF4E6fk+QuQtr8bqwteXFW4dQ80nQNZ70Xo+73lkbvEjxgqFVoPu9hk/C7K6hHV804166zF2FdfJ1A6egJl15ByAfCe/2rrr2Q7Od90fdb8nXk4gFp/gOsecI+DUeUJnag1LQQvmKLiFmQGSKp6eLV084ADGdQ+dxHUTbStrLbH4YjcaTmah2oHqakaMqMmqX1IsvhhjmoAJqF5FtY7ayCpqpA9xvnQsbTZTbr6v50UkS6G3+CTvvg+A0Hu/yfpcQcIGdi9rTn/Od6LRy6I6UzU/J7EqSRFdJM9HrfhrsVgsvWBFIovFYgkYEo0mJKQ1qlk2eO8FhZMS1iWp40+9rqNuOgNcIOpGRovD8foms2ldo5ax50Iv1FU1oDqe7g/SspuG+GGOtOd/33e5iuBFVJOUylWUSKxBZCyqV1BdVdRrWYpPKLzQE/xOMuHPWnDYi8NyHMYDVSizvb42J1Dyj/sRwgg7Mezu7ml0O69dG4vIJFSThEJ3Xj8iw5PAKQT/3mvu60Od5xoqjChh1BWJVMub0f/q1dGc/xa0fzr9Nlco8lmMLwuLfcb2IhQ5Ik2S4FwAOZny1c/vTVvdb1pd1PL6Q+Rf3e9dYpWc84Qin4U7/UrpCssH3ebTh+gqbh+iEkXm6VjgmfRxqff6CsGIyBEgAVTzo99kKcBJA2ieTgo9AXLr/YIbkeu6htKEK+dF8OtFpw/nV4Mvf+Iz9rdFuM7gxHGWu2KfzCrIJqhsKUTvoR++W0ksvs+boxI4jemcSF1ViVyAfbOuUcPLmswagVMiUl3uevxI3ptrXyIXEalE9fCy5nQh2O2lq/Pc3rq5IaL1sjEaiN+nxWKxBBUrElksFksAkWj0ipj87fUKlySksyUa7fGm+qkLWnnT0QMiUoQdmeVDRJ59u1LPPNFS5kUwP+qqWqmN1CCs6P4wffPmeRri/cdu9ceXH2inNrIax3kU1UsU21X06q8fBr4JgLCiLL2QLIVFPdeOanpUlpDA4QgOaz1RogoY57mNtqOcQ9GcrissRrmG4Xso07rHOzu/4t1+jC/em7s7ZqDhxsttRtiB+IhnShJlK8I4hMIudqjjikTSn9hQZELhUXzwAPxDwy9QH1etMBdlfekLS8PPjVHAqLkCo7R6P32qnGV0Cw3Kbc4NaQeZCZq6OSb/18eiY2aA+G3KWAROQTb7ZIZ+xY3h7TF2rEfUXY10oLofAMfJ0k2k04DOPOprBVmQJpo54j5mVOeTtsnHz72U5vjJEzMm/fenCZA9hb3OIMZ16rhpBSJbeO1a6SKgDyWeTnMPRSKPZuUeakhMYsjQFkTmo5pENcqIETU8PrKEj9/eWXrWjH67UhsR2SBI8DbCeXTHzV37Ze6TiEQUbVx61oxOvcl5PnoM0eW5TKtGV8nG6J7cC7NYLJY7AysSWSwWS0CRTdFL4u6aysler8oVQvqYRKM9zl/XqOGb7+sBkVwbYQcbEZlkknq+/g0zv9y1+DInsp1QaCKqZxEZCXKAWOJAQcScOSPOEolMJNVVFIv7ZDflSKOGcZydbq8YDlJbdbBgc1vKw6G2KZ4rrIObNzL7fQqXPLfRCoTJwG9zvr5wF8LXgEYMv8CwklBHl/sxuIvuhUapRDmA+LkBAKUZeMTrIVX4GCQxXc7G1oLPnQ3Gc7f+9sF/Q6jxFYpgHUrhnteyRZmKMCZl7CxOEeIZC8dPve/VhZvSTAHj04enD5QuN0pKHdKO67a9fSx4/QZ7oGFgi8/4C+AcK3ExPj11WJF2lGpXfOd8GrUi7fb0EyaAOQw0gnwmt9K0HaQOJF3wv3fECVSvIDKK+LUZKef5uAb047nV0Ct+LqKXIBjxYgOGSGQrqs1AhE7j0xerwMTi1TQkGlG2kat7yJ1nJapnEBkDXAYeo65qfVZzFJEnmsxcJ8T5gfCZrfMeN24u/Nvs4+ZuR5BREuK4X79ZZ2N0l8LGbOZT2Op8K7o1r6IsFovlDsGKRBaLxRJg3Nzk7O31qrSL6kwnGk3bBff2cN0nIjP8zhssiEilOLJvWZPZ/dQFDUb/itv54r2XiEQeBdaimkSYW7CIuBrpSHMVicSIJQ4UZHdnIrESkSlAApO0MXODAWPcHeXCwRx70UxFuKcgtQijEbYw/fc+yqi/e8+LRxr8KKNQTiE+wofSjrIK4REcmotYxYfc6xUgbk6pxDALw04MsazO7RKrRK4gXPGEovSYK2Wzb1RhKdAB5iJyafW+V+c/lY4CsxvkDPDHOdUhMoofvpv6+hyIhdnM0ach1ZGtl0GeL20dZjRIajTlse6Yudv50n2nUX0LqKStrQ+h1YwBsw9o6cUplQ1L3FhBH2okiYgbKyea+rjyWxj/cZ613IZWkhYbqUngrwp3jTsEV1Sp735PWwiXfG8cSjyNyHlgWs7uoVevjiYWP4rIFjdqV4/gOBOpqzpZtLqz4KkLWlnfZHaqyAEkNcoymHQ7iXKMm7sdERmrqjG/z3DOxvVrVckohliVPc7G9fazisVisWSIFYksFosl4Hj2+kWZHu8KSjrPzW/uSX2T2SLIAIhvKRAii5Pva8uyN82kcpeSRo0kqY1sBCYD5+iKiIvFd/gsnGVPl6tIdWP3h/bOzot5fXCPxSOIrPP+1Y4TKnDsi6XkNGoFIp7rTnJb5Fb+YwErcrnrbfjcV+7hD+XJgs8dNJQJKC2+/YfcyNEaHLYWvdeNdPen+3VO5yvVGJ7GcBTlVwiHEZZC1rGpPXsjuULRbJSeK0/CGJSnc6o1H5RKYH7KWAfC/pLXkg3GdAkGeTxvaxjMM6AXQRZ7g9kJdXVVCVTd3+WQoam1TEu5XoBFI60AvuFzw3OeK6qE+Dqu/lvvh3dHvPmInWaMKwByEaQAjmzdCE7fDtXOTu+1R2elbGZ5Iv1gOZl/TV3o4vReUhwsbUzgIKKu6hzgCqTKjoLHzvV0D1Xm4R5aTCh8HpEZXrzcKmqrZgcl2nbZm2ZS8n1tEZGl5a4lG9QJ03l3BEneINRxLe/5RGRq8n3d59drVsK6RNOcpyn1KA0S1vq8C7FYLJY7CCsSWSwWywDA2Rjdr0Yz2gklovXO89G0mJNlTWaNiGQXCzMYEBmjypn6ZuMf4VRu6qrOMWLEI3RFxIk8ydBh54nFp+U9d410UFe1li4h6vZ4u1w+vLu9h+pwd4KPRqSRWHxbQUQtS3lwd5JHgMuMGHEyx1mK50wUtmAYvM9bylTPQTTK57ZzwOQiu4dup9q9rpOZqKOEUaZh2IThIvBzhG0IMxBuj7H6p6yqEPmo99O7t8a4BPhtlvBZRC4yykKE1Oe8gwjB7s3WmWwFQGRkbs/ZOh30PMjmlIX16hyqaU0/18wFSZ0rwE3GdSFIyuNWT4OT0Q73ApPuGILP9Xp0Z3KP99N0jrR7/4ce4tBieu19ognQf8isLD0CEu33sMc/dAHVZkQq0K6oYK1Nd0fpZZDM3SL94xc195cFnP/OIxLZSNf7zULGzhXKPdQQP4zIbtz3Pe5rbF1VYKLI6pvNM6p0xd8NOArSl+h2RGa9U6k704aj0aSEtE7xjaNF4bSEdVFqT16LxWKx9I0ViSwWi2WA4HwrulXhxT4PUo36NeZc1mSeRGRDsWoLOoKEBdlc32SOPvW6pi/GlpvbI+LcxbNqRBppSGzOrGdAP7hC1GRUo3m7imojJ7jxwXhUtwMg8nTBRC1L6enaSa66N6cMfmUkQv5OPeVdtJdF9sEqFLkC0VEfwQGUIwiP4lDcHe1KdffX3T/9GABier+mMhJlMYZ9KHGgEeFZhLG9niP4x0z1fhH/3kgOx9CUncN9Xbd4fD1tRPheGerIji8/0N6Hg6cPtBpMDDieHq0GZOskcklxNZkpwG6f44J8v/5Z+pA8V/oywHUupcZEymJXePPh8ZGXgZOIhHlTV2YuDhEF+QTw1f5dXnoJZAFk/Lri9koy+hXXsaZ+71m/k+FcGWCW+kQFngXnbOGucQdSI0mMuL8nYW7eMcqFdg8hszz3UJQRIyZ77qeys/SsGb2s2RwXZLP0+hgMPt0iUZ59iXogsnhZk9mcNhyNJiSkM1V7upUVLklIZ6b25LVYLBZL/1iRyGKxWAYQzsb1q1XZ43ebKnvk+ej61PEnmsxcFbYVu7aBgIjMuBnSlmVvmmD2ZJoz4mwPAQaeIZFo4VDblLznrpEkdVXrKYSr6MsPtFNXtQLVGm4XtayraGDx6tXRwHQAQqFco+ayfywpF1D2oqwCHgOqcBiFQxU/3vKPJH3aG7lCUf49u4JC3wLRiwh1CMVZ4DAsxNCC4X3g591fj/3ep5g9CmaP+i6GfRiewTAFwx9gWIPhDPArYDfCfN/a/bmQVX3quaocSXc0CX/f6/GlwDApTRRVLiF9x94EiC5xprr/Q7UCdL0XLddH7xoZnUMdrd73j3sCUQwk5e9JL4GT5ooOBmYGyMM9x7QZ5HR56gHAJ9JNDoDZAqkN4LWC/cOa2HQ3rKv8Rj/iUAfoVpBxIOtBEl6voz5cXpoAqcsqdi8U2uu5qafwv5i/8Ll/r4C8lPF8faIRYJPPDdZFlA+NWkEsvgExruDbJUrnSnHdQ+tz2hhTBJY1a62EaAGZXu5a8qXznvsACF0vcHKfyDPLmk3aZiGJRltRna3qvl9SpVVCWmMFIovFYskNKxJZLBbLAEPCWq/a88O5wgm/3OVlzTrVCPsG8q60QiPIKFSO1jeZLX4512WnS4BxF88vIzIWY04Ri6+nEPUW0lVUV3XS11XUkBjwH3TvCELhhYiEUW3OatGlJ733I1KSKOdQdqGsQHkEGI7DeBwWeX12TnTHdL16dTQ/X/w7nH0VjPNbnxk3ozm5FoKFMhblQJrI4t5f9TisLkr/IcMMDC0IryBMSImEc3E6IPTBOE8E2oxwBuF/IGxAyF6sVt7KOoatqzeSSXVGAMrHfcZK+TeR7iIaWE3uW73v1X0fZua64hDrQDJws2bteP0pN4D/8+4/Bk75xLYlQVZkOWcp8Ys5/HbJq+iBPAfa6jO+EvQdME1gGsGcAY2zv2I1rw/pYz5Ngr7kOoecVZAm2vby/9UksCDrWLgv3nsVkSPEBa6IX7zyt0E6spqzV3Rzeh8nbQbpu3eSpXcOtU0hkWhBZI37voKDhELj+NKII1nPdYe4h566oJX1zWYHEBPx7Ss24CiKk6gb2fJEU7o70vlWtBnRBapcFqMzJRrNtg+ixWKxWDysSGSxWCwDDIlGkxLWRQqnARQuSEjrUnOXl71pJqnqUSsQ+SMiK98Zrk1ff9MEM/e7NnIC1fHAHkTCiKyjra2JV3/9cL/n9kexXUVwnIbEbmLx1IbQliDRFTXnSG4uIhfXSaR0oDSjbEepByYiDMdhIg71OGzH4Wyf7pgu0erXU07jmC+gKccKY1EGVCPnNFyBqNG3BxEswGFXEa4ZxrAP4SjChP5PKCjZuYhcXGfKkCE9F3oMo4GejhalteiRfLeuVQksTBnrQChHD5pcafW+f8r/Zh0L5rjrQJHqLObNws2l1fzF3Z/hPw+HxqGf8HewSD3IiSyuX0K0krQ+bNoKUub+SdIOLPePgZMwyCSQaSBT+hb+NAm6BxgHznIfccjDaQY96XNDNGcHmOr32XMX3EitTy+BbPc/KVvMFBC/15EVWUTjWbpo1AoaEpsx5hQiY133kM6jLjKPL96bnZ2kUcPE4iu73UPQjrBiMLqHlr6uE2526BlBnix3LYXk5vD7gQL2JErBCPvq39C0jWjOxugRCetDsilayJ5lFovFcsdhRSKLxWIZgEg02i4hna1wUkL6WKqtflmzjlXlsEhqfIulJzLBMbQsbdbF5a7El7qqBLWRJaDzvNiOCThOE7H4M8V1FSXm5zCX6yqCragmgcVAbg4lS/E51DbFW9BJIs7+nOZQIsBqlPE43IXDZBxW4LAL4RxCtru+v+LOq99HOA0s9zlm3YB1ExlG9yoQKatw/OKiCoCyASH7x3QhEH6c1fFuBKLLrMpbi9OuQHMAIVV4zn6Xeq4oC30i9vZn7ZQqLz8FQFKdRBrxYsnO5xZ5pJ/2ehdNAZ0GZj7oYjBrwGx2exqZFjBx4Oe0DH2Gy71+DI2C7Mm+hlKhtT4iy/5gCAzOMZAa0ByE0x7i0BIvUq4fJCWeTfeCszH7a3t8ZcTP+Xs/d5MUSMDRMLDDZ3yX7UWUA13uIXimh3uotir717LXro0lkTiFyBagEjiJ6njmRLYPJvcQwLJms9IJ6RlJi1Qc+JhhlWh4KKGOa0jyRsHnFySMaGzZmyatF6ZEowVyGlosFsudi5S7AIvFYrEUlqde11FJR08hEkyHTGDR/R+EZPn3J0owF/xeuzYSY3bStZNe9SywgLqq1oLMH4tP8HZdek4DPUJn53KvwXV2HGqbgjG7ke6m0A10JlfkNJelOMTiOxB5EmigNlJX7nK8v78WVDuAB6mrch+HhjM+MWcTEQKz4JMRyihPIBrrc9tqHF4synUNCxFe6aWmC8AJhDZ++Yf/nvc+U8eHTl9j+D+HEe4uyPWV/wvYmbFo2JCYBDQBrdRGPuH9H6YA+9KEDSUJPIJDc0Fq7Q9Dk08/okdwGACLy1oJTGFscj6fMl8nLnH+Idwl4D0IfKr3njSlQhMgq4ItEIEreKX1aHq0zP2IUtCRoK+A9N8z7m5j+I83HX7P/K+sv3tf9tcyF0HGgp4DeTSrPkTpcy0F2dlzTPeDsyD3OXvMvxJkS8r8CZCHQArcRGUQ06gVtLVtQHWlF1l7FWF5TuJQo4ZJJFYCGxCpwHUPPcecSHbOsVevjiYU2gHi9i50I+qW5BGlW3Ceel1H3XR0t0gGj8sBzMhTLzMk8TZX//BJbt5bnJaBil4RpOblSVnGWlosFoulT6yTyGKxWAYRT13QypuONlqBKBdk/tCktixtNtn33SgFX7z3KrWROlSXAAlEpiBynkOJpwsyf5erCNa6C/Uyi1D4PLH44qznmjPiLJHI+G6HEtR6cw3sqLDBQqNWIOI6S1TziZorHCJf9X440i0QuXwn7VglbQdpoFHCKLFeBKKtRROIXPfNTp/xC0Cd1xtqFcJ6zhx6g3/8L9D4P17D4R6UCSj5x30JX0M4gxLH0IJhN4aVKNM9J1pPjNebxnnvlxjmY4gBp9KdL4CwtoQC0RQfgag52AKRhl3XizkOGgeOcyn8df5uKPzDkCovemwayGcCIBAdBBkXfIFIK0iPmrsSLIEIXMHDmQk8CroV9KxbJ7jReHrB7Teks9nx3ja+3gETPvijHC/2He8+qMtPIAKQ0zh6Wz86fQ9Ynd+cXZjRwDqfG56zAlEWpLmHdH8B3EObPYHolnsoq5oSTxMKX/TcQx2ors46oq7ILHvTzLjp6PnBLhABJO++D4Bwe/EeVoKMUtXYVxuz7odnsVgslj6wTiKLxWIZJDx1QStvvq9HRWRquWsZyCiaFGTtg9d5MRqQ7PI0Xr06mlD4FdzMdlA9humsL5hT57VrY+ns3I2IJ5jl4SpKm4uTqC4pmAPKkjlKNdDBocQ0YB+qV4lEHix7Rr+7k/gdREaiWkdd1a3eHobRCL/ocbyyHYcgN7XviWEn4tNLqdj/D2UxsDtl7BLCI2kRabH4NkSeBl6kNrL6tuNrUXb7xLwVqsZ24HL3V9v4T/PbT/4BD/y3JKGO3oUL5RgOM4tSkx9uT6eekX3KchxeKlkNWaETPCdJsOOMPtMJn06+xOEKv2jJAKITgJaUsV3g1JelnEJwu4vz5o0P8+UHshR6tMK9XwoV12bm86DZTUQr+NIH3+T5ym/lP6dWgja6fZl6jDeDPBKMqMCA06hh2to2Fck9lEB1NXVV2fXki8WrPQf8NCCQ7qGvNmrF0ErdJCIry11Lqaj8yf/D8Ev/nfbPTOP6p6cV6Sp6WVQW/fVkOVmkC1gsFssdiXUSWSwWyyDhZofutgJR/oi7o3rTO8P16NKzZnS/J5SDx0depjZSg7ACaEdkRs6uHz++eO8lIpFHUV2dt6vo1lyrgHbcD/MXC9ZXyeKPYTSGhRi2YDiF4Trwc+AdPrvieQBE9pZdIAKIX5vhCURXiUR69pjJvq9RsDAs7UUgOoiwqqjXVq/H0+0IC/x76HgOHtV3U45vQJiIFsmxI1QijEWYjrCYyPk/4COH6Ecg2oswryj1+F9vFDA3ZSyBsLdkNWSFmQt6JngCkV4BPe05WJbzQvsrfLsdvvZ+MCNe/ZngM/Z6yasoJG6vlnOIVDBkaA69y6SjsP18nP189/paNr0Hk5MFEoJ1R7pABECBeh0NcmLxCbS1NVHY3kOee0iP0Jkcn7VAdCjxNCLngWlBdQ89+YZ5eNhwPXMnCUQAycqRAISuF8dJpKoNH4RkvBWILBaLpfBYkchisVgGCdopz6OaQaNhS2bIdAnRsrTZzCp3Jb0yJ7LdXcDVs0AEkd3EEgd47drIvOeukSR1VS8SCvWcvyF+uEdz+czn2orqeFRPIFKByGba2pq8HiSWQuAKQysxnEL4BcIrCCsRpiJUdh9X/conibQEKGpO3ag5P9FKme5zxj+VoKr8cXvppDdJV856Yk2xFyd7xtspzb33clL3Ma3OlbSbhFaER1C2FrzCbFCuoszDYRFCnrFWWV33TxBSRas9Ja0hY3Q6sA8kwwgefRf0OqjJ87pvAFH3S1cBS4A6oAaYCAwH50FwHgVnOTgv8Znk/+udXJ3ftUuJfjZ9TEoTeVhMVH8AgEi6sFwOhgzZ60XVTuVQIs/4ZLMGZGH6uG4trLg1CGnUMLH4etw+cRNQvQo6j7rIPL54b3YKgDvXM3R2tnjO8gSqS6itmp2VSz0Wr6Yh0YiyDaj03EMTqat6MRCbXjzqm8zTxqEJxE9YHtR03lOcuDlVbUd1+c7JTl1g+8daLBbLAMeKRBaLxTJI2PU5ORe+SyaiuqfctQwWRGSkgxxe1my2BTb3ek7krdtcP0mEuRjzk4L1/0lzAuXhKqqraqWu6jFUl7iLDUxA9QwNic388N3Kfs+3+KNUYNgA/BxhC0L/jsLh/9zq7SAvL7F4BLRLiP1Bj9uUCcCWtHMoUR+afHDdJ7E0cUG5AswrgUAE0Jry797dOSKuSCTGf7FOSOKwCqhDyWzlR9kILEF5CaUZzdEVprSibEQYh0P2O9fzQakAHycY/FVJ68gIrfAi5nx+z3oZV8CZyXev/4CGNoglouCMAudekA+BrgDNdRf+GyDr3S9nq9tbSBpAToKc66VXTav3fSD1UExxZ2kSCIxzIWdM535PlJmW9SaQYjCr8grCMQCM+gg8mWJm4NuHSE+CFKjX0SClyz0ksq6I7qE9Wc1zu3sI2oPoHlrWrCPrm0xMRLZlLtYPLrqcROHf/qaAs+o5EZn88mQnoBGvFovFMjiwIpHFYrEMIr77sLS/PNlZokYXqGoAdzkPVOTpYcP1zJNvmIDF93h0uX5gMqrNuK6fncTiZ4jF89/FeLsTCE6Sj6sIoK5qD6HQONC9iISBZxg67Dyx+LS8a73TMExBaUFY4+N28OfXU+DdPw7KIvdcRCpQvURtxBV/lFEYNqA0IYzqcXSfbpiAoIRRYj61JxEW4FCY3mH90/M6wgQMvS24uo9jR/quTWgAJqKczuD6f4ewB4flOEzG4S5gHK7DJIqyB+WkJwL1FM2Sd72Lsgt4FIdP4LAWyVCcKizzfX6Px3AIoGtXn+yODbw11gG6GuQTnoBzjI+YCwCIfPzWcZIAZzs440BngjZ4AkimZC/yG9N1H1ZnfW75SBW0LrhxawMc18lxAoBQeHFZa+lGutxNX83tfB0LHEgXTbUVZJ6NmeuFRq0gFt9AkN1Dbm/L8YFzD72h00FbRKS23LWUE3XCdN4dQZI3CHVcy38+1a0PXpfJL0+SwIiBFovFMlixIpHFYrEMQnb+vrPfCct4LybMUhBkQqdwZlmTebLclfRKXdU5IpFHPNdPwvtQ3kRDYktBnDp1Va09eiHl16voKrVVixBm4u4or0akkYbEbtddYukXZSRwGEmJFUs/rgOlmfeqYzR/D04dTZK8b09JauyPrgXA8AevoEzHsA/lF76ilyskLC+RCyd3lB0IU3xuWY1wsoSV/L3P2A40xWl2u9B774j+F+4cLiPUoLzQ53HCBZ+xS16fo/U4LMGhxhOBhiAIhxKXOZSAI2/PwKEeyUiMKh7Kn/mMBkVgvQ2tAL7hc8MicF5MWRBv9b734uBxjoFTB/IQ6AugmSwMj+r/kBQ6k24dIiMH8HP+4Ik8UscVZVSDETk3YkQD7v1bnf0GEh0FGgNJed+j7cBskHIIzsHnUNsUEokWRNYE1j0krKA2UkNdVWvWNRWJdY0aXtZkNovDcZDyO/ECQLeb6Novc55D0SuIztw52VkVDZAYaLFYLIMZKxJZLBbLIOWvJ0rrg+3yqKq+oNntCLb0gohUIrKjvtkc+GqLBnNRq8v105kcj+p+z6mzkqHDLtKQyKEptQ9zItsL5iqaEznGjQ/GAy96cTeLETnPj9qC2wsqKCibEfz7T7nxXqtQxuNwFw6TOd7yLv/2OIgcyXpHcDE4lBjDh85O5eHn4I8+8ufAcYT5fTiiXsQJeNScYS7iE0+m7MUpcU8fYReaItQIlShHewhFoXDXAn+CmgxdEW78YukOuQAAIABJREFU3HMoM33j55RLOfbscZ9DhgxJ741UapSpCBNSxt7C4UiZKuoDrfVxEZ0EJ31xV6TV+6m67zmlFZznQD4Gugi0r8de9rFKX36gHdUrXk0DJXIuezFsoFB170GgHZGxHGrzE7lLS410oLofyNJNpKNAG0F8Nk/IInDSxes7nUatoCGxGWNOITIWuIxqXSDdQ3Mi27Oqp8gsa9ax7wzXJkSeKXctQSLvyDnVI4KMf/n3nGMFLMtisVgs/WBFIovFYhnERGskuXOy8xxGZno9CSwFQJC5wzr1/LJm7b/3S7l4fORl6qoWAI+h+hbu4us+YvGj+TeC5parSLUeSHiuooscSjyd9VxffqCd2shqHOdR4BwwGkcPE0sc4LVr/iLInY7hYYTFaePKEWCcF++1FccTCRq1AhFXJFT9fgkr9UeppOZzR5k6Az61AxxzXx/HtqMswOG5ElaYPa6za4fP+DmE5SWvR0j6XveWUORG4qiO9r5nL8w4HMM/fi77hdjbReZZlUEQif7cZzSALiIAqfYZe97/UOmKeRtNRr32pAOcveBMBp0MuseNsetBrrvnW91vWp3j+SUmrcfI4Hlf5QrErqhoTDDcRI7T9Vo1NzM3tI4FPeUvEBF1+2RZehCLTyORaAGe8TYV7fGi3LK/rwrhHnJFppVBdw8B1DeZparaBJJ/rPMgo/Me9y1d6Hq2+5G0Q1VXvDzZmf3yJOv4s1gsllJjRSKLxWK5A9j5+3ICZCKqAdwBPVCR0Yo21jfp+nWNmlkvmHJQGzlBJDIe1SiqHYjMwOh5GhJrMlsg7Ie6ql10JseDHgEqUbbRkGgkFq/Oeq45I84yYsRkr9Ykwlw6Oy/SEJ+bd52DDWFS2piyFYfZiE8j9ba2WiCC6lUikfI/DyibGf4vfYuVShL1euA47C9NYXngxsyNTBlLAPNydNXkj3AaZZXPeCUQw7CFIe9/xBvNbcHbP37ux1nPc8vR1JpTHYXEMAahZ18JpR1hT3kK6g8d4TPo3zfJdQa4MWnXr1dndx2nGZwlrruI59z+LgAZ9kNLRbpqHDBOolQGm0v7B973+QThfc2cEWe9TS6VhCv66fOiYz0Hkc/fku53e3JZuonFIzQkdiLS2O0eMjKb2sgS6qqyi1Fs1DANiTV5u4d+9JuptLW1ILKFALuHvtqikfpmc0BEdoqkRhpaIDcnkaIXTKc8snOyE6jft8VisdxJWJHIYrFY7hBeniRXX57szFbVFT67gC05IEhYhHVvV2rj0rMmuDnkNdJBXdV6HBmP6gl3hycbSCTO05CYnvf8j4+8TG3VbFSX4C4+TkPkPLH4M1kvNLlxeeuBycA5REaCHKAhsTnvOgcX1T5j3+v1aFU3rkdkTyAaPb//0U/2epuSQNmK64iqw+llsTtIGOYj+ImZK8pev8NWX6EIQFhJzeQ13P3/gUjurojU+Dm/fkT9Yby4tFwcTYXHr7/PLiSwPWh84k+1r2i0VgCSmqM4I1dBXnD7FlEHPsJ0JqhXh+rHc6uj1BTMQRVMaiMngMuIjCSRCEbkq4jrJhLTR+ScTgVtSo9cBNCDbsycpZuG+FzPqeNGo6q6EcJfGpH9BpJYfAJtbU3AhpzdQ69eHU0svg/HOQU8jOpVVOuD6B56okmnDevU84LYzUt9cHP4/UA2PYl0+43rMnnX5+Rc8aqyWCwWS39YkchisVjuMHZOdrabTnlEUZvLXiBEZKoT4vyyZu1np2uZmRN5i7qqx4AFqF7x+kAcJxbfx5H2/Hst1FXt6eEqEtlMInGK1675Rb/0N9c54NsAqCZR/UHfJ9xhKA/4jPqLv+7v1hUDOzvLHzUH8E8bb2BuM7IpHSj7gTqEB3FYVXZxJVMMo/GPmTuIw97SF+RDX0LR3f/2IL//FXDef7sA13Hj50iLn+sfMe5zkEh5RSJlFLAwZSyJ8JflKSgjDvmM7e5VKFLvsRXKN+ZNkm6ElzMzp9PV+Rfvp4HiJEr92xxcIhGAqvecJcGInOtM7gFAZLp/30OdDnoU/Bwduh1kgft3auHVq6NpSMRADgCjUb2EyCPUVa3IyT0Ui68HmoAJqF4FFmTlHnIdSM8SCl9EZL73Xm878BB1Vbuy+88Vl3WNGq5vMpuM6HGQwfe4LzBmWCUaHkqo4xqSvNHrcap61aCzX57krPh+pj0RLRaLxVI0rEhksVgsdyC7PifnhlTII4q+VO5aBg0iESBW32x2PHVBgx0/URvZD4wDtrqxbjKfZNLtJ5RvxEyqq0hkCp2dLVm7imLxCKrbvH8974lGllv4xXmlR9AB3Ly5EJEwqmd5/EPlF4cbtYK366Zy5iD85ndfQVmE8GEcFiA0IL2IXcFlB5Li5FAul6UPUV+4QpHr9EllxHkY81dVBbrOZcTnGv2Te2+kQqL8GUJqFOdeJAAxeL0iJ9L7DspY0BbQxemHdzl4+FTxa+uLzlbvh+oyFpENrSn/HnyLxcZ4GzJ0FrG4j0OtxDw+8jKqJwAIhRffukErwGwDjvciEG0EZ4UViDwaEk8SCp8Haj0xJkokMpE5I85mPVeXe0hknfvegoOEQuO895aZ1jOdROI8sAk3Wu40xkzMSbAqMk+0aPU7lXpKRJ4VpGgxjJ+/H1Z9GjY8DPM/VqyrlI7+I+f0hHYycdckp/wRyBaLxWIBrEhksVgsdyzffVjad05ylovqPFQD9YFsICPIkzc79MzS1zXYjWzrqhLURlYh8giqZ4EIyjYSiTMcaptSgPlvuYpEKrpdRbF4pvfLJjdqjgtEIhvzrmfwccJn7HHfI0W6ouaydxGZXoSnfOjqj3R16mX+8c2v4bC3bD178kVZjOAXy7Q8R6GkuHQ5fZTmtNuuf/x86Qu6DZGPej+9W7YalAjwZNp4sF1EeI6ev/IZHwXsBtMEZsZtN/zU+15d/Nr6YOhQ19EkA6YnUaoQVwlafiGlkLgbCc55r9vzy10OAOq4r11dsamYKa4AKk/3csIqcNaWqLrg05DYiet2jaB6llBoPHVV68nWudGoFenuIZ1HXWSe1+usf2LxatfNxHFExqJ6BSOLqI08GohNLCkse9MsNEk97/VaKgqfvx/+62fhP30Mxg6H+4dBzf3u+EAmefd9AITbe/5pKJpUdPXLk5zHdk1xco+5tVgsFkvBsSKRxWKx3OH89WTnoOlkvKpmHw9k8UWQh52QnqlvMr0sYASI2kgzkcijwHJc588kjDlFLL4j713Efq4iaCIWX9+nq6ghMQlY6rmc6gPRQydoOLzV3c+jC2EuJqUvjntfPoxqB6qZ7/K9xWEMW3Ku0xd1Y4xU9w7o361SjfrcN8pLOAR3Z6zr9HkE5UWUq3QOU/7lWbjy5ZbyFtYdjdZavhJY7OMKa0AYAE5GeQF0ay+3TQI5CuYimJW0DvmVd0N5xZlZlVdQr8/PocRAEIp8XG46svRlFBnVrg0FwYicq7r3INCOkTF8tHMvcMp1yqWiSdB54PTyOLhDcZzvdD/ORK7wxXuz7yF2qG0KiURLunuo6mBG5zdqBQ2JNcBFbrmZXgDG8aURwYhlvY2vtmhkWbPZh8orIn5OtcLwjbGuOHSPzzviWQ8W66qlIXmv15fodpFI9S3tlMk7Jzkvlqksi8VisfSBFYksFovFwq4pzuWPtEuNKlFFB+6ibR98aCh87RPuB7K1vwNPfQomFSZcqRekQkS21TeZ2LLmgC8i1UiS2shLhMPjQPciEkbkSeAiP2pb2O/5/VFXtQfViZ6rKIzIOtramnxdRa54tNM7bk9OUSh3Dn6izz6Uxd3/6tp5LRzMOsLFMAlhFMJKDK+g5B+zcqR9FIrraOiONRqAKGGUfT6CQivC6jJVlTlCEofV/L1+jGM/Ey49C8aUO+bNFYmcMvUkUiqAb6SNB95FdDvOqt6FInAX1mULq+76AfsroNxOIgCRrt5jA0Ek8nG5DcL+JKbzIKpJYGogxLsa6eBS6DjPVMK/OV/BN/JLLwOzwclMtLiTcEWh57x/1RKLL8743B++W0lDYgvGnPKcP9m7h37UNsuLltuASAWqJzw303NBi5YDWNasU4cmtQWK56T70FB4YTx88h7/2+M3IH7TPW6g0hU3F7ru/pmo6q7wXTJx1+dkAGy6sFgsljsTKxJZLBaLBYBojSR3Tpb1gtSoamu56ykkX/sErP938Ln73A9ko++Cz0ag/pNuxEMxIx1EpBa0pf4NnV68qxSIWZVXqK1ahGqN19B4FI6+QkOikdeu+ezazYK6qtYeriKYgJ+rKJFY492WIBy2cTF9IXwbTdnZLoSB3RiO0vGhLwLuIofyvRzmn37bzwtRYij57ai9eXM+ImHgXBCjZTJG2YAwJWUsCSwYUNF519pGk/RWqeqqWstai4grEpky9SRSnkQYlTJ2GuFkWerJGWcV6EzQt3o9RGUY+4fBD4dVcqR9VK/HlQTv/YYGQLDqF/FZFNcy33+Fxszi8fsO8+eV12kOg9H8N4rkjIbdmESzhf/jnj/i56HejjsIMhGcYyUtbyBRV7UVup/LNmfkFI/FpzF02Hlgpfe6vScr99ChxBhi8aM4etiLlLwMLKCu6rGc3ExFZl2jhpc1mTWKNopIdTGvtfSTUJUiAMVvwN+9A0+8Cc+ehw3/DL++UcwqikvnPV7c3PVfdorqvJ2TnfrvPiwD5/2RxWKx3IFYkchisVgsPXh5kpy+EZaJig6K3ZhPfcoVh4b28op3T9iNevhGfhJIP8hoHD1a32Q2resrZi0o1FWdJBIZD6z1Ikqm0dl5nlh8A42a2tA927lv71XkuooSiTO8dm2s5yz6JgCqS5hVWV5nQ9AREggLPHEi9bYZDPv1Ib7w70Yy4U+vMaeq0uu3kjnKF1LmnIVytNvxkVPNXn+kW3FGAw/DDIRnfW55AYeB5Xwz2uWCCEJfALeWIUNK/7jv3UX0nZLXUhCcYyDjgOegj56D/xiGGzfK7BTpdhJ9qqxlZEarz1iwncJZobUgh0Em8LNwFVvuhnZnURnqGAtmE+gv3JhEWYmRYT7HJUAXgTPPX8Cz9MDdpNOOyEhEeo+R/eG7lcTi2xBpxHUbXsbIbGojSzJyD7m9izZg9DwiM7y4242MGPEQtZFcYm+LzhMtWv12pTYiskF8nWqF4/P3pzuIfvaeKwy99nYxr1xaupxEQ67/suOvJ1uHn8VisQwErEhksVgsljS+P1ESOyc581BdrqoDdtfX5+93HUOZ8Ml7iisUCRIWkWffqdRTT7RodfGuVCDcCLqNwDhUj3mCzhra2i7yo7ZZec2d3qtoEp2dLYgc7t6tWlfVUIj/xqDHdTn4C0UAd70NH/+bexEOA3EM5zHsxLAUw8O9zus6hqb6XG8qSiOG7COWXv31w7jNrpOEQoHrQZARhknAgbRx5SxCtPQF5Yk67u9Ry+Te6eLVq7f+nsohDvu7iM4hDODnIUm6fYrkE6ArQNN37v9OJxCqLnlptyP8FBggTiI/ZJCIROZh0Fd6DL0n8K7zSX70m/TXgqKgtWCOAxdBngXpY0OC/gwYD87AfC0pB3VVrQjzvCjBxcTi09KO6XIPiXT11NyD6ni+NCKzPnsNifm0tV1EZI0XLXcMR8ZTV7WWGuko2P+lgNS/YeZrUltEpCR/5/8h5Rnjlx/AtwPnq8oPRZMqobWq/Ctwz7p16wZfLKfFYrEMQqxIZLFYLJZeeXmy81JIeQR0QOZH1/jEyN0wcOk6/DgB76UsqxdbKAJAZIomtaX+DVO0rPOCUlfVSl3VTLcZNJeBahw9TEMi1mNhN7e5XVeRchCRClwnwWVUVxWg8jsHh4PAo6jvLveeCA8jLEXYiXAeQxzDUQxrUKZ3x8kp07zoOr85xgJNKNk9WkKhrv5IxzLuZRAk3P/vYSQlck89R5f0ItQFGTHuIqxQXpEoFO5aDG4t+bV7dxENPNHPF0mAsx2cccBjoPtBLzEpeZH/1AFiyuskuu78gu9VQN2IuWB+5TlIitYovvDowHsuS0NHAodBet7vlea3jOkEka8U8doVYJ4G8xMgBtJ/NK8DPNz5p+AEwQE5sJgTOQa8BIDI7m53eF/uoUz6Brlu8OPAPqAa1bcwMpu6qpnMifQefVlGnrqglcuazG5xZB8i2Tmt8+D+FE/cO++X6sqlQVVbFR59ebKzEfSiN9z7piSLxWKxBAYrElksFoulT176fefCB9flEdW+mmEHj4cq0z+IAcT+Dbb8T/juT+E//9gVjG7nk/cUt0cRACIRcWRffZPZ+dSFAbIYVlt1kBsfjANe9Hah1hIKX6QhsSavCLrHR16mLjIPdB6qVzGyPIiNjAOPw1mEiUA0rU9RXwgRhBkIG4DjwHUMLcC3+zlvFEoT6uM28sONWfSEUflBxvUFBWUsSmOa28RlOVIGcaMQiHwUAC1z3JzxHAPlcDQNShdRb8gJcBaAM4417/0NIUDKHPP2zXsmcbjrxVpGug4SvQiB3EjhI5wPhh4begCkOmUsyR/c/C/eP+bmHTWbfs0I6HrQd0C2gWQgVuoFpt64wl9dhw3t4wpbzx3EzRvP4Qry1bS1bcjLPeSKS5vo7DyPyHQvongtkUjm7qMysOxNMyn5vrYgsrjU106Nvx4+pNQVFA9V3TvkLhm/a5LTFb3b5ZEqc6ypxWKxWDLBikQWi8Vi6Zfv10jHzsnOKoPOVh0Yu2Y/dnf6WPwG/Pdf9hzb8j/ThaLUKIhiISJLk+9ry9LXdUJprpgnX36gndrIaoyZiOpZoBLYQCLxc2LxxeTTb8lthPxQkBcVAo/bo2g9wic4918v86tp8P+z9+7RUZ1nmu/v3Sqw3BZWVUJiSMO0SHAHuuEMaosYd+MzMINP4zOKXRXjBJbxAG3A+DaGE1gxzaUosBuycBZ42fgCuIExXsg2dhWXM9a06RazzIxJkA90m8SkIUFpk4ATObWF5RhDab/nj71L6FK6153vt5aWSt/etb9XUKrL93zv8zglV/pxnQkIf9aL88pQ3sZhRo/nXmyahtspZlNeXliL7w7TUd5LKRApS7DIy4yFXqGa/J0+zmkdrR1Nkl2RqOi7iLqlwf0mFbkrAfiN1dJ5UEaA7HGtx/LKnjVF92zhWvK6OLNBpqQ4EGH5dU+h2ojIUGx7enrmaxWHzgJh6K6DQxOgtaCzgCFgjef7f1jFcOdqvp2h73z3pmYceQwA1cVtuocaUJ3a6+6ht5pmM/i6DxF5wrMKjgFjCfqfzFdruXCd+hbW6xOqvIf0RphMP5ed9j9//Qb4m1Hw5cHuz18e7G5We/gbsOrPYMN4eOkW92vDeHc8eW6+oKrNiN6/baJ1//PjrgrnIvIL7/g3c1edwWAwGHqLEYkMBoPB0Gu2V1kHtYVK0EO5riWdbPpXV0BK8skXWZxcZLSU6LGF9c7iLM46MO758klCgdu8TKEGRIYhsoOmpuPsG8BCkukgSg/77HH86m9G8L9jzfzbyq8CU4HlKAdR0vtv7Fqv7cFhfrfnqSbtivbm6+JRShxW4lrMdV7IVJ7EoqA6LDshkjubt/bkJhvpmuoi6oRrAaWa2x3eV3iOr7Z0YdUo00A/AJ2b1Zq6RFMIGlIQG2dSo35gY4rxGrCeZKokEHEzfwYsyvRJHLoALAdGgXUnWDWtHVtXLtd43SrjiNlVA6vpGuY75QdRrfHEHVB9jstfjCcUONzjfd/8ZBwx+10sfQUYgeop4A6C/hChQEMmyx4I8486I34zRN8B1gvS/01NA+RcCnu5W78Ef+eJQX83Hr430s1UHXE9BNoIQoHB7viaP4eqQPZq7hbVo5ZPxm+9JWU+mOkkMhgMhgLCiEQGg8Fg6BPbJ1nnhn8qdwLLFc3bDI6P/tB5LDDYtaFLxT94++h/+4VrRZdN3A+rsmnBMefthfVaOCHYocBOysvHoroMsIFxKG8Ts+uIxgujO6oYUX3Au1XDqIiNcBhhAxbfxiKAMh7lIZSdKAOPSxZ8CNtwiKJ0fvy+/nEZ6nUbOc6uAc+XDRxG41CHsC5lNpOyGYtVOags3VQAIJJbu7nSj0dx8yaY+lf/EWUu2kUeVjpR/Fy7XURgWQ2AKxSm3UqsL0gjq/9wgr/o6u2ElAE7wDmQB1lFt3Qe0rzMW+kdGgbp0CGpZ0AWtBlw7UFVp7P/Yj/en2gpOIt7KQ6dAuaBjALZkDJz6Ls3NSPs9Woy3UQDoaTkMeAIjnM7ocBjfPem7rvionE/MXsTlnUcmAw0A8vx+8cT9Of15rGF9RqUEo5L6q65rPKPaejbHWzBnIquP9NkA0UTij45vFluf6lSGro47aT33WQSGQwGQwEguS7AYDAYDIXLwvedKnV4Q0Qqcl1LKtaN65xL9MvP4IddLIv/zSjY92v45HLq49lA0QsizNt6i1Wbuyr6QTTuR2QFqo8i4i046m6UVfm8s7ToqNNSmprOA34c53a+86UjPd5H8XvZQn8FTAImpxRGeoPiAAeA3QgHES4Rjc9FZAfQQNA/ql/XzRaKD2UxsA6h88K5kkBYhbAh+8VlgGj8CiI+WlrGc8+XT/Z8hwxxLnSWP45WtP6s7EWYhZC5jQgO6xBWthtTTmBRmbE5842YHQf8Of//j9k7gLnsv+6/8ffX/WXX+TQaA7kXJEcbVJwPQNosdmojWF/JTS0DRUtBf+eJcG25w82uakM0/iEiY4CHCPpf7OX1fcBs0HWufWC35x4GeQakdx18MXsa8A6qjfj9w5maq8fDNUKd+rjYtAhHV7R2n6rW4LQs456hud1g0AMPn9SyK5d0oyCLcl1LWx7+htsRNFB++wWsyskzt54DmbW1Snp8j7l69epPRaQMGBKJRArcntNgMBiKG9NJZDAYDIZ+s/UWq37Q9TLetSbJP37a1Hns6ze4Xt+p+PuzuRWIAAQZhsrbC485G8MDyfjJNqGATdC/DBgL7HQHZTbwITF7I9F4Gj4OG3rEtmcCflTP9EogAjfLyOIgFssR7gD6bwcnWAh3I7yBch5lDV+te4wbfgmq+dtFpJTiMB/lQ4SNXQhEzUCoaASi/ReHtloNWSl27GeTof/zj9v9LMxA2ZOxjiKHEcDSTuPCsozMl780ACC+ipxWAW7/7l1fXAYZD0RI2aksQdAXsltaEi1rLxABcDTlqYXB9M4Cke7uJBABiLzq3bqv07GUaNC1CWRH9wKRHgamgjW11wIRQHn5YeCcl5VU3ev7GfrOW02zse0PUZ71BKKTXufRrHwXiOb/WCdc+VyP5ZtABK5jQcc81P7w1euybzun6N4vSmR8bwQiD2M5ZzAYDAWCEYkMBoPBMCCeHyfNW6usWQ7MU82vAOeaj9pnDSX5v27Kfi19RmTpb8r0vQfedwrrQ1Uo0EDQPw/VSlQPeV1FSxE5SzS+NLe2RtcAydwIkf4KMpO9nKE01IIfCPOX3/kLpv0F3PWVB3HYhsNMz+or9ziMwGEpylmEbUgXixhKA3AbFgezWl8muXIlaTPVnPM8sAvTOz9TZ1Yo6twpphxCyGvLpAzQAECJVuS0imQ+EowGuQSyBrgdtKHzqTIfnFxk0UxLMXYi61WkDf3PKQa3pDy1JbHTuzWZfXY370k0CM5xIAoyppvzDnNVHDrcm2rbMVUSqKYpK8mQkpg9jZh9HEtfQWQ0qhdQnUd5eWWvN6DkkAX1zlIp0WMi3T0Oc8umf4XXPnIzii47V8fjl92xf7bd40//HP72A/h/z6f+TPOtL2WnXlVtVtUF26qse3dVSl/eMySf3/P2/8JgMBgMLkYkMhgMBkNa2F4lOx2LSlWtz+a8N5d178n9Dym8vwODYebIzNWULkSkynI4vvB9Z3aua+kzocAJQoE7EO7EXUjzI7IR2/6At5oK7/cpBPZfHANMQTXRZlGvbyj/Ka01tcVKDEOYj7AH5Xc4vIvDSpTJWRWNXGFoNg7vAGe9zqFhKc9VEihPI4zFInd2XJmgpCRpG3Qhx5XAz1feQPOfdh53haJtaZ1LmYAwt8NY4hrsIoKkSKT8SU6rkNY8izYChHXU7SrSVAvSORAG9Hudx+R/Zr+OtNFB7NFG9988BW7HyGEAHE3x+t1OHOomj1CPMhBxqC0lJe5GCNXq/mUlGVISs6uI2XXAO8AEwEZ1GX7/KEKBnflu7ffwj3XYgmPO24JsdPM+85t/+i2s+xk8dhwefN/9euIDd+z5X7jHTze7Lgf7fwN7U/Ruffm6zmPpR084FpXbJlrb+3pPEfmpd9OIRAaDwZDnGJHIYDAYDGnj5VusM19rlttQfTob8315MPzXm+GBblJO/um37o68jkzIjz6GHhGRMlReWVjv7Hn4ZM5Du/vO3f5ayssnojoP1x5mNJa+QjR+jGh8Sq7L6zdvNc0mZkd5q6mafLEFdJwHvFuHBmADMz1d5XSL4EOYjLAOeBeI43AWhyjKGpQgSsWA53HzlqbhsBKHKA4fIXyE8ArCtG6zl5SjCBOxWIYMwIIvX1F1baBEcmsZ9GbjCD7/Ghw5AErnxDhhLk6H7KCBoGxKMbobKeSukH6i+ivvVm47VkWSO81HtO82lWaQO6GTkDkzW6W5aBkQ7DDWSFI4KUzOdPjZB9q12KKawnJOp4DzHj2LQyeAEFi3DVgcSnLXjadQPeplqpmNJwNlnz2amB0FjuFuNrmE6pOojiIUeJqpkvevgfPrneorln4gItl5H5MD6uOpu4kyiurTwz+ViS/fYnV8zugtp9zL6DfTWJXBYDAYMkB+LGoYDAaDoWiIuLsMly183/lHVXYIknqHfhpY/Kcw2ILBg92coX/6berzav4Nlnb4aBIY7HYgnc4rg7zukJlXPtdJC9937t16i5XVbq0B4z4mdlKnNTQ1LQZ+gEgVUEcsfpAWZ3lOQ9P7gzhzQKZhaZCmpnNE4y/jtGzPmUd/nfqw7dmI9N9qThkKDNzGSTkz5lkNAAAgAElEQVQPSJfdOV0hVAAVtF2MdUgA54BGwG5zuwnhHEpp6zzKTUCp9zUMGEFy8Vv6VP8JhAgWvc/IKEwqvO8NOawBSnzu/98XNzUgTEWpQzrsOBbW4dCAxe4BzeUwE2FKuzHlErBqQNctXBq87xXpvawzCZgE1uZenX7XjY3E7GagjE8/rYC2YqE0g3MIaCMESJY7RzQI0tEqtQbyu6uie+QXHX72g24DvTfl73Xlcg2DBj+LyGimXVrMocF3A1O6f3LVM8AqsDKTW+m+1k3CFa5691jLJG/9fjKWNQfVBKHAQ7kup1ccbB5GIrEeR2cj4kM1AWxn0KAI1WW57zLtBXPqtPS6IboR5NE+vdYXKDd0WMH7dYqNcOlBz6kj87Z9yxqoDauxmzMYDIYCwXQSGQwGgyEjbL3Fqh3UIpWqWpuJ61cF3MDWJN3lDJ1uhs9SLOWMvTH9dWUSEalQ5b2F9fpErmvpF1PlEkH/BlRHAZtRvQRSjWUdJ2Zv42BzxgTFtOLWOcX7qRkYgUgYq+QssfiBnHQXNdlBL1Tapry8f+KG9qOLSDmJshtlCXAHEMDia1gM5/97Pspv7oKW6xIoP0P5rM/XdzuOKhCqvM6fuQhLvQ6kHQgvAGEgjLDIO+4KAV3lC3X9uxwFQlhUIkUvEAG4z5rpsptTynCo9nKnor2+nyNXbe+EC55Q1JDizGcHZEvo3jdVF9FmLPI6gD2DNHjfK9JzOR0Gzg6Q94BUmTfd4S4kJjTV322uxZjvdx6S17JfRjrRQ6Ad/l0lCFoHzohOp3/3q6XUlP6M/1oGh67bBDKlm2tfAOaBjM2YQARgWXtRvYRIFW9+Mi5j83THPns00fg6YvZZLOtdYD4wP+8t8KJxP9H4eq5cOQvM9QSiGiwZSyjwUKEIRIt+4owbPESPgTya61qywcPfcDfHteXd36V/HlWNgVRu+5akI6cvKfoXVsaqwWAwXIMYkchgMBgMGeP5W+XCtonWnaBLtNNixMCoj7cPeg0Mhh90s0fts5bOY0Oz4uOdXjyP9fUL6513Hv6xFoao0pFQwCboX4Il40F3I+ID5nPlylmi8TVE4/ltBnjlyszWHbc+383ALOCw+3tINZYeoKnJ/V3ebOy82JYZ3IwO1d0DsIXpOo/IzeY5gbId5TGU24AhWIzH4n4sNiMcQnDDjOu0lH+bdTvH/hscuHAvFn+O4AemomxAyY9uOOUcygZgLBa3XSPikIt44owlv+73NRxG47AYh3dQfodwAGE+0PsFRnGGefW493GFojtR2vd5uo+fxf2uVVnXqbtNOYfww35fs/Bp8L77B/a8qz7QJ0A/BJnrDfZVKHdrKdGKztdmcoexLIpGGuxspaZnQFJlJRUQVj0pu29kMnAWnHddwc/ZAU4d6HleK/0L/q2km2uqDboEZBTIzox3Wt11YyPIQQBKSrKXU7X/4lD22Y8Sjb+HchqRlUCFZ9F2wbPAm5u1evpCnZYSs59A5CwiTyBSiuohVCsJBWZxt7+/lmJZZ8Ex51HH4pgguREIs8zfjIJ/3+FZ+pefpdsRQS+p6mPbJlqhrVXSmI4rRiKRS6p6RkTKwuFwtt4TGwwGg6EfGJHIYDAYDBlna5W1WVtkIqpp/fB53G7/89dvcIWiLw9uP96x6yhJQ9/7GvIImXbF0g/m1zvVua6k39ztP0MwcD+qlbgiSykiYeBDYvaivMn66YjIPe53aqkuu0DQX0PQPxXLGgs8jWojbbuLovG3idkz22dtpJE3G0e0dgE5zksDuJJ7DeUSSj3KcygLgEqEIVhUYrEAi+ewOIrQ9dKEbU9HZCiqjfj97iKekEA4jMVyLCYCw1Hu9USjgyhpWZDoFuUMyl6UZcBUhFFYLEdSZOEUO+qJzI72votGKfUynp7F4TTCaYRNXpdX28f3T7u8RmdGePVcFZaEUwihFPM/jtL3bDaHScCiFEeWtAqb1yKhgA2tv39F/y7iTAf9AFjvWpa10tfrue8PlG+0H9YgSMcd6BnpUE6NhjuPyVPZmz+TyCrQFFav4nPFIpnrfU1xx7pCbSDiikPWZshifo169qqqszP6nqFOfbzVVE3UfoOWlo9QnkVkknf0MKoLuHL5KyStK0WyJ1r1hjr1EY3Px7bPAusBP6r1qE4lFLiDUKBgMtkW1uvQhcecAyLybAobyKLjrq/BunFw65faj192YPsv0zmTnrAcJm6baD2Xzqt6JN9jXROCnsFgMBQq+bn4YjAYDIaiY/utcuLhk1qZ+FyfRVp3Gg+Ivz8Lf3w9jLj+6tjXb4AVY+HkRVcEqrgBKlPsj77sdJ1hVCiIyFCBAwuOOZsvN8vyXQUQLJwSd3FiKvvs6SjrEZkAvIBtf59ofBmhQP50d0TjFSR3tYtsaXfsrhtPAcuo01U0NQWBBxGZgiu+TKepySYar8GydnF3+dG01VTimw34UD3a72wnxY+yDOUEFgPPh0oukIns9jKpUpzDBWCv95WsYxhKFTABuAXw44oIZX3KONLWDKOTwPvACYQjWNewINAREVecsazuu34cRgDVwH9GmYJQ1mPug9D7BUeRP/ZufdzhGodwiCFtMqoEP8owrmYc9Izicxd0O3zuUWqx2jz2rl0agAmePWMfFoqd0cBG16IsJX39nJnMyKloM8ckYEeKc7ekGMsAOhf3uajt2BmQgWVj5Q1yCXQq6CsgfbcbRW2QZ0A2g+TmuTVwYy22fQGRYcQvTgcOpvX6+y+OoaVlDrY9FyuZsSmgegaRXajuJhRoaD3/9Y9rGHzdJmAc+5ompfW1vr9E40FseyPiia3uhq38em/VSxa+70xX1R0imcs7zTUzR8Lw6+FLg8E/qLO9HLifYXY1wCeX0zOnqmb6c0TyNdtYzhkMBkMeY0Qig8FgMGSN58dJMzBvwU+c/yHCC4ikkG/6eM0zsOybrt1ckht87o67jrvu2tKxC6mQEZHF1w3RKQvrddbWKincjoi7/bXU6SFsezYi67wFjSgx+wgiy/JiseVqFlEDd/tT72Z3P2TXADXss0fj6BxPGB2ByCJUFxGNn0JkFy2J3dwzdGB5KKoPIJIM8e4fbjdFehY+918cSktLNSIAr/axjgu4i3ypF/qUoSh+hBFtxi559wM4h+Q8vyS/cLt/5gL/AXeBxs3K+OxbI2j+OgTq56KMwRXSTqC49l7KXwPVSL92/vZBaNRhuKpTQ4qDrwLtRQj3/74vItFihKoOY5cQCiNYPvM0ABPQ3nb+aBnoD4Cl3e/il77ZCgkNKNC6iKhTQPeAdOgc0zNgZaGTyBkBuolOiqg8lXEbtawijcCdnl3guu47hjyGO/DXlxIMbrmZrTdmvgO0O6ZKgpi9G1iKOPeRDpEoGvcjMhPVOTjOJO+1DFQbEdkNvEookNoy9bs3NRON70ZkEY7zOJC79y3R+BRgIyLu85/brbkcv7/rzRt5SrhOfefLdD0qS3vao1Do3Dyk/ea3jsQvw95zru32QFHVRhXmbZ9opVdc7YCI/Nyb75uZnMdgMBgMA8PYzRkMBoMh62z7llUjPqlEdcAfnj+5DBt/Duc+7/19fvmZ24VUXMgEVT224JgzP9eVDIipkiAU2El5+c3ActxukMmovkfMjhKNT+jhCpnmQe9772zd7vafIRRYRXn5KDdnRWu8oO0xwPoB29FF41M8Ma2Zy1/kx+52dZKZTacI+tObPSQ0YnEG4XDrl2t91+B9FdTCV0ZRfDjMRzmL8ALCTIQqhAqECsr+FYbVwnWND+J2axzH4QrKH4A6hCf6JRApZ/pk4aYks5FSdTR1/pvQPnWUjQHWdRoXIkhKUepapMH7/ic9n+rM9HKHVvbO5qlPz2mu8Pc5o8B5FqiDjt0CmgDJlrj3Qgf7PEBPkS4xPe+QDUAl6JOuBZ126CjQU6BPA3ewpfkcwSs+pms/uo8ygGpyM0Kw39ladepjnz2daHwPcB54AZFJqCaAGKoh/P7hBP1LenxdE3l5wPUMhGh8AtH4O4jUeQKRjeoy/P5RhAI7C00gWlivY84P0WOILM11Ldmg5t/aZ64muezAP9vwxAdpE4hqBzkyfntVZgUij+QGNtNJZDAYDHmMEYkMBoPBkBNeqpSG4c1yu6pu0AGGUH9yGdb9DOp+m/qDVVt++Rn8sHB7bbpFRMpEZNuCeueNOcc1+wsT6WSqXCLo34DqKGAzqpeAICLHcyYWvfnJuNZFI59vZ5/uO1US3O2vJRSYBQwHHkK1HhEfItOBPTQ1nScaf4F9TZN6uNpVkrZuqrv57k1pjS/uN47eB4BI37qIDOlDmYLyIcK2Ptn0CT6EQQOcvW92hUnbIEdTiUT3pRjrnfDo2szt6ZCVBMpJ4Ok+1VjMqP4KAOmuk8gZB867IHv62CHU+8fewvIEtYPh8SE3gDya+iRZAHKoD/P3E2cRSKq8v3nF1UXUEeskWKvAGg/W9aAjgQCIgDUWrGUghxBnJwDi5EfujmtZe8LLNZzZp/vuvziGaHw9TU1nUd5GZCYipcAJVJdQUjKcoD9EKBDrtbgS9Nd7dnSlwIw+/z79ZZ89mmh8DyLHEZmG6iVUn0R1FKHA0xSgJfHCY84iVT0GkusNQlnjdDP8r8arn2d++wX8+Pew5qfw/C+6v29vcD9z6ZJtE607n7815eaMTGAyiQwGg6EAKPZuXYPBYDAUAAt+otPE0h19tqfpgpkjXbuGr17nenlfdtwPWf+rsfBziHqLqjaIyP1bq+RIrmtJC/vs0SgrUJ2NeHY4qrXADwkFDmelhmj8WUQeRdlLyH9vWq6ZzDsQmQ1tLdS0Zzs6d4fyeW8hamLau3b6w/6LY3CcDwFoSYwcsJWeoe8oY1DeQ8iVUBxBWNPrs2O2azLm8w2nuuzqgpXDTIQ97c5VTmExtlfXdViP8ESH+yeA27FyaAGVb0TjQUSiqJ4iFOjwb6t+0PXA/F7ZkHVC/xLkvHd7mNt9pCO8a1WA/gnuzvKKXrz+R0DW9L2GvuJMAt7t/Pvqc2A9lvn5C4Dk87xqgkGDRrb7u80V0fhiRDahepRQ4LYezr1qJydydVOG6gVEdtPSsqvf+X5X51iDSBjVQ4QCdwzoWj1xsHkYV66sABZ5XbwJYDuDBkXy4v+mHyys16Gquk2ky8wzQz9Q1VPqyKztt0of8ufSw+rVq+Pi2owPiUQi+bGpyWAwGAztMCKRwWAwGPIC84Ew/SiaECUyvFk2RArMXqRLXLHoEVQXeeIIwGFUIxkVi+q0lKam84Af1VBGAp9j9jTQOV4QvJvDoZpAqAV2Ue5vv5M5Zi8CXgBOEvSPT3s9/SEaX4fIyqwsjBk6o/g9gWhMF8cvAKf4fOTXcK7/U8r+NRNVhBB69/fxZuMISnwfARD0i1ejD2UxsC5FF9CTWKzq8boO7kK/dMpf7ZuAVfRoKVMvzeLr/D2/kwT7B+8GfCAjQYcDX++fOJTWGm2QJSA7szDXMNDjKWzuGkDGg5iFzSTR+HteZ+0SQoHNuS7Hy8I7j4gPyxrLXTe27xmvUx/xi9O93KJg6/sH1QQiB3HkZQI31qbNis19r3Ia1QQlJcO5KwPZTe5GkcXAD9r8PjVYsoq7/b3PbcszHjymU1T0lXRtHDO4KPrioFJZ5uXDZp3Vq1cfE9f+sDISiWRdpDIYDAZDzxi7OYPBYDDkBVurpHHbRCukqo919sI39AdBfIis+80QfWf+Uac4Pmzf7T9D0L+EQYPa2tBNQaSOmH2caDwzIqNtz4bWzow9RON72GenN48h6D9EMHA/l78Yjuo84LDbNSXVIG9g2+eJ2Rt58xPXrkP1AQCkl/lI2UBkrnfLWM3lAmVHSoFIiQGVWAzHYir/8C+v848/gf/+i5eA21GWoLyG9iFLqOsaXsHhHRw24jATpxt7mRJfcjG+AaUUJYjyLsLGlDZxwg97MX8ZsKeTQKQcBZ7s429TpOg0cN4B/ZS60r/n5VLYf50PZC7IbOA/gPxpHghEB4HxWRKIykCjqXOQmGUEog5YrXaiqSwhs89dNzYi4martLRcremt308mZm/Cts9j6YEu7eS+U34wrVk9N5Y3eJZzPlpa0vu+5GDzMGL2JkTOIhJGpBTVQ6hWEgrMKlSBKFynvgXHnPWO6DtGIEofqtoIhLZVWQ/lSiDySAq3qTexGAwGgyHnmE4ig8FgMOQd83+sE6REXxHEeFenCVVtFJEFW6sk/R0wucS1WXkckUVcFXFOAD+kvHxv2hZ99l8cijozcXSOFwSd5ByqO7FkV0YWZqLxCuABT3xpu2hyApiA6iVKSkZmZJdyX4nZ04B3UL3ElctfyZuMpGsFZSjK+RTdM/MQdrYbidk7gLnAcoL+De2OOXwXeCmtdnXKZeCnwM+Bc8CvEWx+Hfz3/O4/Luam/97IsNpSxOug63z/ZuA2rF7kHTkcQGifJ+PevxKLglw8TR86BnQHSO9zz3LBl1su8knJ49kRhwC0FPQdkMkpji0Aa3t26igg3M6dj9wcIG7OC2EiFp8B8gbJ12WYicjoNmecA2pQfdXLMUo/0fgERO4DZpJ8zU5XZ+0+ezSOfh+Ym9VO6izwwPvOaMthj7R/f2UYIIoe1gT3b59k5dz6NxwOPwGsByKRSGRNjssxGAwGQwqMSGQwGAyGvGROnZYOHqKbBFmU61qKCUVfvPypLNlVgAHG3ZK0XRF5nKRYpHoGeAq/f3dadwhH4xOAB3AXoIa2OXIE1V1cuVyTdoGk1SpH54AG2+Qy1RAKzErrXP2lVXjQ3QQD9+e6nGsOh8UIm9qNKS9i8VCnc2N2HTAF1XmEAjs7HVeGobyCMC1D1fYeV+CZh8XeHs91WImwLsU1HsLixQxUV0A4M4AdIKmFuJyhzcAZ4AwTWr5g1qX7+GbLEYL+27M0vw90D8iMFMe2g7UgO3UUIDE7CgRRfZJQoGcbyExTp6XY9kcdXpebgRrgNYL+QxmZNxqv8HIF7wEmtI6rNiISQ+Rl7i7vfw6a+57jB8CMnGUyZpAHj+kUBz0gkm/PTYWLoglBVg3/lKfzxW46HA7PAN5Q1Zq1a9fmx/tWg8FgMLTDiEQGg8FgyGsW1msQ1R24YaeGNKDoyRKHWS9+yxpYMHM+4gZSP4rqI4hnG+SKRVvw+18kneKYm1MU9MKvr1rPqV5CpAbVXRlZwHF3cM/F7TB6LGMLX33B/bf4HW6W0h15UdO1RuoOmptTds9E46cRGY3q1C4fo4oPWImyIkV3UnZQDiPMQ2jo8VyH6cCBFDZzMSxCmSmwUNBpoG/33j5OfwtcD5SBDODzop7A7Xq0QZq8fCHb/ZlG4AzIhdbTY3YVcAzVC4QCw/s/b6/rKwN9xcuB63jsCMhUyI8F1rwkGg8iEkX1DKHAzbkuB4Bo/FlgkZvlJ69SXh5L6+t+Evd1eDYi9wBtO9CaQWMob+L31w5o7mh8CsL3XctZruYnuZ1DRZPpMue4+q9L6FnzPj9NqJ7BYtbWW6z6XJfSlnA4PA74QFVPrF27tjLX9RgMBoOhM0YkMhgMBkPeM/+oM0JK2COSygrG0D/0EsqSrROt4txd7+4oXoQb6JwUiy4AP0y7WATwZuMIrJL5iDxAW1s41VOI7MLn20l12YWuL1DgvNU0G0tfAc5RXj4qrZ1bht7hsANhbuvPSgKLQSnPjcavIOLrlU2UMg1lD8LQbs9zz/3fwB8hbXbT9wflHPAMwmaEnh9LDqOBY50s8pRTCBMRrmHrQy0FPds5awdAG4EaZn/x7/irK3fxR87LzPHPb3PcDzofeBDa2Xb1du7nwHqs16e7In8cgMtfDMmsZaUzGoiS0tZWj4DcaXKIeqDt5gDHuZ3vfOlIrkti/0X3eSoTFqx1WkqTXQ3MQZnepqsnARxGrV0kLsUG/Lh1xbfHgSmt1xfZjfBUXtj6ZYAF9c5SQTbmuo5CR1V3D7pecp09lJJwOFwKfK6qzWvXrh2S63oMBoPB0BkjEhkMBoOhIAjXqe98mT6hQlhyHqZdPDjot7dXWQdzXUfGSIpFIt/naj5AI7AF2EwoYKd9zpg9DXSOtzu9zJszgVCL8jJ+f3oDsvOBaPwdRKYBTxP0L8t1Odckyhog3GFsFhY17cYONg8jkTgP9H4h3mEEsAehe6FeuQ2LoyilKOOAKuDPve+juxWaXFu5vQivIvS+E821xqtDOoRhK82eQHSqi3teIziLQdrbEKIJIALyNMgl9tmPojyLai2hwJ1dXKcaVyyqTn08FboTrHl9KjdmxwE/LS3juefLGep21WmexVyKx6OeArkdJPc5b4VAzN4GzAc2E/QvyXU5GeGt30/GsuYAM6CdEH0C1VdxWmq4Z+jAMl9cS9mZWPp9kpZ1blfyi/h8PyzqTSa4FtPXlekHHTKkDL1F1VbloW3fsmp6Pjl3rF69+rS4/8cjI5FIznOSDAaDwdAeIxIZDAaDoaBYWK+TVfUVEanIdS2Fj54Y/qlMzBe/8oxSpz5sezawos0ihI3qM5SUPJeRXcevf1zGoMEzEJlDckcwJHMKdtLSsitzi6BZxO2iOouIL7MLu4ZuUYJAtMPYBYSp7YSSpKUX2AT9gT5c34eyDuGJbs4a0m3XjlKGK9a6X/+yIczlr1Rw48+W8qc/2oLQtw4/pQzl3ZSdS8q3sSheAbxXdNVFpPeCdTXj6a2maiw9AJwk6B/fwzUrQB8B5qYWWdqdWwtWF6JTF0TjxxCpQjVEKBDr0317hbMUWJ/aek9PeRZzRb0gn1Zi9jTgHVQv4PePLJoNEG4O0D2IzKVtdzCcQ3U38FpaLN/cbqy5qH4/a+9NcoSGw6XqMF8cyuSpyIaOxx885sxQkTdyUVsho6pHLJ/c/1KlNOS6lp5YvXr1ARGpBu6MRCK1ua7HYDAYDO2xcl2AwWAwGAx9YWuVHLnsk0pFew4xN3SLOrIslUDkhMMjNBwurm6tqZIgFNiJ3z8W1XleTpEfkTAtLR8RszdxsDmFHdMA+O5NzYQCOwn6p6I6CtUIcM4L1V5KSckHROPHiNmLiMYL14u/xDfbs905YQSinHIQpX0GgXhdNtqmy0Y1ueDZt128QgKL5Sh3onReuHSt3brvShKaEU4hHELYydlFPn59D/xs5T/2UyB6uwtru4gRiAA0mEIgirUTiAA00eDdquj5mtIA1jKQkaALQLvLvSjtfa1tr9/bWvqCloHzCsjGLgSigyATjUDUR8rLD3sbH4bR1DQl1+UMiH32aGL2SmL2B4gcR2QlrkDUDGzHzdsbSSiwfMACUTTuJxpfim2fBV7wMuIuoLoM1VGEAmuKRSDScHiYs3LNek3IeVF5VpF1ujw8puN5L0209qpq7i0LCwRFE6pEvtYsUwtBIPJI2iWajjGDwWDIQ4xIZDAYDIaCY1el2NuqrHtRfUhV8853uyBQPbjtW9LJ0knDYR8t8o4m5CNdEX5Cw+HCFS9SkRSLQoGbUQ0BJxApBRZz5cpZYvYm9tnp//AaCjQQCqwh6B+JcCeqNZ6VTBXwAnCeaHwP++zp1GmhCXT3AaC6K8d1XNu42T2d81+uCkWumNI+o6vvWNQClSgdF/P6IxC6gtWgQX2r5apA1Nn+TqlBWNOPWooQqUgxtqXT0Je+lFy4K2vNdOn52pfA2g7WRNDbQHeDdhT6RqS8a7dospZv9P2+XV5zDOi7ILO7OCEC1rdNBlE/mCpuXo7L93JaS39wxZr5xOx3UU4D64BxqF4CYqD3Ul7+FYL+BQT9vbfB7IqDzcOIxtchchaRjYgMQ/UMwmP4/aMIBZ7OiA1uDtC/DU9wVqx5RRPykcAT4mXGieDTEnk21X3EojgtC9OMqjYIMnXbRFlTSG4AIvJzAFX9Zq5rMRgMBkNnjEhkMBgMhoJl60TrRRGZCDpwy49rCEUTLV18ENcrPCowRoRhiKzXhJx3Vqx51gmHi2/XXygQI+iv7CQWOfohMXtHRsQigLv9tYQCsygpGYnqkta5RWaivE1T01mi8XUZmz+duJY841BNMGhQXnvhXxO4eUCdbHw8oeg9HBah6opEIv3PA7A4hzC1w1z/3KdrvNl4VUDoS96GMrQbgWgvwv19qqOo0RtSDHZ+vZwql1pFw5aWfgg71lGw7ne7i1gOmnxs9Ufw/gUAko5OIvWDsxH0A5AUHWfaDPptkDUDn+saxnHe9G7NpE770T2WZerURzQeJGq/AZxHZBu0Pp8cQXUBJSUjCfpDBAN7mSp963JMRTReQczexJUrZ70OJT9uptE8/P6x3O1/Li3z5AG6Mhx0Vq6pw5LjIswW6fw8IDDNWRme0XF86y1Wvbp2foYu0ZrLPqncWiWF2HWVtL7N//e3BoPBcA1iRCKDwWAwFDRbq+TUF5/Kbaq6Ode1FAzKcy/fYp3pNBwOD0OkXfC9CKUiPCotctpZsSaqK8JTslZntkiKRXAHcNizTpuLox8Sje/hrd93XoxOB3fd2EgosNkTqiqBzag2AiMQWYlympj9LtH4XF7/uCwjNQwUN28JhNpiD9YuGFxLuM7Ph0IpwgtMrv4v+D4D1V8NaJ6O9nPSx06iEl/SBq2h1/dRxngZRKkEoiMIs7yOKoNLiq4g7ao7tMH7XtH/6aQRZAPIKCAEbbKwen0JzzZJB7qIqHNBPwRZ2oW93BngNrCMLeFA+c6XjuDaV5Zh29NzXU6X7GuaRDT+LLZ9HpEowgxvc8hJYBUtiZEE/bcTCmxPm9Xbm5+MI2bvAE4DixEpRfUoqiGC/kpCgZ3FkOOk4XCpsyr8qLNizWmQqLTNYezyTrJRw+FOoqLlk1UpuhKveVS12YF5W6usWbsqpVC7zZKvCeNyWoXBYDAYUiK5LsBgMBgMhnQxv96pFmWHSE9h2tcwqvYXPhmV6gOms2LNDhHm9ngJqAf9kZSwVyKRgl/c6EQ0PsUTy6a0GT2B6hb8/t0Z3YH92qEAACAASURBVO1bp6U02dXAHJTpnmAFbibCXlR3EQocztj8faFOfd5i21BgFkG/6STKJxw2ISxOeaxpPBx550Gqh21N01wjEC4hKbKKuuKtpmosPYDqUUKB23o8X5mMEkVSCB+uQHRnj5lI1xxONciB9mN6CmRqp+ydaHyP282oSwgFcrfpIhqvQOQsqpcIBa7v+wWcKuBZkEldn6O1ILOgYBda8w/XQm0lqjWEArNyXU4r++zRKDNRnYNIW+HxHG7HymsDzhdKRcyuAlYAwdYx1UPAU3nzGp4GNBwepi3yOMqipJ1c3y6gEXkqsqbj8IJ6Z50gK9NRYzGgqvWOxaxUG7wKjdWrV8dFxA8MiUQi5jXbYDAY8gjTSWQwGAyGomF7lXVQW6gEHbhvfJGisCqlQPS34Um9EYgABKoE2aMJOeusCC8tutyiUOAwQf9URG5rzQ6CCYhso6npPDF7I9F4RUbmniqXCAb2Egx8m0GDXOsm1VNAGTAXkTqi8dPE7JXt7LpyQfzidE8gaqa8PJbTWgydcS0ll6MpOmvKP4Bbv9PNInqf5zrXJ4EIQJyk7V33HWiKD2UNSp0RiPqK1LaxfkuOjQE9Dk7HfJ4G97D8SVZK64pQoAHVBCKlfXuOc0aAsw3kWNcCkV4CloN82whEaSdpORfMeefr/otDidmL2uUMuQJRM7Ad1akE/SMJBZanXSCK2dOI2XXAMa4KRDFUKwkF7igWgairvKE+Xwf5gYbDFR3HL5fIj5R+5uYVEYomVHXD15rltmIQiDySv4exnDMYDIY8w4hEBoPBYCgqtk+yzm2tsu4AlitafF0uA0BVT32tWV5MedBKHSLcHSKMEJGNmpCPnJVrNhVdbtHd5UcJBWYxaNAoYJWX2eEHlgKnidlR9mXQWqe67AJB/wZCgbGeYPUi0Owtdq3DKjlLNP42MTs3ORCic7xbNcWSpVB0CBu87KDO+UOD7N/loKK2uAKAdrMQqExAOQaESZFr4WUQ3WEEoq6QBMiWFOPDQF4B512v8wZEkvaDFVkrr2saALBKevGaotPAeQM4CzK/m/NqgJs9Ozzz3iDduGKLm6/nKw32eH66qdNSYvEZxOwoLS0fAS8Ak1FNADHQeykv/wpB/4K0CzXRuJ999qNE4x8C7wBTvHl3YlljCfpDGelWygG9yRvqCyKUakI2dhzfVSm2KJGBXLvw0XOWyh3bJlrLI0VgSdiGpOXcmJxWYTAYDIZOGJHIYDAYDEXJ1irZIMJtqtqQ61ryBRWWpfqg6awMzxeo6u91RSgTWExCPnRWrHnD+dtw+joU8gFXrHkSv38k6L3AEc8GLojyNtH4h+yzH83o7mlXsHqI8vKv4Mj9qB5CxIfIdGAPTU3nicaf9SxuMs/rH5eBVgOg2lgQYeXXKsIRhEqU2taxP/w7+GzYazmsCkT+2Lv1cadjylAc1qEcQ5iQ8v7K01jci2AEym6RDdBVZp9MdjtvnPfYeP3XuQzkh0jUw05zLQPnUXA+AN4BmZE6dwhATwJ3gDULrM5iqWFgvP5xGW81zSYafwdVN2dEnPuyNn80PoWY7Xb5Im8AQS9n6AjCY5SUDCfoDxEM7E37ZoY3PxlHNP4CIh+hPIvIGK/zeDNwM0H/PO66se+5XHlGv/KG+oAIM3RFeFrH8eHNsl3dv99rDlWNgVS+NFEO57qWdCMiP/VuGpHIYDAY8gyTSWQwGAyGoubhk1qWuKTbQGbmupbcooe8Dqv2o+GwXxNyWlLZOA1kNjjq5RbFijS3aALwIK4FXFIgaUZ1JyUlW7KyMORa3s1FZA7tF3ZPorqLkpKdaQvf7kjMnobq220yk2wv3+HlYtkxXXQoPj75q/v41X/ZyW/+78/49sjcWkLF4gdAqlGdRyiwEwCH0cAjwCKE1MKja5+3BIvnslVqceA8C/Jot6cEFGZ8/jnbbvijLBWVmmj8WUQeRfVJQoFVVw84VcB9wFyQHuyt1AYiIM+ZzqE0U6c+LjZNQ/U+lBltXgOTuTuvtv5NZ4I3PxmHZX0PkbkkOxLduc8Ar2LJbu72Z8aaq059NDXNwH2emtxm7lPAS8BOQoGisDL08oYeQXm0v3ZyvZ4LTkmJju/4fnHh+850VN7O5Nz5hKo2CyzbOtFK3fVfBITD4RnAG6pas3bt2vzJLzMYDAaDEYkMBoPBcG2w8H1ntjq8ICK5XRjNAYomShwqX/yW1WlHprNyzSahi3D7dMytNKD6jAxip0QiRbFw0o5o3A/MR+QR2go1qrWotYXAjbVkwyYkGp+C8EC7BTs31+Mgqrvw+w+mvY79F4fS0jIXeACRtjtCTyC8jFg1GROpDP0jGp+CSB2qpwgFxua4lmMM+kMVfxZeRcX2G3B3p1eltJVLopxAmIdghMh+4cwE1oNUdHtauf4/NFmbslBQaqLxpYhspME6wOKy/cB/Aqa4Nnk94dl8Iaugh7wrQ99wO1XvQ3W2l0eX5ATwGi2J3dwzNDPdWm82jsAqmeFtirjaXajaCNRgWa9yd/nRjMx9df5HcDdmDPPmToDEEF4i6C+aLEz92/AEFXkcmCldifWZmNfRJdbfRTp1PS6sd94B6dRpVHzoCZBZW6uk4LvPuiMcDo8DPlDVE2vXrq3MdT0Gg8FguIoRiQwGg8FwzfDA+85oy2GPiGTHkitPUPTFbVXWQx3HneXhcZ6v/IA85XtVg2Ij7KREf2RFIsVp+fNWUzXiPOJZwCVpQHULsD0ru4tf/7iMQYNn4go3V23/VC8gspuWll3c8+X027dE41NwO6uCbUSqS4jUeiJVrcktygPeapqNpa+geohQoFNnYVY5sfH3jN0QYPAnPZ+rXAKe8jKWTFfIgNBS0KXA97vsxvkjp54/lEzMbl0A6gOq+Xcti7gkf81v++KMro244tAWkIaMlHct8mbjCEp8s1Gd02EzwDmve/S1jHWPvv5xGb7SIOLMAaa0dq66lm4x1Ho14xsx9tnTUR5EtbrN/BeA7TgtL2VMFMsBzspwNcjjAjkRZFSxxac3SyTSbnPJop8441osjkuXlpKFj6puvtwsy3ddA++TwuFwKfC5qjavXbt2SK7rMRgMBsNVjEhkMBgMhmuKcJ36zpfpekSW5rqWrKBq+xwZ+/ytnXdUOyvX1KXbW77nckgAe1H9kfV3kfpszp019l8cg+O4VnR4Fi2uYLIb1S1Zs2Pbf3EMLS1zEJlNe0ueo4jsQrUm7cJVNO5HZKa3oNg2m8oG9gKvFdOO64IjZj8BrAe2E/QvyFkdymTg3V6eG0NYjlDUu6uzj/pBZwOPgLTPhhhz5Q1ODf5u9mtyNoH0sbNVTwBbQHZD8S+wZgV3s8EM4D6kXQdHM+7z+KsZex7vjZXdlct7+e5NzRmZH5IdwnOBBzsIY4dBt1Duj2WlQzgLaDhcqg5zUXlc8iAjRpXt1lNrOr02LTjmbBOR+bmoKZMoekGEeVtvsWp7Prt4WL169WkRGQ2MjBTrxjGDwWAoQIxIZDAYDIZrkoXvO9NV2SG9sq8paJZvrZINHQedleGZguzJRUFJFI4I+iNKOFiUuUWvf1zGddfNRXkQGNfmyBHQZ7K20FSnPuIXpyM6B7S6facPe0F2ZWTBb589GkeTIlVFmyPngJqMdTUZusYNWV+EaoRQYE3O6oj/Hw/g/5ftXR53xeQahB8Za7ls4EwHHuBPWv5Pbm35KrM+X0Io0Mn2KQt1nO3RCg/wLOX2el1DRzJb0zVCV+KMagI4jFq7CNy4N2Mdod1Z2am+itNSk/GunZhdheoDtM8adPP2HOelYnq9apM3tCjdmZQDRR2d2HET0cM/1mEJSz9EesoiKxxUtVZE7t9aJdecLe/q1asPiEg1cGckErmmBDKDwWDIZ4xIZDAYDIZrloX1OlRVX5H29mDFg+qZL5plfEf7Cg2HSzUhp0XadJfkEFXOoLpFBvGiRCLFuRM8Zk9zxSINtrOsEdmCz7ed6rLsZGe4OUKzO+U6uLZ4u3BDtxvSPq+bhXMfMBNomwt2AtVdlJTsNvlFWSAWPwBSjeq8jAbL98TBX97KX91zFP/xq2OuMFQPHAZexiIzwfOGronG1yPyBLCZoH9J9gvoTiTSC8BhkP8B1Jq8oTSxr2kSqt9LIc6cBF7NaM5QNF6BSNLKbnSbI5m3sktSp6XEL87wrGLbdr+eBLZw+YvdGe1ayjK5yhvqCwpHrSfX3NZxfOExZyUi63JRU3rRS8DyrVVWDoT4/GD16tWbRGQx8FgkEnku1/UYDAaDwcWIRAaDwWC45llY7yxW2Fhsfufq6Kxt37JqOo47K9esE1iZi5q6w8stelFK9BmJRIpzAfBq+PX81gW5ZL6CZT2T0eDtjri7pucAM9stDqoeytiu8TotpakpCHofyvQ2glkCoRbHei2ju9WvdWL2cVxx8I6c2v691VRN2a8OULH1I25+7nlccegoQtEsxhYkMXsR8AIQI+gPZb8AnQL6Nkgpg7WFykQJLeykftAPobjD3LOK2+U5G9dO7qo4o9qIyG5cO7nM2MHuvzgUx3Gt7GBymyPNQA3ZsiSNxitwc/Q6vxarbuE7XyqqDrVc5w31HZ0nT0Z2th2ZU6el1w3R0yB5scGpPyh6Ulvk/u23yjXdIRsOhxcBL6jqc2vXrn0s1/UYDAaDwcWIRAaDwWAwAPN/rBMsS9/osJu1YFHVI9smWrd3HHfC4dEk5IN83UEKrblFNaL6I/m7SHF+kL66e/lxRKpax1XrUeuZrAolSeHGFYymtQo3rs1ODZa1KyPi1f6LQ1FnJsr3SLVY6Di7im2hLufE7DjgR7iZu/2569SJxucjso2ciRGGlOyzp6O8DZwg6K/MTRHqB/y8cXEDg/R7qC4jFHg6N7UUEe4GhRnA99p1zCRtR12BvjYjFqh1WkqTXQ1yH6rT21nZiRwEXqO8PJaV17x99nRUH2m3ScG1QN2Cz7cza129WSDf8ob6gioXxKdjJRJpl5u48H1nNiqv5KqugaHPffGpLOvY3X8tEg6HpwB1qlq7du3aO3Ndj8FgMBhcimrHtMFgMBgM/WX7rXLi4ZNaeeVz3VQM4bhikdoqKCEb81kgAhDBB8xGZLazcs1hQZ+RJyOxXNeVVtxFgt3Abtfux3nEy4GoQvQVmppeIGbXoPoqocDhLNRSA9TwZuMISnxzW+1/3PyaRUTjpxDZlVbrIdde7jnguRQ72+djWfOJxs948+7MeB5FsfP6x2WAm+dwY3mu/y3dneCqRbMgWxSI1YA60D5DLNtF2ICNL37a28/4jdzVUuB0LcS7HaPwKlcu782YnVrSZrSpaQZ4WTIiAEcQXsMqqcmKzahrszoXkUdQKkDch5ZqLfASfv/BrOQDZolk3pAm8i9vqLeIMExbZAWwrO341lus3QuOOY9L2801eY6qNorIgq1VVnG9jx0Yyc7Qcd2eZTAYDIasYjqJDAaDwWDowIKfODNFeKFgA3JVd26daM3rOOysCE8XkbdzUdJAUTiF6DNisbNoc4sONg8jkZiPa4HT1k6lAdXdWLIrq90f7gLfHFRnZjXE/K3fT8ayXBu89vlFh1F9lSuXa4opIyJrvPnJOEpKPkC1kVDgKzmtJWZvA+ajGiEUWJPTWgxXcbsKPwdANUAoYPdwj8wRjc9FZAeqtYQCZqd5b3EFkSDwPWBKm24ZgCOovonTsjeDOUMTcLuVZtP2dUz1DPAqluzO2uuY+1ryQLvXMLCB7Qgv5bSbMgM4y8PjsOT75HHeUF9QJSGOjpf1kXZWkw8e0ykq1OWqrr6hh5wE87ZPsnK9MSPvWL16dVzcz1lDIpGIeU9nMBgMeYARiQwGg8FgSMGDx7VCE7qnQ5BxAaCXnAQ3d/xAquGwTxPyoQgFbaenSqOXW7SlaHOL4KpAAzNoK5SoHkVkF5a1Nys7sMHtQBk0eKZXT/Zs4a5a8s1B5GqOQmtuhPVqxuyRipGklZhqPaHAxJzWEosfAKlGdR6hwM6c1mJoTzR+HpFhqFYSCuTO7tNd4H8X1TOEAjfnrI5CoU59NNnRDjZqACeAN1HdTSjQkJG53Q7U2bjC1ITW8WTGkchrWcvb6zpvqR63a2h3sWXeOSvC0xF5XGB6rmtJNwqHrCfX3NFxfEG984YgM3JRU29QNAEs31ZlGavMLli9evUxryOsMhIpUmtpg8FgKDCM3ZzBYDAYDCl4qVIawnV6+2+GaBh4QpCCeM1UlR9unySddywmWFroAhGAZ52yUhOy1FmxpkZUnynK3CLXYu4wdfpQq1Di7gqfBEyipWUTMbsW1V0Zt8pxu3a2A9vZf3EMLS1z2uwST9rCnQJeZtCg3WnLdGhrydfRBg9mIjoT234ReCgt8xU7jo5ABCTF80O2UYYhgCXFK/QWLg3AMFzLudw9t6rTABbk1PqugJgqCWJ2Ateu1QZ+hFCTsW6ZZMeSyH3AlDZHmkFjiLxKuf9QVkT8trZ6ymTP0s6rhb3AFkKB+ozXkUU0HC7VFmaDPC5FbNklME1XhoMdLYcdYbmlGszL9+aqZ8Ri1tZbrKJ6zGWAU0AVbl5W8b2PNxgMhgLEdBIZDAaDwdADrrWFvgIyouezc4me++JTubljKK6Gw8M0IadF2ll3FQ0Ktag+Yz0Vqc11LRnl6m7t+2i7KKTaCNQgsougPzuLEnXq42LTNBweAK1ub0cnMVR2ZazLx+2yqvPmCxEKGJ//3hCNr0NkJarPEQo8ltNaYvZHwIicd6sYOhON70FkJqpLCAU257iWzxEpRbi52KzBMsJbTdVYegAAkdvS3r1Tp6U02dUg96E6PaUNaeJSLCt2oO1rqW7tnlJNINTiWK9lzBI1h2g4PIwEixR5UIRhua4nG6jSID4d29FqeMExZ5OILM5VXalQ1e2Drpclz48TY5/WA+Fw+AlgPRCJRCJrclyOwWAwGDCdRAaDwWAw9MhLE+XwwnqtVNVtIhLMdT1d4SCrOgpEAJqQjcUqEAEI/z979x8fV10l/v917kyg2kKnWL+NS5CIUbuPLVCWAK1UtywVi3YlhbqWr8Xi2nYRcIEH7gq0ze1tKeC6fKArv4S6gMDXiq0JfOpatGzqbpHUhrVAfdjVgEGDpm4haQ0Y6OSe7x/3TjIzmcmPNpk7kznPxyNN5t47MyeTyWT6Pvecw3xE5vur1uwF3SAxHh2Xc4uCGRK3AbfR0DkznBe0BJGpwNXA1TR07kPkMXqTD43ZzAkgTP5sA7b1ncXt61KC1iGLEF3EwYPtNHQ+iu8/xiXv2jtq9+3IBBSALhKJ8Z0YHE3Sl+R+JdI4AkEsFRVWSVR82gAQOTnaMIAgluko1YAliYYy5fhtHDzYTpCA/QwwOkmiIDH/WQ4eXAThrEaRVAu3x6io2DRqFaTDj2UxyKS0WJqB7xCLPVqwVqwFFM4bukaTLBFhQjmd6StCtSb5MnBz+va34+Idm9TLi2J+qGqXwPL7z3I2Rx1KCWkFUNUPRR2IMcaYQDm9vzDGGGOO2vLd/tUifA2kqIYCq2rLA2c5A+aM6Ep3DiL/FUVMUVGlQ9BvEOe+cT23CIKKns5D8xFdmlHRA6C6HXiMw29vLsiZ3QBbXptBLPaFtORVKpYWHHkYcTYd9QJeY+cjIEuAjdQllh9lxOWjsauJoC3UpdQlNkUWR1AR91sA6hL2f5Fi09h1BXAv0EhdYmG0sYSzq+CL1CXuizSWUtHQeSsiNwDt1CVOOuLb2fLaDBznM4hcTiqpG2hD9VFiscf41PH7jjLa4QnanH52QCyqrcAmHHl4vFaajed5QyOhSk9YTdSWvn1Fi38tyB0RhQWAqu7UXi7NngVqBue6bo2q3iEiT3med1fU8RhjjLEkkTHGGDNiV/zUn9Hr8G1BiqkP/Efur5Wd6RvUdePaK89K0PO77KjSAzwkvm6QW73CLGZFqaEzASxCZCkwp2+7ag/CZpCHmTx5R0FmRARD1OuApRmD1FV7QLYecTu6x/dP4phjfw9MQvW8cHaTGY7Grl8D1fj+R7j4hJ1DHj92cdQCu4E26hLviywOk9sTXfNRfgDsoS5xRqSxNHbdAVyL6m0snHJjpLGUiobOauBXiMRH/Lu+5UAVTiz1N2Rm3/agpelmVB8r2GvH1u5KDh9eXBSxFFi5zBsaKVU2OevXXJq+zW3S+O8n6S/CWYWFjQdNiuK9p1tu8wrxvsoYY4wZY5YkMsYYY47A0iadcMxxeocgV0Qdi6KbH6h1Pp293V/tXiEq90YRU7FRZaugG2S9tz3qWAriia4afF0SLrBVp+1pBzbR2/vwqLaAG8zW7kqSyctRXYrI9L7tqh3AQ8RiDw/7jPTGrsXAtznas+TLUUPnYUTiqL6PhVPaIosjNTdFtZmFU2ZHFofJ7clD0/H9XwBd1CWmRBpLQ+e1iNyBspmFiQF/40weqblScCd1iesGPfbx/ZOIT6hD/KXA3MyEPo3Ad0gkthbk5IL+WD4LzBtwcgH6GInEtvE2ZyilHOcNjZjqx7Lfx61o0TqgobBhaJsKl26sdUZ37pcxxhgTIUsSGWOMMUdhRYvWofpgdD3RtadXOPWbZzoZrVbUdROalF+LEH2v9iKisEfQDcTYNC7nFuXyvdfn4DhLgcWQMZtqD6oPF3SGwxMHZ+H7S8MFzPTn5k5UH+bw25sGbY3X0PVdhEVWWTBCQaLu9wBMnlxRkAXffBo6lyHyAMXQzswM1KQTOHjwTwCoTmHhlK7IYulPKLawcMqAdqomj8auecCPyJdMb9I4hw7OQ/WzKIsibVPapHEOHpwLuhSkjsy/UTtQfQzYHOnzcIyl5g1BMG8o6niKmcJeiekZ4nkZf8OWt/hNgswtUBSb4hNk+T0zpDBtfI0xxpgCsSSRMcYYc5SWNftVEueRwv0HtZ+q3vbAWc6AxXJ/5Zp7RYi8yqlYhXOLNoRzi8bt4lOGYPG3DvSzWS3gkgjbQB5j8uTGgpylnS8W6CZoJfTwgFZyQSukXyMSx3H+vGDzMMaDJw7OQvVZVDtYOOU9kcbS0LkGERfV+1g45YuRxmJya+j8X0Sm0tt7asEqDnMJZpy9SDFUNZWSJo3T1fV7RKZmtJxr6JyJyFJUFyOSXqmyB9XH8Hs3ccnUwsxVScUCi8icM7QPkcfoTT5UsFgioivdeSpyfbnPGxop9fU65xbvzvRtK57za1HZPab3q9otDl+8/0zn0bG8H2OMMSYqliQyxhhjRkHYF/0GFVyhb8F7TCna8XZM/vzhMyQjyaE3uTNVZLcIBYmjlIVzizYS1w2O543Lwdc55Zv3AN2gjSDf5+23thbkTPIgliXAFzLa0UEb8M2+xcKGzi8j8jVgJ3WJj4x5XONJY+cikO8WRUVGY9cDwDJUPRZOWRNpLCa3hs7diNTiy99w8eStkcWRXtXkOO8uWMXjeJD6PUMfRWkDFmfNbQlaj6o+xsIpewoS05YDVcTiS4DPkj5rR7UDkU3hyQGFiSUi6roT6GWxBvOGZg59DZNNlS6J6wfE8zJeD1bs9h9E5PIxutNmicul3zhD2sbk9o0xxpgiYItHxhhjzCgIh9bevKJFd6jqIyJSPdb3KYqXnSACUEe+LvY3fljC1i5X0ytX+yvXNIZzi3ZEHdeYWzCpA7gTuDM8o/uzqC4Jzi6XJcASKo7pobFrG75sQfytY9buJ4jlX4B/oaFzLsIXwhZI1cA6nJhLQ+f2tATSY2MSx3imVCOA0BF1KKCV4XlqbREHYvIRaQdqcbRqyGPH0nnSQ0NnByKV+H41EE2SaMuBKsSphlg1x8S2h69Zxe47wDKQJWmnhQaVmvAYkyfvKEjbyWA+Xh0iFwFz0vakTkh4mESiMLFESF13qia5QpNylQiVdqbukRMhoUm5FVievt3vZbUT18Ugo9ayT9EkcNufdYvnjfPnqDHGGGPvT4wxxphRtvRnmjimVx8QZNFY3Yeie//sj3JG9n9a/VXuEkEeGav7LQcKe0Bvl2BuUXktCgTziy5hYAugJLAD+A6xWOOYn9Hf0JnAkSX4uhSR2rQ93bz91nsKUuE0njR23QFcWxQt3lJVKsKFXJTYFmksJrf+50v0s78au/6LILlwKXWJTWNyHw2dCaAaoQalGng/UN33kT6zJ+rqquFKtZwLZr9tR53HmHL85oK0E/3e63MQ+TiwKKM6NPg7EsSS7Gksh9dxvdGdrsG8octt3tDoUl/Pcm7xWtK3LW/x1wmyapTuoV1ULvvGWbJjdG7PGGOMKW52lrExxhgzysLqnk8v3+0vA+4QkUlDXWfEfLkuO0GkrjtJk3KrnQJydIIWMPKIJrnVX+lukDgby2ZuUTC7YidwHQ2dM4FL6G9TNA+YR2/vvTR2NaO6Bb9385jMjQiqlu4C7kqbo7EE2FQyC4vBHKBbgVbgJaANkTZEWgveNkupCiqJ5JWC3m8uqVkovpZCNUZ5Un0VERCirSQKgmkDmUOQsDlyTx6aimoNvdQg/oeAGqAmfG1L9B2X/+9nNzAJ8WvyHlFMzpMk33t9IfH4vjF/vWnSCXQemoejF6G6IGPekWoPwnaUJwpygkGR0JXuPEWuQVhgb8nGiCNfB2anb6qYIF893KPLhIyZWyOm6Oa3Y7I8V7W+McYYM17ZexZjjDFmDK1o0emg3wYZvd7zqlvvP8v5m+zN/qo1twrcMGr3YwBQpRthIzG9u6zmFqV78tB0fH8RQdIo+7m8E3gKYRMXJcbu8WnSOP/7hwklkyRq7FoMfDvP3m6CdmutQFu4KN+OagfQRiLRPqrtlxo6n0VkFmNZjTFcjV0KQDz+nhJp21V+UjOsimH+V2PXKmAdsJG6xPJBj01vCzdYIiiX1O9e/+/lK4i0odrKwiltNHTeisgNqN7FwilfOtpvq+Q9eWgqvb11iHwS1fkZ1VaqBxDZiuoTHH57e8m8Zh8lmzcUBf283Ow9CUTtkgAAIABJREFUlL5l+W5/mYg8cES3ptoNXPfAWc7G0YjOGGOMKSWWJDLGGGPG2NImnXDMJL1VRK492ttSNCnIqffXyr707b7r1pCUX4hYlfBYUSUJbBX0dlnv7Yw6nsgEMyYWIHIJmTMmQHVfuDj4fRKJneN9zsSgGjq/jMjXCAbEbyeohKiBYVZnBAutHai2h59fAdpxpJ1kbzsVFR3DPiu/seu3QBW+/5GwWiwaweD63wJQl7D/hxSroAruWaCNusT7Io3leweX4OgjwA5UPw9Uo04VjlahejL9beFqEBnq7187qvvor+5rxfdb6U22DZnIaOi8HJEHUd3GwikXHu23VZKe6KpBWQR8koGv/a2INOL7TzBlSnM5vfan5g1BMG8o6njKiSodEtc/T6/2dps0/rvj9GeCzBjhre0BuTT7/bUxxhhTLmwhyRhjjBljDwczAK5b1uI/LcqDIjL1SG9L4L6c/4Htla9bgmhshY9vHUidv2pNczi3qLHs5hYF1UJ3AneGi/4LUL0EmBvOn5iOyJc5eLCbhs6tqPN94rKtXNoM9RGZFn7VRV3i833bmzTOoYPV4eyTGlRPDtp6SRVQjWoVInGC14mpSLjQJWFORYFYDHwfGjp7gHZE2gkqktoReRVf2hG/nVisPXzcg8SU+m0F+M7zi8VTC6htUYZhhpA83E4sDkfb4m00xGglqD2bi8ivAZBgQ9/vREow86aN/mqgIBEUi+3juOPajmoej+PsQ5W+38dy0KRxOjtn4TgXoVqHkt1qL6gidZzNfOr4sltYT80b0qTNG4qKCJXaK18B+maneedJcvlP9TocfjTsG1L9l/d0y43ZbZyNMcaYcmJn8BljjDEFdOUurUzG9BGQeSO+smrXW3F5X3aPdH+Vu0CQ/ztqQZphU6UN1Q1SwUNlM7con4bOBCLzQT+JMp+BydBgQVF1Kwun7IkixIJq7HoQuBxlMwsTnx7Rdbd2V5JMVqFahSNV+HpiOOejGtXK8OvB22elqCYRiaOaZOGUihF/H6PpewcX4Oj/RbWZhVNmD30FE5lUW8De5EljMndsuILfhd8DwXybzKToK6SSQn5v65jG+eShqfj+/wIweXLFuK2UeXz/JCqOmYdIar5Q/+t4+nyhioqt5douMjVvSIQFUcdigipv8fVUudXLSFQu3+3/QETmD3pdtANfLnvgbNk+tlEaY4wxxc+SRMYYY0wEVrToDYquE4Zsj5NGr7u/1rkzY4vrTtCkvCgy4AxfU0CqdCE8JDHdIJ7XFnU8ReF7r89B5OOILGDgfIZ2YBu+PEGyZ8e4nFnR0PkjROYBd1KXuG7Ub79JJ9DVFSSORCrDCqQTUapAqxCpIr21XTBb5QOjHsdINHQuI5gV0UhdYmGksZjBNXb9muC5NZuLJjdHGktD58y0qrjoNHZ1AglUzxhXie6t3ZUcPrwA4SKUeTnmCzWGLUS3HVU1VglT143TyxKbN1ScFLY5N6/JaAO5okWnK/pi3vfZqlsR+fz9tVJeVc7GGGNMHtaWxhhjjInA/bVy24rn/O3q63dFpHrIK6i2vqdb7hqwOcmXLUEUPRESwLWalKv9lWs2o3q7c4vXEnVckQpm3+wEVrPlQBVObD4inwTmESQvluHoMiqO6aGhcwciT+A4O8Zd26Kg2mH0BYu1bQzVuq2hs7+FXfTCtndalhUIJaYdqEb94c3QGkvFkpAJZq7NIvibWxwxHaktr80gFqtD9ZMkk7P6WvcJQUIZNqP6/UhnmBUBdd0ESa7QpFwjQmXkZ9guuBBOPhnedQL8693QdTDqiIqCwHxd5dbJzV5jatv9tbJveYu/Ebgi82jtUeUfHzjLGfCe2hhjjClnkb/PMcYYY8rZlXt10uE/6b0ismSw43z0bzbWOlsztrluFUn5hQiTxjZKcyQUdgp6OzG2lt3cosE06QQOHpyD6kXAfESyk5xtwA7gKeLxHSXb0qix62fATHz5Gy6evHXI48tBY9cDwDJUPRZOWRN1OCbU0FkNVKNOFY5Wo3oiUBdWqF3Hwil3DnEL5aGvhWQJPiZB2765qP4VMC/H6+5O4PsIm8O5c2XNd90aknINsKxo5g1d+6UgOZTy/AuwuSG6eIqMKq0S11PF8/qq3a7cpZVJR3+BSNieVfc4Ppfdd7azN6o4jTHGmGJVDGcUGmOMMWXrnhnSDVy24jn/KfW5V0QGJHwU3ZGdIAIgKV+zBFGa2efAOWfDm2/CUz+CV34TaTgCc0DmaJJW/yb3bqlgo3je+GurNlJBBcz28AOePDSd3t4FwMeBOQSVdZcDl5NMQmPXHmA7wtMcP3lHybQ7Up2OCMSl7Bdc+2klCIhcQmPXicAr+NKG+MGMmUSifdzOeonSlgNViFMNsWrEr0F4P0g1UE16S0LR8HPaeYQiJxYqzBKQakv1rkijGI6GzgQwFzgfmEcyOR3o/9mq9iCyDdXvE4s1Rt7Kr0joSneuItdIL3VFfzrtB6LtHlpsRKjRJF8Gbk5tu+cc6VjRol8FbgW9660/yj8+XCrvIYwxxpgCK/a3PsYYY0zZ+MJzfo3j820RqU1tUzSpvXLWxnMko7WNrnTnItJU+CiLWP1NUFHRf/m37fBsM7z48+hiShPOLbovnFtUmtUxY61JJ3Do4FyU84H5wIyM/cHCZjPwFCI7Ip+Vkk9w1v7vgfE95H6kGjp3k/b6lpNqById4SyUdlQ7cORVfG0PLx+wZFKWJw9NxferQatRqoGTEapRagjmCg1eCaHaQ9Beri18jF8h1cqwomJfyVbzHa0g0VLd9yFyEUHi5SHqEp+PLrAcUkkhkb8iiDHX3Jw9wA58eZopx28vmYT7GFPXjWsvi0GuL+p5QwsuDE6ESbfrp7D1B9HEU4RU6SGuH3A8rz21bWmTTjj2eJ17/5nOtihjM8YYY4qdJYmMMcaYIuI2afz3k/RWRL4MoKobHzjLWZ5+TLCgIT+T7AX0cpZr8STl37fBs7sKG88gVEkCm0T1drnFK+25FmNta3clb/fOw9HzUZ2PSGXWEV1oWGUkbC+aNklPHJyF6rNAO3WJk6IOp2g8eWg66lfjaxVQhcjJaN/XVTCiysiujEQSHEBkP6pBsiMW66C3t4OFU7rG4lspmCcPTeXw4UpiscrwsaoGpoW/C9XhR2LQ21BN0j+/qhWRIAkk0kYs1la2SaAnD01FtQbVaqAa1ZMRqtKqrHI/H1W3sXDKhQWKMrfH90/i2GPnhAn1eQyWFFL9MbCj5H8XRlnfvCGCeUNRxzMsN/4TvPMd/Zdfex3u/Hp08RQhVTY569dcGnUcxhhjTKmxJJExxhhThJb/VOch+vUKX8675xzJWMDzV7tXi4qtCqTLXjhJ17Ef7r6vsPEMk8IOQTekD1s2g9jy2gwcZz5BC6W5AyokgmTBDhx5Bl93RjbwvrFrMfBtVJOIBEkLtB2lHdiP0I447fh+BwuntEUSYzHqr9xIfZ6KyDRUU0mkqvDrkbTM7ka1HZEOoC38+lXQA9RN2Tzq38PRauhcg8j5jPx7TT3P2lDagFeAVqCtbJ9j+SqskGoGSwKlC15T2vo+RF5BZE/BqxhTSSFfU5VCtQOeG6r7gB2I/Lik57mNsaKbN7TgQpg8OXiv8vQQBeKLFsLpp2VuK7ITYYqC6nmy3tsRdRjGGGNMKbEkkTHGGFOk3CaNe1ktldR1p2pSfiUyxJnj5WT2OfCJ+fn3l8CZtqq04ujt4vBQ+tBlM4gmncDBg3NQPR+R+eQ+k76L4Ez6Z3CcnRx/fEtB2pQ1dC5D5IERXCNY4NewpZrwSl97td5kB5dMbR/yFsrJ4/snUXHMVKAaYSrIVFQrw8qkSkSqws9T896G6j4WTvnzwgU9TI1dDxLM5EoXVEsJHSAdqL4KtCPShtDG8ZPbyrL9XmrWkuMEFVbDrQTK1Nb3kWqzF/wOtnH85PbIWrKlv77lSwoFcW8Hnrak0ND65g0JdVHHQmIyfPJCeO97M09w6dgPj30bug7mv94/XDWwte793xzbeEuMKnc569d8Keo4jDHGmFJiSSJjjDGmhPgr1zwgwrKo4ygq134J3nVC/v2HDsHX7ihcPEdBlQPh3KK7bW7RCDV0JlBnDuKfS/5F1W5UdwK7gB0kEs1jugi85UAV8Yoq1K9CqULkxLA6JGgVNrJKkTaCZEFqNs+rpBa0HafNBs/n0KQT6OoKH2unCkerQM8FWQDsoC5xXtQhDtDYtQpYB+xBdWHZVgE1aZxDB1OtCasJZgKd3Pf18H93BlZYFWNyLXiuziI1V0h1Vo5ZUm1kto9rK3SYpaYo5w2d/F5YuiQz0ZPu0CHY9sP88xQ//zk45X2Z2zY+CK/8ZnTjLDGq9BC08t1grXyNMcaYkbMkkTHGGFNCdKU7LzwTdkHUsRSFk98Ly7Lmh7/5p4Gt51Z7+W9jxRfgne+E1taiGQBtix2jIHvRFWrJrixQ7UGkBdWdqPMM4u8s+NyOrd2VJJNVffNm+hNJQXu1YFF8aKo9BEmj/rZqjuzH13Ycp4Pk4XarSAIau24AbgUeoi7x+aEOL7jvHVyCo48AUJcYv/9Xa9IJ/PGP1agftIJTPTGrFVzVkLeRmrWUaukYVAKVRoXVcJJCqfaZ8DSw3ZJCw1fU84ZytYzLdvgw/PfPcr8nyfW+5+Vfw4PfGr0YS4idXGOMMcaMjvH7Hw9jjDFmHNMb3enqyDXA5UXRUz8qK74AJ6WtJR4+HLReyT7LNl+S6NS/gL9d1H/5zT/B/7epqM7IVdiO6u3Oem9b1LGUtCaNc+hQLapzgXMIqo0Gtm1U3YfQgsgufN1JIrE38oXmLQeqiMUrUa3CkSp8PZEgoZRKIg29oN6vjfSKpPTWdvF4+7hvWdXQeSsiN6B6Gwun3Bh1OAM0dtUCuwHoTZ5Usom9x/dPIhavRuLVxLQa5eRgLlBfMnQ4C/fdpBKeqXlA0Ibvt6N+W8k8Nk0ap6trBo7MQTkdqEV1Ro6ZQkFSSOTHOM4OPnX8vkjiLWG+69bQK1ehLBMZVrvBwsuV5MknX/In13uff707f5u6cUhhH6IbrE2vMcYYMzosSWSMMcaUsGBGEVeAXFV0Z8uOtVwLLb9thzfegOkfytyeL0lUQgstCntBN0iMR21BZJQ0dM7EkTn4ei4ic8iVbElVG0Ez6C56e5uLbnE6WIQO57Kk2qoxrW8+D1QNuz1XUJHUnlad0Y7Iq/jSjvjtxGLtJd3arqHz24gsRtVj4ZQ1UYczwOP7J3HMsX8EQGQ2F01ujjii3AZWAqVawdUQJIHyz4Pq10XmTKBXEdpA2kq2hWIqIRRULp4OzAJm5GgdB/0z036M72/nknftLWSo44mudOcocj2wQIThtvCMTvZ7Dwjef+RqQXfoEDzwb5nvS3LNYnz+BdjcMPqxFhmF7aAbnJu9rVHHYowxxownliQyxhhjxgF13Qn0sliDvvszoo6nID67eGAyaOODMOfDA7c/vnlgf/98SaYiHwCtSoeg3yDOfdZaZZRt7a7k8OFZwDmIzCJXizoIzvgXaUb1GaCFw2+38LfTugsc7ciNbmu7zERSqrVdsVckNXY1AXNR/TwLpzwUdTg5NXa9CMwA/TR1UzZHEkP+JFDwMZxKINUDECZ9hDaEV+iVNsQPnjeFbu04Fra8NgOJz0T8cxgqIaTagsge0F2I7OGiRGuBox1XwnlDi8J5Q7VRxzMi2VXMEFQNnVSVO1F0+DD86Gl4dlf/tux5jG/+CW7957GJN2LWgtcYY4wZe5YkMsYYY8YZf6U7H5FrBOYPfXSJSkyGf7gqczHltdfhzq/nTh79+7bMxRXIn2QqolZzgwkXTR7F1w3OrZ6dgT5WGjpnArWInEOwEDlw+LlqEpG9wB5Unw8Xg/eW5CJ4Q2d10NbOSVUfBa3t0quShiN4TIJkANqO0o4jr0aeSEolYFTPY+GUHQW//+Fo7GoA6hC+xEWJu8bkPp48NBXfr85MGFINWs2RVwKl2sG10ptsK4nE6UikEkKOnkn/a0GulmbdwB6gBV+eQ5N7rEpo9KjrJjTJMoJ5QyNptVlcciV5tn4f5l8Axx+f+zrp1UILLoRzzs7cv+unRTNbcTTYvCFjjDGmcIq/FNsYY4wxIxLOrtnm3+jOIJhbtGTczS2a8+GBZ9vu+mnwuWP/wORPtsRkeP8pmds69pdMgggg/JkuIybL/JVrtgq6QdZ726OOa9xZOGUPwYLvRiBoB1ZxTG1YaXROOHC+kmDBeCYiIOF5WA2drWHy6Dl82YMe3lN0reqyLZzSRrDon1+uRJJSRdDyMpV0iNNXeSLBqWlK/2OTTEJDZw8iHRQykaQ6NfwZFXMCow0AX4eTqMktlQRCg0ogOBmhGqQaqMb3g+SGpJ0zKH3/pOROAqU+SjEJOlxPdNWgOhP6ksNhVaFmH2kJoQJJzRvSZBHPGxqJF/fC3I/2X37nO4IK5wf+DS7/XGYCKeX00+CEE4Lq6K0/gFNPDa6XUlMz9nEXgCqtOLpBYmy09rrGdd3FwLeBNzzPK/3ffWOMKVKWJDLGGGPGqbC6ZLm67mqSXKHB3KIjX3QsJqeemnn5zT/1Vwq9+ebQ15/31wOTTP/9s9GJLQIiLABZ4K9as0fQDcTYZAsrYySojtgRfgS2HKjCidUCZyLMBJkJVCFSQzCjpQ5HgTg0dB4A9gRtp3iO3t69JbeoPJxE0pYDVcQrqlC/Kkggha3tggRSUJEUtOWqZrBEUmMX4X21h/OROvpm14jTTvJw+7ATb4/vn9TXJu3tt/aN7JsuqNcAEDk57xHBcy6Y/9PfOrCaVJLO98MTA2Sw3hHBY5pK+jjyKr3ShibbcJz2cZ0ESpeeEFKdiUgtSmLAAxe0WdwLNAPPAy0kEns5T5KFD7p89M0bSobzhsZLL5Snm+DsszKTPKeeGiR/7vw6fP5zcMr7Bl7vpCpY/ndBMunFFzOrid51QjCvKLtyukQo7BB0g7Pea4w6FlNUUhnTiZFGYYwx45wliYwxxphxLmzRsUZd9zb1uRyVawSmRx3XETv/vMxFFQgWSgZzyvsyF00+8IHM/YcOleyiSjqBmSAPapJb/ZXu3RLMLSq94e+lJkhStAP9C1tBJcfMYPGZMxGZQTCvZCowL/yAWCyoqIG9iOxF9eeosw/x94bJmNLU/5jkN7AiaVqeGUnVBImQ4FLqsyrE4tDQmdnajr5EUntGIikWrw6v11HUrdCCZBiozqChcxlBQu3kviRbf6VWJhmwep56TNpQ2oBXEGlDtZVEor3skhtbuyvpTc7E1+nAhwgq/6ZnJIT6n1uWEIpQ+rwhoHa85IUGyE7yvPMd/UmeB78VvN85d/bAk1qOPz5oudvwBPzlGZn7T51RUu9nVEkSzBu63bF5QyPiuu5NwPrw4qWe520a5NifALMZRjVOfX398yJymqr+cO3atR8HWL169fmO46xT1Ykicutg91VIruveo6rnAq1r1669JOp4jDGmlFmSyBhjjCkTYWXJfcB9/ip3Acg1klqoLiWnzsi8fPjwyHrwL7hwYJLpF8VcVDByIlSCrNMkK/2VazYS1w2O59mQ9EL61PEHgO3hR6BJJ3Dw4AyEWfj6IWAWItMRmUSqpZUIiAICjV3dQCuq+xB5HtV9xGL7+NTx4+MJO9yKpFi8MkgmSRW+nohQBZKdMAm+HrjYHySSGruC5FCguFv+OdIRVlSl2pwF0pNAqkmgFWgLE2SvZFQFlWMSKCVfMiiZTAADk2n9M8VaEJ5HaSaR2FO2j1+EUvOGNFni84aGa+dPBiZ5zjm7P8nzdBP84Q+55xRVVMDCi+DQHzNb051UFbStK/L2uap0Idwncd1g84aOjO/7uxzHSV38KDBY4mZ2+Hmi67qL8yV5XNf9IHAagIi8lNruOM6HgNkSvH5+Yoj7KhhVPVdETiOM2RhjzJGzJJExxhhThpybva3AVr3JnanSN7eo+N8XnPoXA/v0v/Ry5uVnd8En5ue/jeye/W/+aVwNek4Xzi26ml652l+5pjGcW7Qj6rjK1nnSA7SEH/22vDaDWGwGqtNB/gJhOqqp5NFMRGYCixEB309VzuxD2Qf6c4S99Pr7OOGE1vA+xo/+iqSWvMfkam2HVmYkkoC+VnNI25jGfLR87QAOBMmfcFaTyKv40ga9bajfVvSzrcZak8b54x9rSGoN4tcwnGQQECZc92UkXhOJfePu96bEBJVD8rVxM29ouLoOBu9h0ucovuuEzCTPiz+H37bDZy+FymmZ16+oyD276OMfg/u/OXZxHwWbNzR61q1b93R9ff3LInJKWE2TU1hxlG6wJM+i1Be+729J2/468AZBy7diOlGlAzhNVV8e8khjjDGDKv7FIGOMMcaMGQlae3xeXfdG7ZVrUK4QIRF1XHnNnpV5+fBh+P4IEjyzzxm4oPKb4j7bdrSIUAdS569aswf0dgnmFtmZ8sUgmEmUOZcotQje2zs9aImlpyMyHagJk0czEGaABAs6sRgcPAgNnR2ItBJUmbwEtCLShkhrWN00/gy3tV0qYaRa3FV1C6fsAd4ddRiRG5gIej/BjK8aDh4Msv0O5By6ZMmgkiKel/RXrZlbVgmilJ0/yUwSwcAkT9dBuPs+WLQQTh9GwUTlNEhMDq5XJGze0JjZA5wSVtPkpKpnSlrSfLCEUupYVX153bp1T6e2h5VHRVE9lC7VDs8YY8zRsySRMcYYY1Jzi25U1/XUZxm+XCNCzZBXLKST3xu0UUnXsX94iyDvDtdbc7WqG0mSaRwI5xY9or18BTg16nhMHkGrq33kOmO3obMadWYg/nREPoTqjDCBlAirZSqBOX3HqwYffe3raEVooy+JRBsXJYo7cXK0htPazhTe4/snEYtXI/HqI0gE9fQlRC0ZVDKWNumEh3P9fFS3hFWT5eWV3wSVQunvb06qyp3k2dwAr/4OPnb+wDlF6SoqYN5fB8dHyOYNjT0R+S5wMQQVQ57n3ZLjsJkAqvpDEblARE5xXfeDnuf9MsftpRJI9vMyxpgyY0kiY4wxxvQJW3/cBdylq9w6DeYWzY04rMCcDw/c9tSPch97+PDABZRcSabfthfVmbYFpYO07zLFrT/hsTVj+5OHpuL71QSL7NWkL7hDFRC2ryNzIVZJtbALKnJU2xFpR/VVhHZ87UCkPbxfY4bn8f2TmPCOKny/CtWg9Z/IiahWIVJF8JwMK1fDOVwD9Sc20f7qOL+3texb7pWApU064djjdQbKHFXOFJilaOXSJn33gESRTyMx1kUUarSebYaTFmVu++SF8FiOwo1ndwVzFJf/3cA5RemmTcu/b4yF84ZS8xDt93QMeZ63yXXdjcBEVT0ze384Y+gUAFX9ZxG5INz1d8AN6ceuXr36fGAagIg8TRbXdTX88tLsmUbhvjc8z5u0evXq80Xkn8KE00Rgv6o+LyJfypWYSotzFXBBKgbgWeDRwb5/13W/BVwGPOt53ofz7LvX87wrXde9TVU/LSKpx+MFEflOnsQarut+UFVvDb+PwX6hMh6P+vr6l8IWgN9bu3btJYPFb4wxxcSSRMYYY4zJSW72GoHGcG7RV4BFkc0tSkyG95+Sua1jf/7BzNmDnCF3kuk/doxKeKVIRJ/It29Fi069v1bGZ2uy8SxoJ3eAXPN70lt3xbQa5f0EiaQaVGsQmUCqHVuqLU3qsxN+buyCVBIJaUdoB/bjSzvitxMkrrpYOKVrzL5HUxwaOqsRmYowFV8ryZcA8v3g+PT5QNmzglQPEDx3+tskqrZyzDGtLJhkA+1LyBee82tiMEt9zgTmiOgMVCZA/49dgGOPYz6Q0XbMudXb669c01p0VcyF8OLP4fy/znzfkv2eJ13XQfjaHbDiCwNPfoFg1uJ//tfoxzkEVVpRvVsq2Cie113wAMqUqj4TVgjlaiO3KDzm5XCG0QsicpqqnpF9oOM4Hwu/fMPzvHsGucscg7AAmOi67m3AV7K2TxORC1T1B67rXpidKAqTMT9IJW/SzAZmhxVQg4QDqjpxkH3T6uvrXyJoy9e3PWzRd5rrusd7npcrYfaEiEwMb+OFtOsMKu37KL/XMmNMSbMkkTHGGGMGFc4tutR33X8M5xYtK/jconl/PbAy6L9/NrLbyF5w+W17/iTTOKdKt8TZlmuf26Tx36n+YsVuP67QjNCisMtBmi1xVMIGa18HsLW7kt7eatSvQqnqW/APFv9Ti/4AqSRAPyerCiRVlRQs/neFX3cgchDVDhzpQDmA6gESifYwNhO1LQeqcGJTEZkaJnsqgWmgU0GqUK0Egv0pylAJoB6CeVFt4fPgFaAdkTYcp52eP7Xzt9NsMbkELf2ZJip6dY6o1Ap6JjAHlQQMfBpkU9VLyEoSASBsJqu6oWy8uBfmfrT/ckUFLLgQtg7SEvf+b8L558HZZ8E73wGHDgVVRoNdZwwo7BT0domz1WYdFp6I/IywAmf16tXnp88SSptHtCc89hngtDwJpY+G13nmKML5CvAGcJfneTekVeNcHCZPrgWuTL+Cqn43LbFyr+d5VwKECafL06qfjoiIXBx++azv+6vXrVv3tOu6VwL1BBVCV5P1uuM4zjqC6qyXReTCtWvX/jKMKT2h1Rdr1vfzcrh/fLfxNcaMO5YkMsYYY8ywhC1D/lFd19PDLEPkqoKd8bv9P+CEE/rPmD10KGi5MlzZVUUQLMiUr+1ha8EBfjeRuRIuAgvMB+an1vuW7/bbEFoEngFpeeuPtOScLWFKT1CxMXjVRkNnNapVOE5VmEQ4EaUK+pJJlQCIxMPL1X3XTa9O0rRtBw+mZiWlqkkAbQdJBhVL9BIkGVKJpySOtONr0hJMWR7fP4mKY6bi+5NwnKmoMwnxp+LIJHydishkgvZu+T76ZazyS45tAHSheiAtCRi0KEwlhOLxdqsEGh9ytY3+oXNcAAAgAElEQVSjlxqQ8OkxRFZooLpcs4lE9fuIlGeS6Omm/mRPyqmnDp3webop+CiwcN7QZoJ5Q9a+Nlr/Rli9E1YD9SWJUskgEXku3PSfwBcJqn4WZ7WNOy08doRnYfVT1ZdVdUUqURVWDV2S1oItIzkVtqZLVec8kp50CZNM/5anymik7s267Xtc100A6wkeiyuzqqdmA4jIN9MrnzzP+6Xrut8leLwvJivhBbB27dr3H2WsxhgTCUsSGWOMMWZEwhYid6rr3kUvCxT5isCsMb3TroPBGbMnvxfOOhP+J2dL834HD+ZODKW89vrIkkzjjeiWQfZ9Jt+CnwSL/tWE7UuOOU6TK1r8vQrNKM/FlOb7znbKOvs2rvXPQspva3clvp+gt7cSkcqwHdnUMKGUQEhVqUylPzExKfyoDi7mTUr0J5n6E0yQSiL1fwa0G9Iq31Q7gLfC2+gJLwcc6cDX4SQ7B//eB6rOu0ckHlZqZetP2ARtboKqHdUJfUm47NsOHs/+/9fFYuF9hBVe2dU+g2vLWwEWzKwKEkM2n2pcG07buKMhIpNytZyT9d5Of+WadhFy/W6Mfy++COec3X/5ne+A2ecU1fsVmzdUfDzP+2WqjRxhNRBkzhhKzd0JZxjdGW7/BLAJwHXdxQTzgyBIOh0REfnm2rVrB8wzCiuYTiH4W9/HcZz0mT035/reXNe9Hbj7SGNS1ZfXrl07IJnjed4truuuDy/m65Bg7XONMWXDkkTGGGOMOSJhS5FGoNG/yZ2FyPVA3ZjOLXrlN8NrEff224Pvby3fDhCqJCWeo80PYas5tG64tyVIHJgpMBMBX2D5br8boUWUFkSe8ZPasnGWYwtJ5aK/Iil3W7tsDZ3VQKKvxRmASBWqcWBaMCtJp4JMIpVAUZ2U0fKsvxVedf+mrJXs7JXt9MsjS6KMnpHc52DHDtyXqszqIkjqdISJsVRlVhvqJBG/Hcfpwfc7sFlSZWtFi0710VkC54gykxG0jTsaeVvOwTZg2djdcxHb+RP4yzMy2+uec3ZRJIls3lBxS7WRCz+A/hlDqXk6Kar6fDgj6PS0zZ8I972caq12hAb9O5KjImjSKN3vYIbzfJ2edflZgnlI17uuuz1VTRQm3i6H4HEc1SiNMSZiliQyxhhjzFFzbvGagU+r61aHc4suL/jcouF6808F79dfVIQd+RZ40lvNHfHNi0wC5iLMBb7sxIUVLX67Ki0iskt9WireSfM9M8QWmQxHVZHSpBPo6qrEkTh+mGByZAK+plfcTKX/zOVY1jyl7DZr1cO634FJqnzajmB/F6lFtmCez34ApK/93sDrxmId9Pb2UFHRY+3dzGCWNumEiuN0phNU/56DUgvUOH3VewUNJ3fLOfQ7IOWZJOo6CC+9DNM/1L/tXScEVdQRzVBUaBb0qzZvqOgNaCOnqmeICCKSkcwQkR8DF4jIaa7rftDzvF+q6unhsU8VMujU/TK8RE4hPQrMDpNa/1NfX/8CQFprvP0i8qXIojPGmDFgSSJjjDHGjBrxvDbgunBu0eWIXB9J25iO/ZmLLOl+9avCxlJ09Dt5dw3Sau7oSFX4PKgTB5I9sLzF34vSDDyvvuw88U32ejZfxoxEsLjcFl4q3/JAY/JY0aLTEa1FOUeVWYjODCtAAxEU0PXddZ6Wc8TZoUm6RTLbUpWNnT/JfP/y2utBa80CCucNNYbzhpoLeufmiORqIyciqUqh7J/hZoJZPBC0D74lLfnxn2MebKZWguqnovp9V9W/FxFU9YdATerxUdWXw6qtm9NnFRljzHhgSSJjjDHGjDrxvC7CuUXayyKQ6wVqCxbA003wlzPh+OMztx8+DNv/o2BhFKUY23JtHmmruaMlyAyEGQASg98fpz3Ld/stQAvKLj9GyzfPdGzh3xhjhiG9bRxKbTgrMIEGmaAoOioOJVfLOfG8pL9yTSOwJJqoIvbKb2Df/8DEifDi3oK2mgvnDT0kcd0QnvRjSoiqPiMiF6vqueGMoWnAG57n3ZN+XPoMI1X9K9d1U7v2e563qZAxi8gb4edTUlVNhbz/XMLH7rSwBd7Ho47HGGMKxZJExhhjjBkzYWuSTcAmXenOUeR6YMGYzi1K+dodsOBCOPXUYPgzBG1cugp7Rm4xUdiZb9D0aLSaOzoyQYQ5wBwEYgrLd/sHJDgDdpcv7Dkck50PnyE2N8UYU9aKrG3c0cjdck50C0h5JokAHivoOj2qtKG6QSp4KDzJx5QgEXkOuDhskfaJcPMLeY59BjhNRE5X1e6waiaKGTv/DlwWfn0tcGX6Ttd1P6iq10ths9wnQF/i6srsJJsxxoxXliQyxhhjTEHIem8nsNN33RrtlatQlo15O5mtPwg+zj8P3jGhvGcRAaL6/UF2jlGruSMXJq0WAAsc4NheWLHbb1VoFuE5hJ1vHZK92QuMxhgznhRz27ijkbflXIztmqRHhAnRRFYeFJpBb5c4jTZvqPR5nneL67qpNnIXh5/35Dk8NcNomoh8HPpmFRVUVpu8z7mue8jzvBsAXNe9DbhaRCYWOKztwBvAROBu13XvTtu3X1X3Ax0i8kSuBFJ9ff1LInKKqn5v7dq1lxQoZmOMOWqWJDLGGGNMQTme10o4t4gkVyhyjQiVQ17xaDzdNKY3Xyo0zuZc2wvdau6oiNQI1ABLUDjmOE0u3+3vEaEZYZfTy577znb2Rh2mMcYciVJsG3c08rSc6/ZXrtkGlMbfpRJi84bGvWeB2QQJDsgzYygrOTMx3HZLQSIc6FpgYxjHV1zX/UravjeArwJfyXXFseB53i9d172F/rlN6aaJyDSCOUoXuK773lRSKyWs5ILgvaoxxpQMSxIZY4wxJhJhS5Pb1HX/RXtZHM4tmhl1XOOVwt4wQTdA9K3mjpwgcYRaoBblat+BFbv9LoQWhWZBngN23l8rB6KO1Rhj0o2jtnFHI1/LuSdALEk0SmzeUNnYSpAkIpypk7d3YWqGUfj1D0dwH68fwb7u8PMb2Ts8z9u0evXq/xWRfxKRcwmSRW+o6jOq+s/r1q172nXdq+lPfA2Qmm000n30Vwyl4ku1uPtC2OLuXs/zrkzfBywK958CXA1kJIlU9eVwn83VNMaUlPJ422mMMcaYkqAr3blhZZEtDI0yhZudm9eszrVv+W7/ARFZVuiYCkvbNZxvJEhzfAJ77pkh3UNezRhjRsnAtnFkto0rXwvvr5WMaiJ13amalN8XZIbhOKZKO+gGibPR5g0ZMzTXdb8FXKaqL6xdu/b0PMdcCaTa0F1lc4uMMeOBveEyxhhjTNGQ9d4OYIfvujUk5XrgcptJMDrE1y25tpdUq7mjIlUCiwg+ONyjyRUt/l5VWoBd6kvLxnMkX+9+Y4wZkXJrG3c08rScO+CvWrMDmBdJUCVOoSWcN7TZ5g0ZM3yqerqIICLPD3JYIu3r7WMdkzHGFIK9NTXGGGNM0QrOJOYKkKvGfG7ROKZKm7N+zfty7Vv+U50nDj8qdEzFSFW7gT0CzQK7entp3jjLaY86LmNMccvZNk7E5lEMk6p2v90t785uOeff5F4rjtwRVVylJpw3tFXQ22W9tzPqeIwpRfX19U+JyAUErej+KbtKyHXdK1X1ehE5ZbBqI2OMKTVWSWSMMcaYoiWedwC4WV33X+hlsSLX2NyiIyCZZ2hn7tPP2HlDARGZBMwB5ijgxGF5i9+B0izwnKo0v11By8NniLXsMaaMXfFTf4YfY2Z/2zjNbBtnL6kjIiKTjj2O+WRVE1HBZnqxJNEQVOlG2Ehc7843e9AYMzwi8iCQmo10t+u69aq6P9w3DZgmIqnZQ5+OMlZjjBlN9vbVGGOMMSVFV7rzVOR6gflRx1IyVD+S66xit0njv5ukvxeRqVGEVaoU3YuyB9glDs3vOSR7vPPE2vkYMw6taNGpwBxFzxSYFVYJJYa8ohkRVX30gbOcy7K3+6vW7BaojSKmYmfzhowZG67rfhBYFbaeOy1t1xvAC8B/ep53QzTRGWPM2LAkkTHGGGNKkn+jOwNHrgGW2Nyi/FQ5IHF9T66ZBNZqbrRoD8oehWZxeK4Xmr95pmNncxtTYpY26YRjj6MWtFbhXJRaEamOOq5ykLfl3Ep3lYisiyquYtQ3byhm84aMMcYYMzosSWSMMcaYkqauW0mSKxT5e5tbNJAqG531a5bn2rd8t/+AiCwrdExlQbUL2KnIcyra4iDN99fKgajDMsb0u+Kn/oykI7UOeiZBm8kZGW3jTKEtvL9WMlrO+a5bI73yq6gCKiaqNAq6QdZ7O6KOxRhjjDHjiyWJjDHGGDMuqOtO0F6WEMwtmhF1PMVC0b9xbva2Zm+3VnMRUG1FaAF2gbS89Udass+aN8aMDWsbV/zytpxbueZXItREEVPUVOkBNhLXDTZvyBhjjDFjxZJExhhjjBl3/FXugjBZNC/qWKKkSrfE9d3ieQMSEdZqLnqKJgX2Ajt95Lm4ry33ne3sjTouY0qdtY0rTXlbzq1as05gVVRxRUGVDkE3EOc+mzdkjDHGmLFmSSJjjDHGjFt6kztTRa4BFpfj3CJVNjnr11yaa5+1mitOqtotQrMqLSKyK95L8z3nSEfUcRlTzKxt3LgysOXcTe4sceTZqAIqJIU94byhTTZvyBhjjDGFYkkiY4wxxox76rqV2itXoVwhQtm0V1P0Mudm79Hs7dZqrtRouyotCM84Ki2xd9ByzwzpjjoqY6JgbePGO910f60z4OQGf+Wa34pQFUVEhWDzhowxxhgTJUsSGWOMMaZsqOtOUJ9l+HLNeJ9voEpP2GpuQDLBWs2VPkX3ojQLPOf70nzim+z1zhM769yMK9Y2rhxpT3yCvDs7Ee6vXPN1Ea6OKqqxYPOGjDHGGFMsLElkjDHGmLKkq9w6DeYWzY06lrGgsN25ec3Hcu2zVnPjj6p2A3uAFgeeIS4t3zhD2iIOy5gRsbZxBgDRy+4/08mogtWV7jxExsXJDTZvyBhjjDHFxpJExhhjjClr4dyi6wnmFo2bxUhFlzs3exuzt1urufKhqgeAnQLP4dDyliPND58htiBpioK1jTP5qGrjA2c5CzO2uW5ck/L7Um4Zq7BH0A0E84Z6oo7HGGOMMSbFkkTGGGOMMfTNLboeZZkIpb9QGdN3i+cdyN5srebKm6ruA1pEeA5h51uHZO/D54ktVpoxdeVenZTsYaa1jetXOwVqJsEJxwSXX38bWruhpTPauIpD3pZzj4iwJKqojpQqW8N5Q9ujjsUYY4wxJhdLEhljjDHGpFHXnaSHWYbIVaU6t0hhp3Pzmo/k2met5kwm7VFlL7BTHJ5DpeX+WtkXdVRmfPn73TpXhaao44jau46Bz5wUJIcm5qlbfb4L7nmpsHEVpVwt51a5dSANUYU0EuG8oYfE1w1yq2evqcYYMwyu63YDE4FLPc/bFHU85cZ13Z8As4F7Pc+7MmvfqP9sXNe9B/gi8KzneR8ejds0R27ctFQxxhhjjBkN4nndwJ3qunfRywJFrheYE3VcI+Lrllyb3SaN/w6tK3Q4xap2Cpx9Qua2fX+E//hDNPFEQyaIUAvUosGWFbv9LoVmhBZfePibZzoDBqrrSnduYeM8Oqr0SAUdUcdRBtrF85LZG1Xssf/Un8HHpsExzuDH1UwqTDzFTn0uATKSRMTYpkl6RJgQTVRDU6UD9G4J5g0NqOY1xhgzqInh5xMGPcqMCVWdKCIAud6NjMXPZlLqfkfxNs0RsiSRMcYYY0wO4UJnI9Do3+TWEswtWlQSc4sq2Jpr8+8mMtdmEQXJoYtOhP/n2IH7Tk8EZ/q//AZ8rx1+1T3wmHFPJCEwH5gvyktARpJIXTdOr5RUVYgI0Bt1FGXA1zOAPdmb34rRcWwZP/6f+jP45HuGd2y+CqNyI8L8K/fqpPSWc+J5Pf7KNduAojvZITVvSOI2b8iULtd1bwL+AZgGPOJ53ueGOP424KPAafQvIO9X1WdE5EbP8355BDFcCdw9xGFveJ5nKfUiU19f/xRQKSI/8DzvhqjjGUp9ff1TInJBeHG/53mVkQZkIuO67j2qei7Qunbt2kuijicq9hbUGGOMMWYIzi1eC3Cpuu6N2ivXoFxerHOLFPY4njeg8gMA0c+Ue7fh2imwtHros/lPmQhf/pC1foopbTk2VxU6DlMa1KGKHEmih8+QrhUtfg9I0VaAjJV3HRNUEGX7w1vw84PBZwiS1idPhCkV8IFJZZqgziATkm9pHdnVRKJbQIomSZSaN+TYvCFTwlavXn2+iPwfgmTPsNTX178EnJJj1zQRuRj4uOu6y46gLdWsYRxjVQdFKJVwUVWAok4ShcnIC9I25fhLbcqFqp4rIqcxgtfA8ciSRMYYY4wxwySe1wZcp67r6WEuR+QaEaojDiuDqD6Ra7u1mgv8v+8dOkGU7vQELD4JNv127GIqZjnbhCWpLvNco8lH8icQVekottfLQrjoxIGvObteh3/7dTTxlJJcLeckxlZNkoyyqjecN/So+Hq7Y/OGTIlzXfdbwMUEiZf9DHOxXESmqeoPReTHwGbP834ZJpv+KUwWTCSoSjqi2SWq+rKI3J5n9+sjvb3BZq2YUZN6/gw4Wc113cXAtymeKrB6gPA5fMFQB5txrwM4TVVfjjqQKFmSyBhjjDFmhMTzugjnFmkvdQRzi4Zz5uPYUxpzbbZWc0GyJ7uV09s+PHOg/2z+0xNBFVH6ou6bZdwm661YjiRRGS70m2FSOTHvPqENyu+5c+I7Bm6zBNHw5Gk51+WvWrMDmFfoeFTpEPQb4byhsp+zZUpfWE1xGfAGYfLEdV0dznVzLfSvW7fuaeDp+vr6l0TkFIKkzJHq9jzvnqO4foYhZq2YUTBEu7bUHJvIq8DCxOg0VX1BRJ4gs6LIlKG1a9d+POoYioEliYwxxhhjjlA4t2gzsFlXunMUuR5YENUZzqq0Ord4A1o9AdZqDvjAcQO3PXMgs0roP/4QtIdadkqQLAL4xaHCxFdsFE0+fIbTNWC7UiXl/VQy+Wj+SiIhR8KxDOSqXHzXMfDa24WPpfQM0nJOpWBJIoW9BPOGHrV5Q2Y88X3/fxzHeQS4+UjmB+UjIs+QuxWdMZFavXr1+QSVc4jIrfQnr4wpe5YkMsYYY4wZBbLe2wns9F23RnvlKpRlIgU+W1HYmmuztZoLTIwN3Paj/QO3vfY2fHVfUHn0F5PLeDaI0p57xyDVIqa8DVJlFrabKztv+wO3LTsleI0xQ8vVcg6HrfRy75jfN2xDdYOz3ts21vdlTBRSlT+jfbuqOk2K5AXfdd1uMqtXLnNd97K0y5em5ia5rnsP8EUGaYmW1rbuEc/zPpe1T1PXdV33JoJ2e9MI2rBdm7qf+vr658P5J5cC/w2sIqhmmUZQ1fUC8K/55jm5rnubql4Y3gbh7f+QYSb70h6TnK336uvrnxKRC1T1hbVr156evX/16tXnO46TmsN2aY7vq+920x7T7Mcp5VnP8z6cK8609oXnhvHuV9XnReRLR5rUdBxnHTBRVb+3du3aTWE13REZ4ucI8CzwaL6KONd1bwM+SpBQTV0n9T0+mOvnH8Z7N+Hjlt4uUlVfXrt27fvD4z4IXBvO2nk/4e9A2E5tj4jcOJqJYcj4eZ2e/v0wgufmUNJ+/3I+b8LH9CsEv0d/mes+XdftCONLf55+i6CqcsDtZv2cUdUbw8tvAHd5nndD2m1/EFgVPu6pRPkbqvqMqv5z+Jqb6/u6ElhCMBNp4nCuMxZG0JHdGGOMMcYMxfG8VufmNddJXE9S1X/UvAvto09Ut+Tabq3mAtmt5iBoL5fPpt/C6r1jF08JyPfczVstYsrc4JVErxUylGLx6p8GbjtlIqybESSiP2CNjwaVajmXvs3xvHaFnWNxf6r0qLJRe/VU5+Y1F1qCyJiRCReKz4Vg3kvU8YxQ6rUmb0s0VR2qXdrEcKF6Pf0L5dPIXbHyUYLkwmVpx04kWATfGM7xyVBfX78F+IqInKaqL6vqC2HclwEPDRFbygvh95KzxVbq5ycip4WVNxkcx7kk/PKNPImso/7LpqrnO47zRNp8K4BpYfLqB+Fi/IiEC/GzgTdE5MajjTHNR1X1B2T+HAnv6+7w+ZAdy08Ikhmzs64zLfyec/78U1R1Yn19/VPhfU4ESEtKQPC8+mKYzOh7zorIKSJy8ZE+hvm4rntb2s9rkqq+ED43p4Ux/vdg388IpDpmzM4T/0fDzxOBv8sR52L6H+//zN4/xO/3R4GNacnZicD/3979R1lW1ne+/3w3CGgh4o/QjHYcbLAha7VNK2XoFq65DKRJO05Y04ZJu2KrQYekG024d1aENNZ53KdoBG9yL5OBJiIyIObSWUCPznIktN0xMmJDVqvQmhvsQA8x6FAJYmfSlRho9/f+cZ5dvc8+e586VXWqTv14v9aqVXX2j2c/+8c50M/3fL/P60ttPyxps5mtKFwDmdn6JEn21DwL29QK/K2TdCTucyTuUznX8GwhkwgAAGAWxHmLfs9DuNl/qk1x3qI1s3U8dz2XtLKZKjpDqTlJOvySdNqJ7cvWL5OeOEzpp0pWUx7MCBKhVu2zkZk9uxS/ofjf/046v2Jo8LQTpdNOky46rZVtdPgl6X+MSwcOS/t/PPf9nL9qSs65PySzC/t1FOYbAmYmDtheIemDilkNZvbR6bZnZqtLGSd5hs3DxW/uTybPCCpkA3RkAM2CPJNhl6RHJa3Ksux7FdvlGTYTJf8KmRBDamUiTQRhYgBuY3x5XbPZvCFfF0LY4e4X9Ni/hyWtM7MVIyMjFxczFeJA98RAeQwItWUyuPulZiZ3f2SyA8VMja2FDBilaTrpP0rieY5LuilN02tDCCvd/ZNmtjEGQ66WNNUsoEb8fUufs2i2xMy54n3c6u7/Ifb1mpGRka8Ur3OcI2ufpIezLJtYFwMG21Rx/4vis7xarUyduyR9X6X5cd19t5l9TdL9sU8r1bpuW2ZwDTvEQOJH1Hrf7zazjzabzYPxfFa6+4MxaLK97nx6lWXZA0mS5O+bKySVPwtWF/5+Z2md3P3yeK/G6jL1utgS29gd57J6o1rXPW97u5kti8HbK4v3O8/Ok/SR8rOg1n1WzG7LA7B5UPNTU+zjjBAkAgAAmEVx3qLPS/q8Xxf+d5f9tplmo/QbpeYm8Rd/3xqULXr1CdLvnC3d/ywDs2W1c8i4ziDmiCpmOslDeJ2l6fMd6zI9uxTrWPzVkVYgulvW4glJDBqd2AooXfbP0lf/tjVHGmpKzh2vnfqpRmfcNvMNAdNWGPhs4+67ZlDO6oc1y/MMm3WNRmODmV3e73JZfTQu6cM9DEKPS/pYsRxZmqbXNhqNN8cgybrixkmSnF3Y7obiuqqycV3cqVYgqiMIVBhEz1+3ZRvFQNUKSYoBiFlRHmiP9/o9jUbj6Rhw6DUgJmminNiyWEKv5yBjjzrud5qmO0IIL0i6V5KSJPmACte5qoxf3O+GEMJytQIS66q2ycVA7IbC+6D4HHVkc8XttoYQ1khaN9VrWMfMPqZWgOhAs9lse17SND04MjJypZntMbMVIYRN0wjOTBgdHd3baDQOxWewLQgUA2zFTKB1IYSVxc+JQpbjpAHOGjdVPT8xuLtCrSy1DXmQLNdsNi/Ny9xVBF6Xxb61BWPj50JlqcLZsgT/Nx0AAGAwbHv6Z8n2T/xbP87f7K5b3NW3ASmT/3HVckrNHbPzb6Txo53LX32C9IEzpCveNOddmtfcraM8mIdwspm6DHdjyXupOpvoOPmSzc7Y8bR0aLz37U87UfrVn22Vo0NtybmnXJr2zE4u7XH5v0mu/8RbkuvTOwgQAf0Ty1ndV1WqbDIxS+gqSWenaWox6+RsSdfF+VQUS619sr+97qtbehkId/eHquarKQ4WF0tqFbORYtBjWuKg+b7Yh3LJubzqwb7YlxXF+1gqNXeDZomZfbZqLhYzywf3ey5pF/u/Me4/G8/Nrqr7nabpzvyZdffKoFCNnopdu/uV0wyUPjWNfWoVyhM+WLV+dHR0b34dJL2rD8d7KP7ZVnLO3c+Lf+4rbD5Rcq5Yas7M7pvqcd19d5csxnfGbR6puyd5YKoiOJfPkPu+fpYAnA4yiQAAAOZYkqZPSfqohzCio/rNmF10+nTbc9cRO75mfgZKzbX5f7/fCgidUPqq1AlJ6xv8P3OidMchys9Jkpue6Vj4opbruLnvCxYOT7Rcx2rGT8gSW7JBIkm66Unpl18vveO1rcB0Ly46TXrqCFmOtSXnpPvVmii8J/GLGTvN/T8mN6QdzyiwkMQBz3ur1rn77vI3+mdD+RghhE0xE2Wjma02sy+GEHrJqGlTDpzEQdcbJN2QZ5KY2cZylsA88v3JN5HMrJevD1wi6aA0kUWxK2YZbQ4hrJe0K8uyB6YxuX1HyblillCWZSNJkuyROrKN1kgzysTo1eFuK0vz73SVJMmoWpkuu5rN5ozKnU3DU2plmFQGtWL2yznFIJK7n1zM5qoz2T3PS0C6+5slnVVYtaxmlymLAbghqZWF1mg0NlRtZ2Z9O2Zdybk8WCXpS+6+rCLbKP97OqXmZGZjXVbn2XXnNhqNJ2r2r7sGf6DWHGbrJH0rZmjeN5OMq+kikwgAAGBALE0P2/b0Rjve3yT5r3vFwGqPvlD1LejwVT9empXSdgvW/h9Ldz9TnVEktSaU/52zpdf2OIi7mCVWkfmRMB8RJlEzZ9Xtw/a8y2veeUvDf/2hdO13pN/7Xquc3KFx6ceTBKQ3/Iu56dt8F0vOtbHMH+hpX9fzLl1vx/ubku2f+HUjQATMijRNd8Y5Na6Li/J5VfqmkEUgtQIoS0q8vjeplX2wTNKWJEn2NBqNh6aYhXBn/keeHZT/dvdDMQCRZ2SskSaCDuuk2S01109xXpd1apUB+925Pn4eWCgHtUIIm/E0froAACAASURBVGL5se2SNsegav7TcwCsTix/9i1J1xSCtqvjXEZ9C9gUSyDG4O3qqh8dKwNXV06yZ6XMpHdK7VlCku4vfE5MzFGUZ83NUoAzP/ayLtcg36bt31cxI+8qdz8gaSgGge9tNBpPxPOaM2QSAQAADFgM8Nwl6S6/LlwSM4ve3XsD/t+qFlNqrtr+H7cmiN96lrT85Z3rX32CdPVKaaSnYg+LV3a0M/PDTWeQl4au3N5Qv07PynTG3HVmfvqrI62f3GtPkH5xmfTzr5GGSv9Cr/qMWoryknM7VtnElbMb0sez6z7xrNUEJl16Uub/0Y7TXZSTw2ITv2U+598070Wapjc0Go0PxcHu1ZPuMDVL/P/OJkryXRtC2Orul5nZejNb7+4PhhA29JJdlabpwcLcLnmJuTVSW0m3hxXngcqzUuLyWS0112dr4+8hSd8LIdRuGELw+OdtU5zjqVbMaFEMAOTHWSnpDrWymw6Z2Wcl3Z/ftxjYunW6x4z7XxNf7pP0+WJ2XixVuHm67Ze8UPj7qqryibPkcbWyd/LPl7zc24Fms3lwZGQkzzYaCiFsy7LsscJcWlMuNdeDcbWesXvSNH3/VHfO5x+K2XxbzezSGFi6I4SgucoqIpMIAABgHrHt6Z5k+yf+jX7qP+euP5xs3iJ3/cSO05eqG/NfnZVOLgI/elEa/f+kx16oXn/aicwHIvfny4vMySTCJLo/I8/OWT8WkB+92JozbftfSi9mnev/1Wlz36f5Z6LkXGmx7i8vKsw39HPJaPqHBIiARSUf9G+bo6dPZpzlMJfSNN0RS/69V5rIVrmi+17HVMztsi6+/nL8fWdh8ytUmHdlJv2eY0cm32T2mNm58XextOAVOlai7co0TW/oZ9lEd78s/jmWpuk7ZjNwUwperJqt45QVAj1DIYRt+Tw/eYCzmG3k7r9QmEtrWqXmJuPuT8c/z+q64SRGR0f3xmzBt6mVLTjk7r8+0/71iiARAADAPGSfTJ9Mtn9iix3vb5J76q66+Tz2WJp2/AOIUnO9ufN/SJ85VD0w++ZXzn1/5pM71iYdA/ou+5eD6MvArDu/86cXp75KevcG6dc2tX6f+qrZ7ed80i1TyGo/x6BWsOhQLzNULFGVJefcvyi1vjDhrruU+VuT6z/xi8n1afWXJwDMuhDCpkLJrANdN55auyslrZdaGQPTmIdH7t6t1NbEXEJxrpjy8W+M3+6fV0qD3qf0ul+WZcWSnXfF3xOD6DFwsU+S3H2DjpWa+/ZM+hvnsZkTaZpuTdPU6n4kXVXYNl8+1SyijVVlwWJGT/68PVxY9fr8j5pneKbBltMlyd3r5tCZUSCjQl6WcOMUSx5OW3xG8/N7d/6+LD7TeRDUzC4olJqrnC9opgrZd+v6USIuTdOD+f0zszn7Fynl5gAAAOYxS9PnJH3CQ7jRf6r3SfbbVvzHg7UGyMooNde7/T9ulXk699T25aedOJj+zA9enfFRU9ZpUfq1TdI5Z3cuv/Ad0mfulA7/fZd93yudXhiHetWrpD+al1WB+q97JlFHdhom979eGnQP5oeqknM6Xl/3oz5ix+uO+N9LALMshPA5d78gDsI+nAcVCiXJPlLY/PPl/RuNxgNx3o0xSe8sldlqSNpV0+4HFQfdzezTU+z2c5JWm9kFIYRNaZrujIGgiTJfaZruCCF8Sq0sj20hhMNpmuYloD6mGKAalHjdzzWzP877Ha/NxwubPVyze4fR0dG9hZJz66TKQfTHJa0rBcfu1BRlWfa9JGnlKcRruXdkZOTiJEnOnsMSZbNlSK2yYO+UdHO8L9sk5YHGcbVfs0cVy72FEHYUg1L9KAVnZk+o9ayvzp/12PZKtYKB67rtPw2fj20uiyUPP1ssR1goi3humqan9+ug7v5I/BzJz2esFHR7WNIWteb5yUvNzdZcWjdLer+OPQtrJN1Z+GzbJOldan2GXF24J/ln3l1Zln0l73+cU+rM2HbbPIp1n5/9QJAIAABgAYjlcu6QdEd2Xfglmf22XJfY8fpC9Q7+qxKzx1zxJulVL5P+n0n+9/nJf+gMEi1lXTLXlk6Q6Gd+pnr5KadI/+5XpNs/W7/vy142O31aGOqfEbcxPpbqvfYEacVQ+7IXs1YgG1Kh5NzEoLOl6VFJ1w+uT8DCFQfp99Ss3hxCKA5WF+cbORIHXbdI2hJCuLdi/3FJt9QEAPJMhmWSLpFU/L+0ZTNot5aZfVGtAdohSfcW2j5cOv4tas3nMiTp1hDCxNwwsXzV43GAdiBisGa1pO3l+XXcfXez2ZzSN1JioG9L4XXbIHqWZfncLrl90xmUjgGpA2a22szW5/P/xLl6FnqQaJ9a9yR/bovrxiV9uHjN0jTd0Wg0fiPeyy2NRuNStd5TZ+rYPEUrNH3XS9qo+Kw3Go3fjctXS63neIbtt4nB1TdKuia2uz2EsL24jZlJrWvRN7Hk3MR7sVwGMQaCb9axbK5Zm0srBgY/rDjXlFqfIdd0mwOrYJmka5Ik6dg+3qubS9t3+/ycEcrNAQAALDDJ9vRPkus/scGO9zdbmnZ8M59Sc8esPFk655XS6KrWAGydkyu+OnV4CX9731QTJGJOopafXS79yzcOuhfzkplO8hAqsxjd9Mwcd2feePPJ0tYzpV9+ffX6TT8rXfdz0gmlf6H/5f+a/b4tHP6su/r2LWRgqUuSpObbEN3FzIer3H13Pu9Hzt0PufuuLMsuS9P02pomnoq/xyRNBKli4Keu3QOSbpP0ti7tduvzDknXldrdV57XKLbdtl38+6Zms3lmaW6ZOjUzXnaomy/nhZq/r5d0T7wWRfskXRfnJ5qSWJ4rP6dxqX2etzi3S/F4vZTyrDwvM7vc3XcXjjdWKNOVy9fVXcMjpe36ZSbtPSXpbaVzG3f33fF90BG4azab56p1Lw+Z2QozWx3Li93WbDbPjO1061PtuhiQyvszFgNzqxWfEzO7TuqYJ0mlZVX3sPbepGl6bZZll+THLO6Tv3ezLLusvF9+nB7fV+Vj7iy+T82sqnTf7vwPd3+oYn2bSfrRdX6reJ/fpnhfi+vc/YC775L03uLzED+XborXaLyw/SHFZ6EiKFv5+dkPfI8LAABgkfn3f+6XWKKvDLof88Gnzzv294uZ9Mjz0lfGWnN/5F57gvQ7Z0uvLgWRHnuhNWfRkuR+1+1vT9omSvUQXqef2t8Nqktz7uqPSq99Tf36H70g3fyfetv3ye8tnXJzkpT5W+2G9PHy4iu/mf2S3B4cRJcG7V+dJv3qzx57/eMXpZe89Xddacsfvyj9X99r/7xaKtz9iEz7zbVfZo9kR31/1TxpAAAMQqPReCIGX+5J0/T9g+4PMFOUmwMAAFhszM+Q6ymZ9Xti0gXthES66LTWz9/+s/TCi60MotNO7Pz2viT996UTDungsr/uWPiSllOHoOC1r5HWnS/te2zQPZl3PNFylWqoS1J21J5LjhtAh+aBJw63B4nKQemypRcg8sfdtV/SY57Z/jvOTzqeHwAAAMwOgkQAAACLzGfentwh6Y4r9/vrMvlacxs2+XmSLpTZkpp556t/2woKlZ12Yv2396XWgO5fdS0qsLiZvKPcnCdavqTLEPzohc7MovN/niBRFasuS3iC9NzRue7LPPGjF1uBn8mCQy9mrRJzf/w3izlA5M+6a79MjyRu+497ufbvWJUs4U9cAACAwSJIBAAAsEjdPmzPq1U7fKJ++Ie+mZ2V/FTDMp1v0lqZ1kh20uB6Obt2/k0ra+jd/0Ia6vH/fJ/8B2nH07Pbr3nPrHNOItNy+QD6Ml/83d9JLzteOuWUY8vIJqrm9oaqxTvOt+eu3L90H6L7n5UuXiYtO7H98+jFrPU59YN/kr74g8UVHKJsHAAAwPxHkAgAAGAJ+ex5yVNqTXi5U5LCV/34H7xCqyzxC006z03DJls12F7215/+bevnl18vnXtqfXm5Z/+pNWfRn/7t3PdxHnq+Y0nNwP+S8pdPtrKHii58B0GiMq/OJJIkd3/GzM6Yu87MH/t/3PpZ3CgbBwBYUsiExaJAkAgAAGAJSy+yo2rNHTIxkLf1u37yS/+otZZo2N3Pl2mtyU4fXC/747/+sPUjScOvlk552bF1BIba2XHq/Ka/6wwt6Xpzkr70oPSWt0ivePmxZaecIr17Q2sdWkxndFn7vNR1PRYMysYBAJamZrN57qD7APQTQSIAAAC02bHKjkjaE38kSR9+NFueHG/Dcr/ATcNyDZvZyYPr5cws/m/zz8zphyuCRDXzzCw53/lOZzbRW95CkKioSyaRSZ2lDDHvUTYOAABg8SJIBAAAgEnFwcBnJX0hX/abf56t+qlprUznmbTWpVUm4/8vFzh3fz69KDnauYJMIknV2USveDnZRO3qy81Jz/EYzW8uP2rSd116VK5vUjYOAABgceMf8QAAAJiWP/z55LuSvivpDkn6wFf9pBNfqWHJh126wFxrZHbWYHuJKbPaTA8yiXJ/9jXpXb/Uvuwtb5G+/g3p8N8Ppk/ziJlO8hBeZ2naObeV7Adz3yN058+69Kikx0z26MtOssdjRikAAACWAIJEAAAA6Iu7L7KfSPp6/LlZkq7c76/L5GtNOt9cayRdKLNTB9lPTKpjYN9DOF0/5d8OE/Y91io599rXHFv2ipdL/3qD9Ec7B9ev+eQlLVfFsyT5syIlbWDc/YiZHnXXfjN77Pif6tEd5yeUAAQAAFjC+IceAAAAZs3tw/a8pC/FH0nSh76ZnXWctNYznSfpQjOtkuykgXUSbcz1THmZv6TllgygM/PZY3/emU105grp1FcNpj/zjCdaLqmjRJkb5ebmSrls3HGuR2MGKAAAADCBIBEAAADm1GfPS56S9JSkz0tS+Kof/z9P8TWeaa2k82VaY7JVA+3kEuaqKDeX6Iy578k8V5VN9LKXSRe+Y3B9mk+sujxhYnpOPtedWSooGwcAAICpI0gEAACAgUovsqOS9sefWyTpA9/2U094ScNmvtal82Raa7LTB9rRJcJMYx0LMy0XmUSd9v6p9O9+pX3ZW94i/ehH7cGjpcjtDVWLs5f0XMK/QmeMsnEAAADoF/73HAAAAPPO3W+1w5L2xB9J0ocfzZYfd5zWunS+m4blGjazkwfXy0XKKuaRSaoH/Je87/yFtG6t9LOFpJlXvFzSawfWpXnDqzOJ7libPHvlflKJpoKycQAAAJhNBIkAAACwINyxNnlW0v3xR5L04cd8jSU+LOl8Mw27tMpk/D/uDFhmz3YsdC0XE8lUe+gr0od/vX3ZK14+mL7MJ1ZfotDlz5EZ2A1l4wAAADB3+Ac0AAAAFqw7zrfHJT0u6Q5J2vpdP/noT7TG5a35jVrZRmcMsIsLztHEO4NENfPLQNJff1/6m2fbs4lQm0kkSdaa94ogkSgbBwDzQQhhh6QtkvalacrkggCWHIJEAAAAWDTit+2/Hn8kSVfu99dJutDl58k1bNJamZ06sE7OcyeeaJ0D1K4zyCTq4qGvSB94n/Sylw26J/NJbZDIXc/ZEnyeKBsHAPPWyZLk7kOD7ggADAJBIgAAACxqtw/b85K+EH8kSVfu93NkPuyZzpN0oZlWSXbSwDo5T7j7kR2rko6yVkYmUXd//X3p6UPSOWcPuifzhplO8hBeZ2naMcdVzCRaAigbB2BpaTQaD0k63cweTNP02kH3px8W4zktdiGEG919g5mtzpe5+4Hp3sMQwlZJt06y2XiapsyVigWLIBEAAACWnNuH7UlJT0r6vCR94Kt+0omn+CrP1CpTJw2b2TmD7OOAdAzoewhn6KeD6MoC898elM5cQTZR0UtarqpnSvbXiy2RiLJxACCZ2XpJcndJWhQBlcV4TotZDOqtt1LKcgwYrW40Gm9tNpuXTrHZtT1sQxYaFjSCRAAAAFjy7r7IfiJpf/y5RZI+8G0/9cTM1yrTsCvPOLLXDbKfs870TMeyo1q+JEvN/eM/Sq99zbHX//zP3bc//PfSf/mi9O5/Lb3i5ceWv/SSdOA7s9PHec4TLVdrzrA2Jn9OC/ihomwcANQak7RM0lOD7kgfLcZzqhRC+IakdZJuS9N066D7M1UhhM9JWh9f3iPp+jRND46MjFycJMmopHVmtj6E8Lk0Td8/1fbd/ZCZ/X7N6hem2W1gXiBIBAAAAFS4+612WNKfxB9J0m9828/QUR926XxvfatwjZktmtISVWXA3LR84Q7nz8Dtn536Pt/5i9YPWurKFFrFvFfzGmXjAKAXaZqePug+9NtiPKc67j4UM3AW3P/bhhBWStocX95TDAKNjo7ulbS30Wg8ETOKNkqacpBI0pE0TXfMvLfA/EOQCAAAAOjRp99qz0h6RtL9khS+6sf/4BVaZYkPSzrfTMOSrRlgF2fEvTNIZK4zFnDSBwbJ7Q01azpK0M0XlI0DAGBBurrw9/VVG5jZH0taLWkohLCVgA9wDEEiAAAAYJrSi+yoWuW0Hpd0hyRt/a6ffPQnWuPytZLON2mtZNUZFfOMST8qL3PZG4gRYVq8OpPIjtOzPg/mucrLxkn6urueoGwcgKUihHBErTlUKsuKNRqNh8xsvbsfaDab55bXx/Jde+LL96ZpujPul2dqdLQbQnBJ42manhxC2Cbpt9Qq4zYm6eq8jbx9M/uYmZ0bt1HcbrdiCbGpnnOhzQviuY+7+yPu/qlu+3U7p9jmVklnxW0kSe5+wMweqSvZVroWm9S6FuuK55lnwsQMmY+rVUZtWd5vM/tot+sQQrjR3TcU+yVpn6TPl4MjhechtzmEsLnw+r3F+zPV9mvOu/YZiOu2SxrPsuyymAk0mTVS69o3m82663J/bFdqVQQYWJAohLBV0q2S9qVp+o4QwjZ3/5CZrZAmStt9Nk3TG6TK57ftOalof9afMSwuBIkAAACAPoplqL4efyRJWx/z048ep7UuP8+ktXINy+zUwfWyWmb2bMXiBRHgwjxkOqNq8emH9ez/fOUc90WSuz8j036THpFs/4v/YPvjfGQAsNQckLTO3S+tWhkHomVmq0dGRi4uD9InSfKe+Od4OXgQ1ZUrGwoh3CjpmsKyZZImJgGM6z+iY4GcA3lf1ContjGE8OGa41aKg+R3qD0QMmRm6+O5HuihmbZzim3eW7Vh7OvqRqNxZrPZrLzGqr4WUut6bG40GsvM7D9LulnHAmUT/Xb3ByWdWW40hLDS3e+TtNrM5O6HJB0xs2VqBQnWNRqNy7r0q6s+tD/pMyDpnHzbJEnOljRpkKhQKq82+zdN04MhhMmamlPuPtRoNB6StD72X5IUg0XbQwinxEX5eyKXPydDzWbzPao2K88YFqdk0B0AAAAAFrsd59tztw/bFz4znIzcPpz84u1vT16dZP4WmW+W/BZ33+/yo4Pup2XqDBLVzSsDTKYmkyi9yI66++yWnHM/LPkel18v6d9K+pnPvD1502eGk8tvH05uvn3Yvk6ACMAS9rDUGogeGRm5uLgiBj8mBqMLAaEJeXDJ3R+ZxrGvkTQu6R5JV0m6Lcuy70mtbAnFwXB33y3pbc1m89yYzXR2DEgMufv2mrY7xCyJPEA0LumqNE1N0tmxD9KxDIupeI2kMXfflbeZpqllWXZJ7LvMbH28nnXya3FdYd9D+b6x38tiP89W6xrsiutXxABAG3f/ZAxSjUu6qtlsntlsNs+NcyvdVOjXtnyfNE1PTtPU8oCcWnP6WOFn50za73LeHc9A9GT8PV5aXivPaDKzsW7b5efo7h0Zcr0cI4TghZ8jIYRvVN2HqbQZAzKH1MrYMrWuyXjc5CM6FuS5qfCc5MHTjeX3cEnfnzEsTmQSAQAAAAMQy1p9V9LnJekDX/WTTjzFV8l1obtaGUdmZ81ln46Td3770rWcOYkwTfUBRtNzkl7Xj4MUy8Zlsm8en/l+ysYBQFd3Kg48xyDQRKaGu19ezGgoZxvFslcrJMnMvjaNY49LqswEMrOPqRUEOlDOREnT9ODIyMiVZrYnDl5v6jGb6AodC3p9LC+FFstovT+E8GV1ZhlNKrbTUa4sZl3tLZRwe5ekyn7GkmIb8pJeo6Oje/NzjJsMqRUYuLaw23sajcbT8R68s9hevDcby+da6PO1jUbjrTE48G5JN0zlnPvYfu0zENu5Yap9m2U/rFk+pGPZUxvM7PLplGdz993F5z1N0x0hhDeq9R7Ng5sT12t0dHRvCOFySd+TOt/Dpbb7+oxh8SKTCAAAAJgH7r7IfnL7ecn+24eTmz/z9mTz7W9P3vzPx+nVMt8g9xG5f2m2sy+yxNqCRB7CSWY6fTaPicXLTCd5CJWBIOtSDmYy7v6My++X/P+Q9L+9+A/2ytuHk7fePpx89I5hu4sAEQB0FweM90mdQSDFuV3y9eVso1KpuekM5N9SFxwolLl7sGr96Ojo3jwLQq3gSy/eKbUGy6vmyol92dVjWz1z96cn2ybOOdMWVCieo7vvKg3e5x6P69sCW4V7M1Y3L1AhsDfl7Kk+tl/7DMxH8R5cJensPLtKrayb6wpZOavd/ZPTad/MPlqx+M7C3zeUr1eapgcL74W68o59f8aweJFJBAAAAMxTd7/VDkv6k/gjSfqNb/sZOurDmXSBpGEzDUt2Uj+Od/uwtQWhXFpOEhFm5CUtl9QZ3HQ921OGmvthmfa79KjJvinp6595ezK7peoAYJ7rNh9OOSuhi4clrcuDQDHDYCJLKMuykSRJ9kgdmQpr4nGmU2pOkr5ftTAGooZi25c3Go0NVdvFuW96Vpir5vEp9rMnIyMjFydJ8h53P1M69sUaM+tlLpfDNcuPxDbGq1bWLXf3M+O5ntxoNJ6o2ebkYqbYVPSx/cpnYC7VXcM6FVlTB9XKdrohz7oxs40hhJVTzSaq2r40f1LX52QSfX3GsHgRJAIAAAAWkE+/1Z6R9Iyk+yUpfNWP/8ErtCpJfK1L58m01mSrptquuz9TXmZHKTWHmfFEy1UxMOemZ8uPFmXjAGBOdZScyzNF3P1QLGm1T62MkDXSxPw+66Rpl5qrlSTJ2fnfeaBqEnUlwNoU5qrp+6B3o9F4IC+/Nt3AS5/lQaqh/Ly76Dp3z4Dan4kxtebW6VqquRC8e6pfBzazhyRtiS8vkTTlknPAoBEkAgAAABaw9CI7qtYg/MRA/Nbv+sk//ScNZ+bDcl0Qs43q54dRTfkv0xn97i+WGKuZl8g15vJnZNpv0iOS7X/xH2z/3RfZT+a4hwCw4MTSUzMq15Wm6cFGo3EoBmTyEnNrJMnM8iyhhxXnXIkBoivi8umWmuvmhcLfV9WVM5uqOCfLin6XzQohfE5SPj/PPZK+XCwJ1mg0nughkNJXeSAszul07kJrfybcfczMlnW7z/EZztf3FGTsEV9owYJHkAgAAABYZHassiOS/iz+/J4kbX3MTz96nNa6+/lmGpZrWGan5vt4RZDIXcvnxxdjsWC5vaFq8Wfentwi6ZY57g0AoKCQAbGumCUk6cvx90S2kVoBonx+n+mWmquVpunOEEJeQm/KGdFd5CW51nTdaurWSxPl/d7f57an6ym1Sgj2UupuPrY/E09JWm1mq7uUfMuDnMqy7Ct9PPbaQrvf62O7wJwhSAQAAAAsATvOt+ckfSH+SJJ+88+zVUcTG07k55nZDzp2ch1x05/NXS8ndZL8WL1/VHqdWf0ExnPOazKJAAADl2XZA0mS5GWy7oq/x/KMmDgvyj5J69x9Q6F027dnqUt5ebuNIYSbpzq3S5WYFbXazFaEEDYVs32kifmdNlbv3dWy2H5HWbUYcJvS3El98mVJmyUNhRB2pGm6dTqNuHtd3/vS/mwws/t07D5+XFJH4M7dLzczufuB0dHRveX10xHvdR4w7Fu7wFwjSAQAAAAsUXG+l+/q2MBQm+SG9GZJN89lnwAAwNwYHR3dWyg5t06S3P2J0maPq5U9UiydducsdenzsR/L3P3BEMJni2XtQghb3f0yMzs3TdOevjRSDIS5+/YQwmvSNN0RB/c/rlbQY8rc/UC8JuuLmSshhE3uvt3M5jxIlKbpzkaj8buxX1tCCCdnWXZ3HrgYGRm5OEmSX4zBkocqgjzPqRVQuyAPqIUQtkm6P03Tg31ovyfxmNsljWdZdlkvgZdS3zaHEI5IujkGOjdJ+i1JKyTJzD5d3r8wv9SYpHcW7udWSQ1JuyQ9nAcZC+UXP6hjAcOOdoGFgiARAAAAAAAAsAQVSs7lr79WXF/KNpKkff3I8KkSgzdvlHRNDFxtDyFsL/VXksZ7bXN0dHRvCOGmQpu3hhBuLWwyplYAYEtlAzViQOBWtQIE32o0Gk9LOlnSipitkgff5pSZXe7uD8Zjb06SZHMIobxN3b5fVCsrZkjSvYXyf4clHZxp+1NwTvw9lCTJ2ZJ6ys4xs8vVmkdrmVr3c0u5b5Juqpnv6qz4e5mkSxTPt7Asb+/e8o5qPY+39GseLWAQkkF3AAAAAAAAAMDcy7LsAR0LuoxLur+4fnR0dK+7Hygs+lIPzR7psu6FbjumaXptlmWXuPtutQI4ufHYj9uyLLushz60tSnpKrXK2eXGJN2j1jxLD/fQTNs5xYDAe/M2zWy1mS2L/X5vDL517FdSeS3MLL8fdfvWtpmm6cFms3mmpJtK903ufij277qqLJ94Tte5+6HC4n3FeXZm0n5B12dA0pPx9/hU5viJwct3SrqndA7j+X2Jz0KVp+LvMUl7Cm3ukHSVu+8utan8eZT0ti7tTqZbwDNfN9lz0k3fnzEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA2kHYkAAAF3tJREFUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_29_icons.png b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_29_icons.png
index 71ba30cb001fe2e8860775db3c910df3bc10dfa4..0d3cd53f8919a4886951977c76262b4a0d2a4701 100644
GIT binary patch
delta 19
acmaDM`9gAn4u_nGis@801&)m-TX+CL90mFS

delta 19
acmaDM`9gAn4hN60IDbT)sPsmYEj$1|9tF1m

diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8220_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8220_d.json
index d81e028..8a5a1ea 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8220_d.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8220_d.json
@@ -1352,11 +1352,11 @@
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   "icon":"WebViewIcon3",
-  "name":"a_elecAngle",
-  "label":"a_elecAngle",
+  "name":"b_enaAdvCtrl",
+  "label":"b_enaAdvCtrl",
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@@ -1385,7 +1385,7 @@
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@@ -1398,9 +1398,9 @@
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+    "held",
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@@ -1432,11 +1432,11 @@
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-  "name":"b_enaAdvCtrl",
-  "label":"b_enaAdvCtrl",
+  "name":"b_motStdStill",
+  "label":"b_motStdStill",
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@@ -1465,7 +1465,7 @@
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@@ -1512,11 +1512,11 @@
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   "icon":"WebViewIcon3",
-  "name":"z_dir",
-  "label":"z_dir",
+  "name":"a_elecAngle",
+  "label":"a_elecAngle",
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@@ -1545,7 +1545,7 @@
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@@ -1592,11 +1592,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8466",
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   "icon":"WebViewIcon3",
-  "name":"b_motStdStill",
-  "label":"b_motStdStill",
+  "name":"n_motAbs",
+  "label":"n_motAbs",
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@@ -1625,7 +1625,7 @@
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@@ -1672,74 +1672,27 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8461",
+  "className":"Simulink.Goto",
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-  "name":"z_posRaw",
-  "label":"z_posRaw",
+  "name":"Goto9",
+  "label":"Goto9",
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-    "VarSizeSig",
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-    "OutputWhenUnconnectedValue",
-    "SignalName",
-    "SignalObject",
-    "SourceOfInitialOutputValue",
-    "StorageClass",
-    "VectorParamsAs1DForOutWhenUnconnected"
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+    "TagVisibility",
+    "IconDisplay"
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-    "off",
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-    "Dialog",
-    "Auto",
-    "off"
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@@ -1851,11 +1804,11 @@
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@@ -2115,7 +2117,7 @@
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@@ -2164,6 +2166,113 @@
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@@ -2262,11 +2371,11 @@
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@@ -2274,7 +2383,7 @@
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@@ -2293,11 +2402,11 @@
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@@ -2305,7 +2414,7 @@
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@@ -2324,11 +2433,44 @@
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@@ -2019,7 +1899,7 @@
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@@ -2162,7 +1993,7 @@
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@@ -2182,25 +2013,49 @@
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@@ -2667,50 +2563,63 @@
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@@ -2765,40 +2674,104 @@
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8314_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8314_d.json
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8348",
-  "className":"Simulink.Switch",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8355",
+  "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"Switch2",
-  "label":"Switch2",
+  "name":"cf_speedCoef",
+  "label":"cf_speedCoef",
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-    "InputSameDT",
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     "LockScale",
-    "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "AllowDiffInputSizes",
-    "SampleTime",
-    "Threshold",
-    "ZeroCross"
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@@ -346,8 +359,8 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8347",
-  "className":"Simulink.Switch",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8354",
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-  "name":"Switch1",
-  "label":"Switch1",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8351",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8352",
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   "icon":"WebViewIcon3",
-  "name":"UnitDelay2",
-  "label":"UnitDelay2",
+  "name":"UnitDelay3",
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@@ -468,11 +474,70 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8352",
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+  "className":"Simulink.Gain",
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+  "name":"g_Ha",
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@@ -518,11 +583,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8359",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8360",
   "className":"Simulink.Outport",
   "icon":"WebViewIcon3",
-  "name":"dz_trnsDet",
-  "label":"dz_trnsDet",
+  "name":"n_motRaw",
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@@ -551,7 +616,7 @@
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@@ -598,44 +663,11 @@
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@@ -688,159 +720,51 @@
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@@ -848,30 +772,58 @@
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-  "className":"Simulink.From",
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-  "name":"From6",
-  "label":"From6",
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+  "label":"Sum7",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8314",
   "inspector":{
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-    "IconDisplay"
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@@ -879,30 +831,79 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8331",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8359",
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-  "name":"From5",
-  "label":"From5",
+  "name":"dz_trnsDet",
+  "label":"dz_trnsDet",
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@@ -910,7 +911,7 @@
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@@ -965,25 +966,49 @@
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-  "name":"From4",
-  "label":"From4",
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@@ -991,30 +1016,44 @@
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-  "className":"Simulink.From",
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-  "name":"From21",
-  "label":"From21",
+  "name":"Relational Operator4",
+  "label":"Relational Operator4",
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-    "IconDisplay"
+    "Operator",
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@@ -1022,24 +1061,26 @@
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@@ -1053,24 +1094,26 @@
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@@ -1874,7 +2021,7 @@
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-  "label":"g_Hb",
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-    "ParamMin",
-    "ParamMax",
-    "ParamDataTypeStr",
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+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
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+    "",
+    "off",
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     "-Other"
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@@ -2217,53 +2318,35 @@
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-  "className":"Simulink.Constant",
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-  "label":"CTRL_COMM4",
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+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8469",
+  "inspector":{
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+    "IconDisplay"
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-    "on",
-    "inf",
-    "[]",
-    "[]",
-    "Inherit: Inherit via back propagation",
-    "off",
-    "inf"
+    "VqFinPrev",
+    "Tag"
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-    "Signal Attributes",
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@@ -2271,65 +2354,45 @@
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-    "BusOutputAsStruct",
-    "InputConnect",
-    "Interpolate",
-    "LatchByDelayingOutsideSignal",
-    "LatchInputForFeedbackSignals",
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-  "label":"Action Port",
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8486_2423_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8486_2423_d.json
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@@ -69,17 +100,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8486:2426",
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-  "label":"yPrev",
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+  "label":"yDefault",
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+    "TagVisibility",
+    "IconDisplay"
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+   ],
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+  "className":"Simulink.Switch",
+  "icon":"WebViewIcon3",
+  "name":"Switch2",
+  "label":"Switch2",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8486:2428",
+  "inspector":{
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+    "Criteria",
+    "InputSameDT",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "RndMeth",
+    "SaturateOnIntegerOverflow",
+    "AllowDiffInputSizes",
+    "SampleTime",
+    "Threshold",
+    "ZeroCross"
+   ],
+   "values":[
+    "u2 ~= 0",
+    "off",
+    "[]",
+    "[]",
+    "Inherit: Inherit via back propagation",
+    "off",
+    "Zero",
+    "off",
+    "off",
+    "-1",
+    "0",
+    "on"
+   ],
+   "tabs":[
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+    "Signal Attributes",
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+    9
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+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
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+  "finder":{
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   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"tDeacv",
-  "label":"tDeacv",
+  "name":"yPrev",
+  "label":"yPrev",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8486:2428",
   "inspector":{
    "params":[
@@ -672,7 +654,7 @@
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    "values":[
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@@ -779,32 +761,50 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8486:2434",
-  "className":"Simulink.Constant",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8486:2429",
+  "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"Constant6",
-  "label":"Constant6",
+  "name":"tDeacv",
+  "label":"tDeacv",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8486:2428",
   "inspector":{
    "params":[
-    "Value",
-    "VectorParams1D",
-    "SampleTime",
+    "Port",
+    "IconDisplay",
     "OutMin",
     "OutMax",
     "OutDataTypeStr",
     "LockScale",
-    "FramePeriod"
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "InputConnect",
+    "Interpolate",
+    "LatchByDelayingOutsideSignal",
+    "LatchInputForFeedbackSignals",
+    "OutputFunctionCall"
    ],
    "values":[
     "1",
-    "on",
-    "inf",
+    "Port number",
     "[]",
     "[]",
-    "uint16",
+    "Inherit: auto",
     "off",
-    "inf"
+    "inherit",
+    "-1",
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@@ -813,8 +813,8 @@
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@@ -823,7 +823,7 @@
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8486_2428_d.png b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8486_2428_d.png
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@@ -959,7 +1021,7 @@
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-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10020",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
+  "name":"From9",
+  "label":"From9",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
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    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "b_toTrqMod",
-    "local",
+    "VqFinPrev",
     "Tag"
    ],
    "tabs":[
@@ -368,26 +349,24 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8645",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10017",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto3",
-  "label":"Goto3",
+  "name":"From8",
+  "label":"From8",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "z_ctrlModReq",
-    "local",
+    "z_ctrlMod",
     "Tag"
    ],
    "tabs":[
@@ -401,26 +380,24 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10019",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8636",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto12",
-  "label":"Goto12",
+  "name":"From7",
+  "label":"From7",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "VqFinPrev",
-    "local",
+    "b_toTrqMod",
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@@ -434,26 +411,24 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8640",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8633",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto1",
-  "label":"Goto1",
+  "name":"From4",
+  "label":"From4",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "b_toOpen",
-    "local",
+    "b_motEna",
     "Tag"
    ],
    "tabs":[
@@ -467,26 +442,24 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8639",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10028",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto",
-  "label":"Goto",
+  "name":"From24",
+  "label":"From24",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "z_ctrlMod",
-    "local",
+    "r_inpTgtSca",
     "Tag"
    ],
    "tabs":[
@@ -500,16 +473,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10017",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9996",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From8",
-  "label":"From8",
+  "name":"From23",
+  "label":"From23",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
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@@ -517,7 +490,7 @@
     "IconDisplay"
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    "values":[
-    "z_ctrlMod",
+    "r_inpTgt",
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@@ -536,19 +509,21 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8633",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8650",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From4",
-  "label":"From4",
+  "name":"Goto8",
+  "label":"Goto8",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "b_motEna",
+    "b_errFlag",
+    "local",
     "Tag"
    ],
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@@ -562,16 +537,16 @@
   "obj_viewer":[
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-   "blocktype":"From",
+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8632",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9995",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From3",
-  "label":"From3",
+  "name":"From21",
+  "label":"From21",
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    "params":[
@@ -579,7 +554,7 @@
     "IconDisplay"
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    "values":[
-    "z_ctrlModPrev",
+    "z_ctrlModReq",
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@@ -598,19 +573,21 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10028",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10023",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From24",
-  "label":"From24",
+  "name":"Goto13",
+  "label":"Goto13",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "r_inpTgtSca",
+    "r_inpTgt",
+    "local",
     "Tag"
    ],
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@@ -624,16 +601,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8643",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8639",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto2",
-  "label":"Goto2",
+  "name":"Goto",
+  "label":"Goto",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
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@@ -642,7 +619,7 @@
     "IconDisplay"
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    "values":[
-    "b_toActive",
+    "z_ctrlMod",
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     "Tag"
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@@ -662,11 +639,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9996",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9994",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From23",
-  "label":"From23",
+  "name":"From20",
+  "label":"From20",
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@@ -674,7 +651,7 @@
     "IconDisplay"
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-    "r_inpTgt",
+    "z_ctrlTypSel",
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@@ -693,11 +670,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8630",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8628",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From2",
-  "label":"From2",
+  "name":"From12",
+  "label":"From12",
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   "inspector":{
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@@ -705,7 +682,7 @@
     "IconDisplay"
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    "values":[
-    "b_toSpdMod",
+    "b_errFlag",
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@@ -724,11 +701,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10023",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8640",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto13",
-  "label":"Goto13",
+  "name":"Goto1",
+  "label":"Goto1",
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   "inspector":{
    "params":[
@@ -737,7 +714,7 @@
     "IconDisplay"
    ],
    "values":[
-    "r_inpTgt",
+    "b_toOpen",
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@@ -788,21 +765,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9997",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8635",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto19",
-  "label":"Goto19",
+  "name":"From6",
+  "label":"From6",
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "r_inpTgtSca",
-    "local",
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     "Tag"
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@@ -816,24 +791,26 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8624",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8645",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From",
-  "label":"From",
+  "name":"Goto3",
+  "label":"Goto3",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "b_toActive",
+    "z_ctrlModReq",
+    "local",
     "Tag"
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@@ -847,16 +824,16 @@
   "obj_viewer":[
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-   "blocktype":"From",
+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8636",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8624",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From7",
-  "label":"From7",
+  "name":"From",
+  "label":"From",
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   "inspector":{
    "params":[
@@ -864,7 +841,7 @@
     "IconDisplay"
    ],
    "values":[
-    "b_toTrqMod",
+    "b_toActive",
     "Tag"
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@@ -883,11 +860,11 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9995",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8625",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From21",
-  "label":"From21",
+  "name":"From1",
+  "label":"From1",
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   "inspector":{
    "params":[
@@ -895,7 +872,7 @@
     "IconDisplay"
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    "values":[
-    "z_ctrlModReq",
+    "b_toOpen",
     "Tag"
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@@ -914,11 +891,44 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9953",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9423",
+  "className":"Simulink.Goto",
+  "icon":"WebViewIcon3",
+  "name":"Goto7",
+  "label":"Goto7",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
+  "inspector":{
+   "params":[
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
+   ],
+   "values":[
+    "b_motStdStill",
+    "local",
+    "Tag"
+   ],
+   "tabs":[
+    "Parameter Attributes"
+   ],
+   "tabs_idx":0
+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
+  },
+  "obj_viewer":[
+  ],
+  "finder":{
+   "blocktype":"Goto",
+   "masktype":""
+  }
+ },
+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8603",
   "className":"Simulink.SubSystem",
-  "icon":"WebViewIcon1",
-  "name":"F03_03_Input_Target_Synthesis",
-  "label":"F03_03_Input_Target_Synthesis",
+  "icon":"WebViewIcon6",
+  "name":"F03_02_Control_Mode_Manager",
+  "label":"F03_02_Control_Mode_Manager",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
@@ -959,9 +969,9 @@
    "values":[
     "FromPortIcon",
     "ReadWrite",
-    "",
-    "All",
-    "off",
+    "Stateflow.Translate.translate",
+    "ExplicitOnly",
+    "on",
     "on",
     "",
     "",
@@ -970,7 +980,7 @@
     "void_void",
     "off",
     "off",
-    "on",
+    "off",
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     "off",
     "",
@@ -1011,11 +1021,11 @@
   }
  },
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8603",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9953",
   "className":"Simulink.SubSystem",
-  "icon":"WebViewIcon6",
-  "name":"F03_02_Control_Mode_Manager",
-  "label":"F03_02_Control_Mode_Manager",
+  "icon":"WebViewIcon1",
+  "name":"F03_03_Input_Target_Synthesis",
+  "label":"F03_03_Input_Target_Synthesis",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
@@ -1056,9 +1066,9 @@
    "values":[
     "FromPortIcon",
     "ReadWrite",
-    "Stateflow.Translate.translate",
-    "ExplicitOnly",
-    "on",
+    "",
+    "All",
+    "off",
     "on",
     "",
     "",
@@ -1067,7 +1077,7 @@
     "void_void",
     "off",
     "off",
-    "off",
+    "on",
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@@ -1107,39 +1117,6 @@
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-  "className":"Simulink.Goto",
-  "icon":"WebViewIcon3",
-  "name":"Goto16",
-  "label":"Goto16",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
-  "inspector":{
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-    "TagVisibility",
-    "IconDisplay"
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-   "values":[
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-  },
-  "viewer":{
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@@ -1238,11 +1215,42 @@
   }
  },
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10022",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10256",
+  "className":"Simulink.ActionPort",
+  "icon":"WebViewIcon3",
+  "name":"Action Port",
+  "label":"Action Port",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
+  "inspector":{
+   "params":[
+    "InitializeStates",
+    "PropagateVarSize"
+   ],
+   "values":[
+    "held",
+    "Only when execution is resumed"
+   ],
+   "tabs":[
+    "Parameter Attributes"
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+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
+  },
+  "obj_viewer":[
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+  "finder":{
+   "blocktype":"ActionPort",
+   "masktype":""
+  }
+ },
+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10018",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"r_inpTgt",
-  "label":"r_inpTgt",
+  "name":"VqFinPrev",
+  "label":"VqFinPrev",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
@@ -1265,7 +1273,7 @@
     "OutputFunctionCall"
    ],
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-    "6",
+    "7",
     "Port number",
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     "[]",
@@ -1305,11 +1313,44 @@
   }
  },
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10018",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9997",
+  "className":"Simulink.Goto",
+  "icon":"WebViewIcon3",
+  "name":"Goto19",
+  "label":"Goto19",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
+  "inspector":{
+   "params":[
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
+   ],
+   "values":[
+    "r_inpTgtSca",
+    "local",
+    "Tag"
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+    "Parameter Attributes"
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+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
+  },
+  "obj_viewer":[
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+  "finder":{
+   "blocktype":"Goto",
+   "masktype":""
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10022",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"VqFinPrev",
-  "label":"VqFinPrev",
+  "name":"r_inpTgt",
+  "label":"r_inpTgt",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
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@@ -1332,7 +1373,7 @@
     "OutputFunctionCall"
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-    "7",
+    "6",
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@@ -1372,11 +1413,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8650",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8651",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto8",
-  "label":"Goto8",
+  "name":"Goto9",
+  "label":"Goto9",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
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@@ -1385,7 +1426,7 @@
     "IconDisplay"
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-    "b_errFlag",
+    "b_motEna",
     "local",
     "Tag"
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@@ -1405,11 +1446,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8539",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10021",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"z_ctrlModReq",
-  "label":"z_ctrlModReq",
+  "name":"z_ctrlTypSel",
+  "label":"z_ctrlTypSel",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
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@@ -1432,7 +1473,7 @@
     "OutputFunctionCall"
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-    "5",
+    "4",
     "Port number",
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@@ -1472,19 +1513,21 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8628",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10019",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From12",
-  "label":"From12",
+  "name":"Goto12",
+  "label":"Goto12",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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-    "b_errFlag",
+    "VqFinPrev",
+    "local",
     "Tag"
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@@ -1498,25 +1541,25 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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+  "className":"Simulink.From",
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-  "name":"Action Port",
-  "label":"Action Port",
+  "name":"From2",
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   "inspector":{
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-    "PropagateVarSize"
+    "GotoTag",
+    "IconDisplay"
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@@ -1529,16 +1572,16 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8537",
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   "icon":"WebViewIcon3",
-  "name":"z_ctrlTypSel",
-  "label":"z_ctrlTypSel",
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@@ -1561,7 +1604,7 @@
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@@ -1601,11 +1644,61 @@
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+  "icon":"WebViewIcon3",
+  "name":"UnitDelay1",
+  "label":"UnitDelay1",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
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+    "SampleTime",
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+    "StateSignalObject",
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@@ -1628,7 +1721,7 @@
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@@ -1668,73 +1761,11 @@
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-  "label":"b_motStdStill",
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@@ -1757,7 +1788,7 @@
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@@ -1797,19 +1828,21 @@
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-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8642",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From1",
-  "label":"From1",
+  "name":"Goto16",
+  "label":"Goto16",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8535",
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     "GotoTag",
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     "IconDisplay"
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+    "z_ctrlModPrev",
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     "Tag"
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@@ -1823,16 +1856,16 @@
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   "icon":"WebViewIcon3",
-  "name":"b_errFlag",
-  "label":"b_errFlag",
+  "name":"z_ctrlModReq",
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@@ -1855,7 +1888,7 @@
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@@ -1895,11 +1928,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8635",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8632",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From6",
-  "label":"From6",
+  "name":"From3",
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@@ -1907,7 +1940,7 @@
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index e5773cb..871e0db 100644
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-  "label":"constant8",
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-    "inf",
+    "2",
+    "Port number",
     "[]",
     "[]",
-    "Inherit: Inherit via back propagation",
+    "Inherit: auto",
     "off",
-    "inf"
+    "inherit",
+    "-1",
+    "Inherit",
+    "-1",
+    "auto",
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+    "0",
+    "off",
+    "reset",
+    "off",
+    "0",
+    "",
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+    "Dialog",
+    "Auto",
+    "off"
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     "Main",
@@ -717,8 +887,8 @@
    ],
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     0,
-    3,
-    7
+    2,
+    11
    ]
   },
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@@ -727,49 +897,16 @@
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   "finder":{
-   "blocktype":"Constant",
+   "blocktype":"Outport",
    "masktype":""
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8571",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8580",
+  "className":"Simulink.RelationalOperator",
   "icon":"WebViewIcon3",
-  "name":"Goto6",
-  "label":"Goto6",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
-  "inspector":{
-   "params":[
-    "GotoTag",
-    "TagVisibility",
-    "IconDisplay"
-   ],
-   "values":[
-    "b_toOpen",
-    "local",
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-   ],
-   "tabs":[
-    "Parameter Attributes"
-   ],
-   "tabs_idx":0
-  },
-  "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
-  },
-  "obj_viewer":[
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-  "finder":{
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8581",
-  "className":"Simulink.RelationalOperator",
-  "icon":"WebViewIcon3",
-  "name":"Relational Operator10",
-  "label":"Relational Operator10",
+  "name":"Relational Operator1",
+  "label":"Relational Operator1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
@@ -810,11 +947,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8568",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8572",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto3",
-  "label":"Goto3",
+  "name":"Goto8",
+  "label":"Goto8",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
@@ -823,7 +960,7 @@
     "IconDisplay"
    ],
    "values":[
-    "z_ctrlModReq",
+    "b_errFlag",
     "local",
     "Tag"
    ],
@@ -843,11 +980,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8573",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9421",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto9",
-  "label":"Goto9",
+  "name":"Goto7",
+  "label":"Goto7",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
@@ -856,7 +993,7 @@
     "IconDisplay"
    ],
    "values":[
-    "b_motEna",
+    "b_motStdStill",
     "local",
     "Tag"
    ],
@@ -876,19 +1013,21 @@
   }
  },
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8564",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8568",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From9",
-  "label":"From9",
+  "name":"Goto3",
+  "label":"Goto3",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
     "z_ctrlModReq",
+    "local",
     "Tag"
    ],
    "tabs":[
@@ -902,26 +1041,24 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"Goto",
    "masktype":""
   }
  },
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8566",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8563",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto2",
-  "label":"Goto2",
+  "name":"From8",
+  "label":"From8",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "b_toTrqMod",
-    "local",
+    "b_toOpen",
     "Tag"
    ],
    "tabs":[
@@ -935,71 +1072,24 @@
   "obj_viewer":[
   ],
   "finder":{
-   "blocktype":"Goto",
-   "masktype":""
-  }
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- {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8583",
-  "className":"Simulink.RelationalOperator",
-  "icon":"WebViewIcon3",
-  "name":"Relational Operator2",
-  "label":"Relational Operator2",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
-  "inspector":{
-   "params":[
-    "Operator",
-    "InputSameDT",
-    "OutDataTypeStr",
-    "RndMeth",
-    "SampleTime",
-    "ZeroCross"
-   ],
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-    "~=",
-    "off",
-    "boolean",
-    "Simplest",
-    "-1",
-    "on"
-   ],
-   "tabs":[
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-    "Data Type",
-    "-Other"
-   ],
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-    1,
-    4
-   ]
-  },
-  "viewer":{
-   "jshandler":"webview/handlers/ElementHandler"
-  },
-  "obj_viewer":[
-  ],
-  "finder":{
-   "blocktype":"RelationalOperator",
+   "blocktype":"From",
    "masktype":""
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8569",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9419",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto4",
-  "label":"Goto4",
+  "name":"From7",
+  "label":"From7",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "b_toActive",
-    "local",
+    "b_motStdStill",
     "Tag"
    ],
    "tabs":[
@@ -1013,16 +1103,16 @@
   "obj_viewer":[
   ],
   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
    "masktype":""
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8561",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8559",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From5",
-  "label":"From5",
+  "name":"From3",
+  "label":"From3",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
@@ -1030,7 +1120,7 @@
     "IconDisplay"
    ],
    "values":[
-    "b_toOpen",
+    "z_ctrlModReq",
     "Tag"
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    "tabs":[
@@ -1049,74 +1139,27 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8599",
-  "className":"Simulink.Outport",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8570",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"b_toSpdMod",
-  "label":"b_toSpdMod",
+  "name":"Goto5",
+  "label":"Goto5",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
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-    "Port",
-    "IconDisplay",
-    "OutMin",
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-    "LockScale",
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-    "PortDimensions",
-    "VarSizeSig",
-    "SampleTime",
-    "SignalType",
-    "BusOutputAsStruct",
-    "EnsureOutportIsVirtual",
-    "InitialOutput",
-    "MustResolveToSignalObject",
-    "OutputWhenDisabled",
-    "OutputWhenUnConnected",
-    "OutputWhenUnconnectedValue",
-    "SignalName",
-    "SignalObject",
-    "SourceOfInitialOutputValue",
-    "StorageClass",
-    "VectorParamsAs1DForOutWhenUnconnected"
+    "GotoTag",
+    "TagVisibility",
+    "IconDisplay"
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-    "Port number",
-    "[]",
-    "[]",
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-    "reset",
-    "off",
-    "0",
-    "",
-    [
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-    "Dialog",
-    "Auto",
-    "off"
+    "b_toSpdMod",
+    "local",
+    "Tag"
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-    "Main",
-    "Signal Attributes",
-    "-Other"
+    "Parameter Attributes"
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-    2,
-    11
-   ]
+   "tabs_idx":0
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   "viewer":{
    "jshandler":"webview/handlers/ElementHandler"
@@ -1124,7 +1167,7 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Outport",
+   "blocktype":"Goto",
    "masktype":""
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@@ -1174,11 +1217,11 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8563",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8556",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From8",
-  "label":"From8",
+  "name":"From13",
+  "label":"From13",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
@@ -1186,7 +1229,7 @@
     "IconDisplay"
    ],
    "values":[
-    "b_toOpen",
+    "z_ctrlModReq",
     "Tag"
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@@ -1205,21 +1248,19 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8572",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8555",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto8",
-  "label":"Goto8",
+  "name":"From12",
+  "label":"From12",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "b_errFlag",
-    "local",
+    "z_ctrlModPrev",
     "Tag"
    ],
    "tabs":[
@@ -1233,16 +1274,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
    "masktype":""
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8560",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8554",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From4",
-  "label":"From4",
+  "name":"From10",
+  "label":"From10",
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   "inspector":{
    "params":[
@@ -1250,7 +1291,7 @@
     "IconDisplay"
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    "values":[
-    "z_ctrlModReq",
+    "b_motEna",
     "Tag"
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@@ -1269,11 +1310,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8559",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8553",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From3",
-  "label":"From3",
+  "name":"From1",
+  "label":"From1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
@@ -1281,38 +1322,7 @@
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-    "Tag"
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-    "Parameter Attributes"
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-  "className":"Simulink.From",
-  "icon":"WebViewIcon3",
-  "name":"From2",
-  "label":"From2",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
-  "inspector":{
-   "params":[
-    "GotoTag",
-    "IconDisplay"
-   ],
-   "values":[
-    "b_toTrqMod",
+    "b_toActive",
     "Tag"
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    "tabs":[
@@ -1331,38 +1341,60 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8587",
-  "className":"Simulink.RelationalOperator",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8551",
+  "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"Relational Operator6",
-  "label":"Relational Operator6",
+  "name":"z_ctrlModPrev",
+  "label":"z_ctrlModPrev",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
-    "Operator",
-    "InputSameDT",
+    "Port",
+    "IconDisplay",
+    "OutMin",
+    "OutMax",
     "OutDataTypeStr",
-    "RndMeth",
+    "LockScale",
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
     "SampleTime",
-    "ZeroCross"
+    "SignalType",
+    "BusOutputAsStruct",
+    "InputConnect",
+    "Interpolate",
+    "LatchByDelayingOutsideSignal",
+    "LatchInputForFeedbackSignals",
+    "OutputFunctionCall"
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    "values":[
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+    "Port number",
+    "[]",
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+    "inherit",
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+    2,
+    11
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@@ -1371,49 +1403,16 @@
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-   "masktype":""
-  }
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- {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8570",
-  "className":"Simulink.Goto",
-  "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
-  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
-  "inspector":{
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-    "GotoTag",
-    "TagVisibility",
-    "IconDisplay"
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-    "local",
-    "Tag"
-   ],
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-   "jshandler":"webview/handlers/ElementHandler"
-  },
-  "obj_viewer":[
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-  "finder":{
-   "blocktype":"Goto",
+   "blocktype":"Inport",
    "masktype":""
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8556",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8552",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From13",
-  "label":"From13",
+  "name":"From",
+  "label":"From",
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@@ -1421,7 +1420,7 @@
     "IconDisplay"
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-    "z_ctrlModReq",
+    "b_errFlag",
     "Tag"
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@@ -1440,25 +1439,61 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8554",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8549",
+  "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"From10",
-  "label":"From10",
+  "name":"z_ctrlModReq",
+  "label":"z_ctrlModReq",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "Port",
+    "IconDisplay",
+    "OutMin",
+    "OutMax",
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+    "LockScale",
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "InputConnect",
+    "Interpolate",
+    "LatchByDelayingOutsideSignal",
+    "LatchInputForFeedbackSignals",
+    "OutputFunctionCall"
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    "values":[
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+    "4",
+    "Port number",
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+    2,
+    11
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@@ -1466,16 +1501,16 @@
   "obj_viewer":[
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-   "blocktype":"From",
+   "blocktype":"Inport",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8562",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8560",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From6",
-  "label":"From6",
+  "name":"From4",
+  "label":"From4",
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   "inspector":{
    "params":[
@@ -1483,7 +1518,7 @@
     "IconDisplay"
    ],
    "values":[
-    "b_toSpdMod",
+    "z_ctrlModReq",
     "Tag"
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@@ -1502,11 +1537,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8553",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8564",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From1",
-  "label":"From1",
+  "name":"From9",
+  "label":"From9",
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@@ -1514,7 +1549,7 @@
     "IconDisplay"
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-    "b_toActive",
+    "z_ctrlModReq",
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@@ -1533,27 +1568,43 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8565",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8592",
+  "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"Goto1",
-  "label":"Goto1",
+  "name":"constant5",
+  "label":"constant5",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8546",
   "inspector":{
    "params":[
-    "GotoTag",
-    "TagVisibility",
-    "IconDisplay"
+    "Value",
+    "VectorParams1D",
+    "SampleTime",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "FramePeriod"
    ],
    "values":[
-    "z_ctrlModPrev",
-    "local",
-    "Tag"
+    "VLT_MODE",
+    "on",
+    "inf",
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+    "Inherit: Inherit via back propagation",
+    "off",
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+    "Main",
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+    7
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@@ -1561,16 +1612,16 @@
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-   "blocktype":"Goto",
+   "blocktype":"Constant",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8551",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8548",
   "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"z_ctrlModPrev",
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8603_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8603_d.json
index 5c344d6..0e31ae5 100644
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index 1788a44..4841cad 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8658_d.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8658_d.json
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@@ -1181,21 +1126,40 @@
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@@ -1463,11 +1378,11 @@
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@@ -1552,7 +1531,7 @@
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-  "name":"Goto29",
-  "label":"Goto29",
+  "name":"Goto23",
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@@ -1783,7 +1762,7 @@
     "IconDisplay"
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@@ -1803,11 +1782,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8838",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10703",
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   "icon":"WebViewIcon3",
-  "name":"Goto18",
-  "label":"Goto18",
+  "name":"Goto20",
+  "label":"Goto20",
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@@ -1816,7 +1795,7 @@
     "IconDisplay"
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-    "Vd_min",
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@@ -1836,11 +1815,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8837",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10171",
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   "icon":"WebViewIcon3",
-  "name":"Goto17",
-  "label":"Goto17",
+  "name":"Goto2",
+  "label":"Goto2",
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@@ -1849,7 +1828,7 @@
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+    "id_Tgt",
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@@ -1869,11 +1848,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10360",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8839",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto16",
-  "label":"Goto16",
+  "name":"Goto19",
+  "label":"Goto19",
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@@ -1882,7 +1861,7 @@
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+    "id_max",
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@@ -1902,11 +1881,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10687",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8838",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto14",
-  "label":"Goto14",
+  "name":"Goto18",
+  "label":"Goto18",
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@@ -1915,7 +1894,7 @@
     "IconDisplay"
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-    "n_motAbs",
+    "Vd_min",
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@@ -1935,11 +1914,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10686",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10728",
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   "icon":"WebViewIcon3",
-  "name":"Goto12",
-  "label":"Goto12",
+  "name":"Goto30",
+  "label":"Goto30",
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@@ -1948,7 +1927,7 @@
     "IconDisplay"
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+    "r_nLimProtMax",
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@@ -1968,11 +1947,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8843",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10448",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto22",
-  "label":"Goto22",
+  "name":"Goto11",
+  "label":"Goto11",
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@@ -1981,7 +1960,7 @@
     "IconDisplay"
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    "values":[
-    "r_fieldWeak",
+    "VdPrev",
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     "Tag"
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@@ -2001,11 +1980,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10448",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10395",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto11",
-  "label":"Goto11",
+  "name":"Goto10",
+  "label":"Goto10",
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@@ -2014,7 +1993,7 @@
     "IconDisplay"
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+    "Vq",
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@@ -2067,11 +2046,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10359",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10394",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
+  "name":"Goto",
+  "label":"Goto",
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@@ -2080,7 +2059,7 @@
     "IconDisplay"
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    "values":[
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+    "Vd",
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@@ -2100,21 +2079,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10394",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8826",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto",
-  "label":"Goto",
+  "name":"From71",
+  "label":"From71",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "Vd",
-    "local",
+    "id",
     "Tag"
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    "tabs":[
@@ -2128,25 +2105,25 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"From",
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   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10428",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9023",
+  "className":"Simulink.Mux",
   "icon":"WebViewIcon3",
-  "name":"From7",
-  "label":"From7",
+  "name":"Mux1",
+  "label":"Mux1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "Inputs",
+    "DisplayOption"
    ],
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-    "Tag"
+    "2",
+    "bar"
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     "Parameter Attributes"
@@ -2159,26 +2136,24 @@
   "obj_viewer":[
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   "finder":{
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8862",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10428",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto7",
-  "label":"Goto7",
+  "name":"From7",
+  "label":"From7",
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   "inspector":{
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     "GotoTag",
-    "TagVisibility",
     "IconDisplay"
    ],
    "values":[
-    "Vq_min",
-    "local",
+    "id",
     "Tag"
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@@ -2192,7 +2167,7 @@
   "obj_viewer":[
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-   "blocktype":"Goto",
+   "blocktype":"From",
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@@ -2259,11 +2234,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10433",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10441",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From57",
-  "label":"From57",
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@@ -2271,7 +2246,7 @@
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@@ -2290,11 +2265,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8815",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From56",
-  "label":"From56",
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@@ -2302,7 +2277,7 @@
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@@ -2321,19 +2296,21 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8850",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From55",
-  "label":"From55",
+  "name":"Goto29",
+  "label":"Goto29",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
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     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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@@ -2347,26 +2324,24 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10395",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10440",
+  "className":"Simulink.From",
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-  "name":"Goto10",
-  "label":"Goto10",
+  "name":"From59",
+  "label":"From59",
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     "IconDisplay"
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@@ -2380,16 +2355,16 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10440",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10434",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From59",
-  "label":"From59",
+  "name":"From58",
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@@ -2397,7 +2372,7 @@
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+    "id_min",
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@@ -2416,19 +2391,21 @@
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-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10359",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From53",
-  "label":"From53",
+  "name":"Goto5",
+  "label":"Goto5",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "Vd_max",
+    "task3",
+    "local",
     "Tag"
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@@ -2442,24 +2419,26 @@
   "obj_viewer":[
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8807",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8843",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From52",
-  "label":"From52",
+  "name":"Goto22",
+  "label":"Goto22",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "id_TgtAbs",
+    "r_fieldWeak",
+    "local",
     "Tag"
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@@ -2473,16 +2452,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10362",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10433",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From5",
-  "label":"From5",
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@@ -2490,7 +2469,7 @@
     "IconDisplay"
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+    "id_max",
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@@ -2509,11 +2488,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10743",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8810",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From47",
-  "label":"From47",
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+  "label":"From55",
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@@ -2521,7 +2500,7 @@
     "IconDisplay"
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-    "r_inpTgtScaAbs",
+    "Vd_max",
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@@ -2540,11 +2519,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10439",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10432",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From64",
-  "label":"From64",
+  "name":"From54",
+  "label":"From54",
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@@ -2552,7 +2531,7 @@
     "IconDisplay"
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    "values":[
-    "Vq_nLimProtMax",
+    "Vd_min",
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@@ -2571,21 +2550,19 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10728",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10431",
+  "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"Goto30",
-  "label":"Goto30",
+  "name":"From53",
+  "label":"From53",
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-    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "r_nLimProtMax",
-    "local",
+    "Vd_max",
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    "tabs":[
@@ -2599,24 +2576,26 @@
   "obj_viewer":[
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-   "blocktype":"Goto",
+   "blocktype":"From",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10726",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8842",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From44",
-  "label":"From44",
+  "name":"Goto21",
+  "label":"Goto21",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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    "values":[
-    "r_iqLimProtMax",
+    "a_elecAngle",
+    "local",
     "Tag"
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@@ -2630,16 +2609,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8807",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From45",
-  "label":"From45",
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@@ -2647,7 +2626,7 @@
     "IconDisplay"
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+    "id_TgtAbs",
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@@ -2666,11 +2645,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8796",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10362",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From41",
-  "label":"From41",
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@@ -2678,7 +2657,7 @@
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-    "Vq_max",
+    "task2",
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@@ -2697,19 +2676,21 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10707",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8864",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"From39",
-  "label":"From39",
+  "name":"Goto9",
+  "label":"Goto9",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
     "GotoTag",
+    "TagVisibility",
     "IconDisplay"
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-    "r_inpTgtScaAbs",
+    "n_mot",
+    "local",
     "Tag"
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@@ -2723,16 +2704,16 @@
   "obj_viewer":[
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+   "blocktype":"Goto",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10445",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10743",
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   "icon":"WebViewIcon3",
-  "name":"From36",
-  "label":"From36",
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@@ -2740,7 +2721,7 @@
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@@ -2759,11 +2740,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8798",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8806",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From43",
-  "label":"From43",
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@@ -2771,7 +2752,7 @@
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@@ -2790,11 +2771,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10726",
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-  "name":"From34",
-  "label":"From34",
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@@ -2802,7 +2783,7 @@
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@@ -2821,11 +2802,11 @@
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-  "label":"From33",
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@@ -2833,7 +2814,7 @@
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-  "name":"From40",
-  "label":"From40",
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@@ -2864,7 +2845,7 @@
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@@ -2883,11 +2864,11 @@
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-  "name":"From28",
-  "label":"From28",
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@@ -2895,7 +2876,7 @@
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-  "label":"From27",
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-  "name":"From26",
-  "label":"From26",
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@@ -2957,7 +2938,7 @@
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@@ -2988,7 +2969,7 @@
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-  "name":"From2",
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-  "name":"From19",
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-  "label":"From16",
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+  "label":"Goto27",
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@@ -3095,24 +3078,26 @@
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-  "label":"From38",
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+  "label":"Goto3",
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@@ -3236,7 +3223,7 @@
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@@ -3255,42 +3242,11 @@
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@@ -3298,7 +3254,7 @@
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@@ -3488,7 +3459,7 @@
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-  "label":"From20",
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@@ -3519,7 +3490,7 @@
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-  "label":"From42",
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@@ -3550,7 +3521,7 @@
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@@ -3853,7 +3668,7 @@
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@@ -3898,32 +3715,42 @@
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@@ -3931,26 +3758,24 @@
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@@ -3964,40 +3789,90 @@
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@@ -4006,29 +3881,31 @@
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@@ -4042,66 +3919,30 @@
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@@ -4109,24 +3950,26 @@
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-  "label":"From60",
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@@ -4140,66 +3983,30 @@
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@@ -4207,16 +4014,16 @@
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   "icon":"WebViewIcon1",
-  "name":"FOC",
-  "label":"FOC",
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@@ -4255,42 +4062,200 @@
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@@ -4299,31 +4264,29 @@
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@@ -4337,16 +4300,16 @@
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@@ -4354,7 +4317,7 @@
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@@ -4399,66 +4364,30 @@
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@@ -4498,7 +4427,7 @@
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@@ -4538,11 +4467,11 @@
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@@ -4550,7 +4479,7 @@
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@@ -4569,54 +4498,11 @@
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@@ -4639,7 +4525,7 @@
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@@ -4679,25 +4565,61 @@
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@@ -4722,7 +4644,7 @@
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@@ -4818,7 +4757,7 @@
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-  "label":"r_inpTgtSca",
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@@ -4918,7 +4824,7 @@
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@@ -4958,11 +4864,11 @@
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@@ -4989,54 +4895,19 @@
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-  "label":"Goto32",
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@@ -5050,26 +4921,24 @@
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@@ -5083,16 +4952,16 @@
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@@ -5115,7 +4984,7 @@
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@@ -5183,16 +5081,16 @@
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-  "name":"task2",
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@@ -5215,7 +5113,7 @@
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@@ -5255,42 +5153,11 @@
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-  "name":"b_enaAdvCtrl",
-  "label":"b_enaAdvCtrl",
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@@ -5313,7 +5180,7 @@
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@@ -5379,26 +5248,24 @@
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@@ -5412,16 +5279,16 @@
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-  "name":"From31",
-  "label":"From31",
+  "name":"From37",
+  "label":"From37",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
@@ -5429,7 +5296,7 @@
     "IconDisplay"
    ],
    "values":[
-    "iq",
+    "iqAbs",
     "Tag"
    ],
    "tabs":[
@@ -5448,11 +5315,108 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8806",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8726",
+  "className":"Simulink.SubSystem",
+  "icon":"WebViewIcon1",
+  "name":"Current_Filtering",
+  "label":"Current_Filtering",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
+  "inspector":{
+   "params":[
+    "ShowPortLabels",
+    "Permissions",
+    "ErrorFcn",
+    "PermitHierarchicalResolution",
+    "TreatAsAtomicUnit",
+    "TreatAsGroupedWhenPropagatingVariantConditions",
+    "ActiveVariant",
+    "ActiveVariantBlock",
+    "AllowZeroVariantControls",
+    "BlockChoice",
+    "FunctionInterfaceSpec",
+    "FunctionWithSeparateData",
+    "GeneratePreprocessorConditionals",
+    "IsSubsystemVirtual",
+    "MemberBlocks",
+    "MinAlgLoopOccurrences",
+    "OverrideUsingVariant",
+    "PropExecContextOutsideSubsystem",
+    "PropagateVariantConditions",
+    "RTWFcnName",
+    "RTWFcnNameOpts",
+    "RTWFileName",
+    "RTWFileNameOpts",
+    "RTWMemSecDataConstants",
+    "RTWMemSecDataInternal",
+    "RTWMemSecDataParameters",
+    "RTWMemSecFuncExecute",
+    "RTWMemSecFuncInitTerm",
+    "RTWSystemCode",
+    "SystemSampleTime",
+    "TemplateBlock",
+    "Variant",
+    "VariantControl"
+   ],
+   "values":[
+    "FromPortIcon",
+    "ReadWrite",
+    "",
+    "All",
+    "off",
+    "on",
+    "",
+    "",
+    "off",
+    "",
+    "void_void",
+    "off",
+    "off",
+    "off",
+    "",
+    "off",
+    "",
+    "off",
+    "off",
+    "",
+    "Auto",
+    "",
+    "Auto",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Auto",
+    "-1",
+    "",
+    "off",
+    ""
+   ],
+   "tabs":[
+    "Main",
+    "-Other"
+   ],
+   "tabs_idx":[
+    0,
+    6
+   ]
+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ContainerHandler"
+  },
+  "obj_viewer":[
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+  "finder":{
+   "blocktype":"SubSystem",
+   "masktype":""
+  }
+ },
+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10435",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From50",
-  "label":"From50",
+  "name":"From",
+  "label":"From",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
@@ -5460,7 +5424,7 @@
     "IconDisplay"
    ],
    "values":[
-    "Vq",
+    "r_inpTgtSca",
     "Tag"
    ],
    "tabs":[
@@ -5479,25 +5443,61 @@
   }
  },
  {
-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8787",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10357",
+  "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"From32",
-  "label":"From32",
+  "name":"task2",
+  "label":"task2",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8658",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "Port",
+    "IconDisplay",
+    "OutMin",
+    "OutMax",
+    "OutDataTypeStr",
+    "LockScale",
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "InputConnect",
+    "Interpolate",
+    "LatchByDelayingOutsideSignal",
+    "LatchInputForFeedbackSignals",
+    "OutputFunctionCall"
    ],
    "values":[
-    "id",
-    "Tag"
+    "4",
+    "Port number",
+    "[]",
+    "[]",
+    "Inherit: auto",
+    "off",
+    "inherit",
+    "-1",
+    "Inherit",
+    "-1",
+    "auto",
+    "off",
+    "",
+    "on",
+    "off",
+    "off",
+    "off"
    ],
    "tabs":[
-    "Parameter Attributes"
+    "Main",
+    "Signal Attributes",
+    "-Other"
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-   "tabs_idx":0
+   "tabs_idx":[
+    0,
+    2,
+    11
+   ]
   },
   "viewer":{
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@@ -5505,7 +5505,7 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"From",
+   "blocktype":"Inport",
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8658_d.png b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8658_d.png
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index d5eac28..dfc1716 100644
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   "icon":"WebViewIcon3",
-  "name":"From8",
-  "label":"From8",
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@@ -1079,7 +982,38 @@
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    "values":[
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+   "tabs":[
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+   "tabs_idx":0
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+  "obj_viewer":[
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+  "finder":{
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+  "icon":"WebViewIcon3",
+  "name":"From",
+  "label":"From",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8668",
+  "inspector":{
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+    "IconDisplay"
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+   "values":[
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    "tabs":[
@@ -1164,6 +1098,39 @@
    "masktype":""
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+  "icon":"WebViewIcon3",
+  "name":"Goto13",
+  "label":"Goto13",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8668",
+  "inspector":{
+   "params":[
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+    "TagVisibility",
+    "IconDisplay"
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+   "values":[
+    "i_phaAB",
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+   "tabs":[
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@@ -1231,6 +1198,39 @@
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8668_d.png b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8668_d.png
index 5e946dba18cc4b7346db993f14205ec215fbad8e..a6224a296a525582adaa92b7850590894bc3dba8 100644
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index 1763ae0..1724c6e 100644
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+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8726_d.json
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-    "TagVisibility",
-    "IconDisplay"
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+   "jshandler":"webview/handlers/ElementHandler"
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8743_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8743_d.json
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-    "FractionDataTypeStr",
-    "OutputBusDataTypeStr",
-    "RndMeth",
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-  "name":"Goto1",
-  "label":"Goto1",
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+  "label":"Goto1",
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-  "label":"Goto8",
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-  "label":"Goto",
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-    "TagVisibility",
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+    "Unit",
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+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
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+    "SignalObject",
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@@ -624,16 +623,16 @@
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@@ -641,7 +640,7 @@
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@@ -660,73 +659,74 @@
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-  "label":"r_cos",
+  "name":"r_cos_M1",
+  "label":"r_cos_M1",
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+    "RndMeth",
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-    "inherit",
-    "-1",
-    "Inherit",
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8866_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_8866_d.json
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-  "label":"Vd_max1",
+  "name":"Goto19",
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-    "VectorParams1D",
-    "SampleTime",
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+    "IconDisplay"
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+  "className":"Simulink.Outport",
+  "icon":"WebViewIcon3",
+  "name":"Vd_min",
+  "label":"Vd_min",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8913",
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     "OutMax",
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+    "Unit",
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+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
+    "SignalName",
+    "SignalObject",
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@@ -1159,8 +1148,8 @@
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@@ -1169,16 +1158,16 @@
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+   "blocktype":"Outport",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10566",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10584",
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   "icon":"WebViewIcon1",
-  "name":"Voltage_Mode_Protection",
-  "label":"Voltage_Mode_Protection",
+  "name":"Speed_Mode_Protection",
+  "label":"Speed_Mode_Protection",
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@@ -1271,91 +1260,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8974",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10696",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto6",
-  "label":"Goto6",
+  "name":"Goto18",
+  "label":"Goto18",
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   "inspector":{
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@@ -1364,7 +1273,7 @@
     "IconDisplay"
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    "values":[
-    "iq_min",
+    "iqAbs",
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     "Tag"
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@@ -1384,27 +1293,33 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8973",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10565",
+  "className":"Simulink.SwitchCase",
   "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
+  "name":"Switch Case",
+  "label":"Switch Case",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8913",
   "inspector":{
    "params":[
-    "GotoTag",
-    "TagVisibility",
-    "IconDisplay"
+    "CaseConditions",
+    "ShowDefaultCase",
+    "SampleTime",
+    "ZeroCross"
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    "values":[
-    "iq_max",
-    "local",
-    "Tag"
+    "{VLT_MODE, SPD_MODE, TRQ_MODE}",
+    "off",
+    "-1",
+    "on"
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@@ -1412,16 +1327,16 @@
   "obj_viewer":[
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   "finder":{
-   "blocktype":"Goto",
+   "blocktype":"SwitchCase",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8971",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10694",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto3",
-  "label":"Goto3",
+  "name":"Goto17",
+  "label":"Goto17",
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   "inspector":{
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@@ -1430,7 +1345,7 @@
     "IconDisplay"
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-    "Vd_min",
+    "n_motAbs",
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     "Tag"
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@@ -1450,11 +1365,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10718",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8969",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto22",
-  "label":"Goto22",
+  "name":"Goto16",
+  "label":"Goto16",
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@@ -1463,7 +1378,7 @@
     "IconDisplay"
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-    "r_iqLimProtMax",
+    "z_ctrlMod",
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     "Tag"
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@@ -1483,11 +1398,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10713",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8963",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto20",
-  "label":"Goto20",
+  "name":"Goto10",
+  "label":"Goto10",
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@@ -1496,7 +1411,7 @@
     "IconDisplay"
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@@ -1516,11 +1431,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8970",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8962",
   "className":"Simulink.Goto",
-  "icon":"WebViewIcon3",
-  "name":"Goto2",
-  "label":"Goto2",
+  "icon":"WebViewIcon3",
+  "name":"Goto1",
+  "label":"Goto1",
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   "inspector":{
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@@ -1529,7 +1444,7 @@
     "IconDisplay"
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     "Tag"
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@@ -1549,11 +1464,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10705",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8961",
   "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Goto19",
-  "label":"Goto19",
+  "name":"Goto",
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@@ -1562,7 +1477,7 @@
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@@ -1582,11 +1497,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9008",
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   "icon":"WebViewIcon3",
-  "name":"Vq_max",
-  "label":"Vq_max",
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+  "label":"r_nLimProtMax",
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@@ -1615,7 +1530,7 @@
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@@ -1628,7 +1543,7 @@
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@@ -1662,126 +1577,74 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8972",
-  "className":"Simulink.Goto",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9017",
+  "className":"Simulink.Outport",
   "icon":"WebViewIcon3",
-  "name":"Goto4",
-  "label":"Goto4",
+  "name":"Vq_nLimProtMax",
+  "label":"Vq_nLimProtMax",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8913",
   "inspector":{
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-    "TagVisibility",
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+    "LockScale",
+    "Unit",
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+    "VarSizeSig",
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+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
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+    11
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@@ -1789,16 +1652,16 @@
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+   "blocktype":"Outport",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8959",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8958",
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   "icon":"WebViewIcon3",
-  "name":"Gain5",
-  "label":"Gain5",
+  "name":"Gain4",
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@@ -1853,27 +1716,53 @@
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   "icon":"WebViewIcon3",
-  "name":"Goto21",
-  "label":"Goto21",
+  "name":"Gain3",
+  "label":"Gain3",
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-    "TagVisibility",
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+    "RndMeth",
+    "SaturateOnIntegerOverflow",
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@@ -1881,57 +1770,79 @@
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-  "className":"Simulink.Gain",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8998",
+  "className":"Simulink.Interpolation_nD",
   "icon":"WebViewIcon3",
-  "name":"Gain3",
-  "label":"Gain3",
+  "name":"Vq_max_M1",
+  "label":"Vq_max_M1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:8913",
   "inspector":{
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-    "Multiplication",
+    "NumberOfTableDimensions",
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+    "InterpMethod",
+    "DiagnosticForOutOfRangeInput",
+    "ValidIndexMayReachLast",
+    "NumSelectionDims",
+    "RemoveProtectionIndex",
+    "TableDataTypeStr",
+    "TableMin",
+    "TableMax",
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+    "InternalRulePriority",
     "LockScale",
     "RndMeth",
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-    "ParamMin",
-    "ParamMax",
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     "SampleTime"
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-    "Zero",
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@@ -1940,7 +1851,7 @@
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@@ -2035,50 +1946,21 @@
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-  "name":"From7",
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-  "label":"From25",
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@@ -2233,7 +1991,7 @@
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@@ -2252,11 +2010,11 @@
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-  "name":"From24",
-  "label":"From24",
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@@ -2264,7 +2022,7 @@
     "IconDisplay"
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@@ -2283,11 +2041,11 @@
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   "icon":"WebViewIcon3",
-  "name":"From2",
-  "label":"From2",
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@@ -2295,7 +2053,7 @@
     "IconDisplay"
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@@ -2314,11 +2072,11 @@
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-  "name":"From13",
-  "label":"From13",
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@@ -2326,7 +2084,7 @@
     "IconDisplay"
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@@ -2345,19 +2103,21 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10816",
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   "icon":"WebViewIcon3",
-  "name":"From11",
-  "label":"From11",
+  "name":"Goto23",
+  "label":"Goto23",
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     "IconDisplay"
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@@ -2371,16 +2131,16 @@
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@@ -2388,7 +2148,7 @@
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@@ -2407,11 +2167,11 @@
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-  "name":"From6",
-  "label":"From6",
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@@ -2419,7 +2179,7 @@
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@@ -2438,11 +2198,11 @@
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@@ -2450,7 +2210,7 @@
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@@ -2469,42 +2229,108 @@
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-  "label":"From18",
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   "viewer":{
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+   "jshandler":"webview/handlers/ContainerHandler"
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@@ -2512,7 +2338,7 @@
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@@ -2531,11 +2357,11 @@
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@@ -2543,7 +2369,7 @@
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@@ -2562,84 +2388,73 @@
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@@ -2647,38 +2462,32 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10565",
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:8970",
+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"Switch Case",
-  "label":"Switch Case",
+  "name":"Goto2",
+  "label":"Goto2",
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-    "ShowDefaultCase",
-    "SampleTime",
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@@ -2686,16 +2495,16 @@
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   "icon":"WebViewIcon3",
-  "name":"iq_min",
-  "label":"iq_min",
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@@ -2724,7 +2533,7 @@
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@@ -2737,7 +2546,7 @@
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@@ -2771,21 +2580,19 @@
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@@ -2799,16 +2606,16 @@
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-  "name":"Goto15",
-  "label":"Goto15",
+  "name":"Goto21",
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@@ -2817,7 +2624,7 @@
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@@ -2837,11 +2644,11 @@
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@@ -2870,7 +2677,7 @@
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@@ -2883,7 +2690,7 @@
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@@ -2917,140 +2724,56 @@
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@@ -3742,7 +3474,7 @@
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@@ -4037,7 +3867,7 @@
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-  "label":"Speed_Mode_Protection",
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@@ -4196,32 +4118,30 @@
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-  "name":"Goto18",
-  "label":"Goto18",
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@@ -4234,57 +4154,55 @@
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@@ -4324,16 +4244,16 @@
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@@ -4396,11 +4316,91 @@
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@@ -4423,7 +4423,7 @@
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@@ -462,11 +529,11 @@
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@@ -474,7 +541,7 @@
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@@ -521,55 +586,47 @@
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-  "name":"iq_limProtErr",
-  "label":"iq_limProtErr",
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+    "Inputs",
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-    "PortDimensions",
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-    "BusOutputAsStruct",
-    "InputConnect",
-    "Interpolate",
-    "LatchByDelayingOutsideSignal",
-    "LatchInputForFeedbackSignals",
-    "OutputFunctionCall"
+    "RndMeth",
+    "SaturateOnIntegerOverflow",
+    "CollapseDim",
+    "CollapseMode",
+    "SampleTime"
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-    "Port number",
+    "round",
+    "|+-",
+    "off",
+    "Inherit: Inherit via internal rule",
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@@ -579,7 +636,7 @@
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@@ -588,130 +645,55 @@
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-  "finder":{
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-  "className":"Simulink.Constant",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9081",
+  "className":"Simulink.Inport",
   "icon":"WebViewIcon3",
-  "name":"cf_nKi",
-  "label":"cf_nKi",
+  "name":"iq_limProtErr",
+  "label":"iq_limProtErr",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9074",
   "inspector":{
    "params":[
-    "Value",
-    "VectorParams1D",
-    "SampleTime",
+    "Port",
+    "IconDisplay",
     "OutMin",
     "OutMax",
     "OutDataTypeStr",
     "LockScale",
-    "FramePeriod"
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "InputConnect",
+    "Interpolate",
+    "LatchByDelayingOutsideSignal",
+    "LatchInputForFeedbackSignals",
+    "OutputFunctionCall"
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@@ -720,8 +702,8 @@
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@@ -730,16 +712,16 @@
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@@ -762,7 +744,7 @@
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@@ -802,20 +784,69 @@
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-  "label":"From37",
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+    "cf_nKp",
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+  "icon":"WebViewIcon3",
+  "name":"Action Port",
+  "label":"Action Port",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9074",
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@@ -828,16 +859,16 @@
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   "icon":"WebViewIcon3",
-  "name":"Vq_max",
-  "label":"Vq_max",
+  "name":"n_mot",
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@@ -860,7 +891,7 @@
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@@ -900,42 +931,11 @@
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   "icon":"WebViewIcon3",
-  "name":"r_inpTgtSca",
-  "label":"r_inpTgtSca",
+  "name":"Vq_max",
+  "label":"Vq_max",
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@@ -958,7 +958,7 @@
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@@ -998,11 +998,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9075",
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-  "label":"Vq_min",
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9109_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9109_d.json
index 870e392..de52989 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9109_d.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9109_d.json
@@ -1,131 +1,138 @@
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+   "jshandler":"webview/handlers/ContainerHandler"
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-  "label":"Sum2",
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-  "label":"constant2",
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10844",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9129",
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   "icon":"WebViewIcon3",
-  "name":"Goto5",
-  "label":"Goto5",
+  "name":"Goto29",
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@@ -240,7 +192,7 @@
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-    "Vq_minTrq",
+    "iq_min",
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     "Tag"
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@@ -260,11 +212,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9131",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9128",
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   "icon":"WebViewIcon3",
-  "name":"Goto4",
-  "label":"Goto4",
+  "name":"Goto2",
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@@ -273,7 +225,7 @@
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@@ -359,46 +311,42 @@
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-  "name":"MinMax2",
-  "label":"MinMax2",
+  "name":"constant2",
+  "label":"constant2",
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@@ -478,42 +393,46 @@
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-  "label":"cf_iqKi",
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@@ -581,16 +521,49 @@
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-  "label":"From9",
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@@ -598,7 +571,7 @@
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@@ -617,11 +590,11 @@
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-  "name":"From5",
-  "label":"From5",
+  "name":"From15",
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@@ -629,7 +602,7 @@
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@@ -648,11 +621,11 @@
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-  "label":"From4",
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@@ -660,7 +633,7 @@
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@@ -679,11 +652,11 @@
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@@ -691,7 +664,7 @@
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@@ -941,7 +996,7 @@
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@@ -1008,7 +1094,7 @@
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@@ -1261,7 +1413,7 @@
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+    "RndMeth",
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@@ -370,47 +392,55 @@
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-    "IconDisplay"
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+    "[]",
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+    "off",
+    "Floor",
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9184",
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   "icon":"WebViewIcon3",
-  "name":"Goto3",
-  "label":"Goto3",
+  "name":"Goto13",
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@@ -419,7 +449,7 @@
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@@ -439,20 +469,20 @@
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-  "name":"From1",
-  "label":"From1",
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@@ -465,52 +495,30 @@
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-  "label":"MinMax",
+  "name":"From20",
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-    "RndMeth",
-    "SampleTime",
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-    "ZeroCross"
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-    "Floor",
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@@ -518,16 +526,16 @@
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-  "label":"r_iqLimProtMax",
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@@ -550,7 +558,7 @@
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@@ -590,78 +598,19 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10733",
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-  "label":"Goto13",
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@@ -675,16 +624,16 @@
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-  "label":"Vq_max",
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@@ -707,7 +656,7 @@
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@@ -747,11 +696,11 @@
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-  "name":"Vq_min",
-  "label":"Vq_min",
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@@ -774,7 +723,7 @@
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@@ -814,11 +763,11 @@
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@@ -834,14 +783,20 @@
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-    "LatchInputForFeedbackSignals",
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@@ -876,7 +838,7 @@
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@@ -1045,6 +976,39 @@
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-  "name":"Action Port",
-  "label":"Action Port",
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@@ -1498,11 +1489,11 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9908",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9215",
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   "icon":"WebViewIcon3",
-  "name":"From15",
-  "label":"From15",
+  "name":"From3",
+  "label":"From3",
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@@ -1510,7 +1501,7 @@
     "IconDisplay"
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-    "V_phaABC_FOC",
+    "r_inpTgtSca",
     "Tag"
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@@ -1529,11 +1520,11 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9916",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9839",
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   "icon":"WebViewIcon3",
-  "name":"From1",
-  "label":"From1",
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+  "label":"From13",
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@@ -1541,7 +1532,7 @@
     "IconDisplay"
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-    "VqFin",
+    "z_ctrlTypSel",
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@@ -1560,25 +1551,39 @@
   }
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9927",
-  "className":"Simulink.From",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9835",
+  "className":"Simulink.RelationalOperator",
   "icon":"WebViewIcon3",
-  "name":"From7",
-  "label":"From7",
+  "name":"Relational Operator1",
+  "label":"Relational Operator1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9198",
   "inspector":{
    "params":[
-    "GotoTag",
-    "IconDisplay"
+    "Operator",
+    "InputSameDT",
+    "OutDataTypeStr",
+    "RndMeth",
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+    "ZeroCross"
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-    "Tag"
+    "==",
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+    4
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@@ -1586,16 +1591,16 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9454",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9916",
   "className":"Simulink.From",
   "icon":"WebViewIcon3",
-  "name":"From5",
-  "label":"From5",
+  "name":"From1",
+  "label":"From1",
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@@ -1603,7 +1608,7 @@
     "IconDisplay"
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+    "VqFin",
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@@ -1621,103 +1626,6 @@
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@@ -1761,37 +1669,6 @@
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@@ -1840,11 +1717,44 @@
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-  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9214",
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9451",
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+  "icon":"WebViewIcon3",
+  "name":"Goto11",
+  "label":"Goto11",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9198",
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-  "label":"From25",
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@@ -1852,7 +1762,7 @@
     "IconDisplay"
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@@ -1920,42 +1830,11 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9831",
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@@ -1963,7 +1842,7 @@
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@@ -1982,27 +1861,43 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9207",
+  "className":"Simulink.Constant",
   "icon":"WebViewIcon3",
-  "name":"Goto8",
-  "label":"Goto8",
+  "name":"CTRL_COMM1",
+  "label":"CTRL_COMM1",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9198",
   "inspector":{
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-    "TagVisibility",
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@@ -2010,16 +1905,16 @@
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   "icon":"WebViewIcon1",
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-  "label":"COM_Method",
+  "name":"FOC_Method",
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@@ -2112,11 +2007,11 @@
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-  "name":"From6",
-  "label":"From6",
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@@ -2124,7 +2019,7 @@
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+    "VqFinPrev",
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@@ -2143,11 +2038,42 @@
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9915",
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   "icon":"WebViewIcon3",
-  "name":"From12",
-  "label":"From12",
+  "name":"From",
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@@ -2174,11 +2100,11 @@
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   "icon":"WebViewIcon3",
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+  "name":"r_fieldWeak",
+  "label":"r_fieldWeak",
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@@ -2201,7 +2127,7 @@
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@@ -2241,32 +2167,83 @@
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+  "className":"Simulink.Goto",
   "icon":"WebViewIcon3",
-  "name":"CTRL_COMM2",
-  "label":"CTRL_COMM2",
+  "name":"Goto12",
+  "label":"Goto12",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9198",
   "inspector":{
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@@ -2275,8 +2252,8 @@
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@@ -2285,47 +2262,73 @@
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-  "name":"UnitDelay4",
-  "label":"UnitDelay4",
+  "name":"From6",
+  "label":"From6",
   "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9198",
   "inspector":{
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-    "InputProcessing",
+    "GotoTag",
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+  "className":"Simulink.RelationalOperator",
+  "icon":"WebViewIcon3",
+  "name":"Relational Operator2",
+  "label":"Relational Operator2",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:9198",
+  "inspector":{
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     "SampleTime",
-    "StateName",
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-    "StateMustResolveToSignalObject",
-    "StateSignalObject",
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+    "ZeroCross"
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@@ -2335,83 +2338,113 @@
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index ebac8db..87617a8 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9937_d.json
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@@ -48,6 +48,86 @@
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diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9948_d.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9948_d.json
index cc5b14a..0ec5e64 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_9948_d.json
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+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:9948:2360",
+  "className":"Simulink.Outport",
   "icon":"WebViewIcon3",
-  "name":"Sum2",
-  "label":"Sum2",
+  "name":"y",
+  "label":"y",
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   "inspector":{
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-    "Inputs",
-    "InputSameDT",
-    "AccumDataTypeStr",
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     "OutMax",
     "OutDataTypeStr",
     "LockScale",
-    "RndMeth",
-    "SaturateOnIntegerOverflow",
-    "CollapseDim",
-    "CollapseMode",
-    "SampleTime"
+    "Unit",
+    "PortDimensions",
+    "VarSizeSig",
+    "SampleTime",
+    "SignalType",
+    "BusOutputAsStruct",
+    "EnsureOutportIsVirtual",
+    "InitialOutput",
+    "MustResolveToSignalObject",
+    "OutputWhenDisabled",
+    "OutputWhenUnConnected",
+    "OutputWhenUnconnectedValue",
+    "SignalName",
+    "SignalObject",
+    "SourceOfInitialOutputValue",
+    "StorageClass",
+    "VectorParamsAs1DForOutWhenUnconnected"
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+   "blocktype":"Outport",
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-  "name":"dec",
-  "label":"dec",
+  "name":"inc",
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   "icon":"WebViewIcon3",
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-  "label":"inc",
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@@ -614,7 +579,7 @@
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@@ -633,21 +598,19 @@
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@@ -661,59 +624,113 @@
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@@ -721,7 +738,7 @@
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@@ -740,19 +757,21 @@
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-  "label":"From1",
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+  "label":"Goto12",
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@@ -766,7 +785,7 @@
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@@ -802,44 +821,108 @@
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-  "label":"Goto6",
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   "icon":"WebViewIcon3",
-  "name":"Goto",
-  "label":"Goto",
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@@ -848,7 +931,7 @@
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@@ -868,27 +951,61 @@
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@@ -896,24 +1013,26 @@
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-  "name":"From2",
-  "label":"From2",
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+  "label":"Goto1",
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@@ -927,16 +1046,16 @@
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-  "name":"VqFinPrev",
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@@ -959,7 +1078,7 @@
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@@ -999,99 +1118,45 @@
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-  "label":"Default_Control_Type",
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@@ -1129,164 +1194,59 @@
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@@ -1294,16 +1254,49 @@
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@@ -1326,7 +1319,7 @@
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@@ -1366,11 +1359,11 @@
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@@ -1393,7 +1386,7 @@
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@@ -1433,11 +1426,85 @@
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+   ":9801",
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+   ":9820",
+   ":9818",
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-   ":9805",
    ":9803",
-   ":10677",
-   ":9819",
+   ":9805",
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-   ":9820",
+   ":9800",
+   ":9819",
+   ":9816",
+   ":10677",
    ":9798",
+   ":9797",
    ":9795",
-   ":9818",
-   ":9801",
    ":9796",
-   ":9797",
-   ":9816",
    ":9779#out:1",
    ":10677#out:1",
    ":9743#out:1",
@@ -4853,10 +4853,10 @@
    ":9756",
    ":9760",
    ":9791",
-   ":10035",
+   ":9758",
    ":10175",
    ":9794",
-   ":9758",
+   ":10035",
    ":9746",
    ":9747",
    ":9756#out:1",
@@ -4948,6 +4948,24 @@
  },
  {
   "hid":91,
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:11017",
+  "esid":"BLDCmotorControl_FOC_R2017b_fixdt:11017",
+  "parent":2,
+  "children":[
+  ],
+  "name":"Motor_winding",
+  "fullname":"BLDCmotorControl_FOC_R2017b_fixdt/BLDC_controller/Motor_winding",
+  "label":"Motor_winding",
+  "icon":"WebViewIcon1",
+  "svg":"support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.svg",
+  "thumbnail":"support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.png",
+  "backingUrl":"support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_11017_d.json",
+  "elements":[
+  ],
+  "sameAsElement":true
+ },
+ {
+  "hid":92,
   "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10164",
   "esid":"BLDCmotorControl_FOC_R2017b_fixdt:10164",
   "parent":2,
@@ -4962,14 +4980,14 @@
   "backingUrl":"support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_10164_d.json",
   "elements":[
    ":10169",
-   ":10186",
+   ":10168",
    ":10185",
+   ":10184",
    ":10162",
-   ":10167",
    ":10183",
-   ":10168",
+   ":10167",
    ":10190",
-   ":10184",
+   ":10186",
    ":10163",
    ":10162#out:1",
    ":10163#out:1",
diff --git a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_m.json b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_m.json
index bfac113..5ebc755 100644
--- a/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_m.json
+++ b/01_Matlab/BLDC_controller_ert_rtw/html/webview/support/slwebview_files/BLDCmotorControl_FOC_R2017b_fixdt_m.json
@@ -7298,6 +7298,99 @@
    "masktype":""
   }
  },
+ {
+  "sid":"BLDCmotorControl_FOC_R2017b_fixdt:11017",
+  "className":"Simulink.SubSystem",
+  "icon":"WebViewIcon1",
+  "name":"Motor_winding",
+  "label":"Motor_winding",
+  "parent":"BLDCmotorControl_FOC_R2017b_fixdt:29",
+  "inspector":{
+   "params":[
+    "ShowPortLabels",
+    "BlockChoice",
+    "TemplateBlock",
+    "MemberBlocks",
+    "Permissions",
+    "ErrorFcn",
+    "PermitHierarchicalResolution",
+    "TreatAsAtomicUnit",
+    "MinAlgLoopOccurrences",
+    "PropExecContextOutsideSubsystem",
+    "SystemSampleTime",
+    "RTWSystemCode",
+    "RTWFcnNameOpts",
+    "RTWFcnName",
+    "RTWFileNameOpts",
+    "RTWFileName",
+    "FunctionInterfaceSpec",
+    "FunctionWithSeparateData",
+    "RTWMemSecFuncInitTerm",
+    "RTWMemSecFuncExecute",
+    "RTWMemSecDataConstants",
+    "RTWMemSecDataInternal",
+    "RTWMemSecDataParameters",
+    "IsSubsystemVirtual",
+    "Variant",
+    "VariantControl",
+    "OverrideUsingVariant",
+    "GeneratePreprocessorConditionals",
+    "AllowZeroVariantControls",
+    "PropagateVariantConditions",
+    "ActiveVariant",
+    "ActiveVariantBlock",
+    "TreatAsGroupedWhenPropagatingVariantConditions"
+   ],
+   "values":[
+    "FromPortIcon",
+    "",
+    "",
+    "",
+    "ReadWrite",
+    "",
+    "All",
+    "off",
+    "off",
+    "off",
+    "-1",
+    "Auto",
+    "Auto",
+    "",
+    "Auto",
+    "",
+    "void_void",
+    "off",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "Inherit from model",
+    "on",
+    "off",
+    "",
+    "",
+    "off",
+    "off",
+    "off",
+    "",
+    "",
+    "on"
+   ],
+   "tabs":[
+   ],
+   "tabs_idx":[
+   ]
+  },
+  "viewer":{
+   "jshandler":"webview/handlers/ElementHandler"
+  },
+  "obj_viewer":[
+  ],
+  "finder":{
+   "blocktype":"SubSystem",
+   "masktype":""
+  }
+ },
  {
   "sid":"BLDCmotorControl_FOC_R2017b_fixdt:10164",
   "className":"Simulink.SubSystem",

From b4b23bbe9b359c66ac22105a01f0752077e10e6d Mon Sep 17 00:00:00 2001
From: EmanuelFeru <aerdronix@gmail.com>
Date: Tue, 31 Dec 2019 13:35:01 +0100
Subject: [PATCH 02/26] Implemented HOVERCAR variant

Major:
- created HOVERCAR variant (selectable via platformio.ini) for driving via 2 pedals: Brake (on cmd1) and Throttle (on cmd2)
- implemented "Double tapping" on Brake pedal to engage Reverse driving
- implemented that Brake pedal stops the vehicle but does not go to Reverse, to prevend unintended Reverse driving
- implemented ADC Protection when GND and Vcc wire are disconnected. The functionality can be enabled/disabled via #define ADC_PROTECT_ENA
- updated error handling: in case of major error the motors will be disabled for improved safety

Minor:
- fixed bug on low-pass filter for not reaching exact "0" value
- calibrated the ADC Battery voltage reading
- other minor visual updates
---
 .travis.yml                                   |   2 +-
 .../01_Controller/BLDC_controller_Lib.slx     | Bin 54879 -> 54790 bytes
 01_Matlab/02_Figures/motor_winding.png        | Bin 0 -> 428707 bytes
 .../03_CreateParamTable/tableParamType.xlsx   | Bin 13167 -> 13164 bytes
 .../BLDCmotorControl_FOC_R2017b_fixdt.slx     | Bin 201071 -> 207722 bytes
 01_Matlab/init_model.m                        |   6 +-
 Inc/BLDC_controller.h                         |   8 +-
 Inc/config.h                                  |  76 +++--
 Inc/defines.h                                 |  15 +-
 Inc/rtwtypes.h                                |   4 +-
 README.md                                     |  11 +-
 Src/BLDC_controller.c                         | 111 ++++---
 Src/BLDC_controller_data.c                    |  10 +-
 Src/bldc.c                                    |   6 +-
 Src/main.c                                    | 299 ++++++++++++------
 docs/firmware_architecture.pptx               | Bin 51722 -> 51734 bytes
 docs/motor_winding.pptx                       | Bin 0 -> 173290 bytes
 docs/pictures/FW_architecture.png             | Bin 35069 -> 35614 bytes
 docs/pictures/motor_ferite1.JPG               | Bin 0 -> 370208 bytes
 docs/pictures/motor_ferite2.png               | Bin 0 -> 511846 bytes
 docs/pictures/paramTable.png                  | Bin 62842 -> 63028 bytes
 platformio.ini                                |  28 +-
 22 files changed, 386 insertions(+), 190 deletions(-)
 create mode 100644 01_Matlab/02_Figures/motor_winding.png
 create mode 100644 docs/motor_winding.pptx
 create mode 100644 docs/pictures/motor_ferite1.JPG
 create mode 100644 docs/pictures/motor_ferite2.png

diff --git a/.travis.yml b/.travis.yml
index de604c4..87f8388 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -44,7 +44,7 @@ matrix:
       before_script: arm-none-eabi-gcc --version
 
     - name: platformio
-      script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e TRANSPOTTER
+      script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e HOVERCAR -e TRANSPOTTER
       language: python
       python:
         - "2.7"
diff --git a/01_Matlab/01_Libraries/01_Controller/BLDC_controller_Lib.slx b/01_Matlab/01_Libraries/01_Controller/BLDC_controller_Lib.slx
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diff --git a/01_Matlab/03_CreateParamTable/tableParamType.xlsx b/01_Matlab/03_CreateParamTable/tableParamType.xlsx
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diff --git a/01_Matlab/BLDCmotorControl_FOC_R2017b_fixdt.slx b/01_Matlab/BLDCmotorControl_FOC_R2017b_fixdt.slx
index a7b9dee6f18f46ce7533003404fbc70b52d9de2a..9e8e65b06f9f09e59a7dabf6164ed4398731bd68 100644
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diff --git a/01_Matlab/init_model.m b/01_Matlab/init_model.m
index 18832d6..0e45046 100644
--- a/01_Matlab/init_model.m
+++ b/01_Matlab/init_model.m
@@ -89,9 +89,9 @@ cf_currFilt         = 0.12;     % [%] Current filter coefficient [0, 1]. Lower v
 
 %% F02_Diagnostics
 b_diagEna           = 1;                % [-] Diagnostics enable flag: 0 = Disabled, 1 = Enabled (default)
-t_errQual           = 0.6 * f_ctrl/3;   % [s] Error qualification time
-t_errDequal         = 2.0 * f_ctrl/3;   % [s] Error dequalification time
-r_errInpTgtThres    = 400;              % [-] Error input target threshold (for "Blocked motor" detection)
+t_errQual           = 0.24 * f_ctrl/3;  % [s] Error qualification time
+t_errDequal         = 1.80 * f_ctrl/3;  % [s] Error dequalification time
+r_errInpTgtThres    = 600;              % [-] Error input target threshold (for "Blocked motor" detection)
 
 %% F03_Control_Mode_Manager
 dV_openRate         = 1000 / (f_ctrl/3);% [V/s] Rate for voltage cut-off in Open Mode (Sample Time included in the rate)
diff --git a/Inc/BLDC_controller.h b/Inc/BLDC_controller.h
index acfba7a..2bf7c56 100644
--- a/Inc/BLDC_controller.h
+++ b/Inc/BLDC_controller.h
@@ -3,9 +3,9 @@
  *
  * Code generated for Simulink model 'BLDC_controller'.
  *
- * Model version                  : 1.1249
+ * Model version                  : 1.1256
  * Simulink Coder version         : 8.13 (R2017b) 24-Jul-2017
- * C/C++ source code generated on : Thu Dec 12 20:22:31 2019
+ * C/C++ source code generated on : Mon Dec 30 21:36:12 2019
  *
  * Target selection: ert.tlc
  * Embedded hardware selection: ARM Compatible->ARM Cortex
@@ -43,7 +43,7 @@ typedef struct {
 
 /* Block signals and states (auto storage) for system '<S41>/Low_Pass_Filter' */
 typedef struct {
-  int16_T UnitDelay3_DSTATE[2];        /* '<S50>/UnitDelay3' */
+  int32_T UnitDelay1_DSTATE[2];        /* '<S50>/UnitDelay1' */
 } DW_Low_Pass_Filter;
 
 /* Block signals and states (auto storage) for system '<S73>/I_backCalc_fixdt' */
@@ -85,7 +85,7 @@ typedef struct {
   int32_T Divide1;                     /* '<S71>/Divide1' */
   int32_T UnitDelay_DSTATE;            /* '<S36>/UnitDelay' */
   int16_T Gain4[3];                    /* '<S43>/Gain4' */
-  int16_T Sum1[2];                     /* '<S50>/Sum1' */
+  int16_T DataTypeConversion[2];       /* '<S50>/Data Type Conversion' */
   int16_T z_counterRawPrev;            /* '<S15>/z_counterRawPrev' */
   int16_T Merge1;                      /* '<S29>/Merge1' */
   int16_T Divide3;                     /* '<S5>/Divide3' */
diff --git a/Inc/config.h b/Inc/config.h
index 8dafd56..5ad463e 100644
--- a/Inc/config.h
+++ b/Inc/config.h
@@ -6,14 +6,14 @@
 // For any particular needs, feel free to change this file according to your needs.
 
 // Select the VARIANT_ADC as default variant, in case NO variant is defined
-#if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(TRANSPOTTER)
+#if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(HOVERCAR) && !defined(TRANSPOTTER)
   #define VARIANT_ADC                  
 #endif
 
 // ############################### DO-NOT-TOUCH SETTINGS ###############################
 
 #define PWM_FREQ            16000     // PWM frequency in Hz
-#define DEAD_TIME              32     // PWM deadtime
+#define DEAD_TIME              48     // PWM deadtime
 #ifdef TRANSPOTTER
   #define DELAY_IN_MAIN_LOOP    2
 #else
@@ -55,8 +55,8 @@
  * Then you can verify voltage on value 6 (to get calibrated voltage multiplied by 100).
  */
 #define BAT_FILT_COEF           655       // battery voltage filter coefficient in fixed-point. coef_fixedPoint = coef_floatingPoint * 2^16. In this case 655 = 0.01 * 2^16
-#define BAT_CALIB_REAL_VOLTAGE  4300      // input voltage measured by multimeter (multiplied by 100). In this case 43.00 V * 100 = 4300
-#define BAT_CALIB_ADC           1704      // adc-value measured by mainboard (value nr 5 on UART debug output)
+#define BAT_CALIB_REAL_VOLTAGE  3970      // input voltage measured by multimeter (multiplied by 100). In this case 43.00 V * 100 = 4300
+#define BAT_CALIB_ADC           1492      // adc-value measured by mainboard (value nr 5 on UART debug output)
 
 #define BAT_CELLS               10        // battery number of cells. Normal Hoverboard battery: 10s
 #define BAT_LOW_LVL1_ENABLE     0         // to beep or not to beep, 1 or 0
@@ -109,7 +109,7 @@
 #define USART3_BAUD             38400                   // UART3 baud rate (short wired cable)
 #define USART3_WORDLENGTH       UART_WORDLENGTH_8B      // UART_WORDLENGTH_8B or UART_WORDLENGTH_9B
 
-#if defined(VARIANT_ADC)
+#if defined(VARIANT_ADC) || defined(HOVERCAR)
   // #define CONTROL_SERIAL_USART2                      // left sensor board cable, disable if ADC or PPM is used! For Arduino control check the hoverSerial.ino
   // #define FEEDBACK_SERIAL_USART2                     // left sensor board cable, disable if ADC or PPM is used!
   // #define DEBUG_SERIAL_USART2                        // left sensor board cable, disable if ADC or PPM is used!
@@ -149,15 +149,28 @@
  * Make, flash and test it.
  */
 #ifdef VARIANT_ADC
-  #define CONTROL_ADC           // use ADC as input. disable CONTROL_SERIAL_USART2, FEEDBACK_SERIAL_USART2, DEBUG_SERIAL_USART2!
-  // #define ADC1_MID_POT          // ADC1 middle resting poti: comment-out if NOT a middle resting poti
-  #define ADC1_MIN 0            // min ADC1-value while poti at minimum-position (0 - 4095)
-  #define ADC1_MID 1963         // mid ADC1-value while poti at minimum-position (ADC1_MIN - ADC1_MAX)
-  #define ADC1_MAX 4095         // max ADC1-value while poti at maximum-position (0 - 4095)
-  // #define ADC2_MID_POT          // ADC2 middle resting poti: comment-out if NOT a middle resting poti
-  #define ADC2_MIN 0            // min ADC2-value while poti at minimum-position (0 - 4095)
-  #define ADC2_MID 2006         // mid ADC2-value while poti at minimum-position (ADC2_MIN - ADC2_MAX)
-  #define ADC2_MAX 4095         // max ADC2-value while poti at maximum-position (0 - 4095)
+  #define CONTROL_ADC                   // use ADC as input. disable CONTROL_SERIAL_USART2, FEEDBACK_SERIAL_USART2, DEBUG_SERIAL_USART2!
+  // #define ADC_PROTECT_ENA               // ADC Protection Enable flag. Use this flag to make sure the ADC is protected when GND or Vcc wire is disconnected
+  #define ADC_PROTECT_TIMEOUT 30        // ADC Protection: number of wrong / missing input commands before safety state is taken
+  #define ADC_PROTECT_THRESH  400       // ADC Protection threshold below/above the MIN/MAX ADC values
+  // #define ADC1_MID_POT                  // ADC1 middle resting poti: comment-out if NOT a middle resting poti
+  #define ADC1_MIN            0         // min ADC1-value while poti at minimum-position (0 - 4095)
+  #define ADC1_MID            2048      // mid ADC1-value while poti at minimum-position (ADC1_MIN - ADC1_MAX)
+  #define ADC1_MAX            4095      // max ADC1-value while poti at maximum-position (0 - 4095)
+  // #define ADC2_MID_POT                  // ADC2 middle resting poti: comment-out if NOT a middle resting poti
+  #define ADC2_MIN            0         // min ADC2-value while poti at minimum-position (0 - 4095)
+  #define ADC2_MID            2048      // mid ADC2-value while poti at minimum-position (ADC2_MIN - ADC2_MAX)
+  #define ADC2_MAX            4095      // max ADC2-value while poti at maximum-position (0 - 4095)
+#endif
+#ifdef HOVERCAR
+  #define CONTROL_ADC                   // use ADC as input. disable CONTROL_SERIAL_USART2, FEEDBACK_SERIAL_USART2, DEBUG_SERIAL_USART2!
+  #define ADC_PROTECT_ENA               // ADC Protection Enable flag. Use this flag to make sure the ADC is protected when GND or Vcc wire is disconnected
+  #define ADC_PROTECT_TIMEOUT 30        // ADC Protection: number of wrong / missing input commands before safety state is taken
+  #define ADC_PROTECT_THRESH  400       // ADC Protection threshold below/above the MIN/MAX ADC values
+  #define ADC1_MIN            1000      // min ADC1-value while poti at minimum-position (0 - 4095)
+  #define ADC1_MAX            2500      // max ADC1-value while poti at maximum-position (0 - 4095)
+  #define ADC2_MIN            500       // min ADC2-value while poti at minimum-position (0 - 4095)
+  #define ADC2_MAX            2200      // max ADC2-value while poti at maximum-position (0 - 4095)
 #endif
 
 // ###### CONTROL VIA NINTENDO NUNCHUCK ######
@@ -221,16 +234,22 @@
  */
 
 // Beep in Reverse
-#define BEEPS_BACKWARD      0     // 0 or 1
+#define BEEPS_BACKWARD        1     // 0 or 1
+
+// Multiple tap detection: default DOUBLE Tap (4 pulses)
+#define MULTIPLE_TAP_NR       2 * 2 // [-] Define tap number: MULTIPLE_TAP_NR = number_of_taps * 2, number_of_taps = 1 (for single taping), 2 (for double tapping), 3 (for triple tapping), etc...
+#define MULTIPLE_TAP_HI       600   // [-] Multiple tap detection High hysteresis threshold
+#define MULTIPLE_TAP_LO       200   // [-] Multiple tap detection Low hysteresis threshold
+#define MULTIPLE_TAP_TIMEOUT  2000  // [ms] Multiple tap detection Timeout period. The taps need to happen within this time window to be accepted.
 
 // Value of RATE is in fixdt(1,16,4): VAL_fixedPoint = VAL_floatingPoint * 2^4. In this case 480 = 30 * 2^4
-#define RATE                480   // 30.0f [-] lower value == slower rate [0, 32767] = [0.0, 2047.9375]. Do NOT make rate negative (>32767)
+#define RATE                  480   // 30.0f [-] lower value == slower rate [0, 32767] = [0.0, 2047.9375]. Do NOT make rate negative (>32767)
 
 // Value of FILTER is in fixdt(0,16,16): VAL_fixedPoint = VAL_floatingPoint * 2^16. In this case 6553 = 0.1 * 2^16
-#define FILTER              6553  // 0.1f [-] lower value == softer filter [0, 65535] = [0.0 - 1.0].
+#define FILTER                6553  // 0.1f [-] lower value == softer filter [0, 65535] = [0.0 - 1.0].
 
 // ################################# DEFAULT SETTINGS ############################
-#ifndef TRANSPOTTER
+#if !defined(HOVERCAR) && !defined(TRANSPOTTER)
   // Value of COEFFICIENT is in fixdt(1,16,14)
   // If VAL_floatingPoint >= 0, VAL_fixedPoint = VAL_floatingPoint * 2^14
   // If VAL_floatingPoint < 0,  VAL_fixedPoint = 2^16 + floor(VAL_floatingPoint * 2^14).
@@ -241,6 +260,15 @@
   #define INVERT_L_DIRECTION
 #endif
 
+// ################################# HOVERCAR SETTINGS ############################
+#ifdef HOVERCAR
+  #define SPEED_COEFFICIENT  16384  //  1.0f
+  #define STEER_COEFFICIENT  0      //  0.0f
+  
+  // #define INVERT_R_DIRECTION
+  // #define INVERT_L_DIRECTION
+#endif
+
 // ################################# TRANSPOTTER SETTINGS ############################
 #ifdef TRANSPOTTER
   #define CONTROL_GAMETRAK
@@ -252,7 +280,7 @@
 
   #define ROT_P          1.2          // P coefficient for the direction controller. Positive / Negative values to invert gametrak steering direction.  
 
-  //#define INVERT_R_DIRECTION        // Invert right motor
+  #define INVERT_R_DIRECTION          // Invert right motor
   #define INVERT_L_DIRECTION          // Invert left motor
 
   // during nunchuck control (only relevant when activated)
@@ -312,3 +340,13 @@
 #if defined(CONTROL_PPM) && defined(CONTROL_ADC) && defined(CONTROL_NUNCHUCK) || defined(CONTROL_PPM) && defined(CONTROL_ADC) || defined(CONTROL_ADC) && defined(CONTROL_NUNCHUCK) || defined(CONTROL_PPM) && defined(CONTROL_NUNCHUCK)
   #error only 1 input method allowed. use CONTROL_PPM or CONTROL_ADC or CONTROL_NUNCHUCK.
 #endif
+
+#if defined(ADC_PROTECT_ENA) && ((ADC1_MIN - ADC_PROTECT_THRESH) <= 0 || (ADC1_MAX + ADC_PROTECT_THRESH) >= 4096)
+  #warning ADC1 Protection NOT possible! Adjust the ADC thresholds.
+  #undef ADC_PROTECT_ENA
+#endif
+
+#if defined(ADC_PROTECT_ENA) && ((ADC2_MIN - ADC_PROTECT_THRESH) <= 0 || (ADC2_MAX + ADC_PROTECT_THRESH) >= 4096)
+  #warning ADC2 Protection NOT possible! Adjust the ADC thresholds.
+  #undef ADC_PROTECT_ENA
+#endif
diff --git a/Inc/defines.h b/Inc/defines.h
index 4b4e939..51462c6 100644
--- a/Inc/defines.h
+++ b/Inc/defines.h
@@ -136,7 +136,7 @@
 #define STEP(from, to, step) (((from) < (to)) ? (MIN((from) + (step), (to))) : (MAX((from) - (step), (to))))
 #define DEG(a) ((a)*M_PI / 180.0f)
 #define RAD(a) ((a)*180.0f / M_PI)
-#define SIGN(a) (((a) < 0.0f) ? (-1.0f) : (((a) > 0.0f) ? (1.0f) : (0.0f)))
+#define SIGN(a) (((a) < 0) ? (-1) : (((a) > 0) ? (1) : (0)))
 #define CLAMP(x, low, high) (((x) > (high)) ? (high) : (((x) < (low)) ? (low) : (x)))
 #define SCALE(value, high, max) MIN(MAX(((max) - (value)) / ((max) - (high)), 0.0f), 1.0f)
 #define MIN(a, b) (((a) < (b)) ? (a) : (b))
@@ -157,15 +157,22 @@ typedef struct {
   uint16_t l_rx2;
 } adc_buf_t;
 
+typedef struct {
+  uint32_t 	t_timePrev;
+  uint8_t 	z_pulseCntPrev;
+  uint8_t 	b_hysteresis;
+  uint8_t 	b_multipleTap;
+} MultipleTap;
+
 // Define Beep functions
 void longBeep(uint8_t freq);
 void shortBeep(uint8_t freq);
 
-// Define low-pass filter functions. Implementation is in main.c
-void filtLowPass16(int16_t u, uint16_t coef, int16_t *y);
-void filtLowPass32(int32_t u, uint16_t coef, int32_t *y);
+// Define additional functions. Implementation is in main.c
+void filtLowPass32(int16_t u, uint16_t coef, int32_t *y);
 void mixerFcn(int16_t rtu_speed, int16_t rtu_steer, int16_t *rty_speedR, int16_t *rty_speedL);
 void rateLimiter16(int16_t u, int16_t rate, int16_t *y);
+void multipleTapDet(int16_t u, uint32_t timeNow, MultipleTap *x);
 
 // Define I2C and Nunchuck functions
 void I2C_Init(void);
diff --git a/Inc/rtwtypes.h b/Inc/rtwtypes.h
index 0731f04..6c93fd9 100644
--- a/Inc/rtwtypes.h
+++ b/Inc/rtwtypes.h
@@ -3,9 +3,9 @@
  *
  * Code generated for Simulink model 'BLDC_controller'.
  *
- * Model version                  : 1.1249
+ * Model version                  : 1.1256
  * Simulink Coder version         : 8.13 (R2017b) 24-Jul-2017
- * C/C++ source code generated on : Thu Dec 12 20:22:31 2019
+ * C/C++ source code generated on : Mon Dec 30 21:36:12 2019
  *
  * Target selection: ert.tlc
  * Embedded hardware selection: ARM Compatible->ARM Cortex
diff --git a/README.md b/README.md
index 9b4c5b0..616b168 100644
--- a/README.md
+++ b/README.md
@@ -149,10 +149,13 @@ Most robust way for input is to use the ADC and potis. It works well even on 1m
 ---
 ## Examples
 
-Have a look at the config.h in the Inc directory. That's where you configure to firmware to match your project.
-Currently supported: Wii Nunchuck, analog potentiometer and PPM-Sum signal from a RC remote.
-A good example of control via UART, eg. from an Arduino or raspberryPi, can be found here:
-https://github.com/p-h-a-i-l/hoverboard-firmware-hack
+This firmware offers currently 4 variants (selectable in platformio.ino):
+- **VARIANT_ADC**: In this variant the motors are controlled by two potentiometers connected to the Left sensor cable (long wired)
+- **VARIANT_USART3**: In this variant the motors are controlled via Serial protocol on USART3 Right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/02_Arduino/hoverserial) as an example sketch.
+- **HOVERCAR**: In this variant the motors are controlled by two pedals Brake and Throttle. Reverse is engaged by double tapping on the Brake pedal at standstill.
+- **TRANSPOTTER**: This build is for Transpotter which is a hoverboard based transportation system. For more details on how to build it check [here](https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter) and [here](https://hackaday.io/project/161891-transpotter-ng).
+
+Of course the firmware can be further customized for other needs or projects.
 
 ---
 ## Acknowledgements
diff --git a/Src/BLDC_controller.c b/Src/BLDC_controller.c
index 54551bf..6bd2bd1 100644
--- a/Src/BLDC_controller.c
+++ b/Src/BLDC_controller.c
@@ -3,9 +3,9 @@
  *
  * Code generated for Simulink model 'BLDC_controller'.
  *
- * Model version                  : 1.1249
+ * Model version                  : 1.1256
  * Simulink Coder version         : 8.13 (R2017b) 24-Jul-2017
- * C/C++ source code generated on : Thu Dec 12 20:22:31 2019
+ * C/C++ source code generated on : Mon Dec 30 21:36:12 2019
  *
  * Target selection: ert.tlc
  * Embedded hardware selection: ARM Compatible->ARM Cortex
@@ -354,41 +354,66 @@ void PI_clamp_fixdt(int16_T rtu_err, uint16_T rtu_P, uint16_T rtu_I, int16_T
 /* System reset for atomic system: '<S41>/Low_Pass_Filter' */
 void Low_Pass_Filter_Reset(DW_Low_Pass_Filter *localDW)
 {
-  /* InitializeConditions for UnitDelay: '<S50>/UnitDelay3' */
-  localDW->UnitDelay3_DSTATE[0] = 0;
-  localDW->UnitDelay3_DSTATE[1] = 0;
+  /* InitializeConditions for UnitDelay: '<S50>/UnitDelay1' */
+  localDW->UnitDelay1_DSTATE[0] = 0;
+  localDW->UnitDelay1_DSTATE[1] = 0;
 }
 
 /* Output and update for atomic system: '<S41>/Low_Pass_Filter' */
 void Low_Pass_Filter(const int16_T rtu_u[2], uint16_T rtu_coef, int16_T rty_y[2],
                      DW_Low_Pass_Filter *localDW)
 {
-  uint16_T rtb_Sum5;
+  int32_T rtb_Sum3_g;
 
-  /* Sum: '<S50>/Sum5' */
-  rtb_Sum5 = (uint16_T)(65535U - rtu_coef);
+  /* Sum: '<S50>/Sum2' incorporates:
+   *  UnitDelay: '<S50>/UnitDelay1'
+   */
+  rtb_Sum3_g = rtu_u[0] - (localDW->UnitDelay1_DSTATE[0] >> 16);
+  if (rtb_Sum3_g > 32767) {
+    rtb_Sum3_g = 32767;
+  } else {
+    if (rtb_Sum3_g < -32768) {
+      rtb_Sum3_g = -32768;
+    }
+  }
 
-  /* Sum: '<S50>/Sum1' incorporates:
-   *  Product: '<S50>/Divide1'
-   *  Product: '<S50>/Divide2'
-   *  UnitDelay: '<S50>/UnitDelay3'
+  /* Sum: '<S50>/Sum3' incorporates:
+   *  Product: '<S50>/Divide3'
+   *  Sum: '<S50>/Sum2'
+   *  UnitDelay: '<S50>/UnitDelay1'
    */
-  rty_y[0] = (int16_T)(((rtu_u[0] * rtu_coef) >> 16) +
-                       ((localDW->UnitDelay3_DSTATE[0] * rtb_Sum5) >> 16));
+  rtb_Sum3_g = rtu_coef * rtb_Sum3_g + localDW->UnitDelay1_DSTATE[0];
+
+  /* DataTypeConversion: '<S50>/Data Type Conversion' */
+  rty_y[0] = (int16_T)(rtb_Sum3_g >> 16);
 
-  /* Update for UnitDelay: '<S50>/UnitDelay3' */
-  localDW->UnitDelay3_DSTATE[0] = rty_y[0];
+  /* Update for UnitDelay: '<S50>/UnitDelay1' */
+  localDW->UnitDelay1_DSTATE[0] = rtb_Sum3_g;
 
-  /* Sum: '<S50>/Sum1' incorporates:
-   *  Product: '<S50>/Divide1'
-   *  Product: '<S50>/Divide2'
-   *  UnitDelay: '<S50>/UnitDelay3'
+  /* Sum: '<S50>/Sum2' incorporates:
+   *  UnitDelay: '<S50>/UnitDelay1'
    */
-  rty_y[1] = (int16_T)(((rtu_u[1] * rtu_coef) >> 16) +
-                       ((localDW->UnitDelay3_DSTATE[1] * rtb_Sum5) >> 16));
+  rtb_Sum3_g = rtu_u[1] - (localDW->UnitDelay1_DSTATE[1] >> 16);
+  if (rtb_Sum3_g > 32767) {
+    rtb_Sum3_g = 32767;
+  } else {
+    if (rtb_Sum3_g < -32768) {
+      rtb_Sum3_g = -32768;
+    }
+  }
+
+  /* Sum: '<S50>/Sum3' incorporates:
+   *  Product: '<S50>/Divide3'
+   *  Sum: '<S50>/Sum2'
+   *  UnitDelay: '<S50>/UnitDelay1'
+   */
+  rtb_Sum3_g = rtu_coef * rtb_Sum3_g + localDW->UnitDelay1_DSTATE[1];
+
+  /* DataTypeConversion: '<S50>/Data Type Conversion' */
+  rty_y[1] = (int16_T)(rtb_Sum3_g >> 16);
 
-  /* Update for UnitDelay: '<S50>/UnitDelay3' */
-  localDW->UnitDelay3_DSTATE[1] = rty_y[1];
+  /* Update for UnitDelay: '<S50>/UnitDelay1' */
+  localDW->UnitDelay1_DSTATE[1] = rtb_Sum3_g;
 }
 
 /*
@@ -1502,10 +1527,10 @@ void BLDC_controller_step(RT_MODEL *const rtM)
     /* Disable for If: '<S6>/If2' */
     if (rtDW->If2_ActiveSubsystem_a == 0) {
       /* Disable for Outport: '<S41>/iq' */
-      rtDW->Sum1[0] = 0;
+      rtDW->DataTypeConversion[0] = 0;
 
       /* Disable for Outport: '<S41>/id' */
-      rtDW->Sum1[1] = 0;
+      rtDW->DataTypeConversion[1] = 0;
     }
 
     rtDW->If2_ActiveSubsystem_a = -1;
@@ -1518,10 +1543,10 @@ void BLDC_controller_step(RT_MODEL *const rtM)
     rtDW->Gain4[2] = 0;
 
     /* Disable for Outport: '<S6>/r_devSignal1' */
-    rtDW->Sum1[0] = 0;
+    rtDW->DataTypeConversion[0] = 0;
 
     /* Disable for Outport: '<S6>/r_devSignal2' */
-    rtDW->Sum1[1] = 0;
+    rtDW->DataTypeConversion[1] = 0;
   }
 
   if (UnitDelay3 == 0) {
@@ -1639,10 +1664,10 @@ void BLDC_controller_step(RT_MODEL *const rtM)
     rtDW->If2_ActiveSubsystem_a = UnitDelay3;
     if ((rtb_Sum2_h != UnitDelay3) && (rtb_Sum2_h == 0)) {
       /* Disable for Outport: '<S41>/iq' */
-      rtDW->Sum1[0] = 0;
+      rtDW->DataTypeConversion[0] = 0;
 
       /* Disable for Outport: '<S41>/id' */
-      rtDW->Sum1[1] = 0;
+      rtDW->DataTypeConversion[1] = 0;
     }
 
     if (UnitDelay3 == 0) {
@@ -1715,7 +1740,7 @@ void BLDC_controller_step(RT_MODEL *const rtM)
 
       /* Outputs for Atomic SubSystem: '<S41>/Low_Pass_Filter' */
       Low_Pass_Filter(rtb_TmpSignalConversionAtLow_Pa, rtP->cf_currFilt,
-                      rtDW->Sum1, &rtDW->Low_Pass_Filter_m);
+                      rtDW->DataTypeConversion, &rtDW->Low_Pass_Filter_m);
 
       /* End of Outputs for SubSystem: '<S41>/Low_Pass_Filter' */
 
@@ -1805,10 +1830,10 @@ void BLDC_controller_step(RT_MODEL *const rtM)
       switch (rtDW->z_ctrlMod) {
        case 1:
         /* Abs: '<S6>/Abs5' */
-        if (rtDW->Sum1[0] < 0) {
-          rtb_Merge_f_idx_1 = (int16_T)-rtDW->Sum1[0];
+        if (rtDW->DataTypeConversion[0] < 0) {
+          rtb_Merge_f_idx_1 = (int16_T)-rtDW->DataTypeConversion[0];
         } else {
-          rtb_Merge_f_idx_1 = rtDW->Sum1[0];
+          rtb_Merge_f_idx_1 = rtDW->DataTypeConversion[0];
         }
 
         /* End of Abs: '<S6>/Abs5' */
@@ -1843,13 +1868,13 @@ void BLDC_controller_step(RT_MODEL *const rtM)
          *  RelationalOperator: '<S74>/UpperRelop'
          *  Switch: '<S74>/Switch'
          */
-        if (rtDW->Sum1[0] > rtDW->Divide1_a) {
+        if (rtDW->DataTypeConversion[0] > rtDW->Divide1_a) {
           rtb_Merge_f_idx_1 = rtDW->Divide1_a;
-        } else if (rtDW->Sum1[0] < rtDW->Gain1) {
+        } else if (rtDW->DataTypeConversion[0] < rtDW->Gain1) {
           /* Switch: '<S74>/Switch' */
           rtb_Merge_f_idx_1 = rtDW->Gain1;
         } else {
-          rtb_Merge_f_idx_1 = rtDW->Sum1[0];
+          rtb_Merge_f_idx_1 = rtDW->DataTypeConversion[0];
         }
 
         /* End of Switch: '<S74>/Switch2' */
@@ -1858,8 +1883,8 @@ void BLDC_controller_step(RT_MODEL *const rtM)
          *  Constant: '<S71>/cf_iqKiLimProt'
          *  Sum: '<S71>/Sum3'
          */
-        rtDW->Divide1 = (int16_T)(rtb_Merge_f_idx_1 - rtDW->Sum1[0]) *
-          rtP->cf_iqKiLimProt;
+        rtDW->Divide1 = (int16_T)(rtb_Merge_f_idx_1 - rtDW->DataTypeConversion[0])
+          * rtP->cf_iqKiLimProt;
 
         /* End of Outputs for SubSystem: '<S45>/Speed_Mode_Protection' */
         break;
@@ -1924,7 +1949,7 @@ void BLDC_controller_step(RT_MODEL *const rtM)
         /* End of Switch: '<S66>/Switch2' */
 
         /* Sum: '<S54>/Sum3' */
-        rtb_Gain3 = rtb_toNegative - rtDW->Sum1[1];
+        rtb_Gain3 = rtb_toNegative - rtDW->DataTypeConversion[1];
         if (rtb_Gain3 > 32767) {
           rtb_Gain3 = 32767;
         } else {
@@ -2055,7 +2080,7 @@ void BLDC_controller_step(RT_MODEL *const rtM)
         /* End of Switch: '<S61>/Switch2' */
 
         /* Sum: '<S53>/Sum2' */
-        rtb_Gain3 = rtb_Merge_f_idx_1 - rtDW->Sum1[0];
+        rtb_Gain3 = rtb_Merge_f_idx_1 - rtDW->DataTypeConversion[0];
         if (rtb_Gain3 > 32767) {
           rtb_Gain3 = 32767;
         } else {
@@ -2476,12 +2501,12 @@ void BLDC_controller_step(RT_MODEL *const rtM)
   /* Outport: '<Root>/r_devSignal1' incorporates:
    *  DataTypeConversion: '<S1>/Data Type Conversion4'
    */
-  rtY->r_devSignal1 = (int16_T)(rtDW->Sum1[0] >> 4);
+  rtY->r_devSignal1 = (int16_T)(rtDW->DataTypeConversion[0] >> 4);
 
   /* Outport: '<Root>/r_devSignal2' incorporates:
    *  DataTypeConversion: '<S1>/Data Type Conversion5'
    */
-  rtY->r_devSignal2 = (int16_T)(rtDW->Sum1[1] >> 4);
+  rtY->r_devSignal2 = (int16_T)(rtDW->DataTypeConversion[1] >> 4);
 
   /* End of Outputs for SubSystem: '<Root>/BLDC_controller' */
 }
diff --git a/Src/BLDC_controller_data.c b/Src/BLDC_controller_data.c
index 5a11f15..9ce9b3a 100644
--- a/Src/BLDC_controller_data.c
+++ b/Src/BLDC_controller_data.c
@@ -3,9 +3,9 @@
  *
  * Code generated for Simulink model 'BLDC_controller'.
  *
- * Model version                  : 1.1249
+ * Model version                  : 1.1256
  * Simulink Coder version         : 8.13 (R2017b) 24-Jul-2017
- * C/C++ source code generated on : Thu Dec 12 20:22:31 2019
+ * C/C++ source code generated on : Mon Dec 30 21:36:12 2019
  *
  * Target selection: ert.tlc
  * Embedded hardware selection: ARM Compatible->ARM Cortex
@@ -184,12 +184,12 @@ P rtP_Left = {
   /* Variable: t_errDequal
    * Referenced by: '<S3>/t_errDequal'
    */
-  10667U,
+  9600U,
 
   /* Variable: t_errQual
    * Referenced by: '<S3>/t_errQual'
    */
-  3200U,
+  1280U,
 
   /* Variable: Vd_max
    * Referenced by:
@@ -266,7 +266,7 @@ P rtP_Left = {
   /* Variable: r_errInpTgtThres
    * Referenced by: '<S3>/r_errInpTgtThres'
    */
-  6400,
+  9600,
 
   /* Variable: r_fieldWeakHi
    * Referenced by: '<S5>/r_fieldWeakHi'
diff --git a/Src/bldc.c b/Src/bldc.c
index a2ec2ce..29edeab 100644
--- a/Src/bldc.c
+++ b/Src/bldc.c
@@ -78,7 +78,7 @@ static int16_t offsetdcl    = 2000;
 static int16_t offsetdcr    = 2000;
 
 int16_t        batVoltage       = (400 * BAT_CELLS * BAT_CALIB_ADC) / BAT_CALIB_REAL_VOLTAGE;
-static int16_t batVoltageFixdt  = (400 * BAT_CELLS * BAT_CALIB_ADC) / BAT_CALIB_REAL_VOLTAGE << 4;  // Fixed-point filter output initialized at 400 V*100/cell = 4 V/cell converted to fixed-point
+static int32_t batVoltageFixdt  = (400 * BAT_CELLS * BAT_CALIB_ADC) / BAT_CALIB_REAL_VOLTAGE << 20;  // Fixed-point filter output initialized at 400 V*100/cell = 4 V/cell converted to fixed-point
 
 // =================================
 // DMA interrupt frequency =~ 16 kHz
@@ -101,8 +101,8 @@ void DMA1_Channel1_IRQHandler(void) {
   }
 
   if (buzzerTimer % 1000 == 0) {  // because you get float rounding errors if it would run every time -> not any more, everything converted to fixed-point
-    filtLowPass16(adc_buffer.batt1, BAT_FILT_COEF, &batVoltageFixdt);
-    batVoltage = batVoltageFixdt >> 4;  // convert fixed-point to integer
+    filtLowPass32(adc_buffer.batt1, BAT_FILT_COEF, &batVoltageFixdt);
+    batVoltage = (int16_t)(batVoltageFixdt >> 20);  // convert fixed-point to integer
   }
 
   // Get Left motor currents
diff --git a/Src/main.c b/Src/main.c
index de8782b..a3743fd 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -99,6 +99,11 @@ extern I2C_HandleTypeDef hi2c2;
   uint8_t nunchuck_connected = 1;
 #endif
 
+#if defined(CONTROL_ADC) && defined(ADC_PROTECT_ENA)
+static int16_t timeoutCntADC   = 0;  // Timeout counter for ADC Protection
+#endif
+static uint8_t timeoutFlagADC  = 0;  // Timeout Flag for for ADC Protection: 0 = OK, 1 = Problem detected (line disconnected or wrong ADC data)
+
 #if defined(CONTROL_SERIAL_USART2) || defined(CONTROL_SERIAL_USART3)
 typedef struct{
   uint16_t  start;
@@ -107,9 +112,9 @@ typedef struct{
   uint16_t  checksum;
 } Serialcommand;
 static volatile Serialcommand command;
-static int16_t timeoutCnt   = 0;  // Timeout counter for Rx Serial command
+static int16_t timeoutCntSerial   = 0;  // Timeout counter for Rx Serial command
 #endif
-static uint8_t timeoutFlag  = 0;  // Timeout Flag for Rx Serial command: 0 = OK, 1 = Problem detected (line disconnected or wrong Rx data)
+static uint8_t timeoutFlagSerial  = 0;  // Timeout Flag for Rx Serial command: 0 = OK, 1 = Problem detected (line disconnected or wrong Rx data)
 
 #if defined(FEEDBACK_SERIAL_USART2) || defined(FEEDBACK_SERIAL_USART3)
 typedef struct{
@@ -126,7 +131,7 @@ typedef struct{
 } SerialFeedback;
 static SerialFeedback Feedback;
 #endif
-static uint8_t serialSendCounter; // serial send counter
+static uint8_t serialSendCnt;           // serial send counter
 
 #if defined(CONTROL_NUNCHUCK) || defined(SUPPORT_NUNCHUCK) || defined(CONTROL_PPM) || defined(CONTROL_ADC)
 static uint8_t button1, button2;
@@ -139,11 +144,16 @@ static int        cmd2;                 // normalized input value. -1000 to 1000
 static int16_t    speed;                // local variable for speed. -1000 to 1000
 #ifndef TRANSPOTTER
   static int16_t  steer;                // local variable for steering. -1000 to 1000
-  static int16_t  steerFixdt;           // local fixed-point variable for steering low-pass filter
-  static int16_t  speedFixdt;           // local fixed-point variable for speed low-pass filter
   static int16_t  steerRateFixdt;       // local fixed-point variable for steering rate limiter
   static int16_t  speedRateFixdt;       // local fixed-point variable for speed rate limiter
+  static int32_t  steerFixdt;           // local fixed-point variable for steering low-pass filter
+  static int32_t  speedFixdt;           // local fixed-point variable for speed low-pass filter
+#endif
+#ifdef HOVERCAR
+  static MultipleTap MultipleTapBreak;  // define multiple tap functionality for the Break pedal
 #endif
+static int16_t    speedAvg;             // average measured speed
+static int16_t    speedAvgAbs;          // average measured speed in absolute
 
 extern volatile int pwml;               // global variable for pwm left. -1000 to 1000
 extern volatile int pwmr;               // global variable for pwm right. -1000 to 1000
@@ -217,8 +227,6 @@ int main(void) {
 // ###############################################################################
   
   /* Set BLDC controller parameters */ 
-  rtP_Right                     = rtP_Left;     // Copy the Left motor parameters to the Right motor parameters
-
   rtP_Left.b_selPhaABCurrMeas   = 1;            // Left motor measured current phases = {iA, iB} -> do NOT change
   rtP_Left.z_ctrlTypSel         = CTRL_TYP_SEL;
   rtP_Left.b_diagEna            = DIAG_ENA; 
@@ -230,16 +238,8 @@ int main(void) {
   rtP_Left.r_fieldWeakHi        = FIELD_WEAK_HI << 4;                   // fixdt(1,16,4)
   rtP_Left.r_fieldWeakLo        = FIELD_WEAK_LO << 4;                   // fixdt(1,16,4)
 
+  rtP_Right                     = rtP_Left;     // Copy the Left motor parameters to the Right motor parameters
   rtP_Right.b_selPhaABCurrMeas  = 0;            // Left motor measured current phases = {iB, iC} -> do NOT change
-  rtP_Right.z_ctrlTypSel        = CTRL_TYP_SEL;
-  rtP_Right.b_diagEna           = DIAG_ENA; 
-  rtP_Right.i_max               = (I_MOT_MAX * A2BIT_CONV) << 4;        // fixdt(1,16,4)
-  rtP_Right.n_max               = N_MOT_MAX << 4;                       // fixdt(1,16,4)
-  rtP_Right.b_fieldWeakEna      = FIELD_WEAK_ENA; 
-  rtP_Right.id_fieldWeakMax     = (FIELD_WEAK_MAX * A2BIT_CONV) << 4;   // fixdt(1,16,4)
-  rtP_Right.a_phaAdvMax         = PHASE_ADV_MAX << 4;                   // fixdt(1,16,4)
-  rtP_Right.r_fieldWeakHi       = FIELD_WEAK_HI << 4;                   // fixdt(1,16,4)
-  rtP_Right.r_fieldWeakLo       = FIELD_WEAK_LO << 4;                   // fixdt(1,16,4)
 
   /* Pack LEFT motor data into RTM */
   rtM_Left->defaultParam        = &rtP_Left;
@@ -355,7 +355,7 @@ int main(void) {
   int16_t lastSpeedL = 0, lastSpeedR = 0;
   int16_t speedL = 0, speedR = 0;
 
-  int16_t board_temp_adcFixdt = adc_buffer.temp << 4;  // Fixed-point filter output initialized with current ADC converted to fixed-point
+  int32_t board_temp_adcFixdt = adc_buffer.temp << 20;  // Fixed-point filter output initialized with current ADC converted to fixed-point
   int16_t board_temp_adcFilt  = adc_buffer.temp;
   int16_t board_temp_deg_c;
 
@@ -409,12 +409,11 @@ int main(void) {
           }
           if (distance - (int)(setDistance * 1345) > -300) {
             #ifdef INVERT_R_DIRECTION
-              pwmr = -speedR;
+              pwmr = speedR;
             #endif
             #ifndef INVERT_R_DIRECTION
-              pwmr = speedR;
+              pwmr = -speedR;
             #endif
-
             #ifdef INVERT_L_DIRECTION
               pwml = -speedL;
             #endif
@@ -472,7 +471,32 @@ int main(void) {
               -CLAMP((ADC2_MID - adc_buffer.l_rx2) * INPUT_MAX / (ADC2_MID - ADC2_MIN), 0, INPUT_MAX);    // ADC2        
       #else
         cmd2 = CLAMP((adc_buffer.l_rx2 - ADC2_MIN) * INPUT_MAX / (ADC2_MAX - ADC2_MIN), 0, INPUT_MAX);    // ADC2
-      #endif  
+      #endif
+
+      #ifdef ADC_PROTECT_ENA
+        if (adc_buffer.l_tx2 >= (ADC1_MIN - ADC_PROTECT_THRESH) && adc_buffer.l_tx2 <= (ADC1_MAX + ADC_PROTECT_THRESH) && 
+            adc_buffer.l_rx2 >= (ADC2_MIN - ADC_PROTECT_THRESH) && adc_buffer.l_rx2 <= (ADC2_MAX + ADC_PROTECT_THRESH)) {
+          if (timeoutFlagADC) {                         // Check for previous timeout flag  
+            if (timeoutCntADC-- <= 0)                   // Timeout de-qualification
+              timeoutFlagADC  = 0;                      // Timeout flag cleared           
+          } else {
+            timeoutCntADC     = 0;                      // Reset the timeout counter         
+          }
+        } else {
+          if (timeoutCntADC++ >= ADC_PROTECT_TIMEOUT) { // Timeout qualification
+            timeoutFlagADC    = 1;                      // Timeout detected
+            timeoutCntADC     = ADC_PROTECT_TIMEOUT;    // Limit timout counter value
+          }
+        }
+
+        if (timeoutFlagADC) {                           // In case of timeout bring the system to a Safe State
+          ctrlModReq  = 0;                              // OPEN_MODE request. This will bring the motor power to 0 in a controlled way
+          cmd1        = 0;
+          cmd2        = 0;
+        } else {
+          ctrlModReq  = ctrlModReqRaw;                  // Follow the Mode request
+        }
+      #endif
 
       // use ADCs as button inputs:
       button1 = (uint8_t)(adc_buffer.l_tx2 > 2000);  // ADC1
@@ -485,19 +509,19 @@ int main(void) {
 
       // Handle received data validity, timeout and fix out-of-sync if necessary
       if (command.start == START_FRAME && command.checksum == (uint16_t)(command.start ^ command.steer ^ command.speed)) { 
-        if (timeoutFlag) {                      // Check for previous timeout flag  
-          if (timeoutCnt-- <= 0)                // Timeout de-qualification
-            timeoutFlag   = 0;                  // Timeout flag cleared           
+        if (timeoutFlagSerial) {                      // Check for previous timeout flag  
+          if (timeoutCntSerial-- <= 0)                // Timeout de-qualification
+            timeoutFlagSerial   = 0;                  // Timeout flag cleared           
         } else {
           cmd1            = CLAMP((int16_t)command.steer, INPUT_MIN, INPUT_MAX);
           cmd2            = CLAMP((int16_t)command.speed, INPUT_MIN, INPUT_MAX);         
-          command.start   = 0xFFFF;             // Change the Start Frame for timeout detection in the next cycle
-          timeoutCnt      = 0;                  // Reset the timeout counter         
+          command.start   = 0xFFFF;                   // Change the Start Frame for timeout detection in the next cycle
+          timeoutCntSerial      = 0;                  // Reset the timeout counter         
         }
       } else {
-        if (timeoutCnt++ >= SERIAL_TIMEOUT) {   // Timeout qualification
-          timeoutFlag     = 1;                  // Timeout detected
-          timeoutCnt      = SERIAL_TIMEOUT;     // Limit timout counter value
+        if (timeoutCntSerial++ >= SERIAL_TIMEOUT) {   // Timeout qualification
+          timeoutFlagSerial     = 1;                  // Timeout detected
+          timeoutCntSerial      = SERIAL_TIMEOUT;     // Limit timout counter value
         }
         // Check the received Start Frame. If it is NOT OK, most probably we are out-of-sync.
         // Try to re-sync by reseting the DMA
@@ -507,7 +531,7 @@ int main(void) {
         }
       }       
 
-      if (timeoutFlag) {                        // In case of timeout bring the system to a Safe State
+      if (timeoutFlagSerial) {                        // In case of timeout bring the system to a Safe State
         ctrlModReq  = 0;                        // OPEN_MODE request. This will bring the motor power to 0 in a controlled way
         cmd1        = 0;
         cmd2        = 0;
@@ -518,26 +542,76 @@ int main(void) {
 
     #endif
 
+    // Calculate measured average speed. The minus sign (-) is beacause motors spin in opposite directions
+    #if   !defined(INVERT_L_DIRECTION) && !defined(INVERT_R_DIRECTION)
+      speedAvg    = ( rtY_Left.n_mot - rtY_Right.n_mot) / 2;
+    #elif !defined(INVERT_L_DIRECTION) &&  defined(INVERT_R_DIRECTION)
+      speedAvg    = ( rtY_Left.n_mot + rtY_Right.n_mot) / 2;
+    #elif  defined(INVERT_L_DIRECTION) && !defined(INVERT_R_DIRECTION)
+      speedAvg    = (-rtY_Left.n_mot - rtY_Right.n_mot) / 2;
+    #elif  defined(INVERT_L_DIRECTION) &&  defined(INVERT_R_DIRECTION)
+      speedAvg    = (-rtY_Left.n_mot + rtY_Right.n_mot) / 2;
+    #endif
+
+    // Handle the case when SPEED_COEFFICIENT sign is negative (which is when most significant bit is 1)
+    if ((SPEED_COEFFICIENT & (1 << 16)) >> 16) {
+      speedAvg    = -speedAvg;
+    } 
+    speedAvgAbs   = abs(speedAvg);
+
     #ifndef TRANSPOTTER
       // ####### MOTOR ENABLING: Only if the initial input is very small (for SAFETY) #######
-      if (enable == 0 && (cmd1 > -50 && cmd1 < 50) && (cmd2 > -50 && cmd2 < 50)){
+      if (enable == 0 && (!errCode_Left && !errCode_Right) && (cmd1 > -50 && cmd1 < 50) && (cmd2 > -50 && cmd2 < 50)){
         shortBeep(6);                     // make 2 beeps indicating the motor enable
         shortBeep(4); HAL_Delay(100);
         enable = 1;                       // enable motors
       }
 
+      // ####### HOVERCAR #######
+      #ifdef HOVERCAR
+        // Calculate speed Blend, a number between [0, 1] in fixdt(0,16,15)
+        uint16_t speedBlend;       
+        speedBlend = (uint16_t)(((CLAMP(speedAvgAbs,30,90) - 30) << 15) / 60);     // speedBlend [0,1] is within [30 rpm, 90rpm]
+
+        // Check if Hovercar is physically close to standstill to enable Double tap detection on Brake pedal for Reverse functionality
+        if (speedAvgAbs < 20) {
+          multipleTapDet(cmd1, HAL_GetTick(), &MultipleTapBreak);   // Break pedal in this case is "cmd1" variable
+        }
+
+        // If Brake pedal (cmd1) is pressed, bring to 0 also the Throttle pedal (cmd2) to avoid "Double pedal" driving          
+        if (cmd1 > 20) {
+          cmd2 = (int16_t)((cmd2 * speedBlend) >> 15);
+        }
+
+        // Make sure the Brake pedal is opposite to the direction of motion AND it goes to 0 as we reach standstill (to avoid Reverse driving by Brake pedal) 
+        if (speedAvg > 0) {
+          cmd1 = (int16_t)((-cmd1 * speedBlend) >> 15);
+        } else {
+          cmd1 = (int16_t)(( cmd1 * speedBlend) >> 15);          
+        }
+      #endif
+
       // ####### LOW-PASS FILTER #######
       rateLimiter16(cmd1, RATE, &steerRateFixdt);
       rateLimiter16(cmd2, RATE, &speedRateFixdt);
-      filtLowPass16(steerRateFixdt >> 4, FILTER, &steerFixdt);
-      filtLowPass16(speedRateFixdt >> 4, FILTER, &speedFixdt);
-      steer = steerFixdt >> 4;  // convert fixed-point to integer
-      speed = speedFixdt >> 4;  // convert fixed-point to integer    
+      filtLowPass32(steerRateFixdt >> 4, FILTER, &steerFixdt);
+      filtLowPass32(speedRateFixdt >> 4, FILTER, &speedFixdt);
+      steer = (int16_t)(steerFixdt >> 20);  // convert fixed-point to integer
+      speed = (int16_t)(speedFixdt >> 20);  // convert fixed-point to integer    
+
+      // ####### HOVERCAR #######
+      #ifdef HOVERCAR        
+        if (!MultipleTapBreak.b_multipleTap) {  // Check driving direction
+          speed = steer + speed;                // Forward driving          
+        } else {
+          speed = steer - speed;                // Reverse driving
+        }
+      #endif
 
       // ####### MIXER #######
       // speedR = CLAMP((int)(speed * SPEED_COEFFICIENT -  steer * STEER_COEFFICIENT), -1000, 1000);
       // speedL = CLAMP((int)(speed * SPEED_COEFFICIENT +  steer * STEER_COEFFICIENT), -1000, 1000);
-      mixerFcn(speedFixdt, steerFixdt, &speedR, &speedL);   // This function implements the equations above
+      mixerFcn(speed << 4, steer << 4, &speedR, &speedL);   // This function implements the equations above
 
       #ifdef ADDITIONAL_CODE
         ADDITIONAL_CODE;
@@ -637,13 +711,13 @@ int main(void) {
 
 
     // ####### CALC BOARD TEMPERATURE #######
-    filtLowPass16(adc_buffer.temp, TEMP_FILT_COEF, &board_temp_adcFixdt);
-    board_temp_adcFilt  = board_temp_adcFixdt >> 4;  // convert fixed-point to integer
+    filtLowPass32(adc_buffer.temp, TEMP_FILT_COEF, &board_temp_adcFixdt);
+    board_temp_adcFilt  = (int16_t)(board_temp_adcFixdt >> 20);  // convert fixed-point to integer
     board_temp_deg_c    = (TEMP_CAL_HIGH_DEG_C - TEMP_CAL_LOW_DEG_C) * (board_temp_adcFilt - TEMP_CAL_LOW_ADC) / (TEMP_CAL_HIGH_ADC - TEMP_CAL_LOW_ADC) + TEMP_CAL_LOW_DEG_C;
 
-    serialSendCounter++;              // Increment the counter
-    if (serialSendCounter > 20) {     // Send data every 100 ms = 20 * 5 ms, where 5 ms is approximately the main loop duration
-      serialSendCounter = 0;          // Reset the counter
+    serialSendCnt++;              // Increment the counter
+    if (serialSendCnt > 20) {     // Send data every 100 ms = 20 * 5 ms, where 5 ms is approximately the main loop duration
+      serialSendCnt = 0;          // Reset the counter
 
       // ####### DEBUG SERIAL OUT #######
       #if defined(DEBUG_SERIAL_USART2) || defined(DEBUG_SERIAL_USART3)
@@ -651,8 +725,8 @@ int main(void) {
           setScopeChannel(0, (int16_t)adc_buffer.l_tx2);        // 1: ADC1
           setScopeChannel(1, (int16_t)adc_buffer.l_rx2);        // 2: ADC2
         #endif
-        setScopeChannel(2, (int16_t)speedR);                    // 1: output command: [-1000, 1000]
-        setScopeChannel(3, (int16_t)speedL);                    // 2: output command: [-1000, 1000]
+        setScopeChannel(2, (int16_t)speedR);                    // 3: output command: [-1000, 1000]
+        setScopeChannel(3, (int16_t)speedL);                    // 4: output command: [-1000, 1000]
         setScopeChannel(4, (int16_t)adc_buffer.batt1);          // 5: for battery voltage calibration
         setScopeChannel(5, (int16_t)(batVoltage * BAT_CALIB_REAL_VOLTAGE / BAT_CALIB_ADC)); // 6: for verifying battery voltage calibration
         setScopeChannel(6, (int16_t)board_temp_adcFilt);        // 7: for board temperature calibration
@@ -696,25 +770,29 @@ int main(void) {
 
 
     // ####### BEEP AND EMERGENCY POWEROFF #######
-    if ((TEMP_POWEROFF_ENABLE && board_temp_deg_c >= TEMP_POWEROFF && abs(speed) < 20) || (batVoltage < BAT_LOW_DEAD && abs(speed) < 20)) {  // poweroff before mainboard burns OR low bat 3
+    if (errCode_Left || errCode_Right) {    // disable motors and beep in case of Motor error - fast beep
+      enable        = 0;
+      buzzerFreq    = 8;
+      buzzerPattern = 1;
+    } else if ((TEMP_POWEROFF_ENABLE && board_temp_deg_c >= TEMP_POWEROFF && speedAvgAbs < 20) || (batVoltage < BAT_LOW_DEAD && speedAvgAbs < 20)) {  // poweroff before mainboard burns OR low bat 3
       poweroff();
     } else if (TEMP_WARNING_ENABLE && board_temp_deg_c >= TEMP_WARNING) {  // beep if mainboard gets hot
-      buzzerFreq = 4;
+      buzzerFreq    = 4;
       buzzerPattern = 1;
     } else if (batVoltage < BAT_LOW_LVL1 && batVoltage >= BAT_LOW_LVL2 && BAT_LOW_LVL1_ENABLE) {  // low bat 1: slow beep
-      buzzerFreq = 5;
+      buzzerFreq    = 5;
       buzzerPattern = 42;
     } else if (batVoltage < BAT_LOW_LVL2 && batVoltage >= BAT_LOW_DEAD && BAT_LOW_LVL2_ENABLE) {  // low bat 2: fast beep
-      buzzerFreq = 5;
+      buzzerFreq    = 5;
       buzzerPattern = 6;
-    } else if (errCode_Left || errCode_Right || timeoutFlag) {  // beep in case of Motor error or serial timeout - fast beep
-      buzzerFreq = 12;
+    } else if (timeoutFlagADC || timeoutFlagSerial) {  // beep in case of ADC or Serial timeout - fast beep      
+      buzzerFreq    = 24;
       buzzerPattern = 1;
-    } else if (BEEPS_BACKWARD && speed < -50) {  // backward beep
-      buzzerFreq = 5;
+    } else if (BEEPS_BACKWARD && speed < -50 && speedAvg < 0) {  // backward beep
+      buzzerFreq    = 5;
       buzzerPattern = 1;
     } else {  // do not beep
-      buzzerFreq = 0;
+      buzzerFreq    = 0;
       buzzerPattern = 0;
     }
 
@@ -752,67 +830,27 @@ void shortBeep(uint8_t freq){
 }
 
 // ===========================================================
-  /* Low pass filter fixed-point 16 bits: fixdt(1,16,4)
+  /* Low pass filter fixed-point 32 bits: fixdt(1,32,20)
   * Max:  2047.9375
   * Min: -2048
   * Res:  0.0625
   * 
   * Inputs:       u     = int16
-  * Outputs:      y     = fixdt(1,16,4)
+  * Outputs:      y     = fixdt(1,32,20)
   * Parameters:   coef  = fixdt(0,16,16) = [0,65535U]
   * 
   * Example: 
   * If coef = 0.8 (in floating point), then coef = 0.8 * 2^16 = 52429 (in fixed-point)
   * filtLowPass16(u, 52429, &y);
-  * yint = y >> 4; // the integer output is the fixed-point ouput shifted by 4 bits
+  * yint = (int16_t)(y >> 20); // the integer output is the fixed-point ouput shifted by 20 bits
   */
-void filtLowPass16(int16_t u, uint16_t coef, int16_t *y)
+void filtLowPass32(int16_t u, uint16_t coef, int32_t *y)
 {
   int32_t tmp;
-
-  tmp = (((int16_t)(u << 4) * coef) >> 16) + 
-        (((int32_t)(65535U - coef) * (*y)) >> 16);
-
-  // Overflow protection
-  tmp = CLAMP(tmp, -32768, 32767);
-
-  *y = (int16_t)tmp;
-}
-
-// ===========================================================
-  /* Low pass filter fixed-point 32 bits: fixdt(1,32,16)
-  * Max:  32767.99998474121
-  * Min: -32768
-  * Res:  1.52587890625e-5
-  * 
-  * Inputs:       u     = int32
-  * Outputs:      y     = fixdt(1,32,16)
-  * Parameters:   coef  = fixdt(0,16,16) = [0,65535U]
-  * 
-  * Example: 
-  * If coef = 0.8 (in floating point), then coef = 0.8 * 2^16 = 52429 (in fixed-point)
-  * filtLowPass16(u, 52429, &y);
-  * yint = y >> 16;  // the integer output is the fixed-point ouput shifted by 16 bits
-  */
-void filtLowPass32(int32_t u, uint16_t coef, int32_t *y)
-{
-  int32_t q0;
-  int32_t q1;
-  int32_t tmp;
-
-  q0 = (int32_t)(((int64_t)(u << 16) * coef) >> 16);
-  q1 = (int32_t)(((int64_t)(65535U - coef) * (*y)) >> 16);
-
-  // Overflow protection
-  if ((q0 < 0) && (q1 < MIN_int32_T - q0)) {
-    tmp = MIN_int32_T;
-  } else if ((q0 > 0) && (q1 > MAX_int32_T - q0)) {
-    tmp = MAX_int32_T;
-  } else {
-    tmp = q0 + q1;
-  }
-
-  *y = tmp;
+  
+  tmp = (int16_t)(u << 4) - (*y >> 16);  
+  tmp = CLAMP(tmp, -32768, 32767);  // Overflow protection  
+  *y  = coef * tmp + (*y);
 }
 
 // ===========================================================
@@ -866,6 +904,67 @@ void rateLimiter16(int16_t u, int16_t rate, int16_t *y)
   *y = q0 + *y;
 }
 
+// ===========================================================
+  /* multipleTapDet(int16_t u, uint32_t timeNow, MultipleTap *x)
+  * This function detects multiple tap presses, such as double tapping, triple tapping, etc.
+  * Inputs:       u = int16_t (input signal); timeNow = uint32_t (current time)  
+  * Outputs:      x->b_multipleTap (get the output here)
+  */
+void multipleTapDet(int16_t u, uint32_t timeNow, MultipleTap *x)
+{
+  uint8_t 	b_timeout;
+  uint8_t 	b_hyst;
+  uint8_t 	b_pulse;
+  uint8_t 	z_pulseCnt;
+  uint8_t   z_pulseCntRst;
+  uint32_t 	t_time; 
+
+  // Detect hysteresis
+  if (x->b_hysteresis) {
+    b_hyst = (u > MULTIPLE_TAP_LO);
+  } else {
+    b_hyst = (u > MULTIPLE_TAP_HI);
+  }
+
+  // Detect pulse
+  b_pulse = (b_hyst != x->b_hysteresis);
+
+  // Save time when first pulse is detected
+  if (b_hyst && b_pulse && (x->z_pulseCntPrev == 0)) {
+    t_time = timeNow;
+  } else {
+    t_time = x->t_timePrev;
+  }
+
+  // Create timeout boolean
+  b_timeout = (timeNow - t_time > MULTIPLE_TAP_TIMEOUT);
+
+  // Create pulse counter
+  if ((!b_hyst) && (x->z_pulseCntPrev == 0)) {
+    z_pulseCnt = 0U;
+  } else {
+    z_pulseCnt = b_pulse;
+  }
+
+  // Reset counter if we detected complete tap presses OR there is a timeout
+  if ((x->z_pulseCntPrev >= MULTIPLE_TAP_NR) || b_timeout) {
+    z_pulseCntRst = 0U;
+  } else {
+    z_pulseCntRst = x->z_pulseCntPrev;
+  }
+  z_pulseCnt = z_pulseCnt + z_pulseCntRst;
+
+  // Check if complete tap presses are detected AND no timeout
+  if ((z_pulseCnt >= MULTIPLE_TAP_NR) && (!b_timeout)) {
+    x->b_multipleTap = !x->b_multipleTap;	// Toggle output
+  }
+
+  // Update states
+  x->z_pulseCntPrev = z_pulseCnt;
+  x->b_hysteresis 	= b_hyst;
+  x->t_timePrev 	  = t_time;
+}
+
 // ===========================================================
 
 /** System Clock Configuration
diff --git a/docs/firmware_architecture.pptx b/docs/firmware_architecture.pptx
index 9f5d105f442b4c1848c6166410892d6086df46b3..725fff9c3639e0f8a1428793c8e3c1368d9c1e06 100644
GIT binary patch
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JPDHLkV1lt&9M}K=

diff --git a/platformio.ini b/platformio.ini
index 0cefdec..847e647 100644
--- a/platformio.ini
+++ b/platformio.ini
@@ -6,9 +6,10 @@ include_dir = Inc
 src_dir     = Src
 
 ;=================== VARIANT SELECTION ==========================
-default_envs = VARIANT_ADC          ; Variant for control via ADC input
+default_envs = VARIANT_ADC         ; Variant for control via ADC input
 ;default_envs = VARIANT_USART3      ; Variant for Serial control via USART3 input
-;default_envs = TRANSPOTTER         ; Variant for TRANSPOTTER build https://github.com/Jan--Henrik/transpOtterNG   
+;default_envs = HOVERCAR            ; Variant for HOVERCAR build
+;default_envs = TRANSPOTTER         ; Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
 ;================================================================
 
 [env:VARIANT_ADC]
@@ -31,6 +32,7 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
+    -D VARIANT_ADC
 
 [env:VARIANT_USART3]
 platform        = ststm32
@@ -54,6 +56,28 @@ build_flags =
 #    -Wl,-lnosys
     -D VARIANT_USART3
 
+[env:HOVERCAR]
+platform        = ststm32
+framework       = stm32cube
+board           = genericSTM32F103RC
+debug_tool      = stlink
+upload_protocol = stlink
+
+; Serial Port settings (make sure the COM port is correct)
+monitor_port    = COM5
+monitor_speed   = 38400
+
+build_flags =
+    -I${PROJECT_DIR}/inc/
+    -DUSE_HAL_DRIVER
+    -DSTM32F103xE
+    -Wl,-T./STM32F103RCTx_FLASH.ld
+    -Wl,-lc
+    -Wl,-lm
+    -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
+#    -Wl,-lnosys
+    -D HOVERCAR
+
 [env:TRANSPOTTER]
 platform        = ststm32
 framework       = stm32cube

From 641fd0bd76c26159dc5d495b858b601c855c0b2f Mon Sep 17 00:00:00 2001
From: EmanuelFeru <aerdronix@gmail.com>
Date: Tue, 31 Dec 2019 13:43:37 +0100
Subject: [PATCH 03/26] Added HOVERCAR movie link

---
 README.md | 2 ++
 1 file changed, 2 insertions(+)

diff --git a/README.md b/README.md
index 616b168..fab1767 100644
--- a/README.md
+++ b/README.md
@@ -46,6 +46,8 @@ Demo videos:
 
 [►Video: Reliable Serial Communication demo](https://drive.google.com/open?id=1mUM-p7SE6gmyTH7zhDHy5DUyczXvmy5d)
 
+[►Video: HOVERCAR demo](https://drive.google.com/open?id=18IvRJVdQSsjTg1I0Wedlg19e0FuDjfdS)
+
 ![Hoverboard wheel](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/docs/pictures/hoverboard_wheel.JPG)
 
 

From ec2f6a1eb6cebaef1b4dbff67d8206b842b2af1d Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sat, 4 Jan 2020 00:09:57 +0100
Subject: [PATCH 04/26] - removed default / fallback variant; you are forced to
 define the variant of your choice now or build will stop with an error -
 added condition in config.h to either take setting from platform.ini or
 config.h - homogenized default_envs naming; all variants now have VARIANT_ as
 prefix - added nunchuck variant in platform.ini and config.h - added PPM
 variant in platform.ini and config.h - README: added jan's nunchuck breakout
 board repo

---
 .travis.yml    |  2 +-
 Inc/config.h   | 96 +++++++++++++++++++++++++++++++-------------------
 Makefile       |  3 +-
 README.md      |  2 ++
 Src/main.c     | 32 ++++++++---------
 platformio.ini | 59 +++++++++++++++++++++++++++----
 6 files changed, 133 insertions(+), 61 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 87f8388..a6a556b 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -44,7 +44,7 @@ matrix:
       before_script: arm-none-eabi-gcc --version
 
     - name: platformio
-      script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e HOVERCAR -e TRANSPOTTER
+      script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e VARIANT_HOVERCAR -e VARIANT_TRANSPOTTER -e VARIANT_NUNCHUCK -e VARIANT_PPM
       language: python
       python:
         - "2.7"
diff --git a/Inc/config.h b/Inc/config.h
index 5ad463e..dbe955f 100644
--- a/Inc/config.h
+++ b/Inc/config.h
@@ -3,18 +3,24 @@
 
 // ############################### DEFINE FIRMWARE VARIANT ###############################
 // For variant selection, check platformio.ini 
-// For any particular needs, feel free to change this file according to your needs.
-
-// Select the VARIANT_ADC as default variant, in case NO variant is defined
-#if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(HOVERCAR) && !defined(TRANSPOTTER)
-  #define VARIANT_ADC                  
+// or define the desired build variant here if you want to use make 
+
+#if !defined(PLATFORMIO)
+  //#define VARIANT_ADC         // Variant for control via ADC input
+  //#define VARIANT_USART3      // Variant for Serial control via USART3 input
+  //#define VARIANT_HOVERCAR    // Variant for HOVERCAR build
+  //#define VARIANT_TRANSPOTTER // Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
+  //#define VARIANT_NUNCHUCK    // Variant for Nunchuck controlled vehicle build
+  //#define VARIANT_PPM         // Variant for RC-Remote with PPM-Sum Signal
 #endif
 
+// For any particular needs, feel free to change this file according to your needs.
+
 // ############################### DO-NOT-TOUCH SETTINGS ###############################
 
 #define PWM_FREQ            16000     // PWM frequency in Hz
 #define DEAD_TIME              48     // PWM deadtime
-#ifdef TRANSPOTTER
+#ifdef VARIANT_TRANSPOTTER
   #define DELAY_IN_MAIN_LOOP    2
 #else
   #define DELAY_IN_MAIN_LOOP    5     // in ms. default 5. it is independent of all the timing critical stuff. do not touch if you do not know what you are doing.
@@ -92,9 +98,9 @@
 
 // ############################### SERIAL DEBUG ###############################
 
-#ifndef TRANSPOTTER
+#ifndef VARIANT_TRANSPOTTER
   //#define DEBUG_SERIAL_SERVOTERM
-  #define DEBUG_SERIAL_ASCII          // "1:345 2:1337 3:0 4:0 5:0 6:0 7:0 8:0\r\n"
+  //#define DEBUG_SERIAL_ASCII          // "1:345 2:1337 3:0 4:0 5:0 6:0 7:0 8:0\r\n"
 #endif
 
 
@@ -109,36 +115,38 @@
 #define USART3_BAUD             38400                   // UART3 baud rate (short wired cable)
 #define USART3_WORDLENGTH       UART_WORDLENGTH_8B      // UART_WORDLENGTH_8B or UART_WORDLENGTH_9B
 
-#if defined(VARIANT_ADC) || defined(HOVERCAR)
+#if defined(VARIANT_ADC) || defined(VARIANT_HOVERCAR)
   // #define CONTROL_SERIAL_USART2                      // left sensor board cable, disable if ADC or PPM is used! For Arduino control check the hoverSerial.ino
   // #define FEEDBACK_SERIAL_USART2                     // left sensor board cable, disable if ADC or PPM is used!
   // #define DEBUG_SERIAL_USART2                        // left sensor board cable, disable if ADC or PPM is used!
 
   // #define CONTROL_SERIAL_USART3                      // right sensor board cable, disable if I2C (nunchuck or lcd) is used! For Arduino control check the hoverSerial.ino
   // #define FEEDBACK_SERIAL_USART3                     // right sensor board cable, disable if I2C (nunchuck or lcd) is used!
-  #define DEBUG_SERIAL_USART3                           // right sensor board cable, disable if I2C (nunchuck or lcd) is used!  
+  #define DEBUG_SERIAL_USART3                        // right sensor board cable, disable if I2C (nunchuck or lcd) is used!  
 #elif defined(VARIANT_USART3)
   // #define CONTROL_SERIAL_USART2                      // left sensor board cable, disable if ADC or PPM is used! For Arduino control check the hoverSerial.ino
   // #define FEEDBACK_SERIAL_USART2                     // left sensor board cable, disable if ADC or PPM is used!
-  // #define DEBUG_SERIAL_USART2                           // left sensor board cable, disable if ADC or PPM is used!
+  // #define DEBUG_SERIAL_USART2                        // left sensor board cable, disable if ADC or PPM is used!
 
-  #define CONTROL_SERIAL_USART3                         // right sensor board cable, disable if I2C (nunchuck or lcd) is used! For Arduino control check the hoverSerial.ino
-  #define FEEDBACK_SERIAL_USART3                        // right sensor board cable, disable if I2C (nunchuck or lcd) is used!
+  #define CONTROL_SERIAL_USART3                      // right sensor board cable, disable if I2C (nunchuck or lcd) is used! For Arduino control check the hoverSerial.ino
+  #define FEEDBACK_SERIAL_USART3                     // right sensor board cable, disable if I2C (nunchuck or lcd) is used!
   // #define DEBUG_SERIAL_USART3                        // right sensor board cable, disable if I2C (nunchuck or lcd) is used!
 #endif
 
 #if defined(FEEDBACK_SERIAL_USART2) || defined(DEBUG_SERIAL_USART2)
-#define UART_DMA_CHANNEL DMA1_Channel7
+  #define UART_DMA_CHANNEL DMA1_Channel7
 #endif
 
 #if defined(FEEDBACK_SERIAL_USART3) || defined(DEBUG_SERIAL_USART3)
-#define UART_DMA_CHANNEL DMA1_Channel2
+  #define UART_DMA_CHANNEL DMA1_Channel2
 #endif
 
+#ifdef VARIANT_PPM
 // ###### CONTROL VIA RC REMOTE ######
 // left sensor board cable. Channel 1: steering, Channel 2: speed.
-//#define CONTROL_PPM                 // use PPM-Sum as input. disable CONTROL_SERIAL_USART2!
+#define CONTROL_PPM                 // use PPM-Sum as input. disable CONTROL_SERIAL_USART2!
 //#define PPM_NUM_CHANNELS 6          // total number of PPM channels to receive, even if they are not used.
+#endif 
 
 // ###### CONTROL VIA TWO POTENTIOMETERS ######
 /* ADC-calibration to cover the full poti-range:
@@ -162,7 +170,7 @@
   #define ADC2_MID            2048      // mid ADC2-value while poti at minimum-position (ADC2_MIN - ADC2_MAX)
   #define ADC2_MAX            4095      // max ADC2-value while poti at maximum-position (0 - 4095)
 #endif
-#ifdef HOVERCAR
+#ifdef VARIANT_HOVERCAR
   #define CONTROL_ADC                   // use ADC as input. disable CONTROL_SERIAL_USART2, FEEDBACK_SERIAL_USART2, DEBUG_SERIAL_USART2!
   #define ADC_PROTECT_ENA               // ADC Protection Enable flag. Use this flag to make sure the ADC is protected when GND or Vcc wire is disconnected
   #define ADC_PROTECT_TIMEOUT 30        // ADC Protection: number of wrong / missing input commands before safety state is taken
@@ -173,14 +181,16 @@
   #define ADC2_MAX            2200      // max ADC2-value while poti at maximum-position (0 - 4095)
 #endif
 
-// ###### CONTROL VIA NINTENDO NUNCHUCK ######
-/* left sensor board cable.
- * keep cable short, use shielded cable, use ferrits, stabalize voltage in nunchuck,
- * use the right one of the 2 types of nunchucks, add i2c pullups.
- * use original nunchuck. most clones does not work very well.
- */
-// #define CONTROL_NUNCHUCK            // use nunchuck as input. disable FEEDBACK_SERIAL_USART3, DEBUG_SERIAL_USART3!
-
+#ifdef VARIANT_NUNCHUCK
+  // ###### CONTROL VIA NINTENDO NUNCHUCK ######
+  /* left sensor board cable.
+  * keep cable short, use shielded cable, use ferrits, stabalize voltage in nunchuck,
+  * use the right one of the 2 types of nunchucks, add i2c pullups.
+  * use original nunchuck. most clones does not work very well.
+  * Recommendation: Nunchuck Breakout Board https://github.com/Jan--Henrik/hoverboard-breakout
+  */
+  #define CONTROL_NUNCHUCK            // use nunchuck as input. disable FEEDBACK_SERIAL_USART3, DEBUG_SERIAL_USART3!
+#endif
 
 // ############################### MOTOR CONTROL #########################
 // Control selections
@@ -246,10 +256,12 @@
 #define RATE                  480   // 30.0f [-] lower value == slower rate [0, 32767] = [0.0, 2047.9375]. Do NOT make rate negative (>32767)
 
 // Value of FILTER is in fixdt(0,16,16): VAL_fixedPoint = VAL_floatingPoint * 2^16. In this case 6553 = 0.1 * 2^16
-#define FILTER                6553  // 0.1f [-] lower value == softer filter [0, 65535] = [0.0 - 1.0].
+#ifndef VARIANT_NUNCHUCK
+  #define FILTER                6553  // 0.1f [-] lower value == softer filter [0, 65535] = [0.0 - 1.0].
+#endif
 
 // ################################# DEFAULT SETTINGS ############################
-#if !defined(HOVERCAR) && !defined(TRANSPOTTER)
+#if !defined(VARIANT_HOVERCAR) && !defined(VARIANT_TRANSPOTTER) && !defined(VARIANT_NUNCHUCK)
   // Value of COEFFICIENT is in fixdt(1,16,14)
   // If VAL_floatingPoint >= 0, VAL_fixedPoint = VAL_floatingPoint * 2^14
   // If VAL_floatingPoint < 0,  VAL_fixedPoint = 2^16 + floor(VAL_floatingPoint * 2^14).
@@ -260,8 +272,8 @@
   #define INVERT_L_DIRECTION
 #endif
 
-// ################################# HOVERCAR SETTINGS ############################
-#ifdef HOVERCAR
+// ################################# VARIANT_HOVERCAR SETTINGS ############################
+#ifdef VARIANT_HOVERCAR
   #define SPEED_COEFFICIENT  16384  //  1.0f
   #define STEER_COEFFICIENT  0      //  0.0f
   
@@ -269,8 +281,8 @@
   // #define INVERT_L_DIRECTION
 #endif
 
-// ################################# TRANSPOTTER SETTINGS ############################
-#ifdef TRANSPOTTER
+// ################################# VARIANT_TRANSPOTTER SETTINGS ############################
+#ifdef VARIANT_TRANSPOTTER
   #define CONTROL_GAMETRAK
   #define SUPPORT_LCD
   #define SUPPORT_NUNCHUCK
@@ -288,19 +300,27 @@
   #define STEER_COEFFICIENT   8192   // 0.5f - higher value == stronger. if you do not want any steering, set it to 0.0; 0.0 to 1.0
 #endif
 
+// ################################# VARIANT_NUNCHUCK SETTINGS ############################
+#ifdef VARIANT_NUNCHUCK
+  // # ARMCHAIR #
+  #define FILTER             3276    //  0.05f
+  #define SPEED_COEFFICIENT  8192    //  0.5f
+  #define STEER_COEFFICIENT  62259   // -0.2f
+
+#endif
+
 // ################################# SIMPLE BOBBYCAR #################################
 // for better bobbycar code see: https://github.com/larsmm/hoverboard-firmware-hack-bbcar
 // #define FILTER             6553    //  0.1f 
 // #define SPEED_COEFFICIENT  49152   // -1.0f
 // #define STEER_COEFFICIENT  0       //  0.0f
 
-// ################################# ARMCHAIR #################################
-// #define FILTER             3276    //  0.05f
-// #define SPEED_COEFFICIENT  8192    //  0.5f
-// #define STEER_COEFFICIENT  62259   // -0.2f
-
 // ############################### VALIDATE SETTINGS ###############################
 
+#if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(VARIANT_HOVERCAR) && !defined(VARIANT_TRANSPOTTER) && !defined(VARIANT_NUNCHUCK) && !defined(VARIANT_PPM)
+  #error Variant not defined! Please check platformio.ini or inc/config.h for available variants.
+#endif
+
 #if defined(CONTROL_SERIAL_USART2) && defined(CONTROL_SERIAL_USART3)
   #error CONTROL_SERIAL_USART2 and CONTROL_SERIAL_USART3 not allowed, choose one.
 #endif
@@ -350,3 +370,7 @@
   #warning ADC2 Protection NOT possible! Adjust the ADC thresholds.
   #undef ADC_PROTECT_ENA
 #endif
+
+#if defined(CONTROL_PPM) && !defined(PPM_NUM_CHANNELS)
+  #error Total number of PPM channels needs to be set
+#endif
\ No newline at end of file
diff --git a/Makefile b/Makefile
index b7f0ce3..fc7f4fe 100644
--- a/Makefile
+++ b/Makefile
@@ -55,7 +55,8 @@ startup_stm32f103xe.s
 #######################################
 # binaries
 #######################################
-PREFIX = arm-none-eabi-
+#PREFIX = arm-none-eabi-
+PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
 CC = $(PREFIX)gcc
 AS = $(PREFIX)gcc -x assembler-with-cpp
 CP = $(PREFIX)objcopy
diff --git a/README.md b/README.md
index fab1767..271cdbe 100644
--- a/README.md
+++ b/README.md
@@ -146,6 +146,8 @@ Nunchuck not working: Use the right one of the 2 types of nunchucks. Use i2c pul
 
 Nunchuck or PPM working bad: The i2c bus and PPM signal are very sensitive to emv distortions of the motor controller. They get stronger the faster you are. Keep cables short, use shielded cable, use ferrits, stabilize voltage in nunchuck or reviever, add i2c pullups. To many errors leads to very high accelerations which triggers the protection board within the battery to shut everything down.
 
+Recommendation: Nunchuck Breakout Board https://github.com/Jan--Henrik/hoverboard-breakout
+
 Most robust way for input is to use the ADC and potis. It works well even on 1m unshielded cable. Solder ~100k Ohm resistors between ADC-inputs and gnd directly on the mainboard. Use potis as pullups to 3.3V.
 
 ---
diff --git a/Src/main.c b/Src/main.c
index a3743fd..60d09da 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -31,7 +31,7 @@
   #include "hd44780.h"
 #endif
 
-#ifdef TRANSPOTTER
+#ifdef VARIANT_TRANSPOTTER
   #include "eeprom.h"
 #endif
 
@@ -71,7 +71,7 @@ extern volatile adc_buf_t adc_buffer;
   LCD_PCF8574_HandleTypeDef lcd;
 #endif
 extern I2C_HandleTypeDef hi2c2;
-#ifndef TRANSPOTTER
+#ifndef VARIANT_TRANSPOTTER
   extern UART_HandleTypeDef huart2;
   extern UART_HandleTypeDef huart3;
   static UART_HandleTypeDef huart;
@@ -81,7 +81,7 @@ extern I2C_HandleTypeDef hi2c2;
   extern uint8_t LCDerrorFlag;
 #endif
 
-#ifdef TRANSPOTTER
+#ifdef VARIANT_TRANSPOTTER
   uint8_t nunchuck_connected = 0;
   float steering;
   int feedforward;
@@ -142,14 +142,14 @@ uint8_t ctrlModReq    = CTRL_MOD_REQ;   // Final control mode request
 static int        cmd1;                 // normalized input value. -1000 to 1000
 static int        cmd2;                 // normalized input value. -1000 to 1000
 static int16_t    speed;                // local variable for speed. -1000 to 1000
-#ifndef TRANSPOTTER
+#ifndef VARIANT_TRANSPOTTER
   static int16_t  steer;                // local variable for steering. -1000 to 1000
   static int16_t  steerRateFixdt;       // local fixed-point variable for steering rate limiter
   static int16_t  speedRateFixdt;       // local fixed-point variable for speed rate limiter
   static int32_t  steerFixdt;           // local fixed-point variable for steering low-pass filter
   static int32_t  speedFixdt;           // local fixed-point variable for speed low-pass filter
 #endif
-#ifdef HOVERCAR
+#ifdef VARIANT_HOVERCAR
   static MultipleTap MultipleTapBreak;  // define multiple tap functionality for the Break pedal
 #endif
 static int16_t    speedAvg;             // average measured speed
@@ -267,7 +267,7 @@ int main(void) {
 
   HAL_GPIO_WritePin(LED_PORT, LED_PIN, 1);
 
-  #ifdef TRANSPOTTER
+  #ifdef VARIANT_TRANSPOTTER
     int  lastDistance = 0;
     enable = 1;
     uint8_t checkRemote = 0;
@@ -324,7 +324,7 @@ int main(void) {
     LCD_ClearDisplay(&lcd);
     HAL_Delay(5);
     LCD_SetLocation(&lcd, 0, 0);
-    #ifdef TRANSPOTTER
+    #ifdef VARIANT_TRANSPOTTER
       LCD_WriteString(&lcd, "TranspOtter V2.1");
     #else
       LCD_WriteString(&lcd, "Hover V2.0");
@@ -333,7 +333,7 @@ int main(void) {
     LCD_WriteString(&lcd, "Initializing...");
   #endif
 
-  #if defined(TRANSPOTTER) && defined(SUPPORT_LCD)
+  #if defined(VARIANT_TRANSPOTTER) && defined(SUPPORT_LCD)
     LCD_ClearDisplay(&lcd);
     HAL_Delay(5);
     LCD_SetLocation(&lcd, 0, 1);
@@ -363,7 +363,7 @@ int main(void) {
   while(1) {
     HAL_Delay(DELAY_IN_MAIN_LOOP); //delay in ms
 
-    #ifdef TRANSPOTTER
+    #ifdef VARIANT_TRANSPOTTER
       if(HAL_GPIO_ReadPin(BUTTON_PORT, BUTTON_PIN)) {
         enable = 0;
         while(HAL_GPIO_ReadPin(BUTTON_PORT, BUTTON_PIN)) {
@@ -559,7 +559,7 @@ int main(void) {
     } 
     speedAvgAbs   = abs(speedAvg);
 
-    #ifndef TRANSPOTTER
+    #ifndef VARIANT_TRANSPOTTER
       // ####### MOTOR ENABLING: Only if the initial input is very small (for SAFETY) #######
       if (enable == 0 && (!errCode_Left && !errCode_Right) && (cmd1 > -50 && cmd1 < 50) && (cmd2 > -50 && cmd2 < 50)){
         shortBeep(6);                     // make 2 beeps indicating the motor enable
@@ -567,8 +567,8 @@ int main(void) {
         enable = 1;                       // enable motors
       }
 
-      // ####### HOVERCAR #######
-      #ifdef HOVERCAR
+      // ####### VARIANT_HOVERCAR #######
+      #ifdef VARIANT_HOVERCAR
         // Calculate speed Blend, a number between [0, 1] in fixdt(0,16,15)
         uint16_t speedBlend;       
         speedBlend = (uint16_t)(((CLAMP(speedAvgAbs,30,90) - 30) << 15) / 60);     // speedBlend [0,1] is within [30 rpm, 90rpm]
@@ -599,8 +599,8 @@ int main(void) {
       steer = (int16_t)(steerFixdt >> 20);  // convert fixed-point to integer
       speed = (int16_t)(speedFixdt >> 20);  // convert fixed-point to integer    
 
-      // ####### HOVERCAR #######
-      #ifdef HOVERCAR        
+      // ####### VARIANT_HOVERCAR #######
+      #ifdef VARIANT_HOVERCAR        
         if (!MultipleTapBreak.b_multipleTap) {  // Check driving direction
           speed = steer + speed;                // Forward driving          
         } else {
@@ -636,7 +636,7 @@ int main(void) {
     lastSpeedL = speedL;
     lastSpeedR = speedR;
 
-    #ifdef TRANSPOTTER
+    #ifdef VARIANT_TRANSPOTTER
       if (timeout > TIMEOUT) {
         pwml = 0;
         pwmr = 0;
@@ -809,7 +809,7 @@ int main(void) {
   }
 }
 
-#ifdef TRANSPOTTER
+#ifdef VARIANT_TRANSPOTTER
   void saveConfig() {
     HAL_FLASH_Unlock();
     EE_WriteVariable(VirtAddVarTab[0], saveValue);
diff --git a/platformio.ini b/platformio.ini
index 847e647..0e017b7 100644
--- a/platformio.ini
+++ b/platformio.ini
@@ -6,10 +6,13 @@ include_dir = Inc
 src_dir     = Src
 
 ;=================== VARIANT SELECTION ==========================
-default_envs = VARIANT_ADC         ; Variant for control via ADC input
+default_envs = UNDEFINED            ; 
+;default_envs = VARIANT_ADC         ; Variant for control via ADC input
 ;default_envs = VARIANT_USART3      ; Variant for Serial control via USART3 input
-;default_envs = HOVERCAR            ; Variant for HOVERCAR build
-;default_envs = TRANSPOTTER         ; Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
+;default_envs = VARIANT_HOVERCAR    ; Variant for HOVERCAR build
+;default_envs = VARIANT_TRANSPOTTER ; Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
+;default_envs = VARIANT_NUNCHUCK    ; Variant for Nunchuck controlled vehicle build
+;default_envs = VARIANT_PPM         ; Variant for RC-Remotes with PPM-Sum signal
 ;================================================================
 
 [env:VARIANT_ADC]
@@ -33,6 +36,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_ADC
+    -D PALTFORMIO
 
 [env:VARIANT_USART3]
 platform        = ststm32
@@ -55,8 +59,9 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_USART3
+    -D PALTFORMIO
 
-[env:HOVERCAR]
+[env:VARIANT_HOVERCAR]
 platform        = ststm32
 framework       = stm32cube
 board           = genericSTM32F103RC
@@ -76,9 +81,10 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
-    -D HOVERCAR
+    -D VARIANT_HOVERCAR
+    -D PALTFORMIO
 
-[env:TRANSPOTTER]
+[env:VARIANT_TRANSPOTTER]
 platform        = ststm32
 framework       = stm32cube
 board           = genericSTM32F103RC
@@ -94,4 +100,43 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
-    -D TRANSPOTTER
\ No newline at end of file
+    -D VARIANT_TRANSPOTTER
+    -D PALTFORMIO
+
+[env:VARIANT_NUNCHUCK]
+platform        = ststm32
+framework       = stm32cube
+board           = genericSTM32F103RC
+debug_tool      = stlink
+upload_protocol = stlink
+
+build_flags =
+    -I${PROJECT_DIR}/inc/
+    -DUSE_HAL_DRIVER
+    -DSTM32F103xE
+    -Wl,-T./STM32F103RCTx_FLASH.ld
+    -Wl,-lc
+    -Wl,-lm
+    -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
+#    -Wl,-lnosys
+    -D VARIANT_NUNCHUCK
+    -D PALTFORMIO
+
+[env:VARIANT_PPM]
+platform        = ststm32
+framework       = stm32cube
+board           = genericSTM32F103RC
+debug_tool      = stlink
+upload_protocol = stlink
+
+build_flags =
+    -I${PROJECT_DIR}/inc/
+    -DUSE_HAL_DRIVER
+    -DSTM32F103xE
+    -Wl,-T./STM32F103RCTx_FLASH.ld
+    -Wl,-lc
+    -Wl,-lm
+    -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
+#    -Wl,-lnosys
+    -D VARIANT_PPM
+    -D PALTFORMIO
\ No newline at end of file

From b12642aabc5f1736c1a435204ba80a6b87ff0f15 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sat, 4 Jan 2020 01:04:57 +0100
Subject: [PATCH 05/26] reverse PREFIX = arm-none-eabi- as default ;

---
 Makefile | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/Makefile b/Makefile
index fc7f4fe..897c341 100644
--- a/Makefile
+++ b/Makefile
@@ -55,8 +55,8 @@ startup_stm32f103xe.s
 #######################################
 # binaries
 #######################################
-#PREFIX = arm-none-eabi-
-PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
+PREFIX = arm-none-eabi-
+#PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
 CC = $(PREFIX)gcc
 AS = $(PREFIX)gcc -x assembler-with-cpp
 CP = $(PREFIX)objcopy

From ce59911dd46d4860b709509597c973470c9a8566 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 13:04:49 +0100
Subject: [PATCH 06/26] try to fix travis

---
 .travis.yml | 2 ++
 1 file changed, 2 insertions(+)

diff --git a/.travis.yml b/.travis.yml
index a6a556b..2084e23 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -45,6 +45,8 @@ matrix:
 
     - name: platformio
       script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e VARIANT_HOVERCAR -e VARIANT_TRANSPOTTER -e VARIANT_NUNCHUCK -e VARIANT_PPM
+      env: 
+        - default_envs=VARIANT_ADC
       language: python
       python:
         - "2.7"

From 2e43550fece9eb3fa1c1e6331a5c04e970a20036 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 13:07:21 +0100
Subject: [PATCH 07/26] try to fix travis

---
 .travis.yml | 6 +++---
 1 file changed, 3 insertions(+), 3 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 2084e23..f50515a 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -1,9 +1,9 @@
 notifications:
   email: true
+  
+os: linux
 
-sudo: false
-
-matrix:
+jobs:
   fast_finish: true
   include:
 

From f35d11041c2bcbc0d5e224c1575f7e4314c810fc Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 13:08:18 +0100
Subject: [PATCH 08/26] VARIANT changes

---
 README.md | 12 +++++++-----
 1 file changed, 7 insertions(+), 5 deletions(-)

diff --git a/README.md b/README.md
index 271cdbe..21bbe56 100644
--- a/README.md
+++ b/README.md
@@ -151,13 +151,15 @@ Recommendation: Nunchuck Breakout Board https://github.com/Jan--Henrik/hoverboar
 Most robust way for input is to use the ADC and potis. It works well even on 1m unshielded cable. Solder ~100k Ohm resistors between ADC-inputs and gnd directly on the mainboard. Use potis as pullups to 3.3V.
 
 ---
-## Examples
+## Example variants 
 
-This firmware offers currently 4 variants (selectable in platformio.ino):
+This firmware offers currently these variants (selectable in [platformio.ini](//platformio.ini) and / or config.h):
 - **VARIANT_ADC**: In this variant the motors are controlled by two potentiometers connected to the Left sensor cable (long wired)
-- **VARIANT_USART3**: In this variant the motors are controlled via Serial protocol on USART3 Right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/02_Arduino/hoverserial) as an example sketch.
-- **HOVERCAR**: In this variant the motors are controlled by two pedals Brake and Throttle. Reverse is engaged by double tapping on the Brake pedal at standstill.
-- **TRANSPOTTER**: This build is for Transpotter which is a hoverboard based transportation system. For more details on how to build it check [here](https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter) and [here](https://hackaday.io/project/161891-transpotter-ng).
+- **VARIANT_USART3**: In this variant the motors are controlled via serial protocol on USART3 right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/02_Arduino/hoverserial) as an example sketch.
+- **VARIANT_HOVERCAR**: In this variant the motors are controlled by two pedals brake and throttle. Reverse is engaged by double tapping on the brake pedal at standstill.
+- **VARIANT_TRANSPOTTER**: This build is for transpotter which is a hoverboard based transportation system. For more details on how to build it check [here](https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter) and [here](https://hackaday.io/project/161891-transpotter-ng).
+- **VARIANT_NUNCHUCK**: Wii Nunchuck offers one hand control for throttle, braking and steering. This was one of the first input device used for electric armchairs or bottle crates.
+- **VARIANT_PPM**: This is when you want to use a RC remote control with PPM Sum singnal 
 
 Of course the firmware can be further customized for other needs or projects.
 

From 7f01b16b6325f7e3bccfb51736c2807a8a6942bc Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 13:10:41 +0100
Subject: [PATCH 09/26] link to repo file

---
 README.md | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/README.md b/README.md
index 21bbe56..12d7f28 100644
--- a/README.md
+++ b/README.md
@@ -153,7 +153,7 @@ Most robust way for input is to use the ADC and potis. It works well even on 1m
 ---
 ## Example variants 
 
-This firmware offers currently these variants (selectable in [platformio.ini](//platformio.ini) and / or config.h):
+This firmware offers currently these variants (selectable in [platformio.ini](platformio.ini) and / or [config.h](/Inc/config.h)):
 - **VARIANT_ADC**: In this variant the motors are controlled by two potentiometers connected to the Left sensor cable (long wired)
 - **VARIANT_USART3**: In this variant the motors are controlled via serial protocol on USART3 right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/02_Arduino/hoverserial) as an example sketch.
 - **VARIANT_HOVERCAR**: In this variant the motors are controlled by two pedals brake and throttle. Reverse is engaged by double tapping on the brake pedal at standstill.

From af3309f01ba0fe0bfab7ca2b3e61c2e0d601b5a7 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 14:02:22 +0100
Subject: [PATCH 10/26] try to fix travis check

---
 .travis.yml | 6 +++---
 1 file changed, 3 insertions(+), 3 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index f50515a..c0f71b0 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -1,6 +1,6 @@
 notifications:
   email: true
-  
+
 os: linux
 
 jobs:
@@ -26,7 +26,7 @@ jobs:
       before_script: arm-none-eabi-gcc --version
 
     - name: make (gcc-arm-none-eabi-5)
-      script: make
+      script: make -e VARIANT_ADC
       language: c
       addons:
         apt:
@@ -46,7 +46,7 @@ jobs:
     - name: platformio
       script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e VARIANT_HOVERCAR -e VARIANT_TRANSPOTTER -e VARIANT_NUNCHUCK -e VARIANT_PPM
       env: 
-        - default_envs=VARIANT_ADC
+        - PLATFORMIO_DEFAULT_ENVS=VARIANT_ADC
       language: python
       python:
         - "2.7"

From c49bbdeacd4e8c65033b82199ba50fd460ab9700 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 14:28:02 +0100
Subject: [PATCH 11/26] all for travis

---
 .travis.yml    |  6 ++----
 Inc/config.h   |  4 ++--
 README.md      | 20 ++++++++++----------
 platformio.ini |  4 +++-
 4 files changed, 17 insertions(+), 17 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index c0f71b0..412ed1c 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -44,9 +44,7 @@ jobs:
       before_script: arm-none-eabi-gcc --version
 
     - name: platformio
-      script: platformio run -e VARIANT_ADC -e VARIANT_USART3 -e VARIANT_HOVERCAR -e VARIANT_TRANSPOTTER -e VARIANT_NUNCHUCK -e VARIANT_PPM
-      env: 
-        - PLATFORMIO_DEFAULT_ENVS=VARIANT_ADC
+      script: platformio run
       language: python
       python:
         - "2.7"
@@ -54,4 +52,4 @@ jobs:
       - pip install -U platformio
       - platformio update
       cache:
-      - directories: "~/.platformio"
+      - directories: "~/.platformio"
\ No newline at end of file
diff --git a/Inc/config.h b/Inc/config.h
index dbe955f..fb9e198 100644
--- a/Inc/config.h
+++ b/Inc/config.h
@@ -145,7 +145,7 @@
 // ###### CONTROL VIA RC REMOTE ######
 // left sensor board cable. Channel 1: steering, Channel 2: speed.
 #define CONTROL_PPM                 // use PPM-Sum as input. disable CONTROL_SERIAL_USART2!
-//#define PPM_NUM_CHANNELS 6          // total number of PPM channels to receive, even if they are not used.
+#define PPM_NUM_CHANNELS 6          // total number of PPM channels to receive, even if they are not used.
 #endif 
 
 // ###### CONTROL VIA TWO POTENTIOMETERS ######
@@ -318,7 +318,7 @@
 // ############################### VALIDATE SETTINGS ###############################
 
 #if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(VARIANT_HOVERCAR) && !defined(VARIANT_TRANSPOTTER) && !defined(VARIANT_NUNCHUCK) && !defined(VARIANT_PPM)
-  #error Variant not defined! Please check platformio.ini or inc/config.h for available variants.
+  #error Variant not defined! Please check platformio.ini or Inc/config.h for available variants.
 #endif
 
 #if defined(CONTROL_SERIAL_USART2) && defined(CONTROL_SERIAL_USART3)
diff --git a/README.md b/README.md
index 12d7f28..3f3b77f 100644
--- a/README.md
+++ b/README.md
@@ -25,17 +25,17 @@ The main firmware architecture includes:
 - **FOC Algorithm**: implements the FOC strategy
 - **Control Type Manager**: Manages the transition between Commutation, Sinusoidal, and FOC control type
 
-![Firmware architecture](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/docs/pictures/FW_architecture.png)
+![Firmware architecture](/docs/pictures/FW_architecture.png)
 
 The FOC algorithm architecture is illustrated in the figure below:
 
-![FOC algorithm](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/docs/pictures/FOC_algorithm.png)
+![FOC algorithm](/docs/pictures/FOC_algorithm.png)
 
 In this firmware 3 control types are available:
 - Commutation
 - SIN (Sinusoidal)
 - FOC (Field Oriented Control)
-![Schematic representation of the available control methods](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/01_Matlab/02_Figures/control_methods.png)
+![Schematic representation of the available control methods](/01_Matlab/02_Figures/control_methods.png)
 
 
 Demo videos:
@@ -48,13 +48,13 @@ Demo videos:
 
 [►Video: HOVERCAR demo](https://drive.google.com/open?id=18IvRJVdQSsjTg1I0Wedlg19e0FuDjfdS)
 
-![Hoverboard wheel](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/docs/pictures/hoverboard_wheel.JPG)
+![Hoverboard wheel](/docs/pictures/hoverboard_wheel.JPG)
 
 
 ---
 ## General Notes
- - The C code for the controller was auto-code generated using [Matlab/Simulink](https://nl.mathworks.com/solutions/embedded-code-generation.html) from a model which I developed from scratch specifically for hoverboard control. For more details regarding the working principle of the controller please consult the [Matlab/Simulink model](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/01_Matlab).
- - A [webview](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/01_Matlab/BLDC_controller_ert_rtw/html/webview) was created, so Matlab/Simulink installation is not needed, unless you want to regenerate the code. The webview is an html page that can be opened with browsers like: Microsoft Internet Explorer or Microsoft Edge.
+ - The C code for the controller was auto-code generated using [Matlab/Simulink](https://nl.mathworks.com/solutions/embedded-code-generation.html) from a model which I developed from scratch specifically for hoverboard control. For more details regarding the working principle of the controller please consult the [Matlab/Simulink model](/01_Matlab).
+ - A [webview](/01_Matlab/BLDC_controller_ert_rtw/html/webview) was created, so Matlab/Simulink installation is not needed, unless you want to regenerate the code. The webview is an html page that can be opened with browsers like: Microsoft Internet Explorer or Microsoft Edge.
 
 ### Field Weakening / Phase Advance
 
@@ -62,7 +62,7 @@ Demo videos:
  - The Field Weakening is a linear interpolation from 0 to FIELD_WEAK_MAX or PHASE_ADV_MAX (depeding if FOC or SIN is selected, respectively)
  - The Field Weakening starts engaging at FIELD_WEAK_LO and reaches the maximum value at FIELD_WEAK_HI
  - The figure below shows different possible calibrations for Field Weakening / Phase Advance
- ![Field Weakening](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/docs/pictures/FieldWeakening.png) 
+ ![Field Weakening](/docs/pictures/FieldWeakening.png) 
  - If you re-calibrate the Field Weakening please take all the safety measures! The motors can spin very fast!
 
 
@@ -72,7 +72,7 @@ Demo videos:
  - For calibrating the fixed-point parameters use the [Fixed-Point Viewer](https://github.com/EmanuelFeru/FixedPointViewer) tool
  - The parameters data Fixed-point types are given in the following table:
 
-![Parameters table](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/blob/master/docs/pictures/paramTable.png)
+![Parameters table](/docs/pictures/paramTable.png)
 
 
 ### Diagnostics
@@ -153,9 +153,9 @@ Most robust way for input is to use the ADC and potis. It works well even on 1m
 ---
 ## Example variants 
 
-This firmware offers currently these variants (selectable in [platformio.ini](platformio.ini) and / or [config.h](/Inc/config.h)):
+This firmware offers currently these variants (selectable in [platformio.ini](/platformio.ini) and / or [/Inc/config.h](/Inc/config.h)):
 - **VARIANT_ADC**: In this variant the motors are controlled by two potentiometers connected to the Left sensor cable (long wired)
-- **VARIANT_USART3**: In this variant the motors are controlled via serial protocol on USART3 right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](https://github.com/EmanuelFeru/hoverboard-firmware-hack-FOC/tree/master/02_Arduino/hoverserial) as an example sketch.
+- **VARIANT_USART3**: In this variant the motors are controlled via serial protocol on USART3 right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](/02_Arduino/hoverserial) as an example sketch.
 - **VARIANT_HOVERCAR**: In this variant the motors are controlled by two pedals brake and throttle. Reverse is engaged by double tapping on the brake pedal at standstill.
 - **VARIANT_TRANSPOTTER**: This build is for transpotter which is a hoverboard based transportation system. For more details on how to build it check [here](https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter) and [here](https://hackaday.io/project/161891-transpotter-ng).
 - **VARIANT_NUNCHUCK**: Wii Nunchuck offers one hand control for throttle, braking and steering. This was one of the first input device used for electric armchairs or bottle crates.
diff --git a/platformio.ini b/platformio.ini
index 0e017b7..fd04d77 100644
--- a/platformio.ini
+++ b/platformio.ini
@@ -6,7 +6,9 @@ include_dir = Inc
 src_dir     = Src
 
 ;=================== VARIANT SELECTION ==========================
-default_envs = UNDEFINED            ; 
+;
+; Choose one or all variants get built
+;
 ;default_envs = VARIANT_ADC         ; Variant for control via ADC input
 ;default_envs = VARIANT_USART3      ; Variant for Serial control via USART3 input
 ;default_envs = VARIANT_HOVERCAR    ; Variant for HOVERCAR build

From b22094adf7ab4a9a161ff1d57b29b255491fb20b Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:10:02 +0100
Subject: [PATCH 12/26] travis fix

---
 .travis.yml |  4 ++--
 Makefile    | 11 ++++++++---
 2 files changed, 10 insertions(+), 5 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 412ed1c..57b7204 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -8,7 +8,7 @@ jobs:
   include:
 
     - name: make (gcc-arm-none-eabi-7)
-      script: make
+      script: make -e VARIANT=VARIANT_ADC
       language: c
       addons:
         apt:
@@ -26,7 +26,7 @@ jobs:
       before_script: arm-none-eabi-gcc --version
 
     - name: make (gcc-arm-none-eabi-5)
-      script: make -e VARIANT_ADC
+      script: make -e VARIANT=VARIANT_ADC
       language: c
       addons:
         apt:
diff --git a/Makefile b/Makefile
index 897c341..10f5b6b 100644
--- a/Makefile
+++ b/Makefile
@@ -55,8 +55,8 @@ startup_stm32f103xe.s
 #######################################
 # binaries
 #######################################
-PREFIX = arm-none-eabi-
-#PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
+#PREFIX = arm-none-eabi-
+PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
 CC = $(PREFIX)gcc
 AS = $(PREFIX)gcc -x assembler-with-cpp
 CP = $(PREFIX)objcopy
@@ -111,11 +111,16 @@ ifeq ($(DEBUG), 1)
 CFLAGS += -g -gdwarf-2
 endif
 
+# Choose variant from env var
+# make -e VARIANT=VARIANT_ADC
+
+ifneq ($(VARIANT), )
+CFLAGS += -D $(VARIANT)
+endif
 
 # Generate dependency information
 CFLAGS += -MMD -MP -MF"$(@:%.o=%.d)" -MT"$(@:%.o=%.d)"
 
-
 #######################################
 # LDFLAGS
 #######################################

From 9e02369765aee25886c0fc6c241a75e059a43889 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:21:00 +0100
Subject: [PATCH 13/26] travis

---
 Makefile | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/Makefile b/Makefile
index 10f5b6b..ca2f2ed 100644
--- a/Makefile
+++ b/Makefile
@@ -111,6 +111,9 @@ ifeq ($(DEBUG), 1)
 CFLAGS += -g -gdwarf-2
 endif
 
+# Generate dependency information
+CFLAGS += -MMD -MP -MF"$(@:%.o=%.d)" -MT"$(@:%.o=%.d)"
+
 # Choose variant from env var
 # make -e VARIANT=VARIANT_ADC
 
@@ -118,8 +121,6 @@ ifneq ($(VARIANT), )
 CFLAGS += -D $(VARIANT)
 endif
 
-# Generate dependency information
-CFLAGS += -MMD -MP -MF"$(@:%.o=%.d)" -MT"$(@:%.o=%.d)"
 
 #######################################
 # LDFLAGS

From 90b8645b81b7a0bf0babc4cac19c2011f8186714 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:26:59 +0100
Subject: [PATCH 14/26] travis

---
 .travis.yml | 1 +
 1 file changed, 1 insertion(+)

diff --git a/.travis.yml b/.travis.yml
index 57b7204..0c4da28 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -2,6 +2,7 @@ notifications:
   email: true
 
 os: linux
+sudo: false
 
 jobs:
   fast_finish: true

From ccbea9794124bb84d3b916637ba407c544b53e0f Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:29:43 +0100
Subject: [PATCH 15/26] travis

---
 .travis.yml | 3 +--
 1 file changed, 1 insertion(+), 2 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 0c4da28..4a5ed92 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -1,7 +1,6 @@
 notifications:
   email: true
-
-os: linux
+  
 sudo: false
 
 jobs:

From 7272edddbecb4aa3d7e78c9111835f2ca8392cbc Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:32:33 +0100
Subject: [PATCH 16/26] travis

---
 .travis.yml | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 4a5ed92..5a8e41b 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -1,6 +1,7 @@
 notifications:
   email: true
-  
+
+os: linux
 sudo: false
 
 jobs:
@@ -8,7 +9,7 @@ jobs:
   include:
 
     - name: make (gcc-arm-none-eabi-7)
-      script: make -e VARIANT=VARIANT_ADC
+      script: make
       language: c
       addons:
         apt:

From 7ce7e29f349c3a92d7038c8d31ebb16d506670b7 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:37:13 +0100
Subject: [PATCH 17/26] travis

---
 .travis.yml | 9 ++++-----
 1 file changed, 4 insertions(+), 5 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 5a8e41b..c17c438 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -1,15 +1,14 @@
 notifications:
   email: true
 
-os: linux
 sudo: false
 
-jobs:
+matrix:
   fast_finish: true
   include:
 
     - name: make (gcc-arm-none-eabi-7)
-      script: make
+      script: make -e VARIANT=VARIANT_ADC
       language: c
       addons:
         apt:
@@ -27,7 +26,7 @@ jobs:
       before_script: arm-none-eabi-gcc --version
 
     - name: make (gcc-arm-none-eabi-5)
-      script: make -e VARIANT=VARIANT_ADC
+      script: make
       language: c
       addons:
         apt:
@@ -53,4 +52,4 @@ jobs:
       - pip install -U platformio
       - platformio update
       cache:
-      - directories: "~/.platformio"
\ No newline at end of file
+      - directories: "~/.platformio"

From 51f17192b03604a96d0473898f19af2713b4180a Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:45:22 +0100
Subject: [PATCH 18/26] travis

---
 Makefile | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/Makefile b/Makefile
index ca2f2ed..82bd7aa 100644
--- a/Makefile
+++ b/Makefile
@@ -55,8 +55,8 @@ startup_stm32f103xe.s
 #######################################
 # binaries
 #######################################
-#PREFIX = arm-none-eabi-
-PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
+PREFIX = arm-none-eabi-
+#PREFIX = gcc-arm-none-eabi-7/bin/arm-none-eabi-
 CC = $(PREFIX)gcc
 AS = $(PREFIX)gcc -x assembler-with-cpp
 CP = $(PREFIX)objcopy

From 1f8105346c9578f3862c8c6df26af5fad9fc6464 Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 19:48:57 +0100
Subject: [PATCH 19/26] travis

---
 .travis.yml | 4 +++-
 1 file changed, 3 insertions(+), 1 deletion(-)

diff --git a/.travis.yml b/.travis.yml
index c17c438..04adda0 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -8,7 +8,8 @@ matrix:
   include:
 
     - name: make (gcc-arm-none-eabi-7)
-      script: make -e VARIANT=VARIANT_ADC
+      script: make
+      env: VARIANT=VARIANT_ADC
       language: c
       addons:
         apt:
@@ -27,6 +28,7 @@ matrix:
 
     - name: make (gcc-arm-none-eabi-5)
       script: make
+      env: VARIANT=VARIANT_ADC
       language: c
       addons:
         apt:

From 574e947cc214164ccf9841c04afe9e537c4590cd Mon Sep 17 00:00:00 2001
From: kai <info@itd-hauser.de>
Date: Sun, 5 Jan 2020 20:03:28 +0100
Subject: [PATCH 20/26] travis

---
 .travis.yml | 6 +++---
 1 file changed, 3 insertions(+), 3 deletions(-)

diff --git a/.travis.yml b/.travis.yml
index 04adda0..29957e7 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -1,9 +1,9 @@
 notifications:
   email: true
 
-sudo: false
+os: linux
 
-matrix:
+jobs:
   fast_finish: true
   include:
 
@@ -49,7 +49,7 @@ matrix:
       script: platformio run
       language: python
       python:
-        - "2.7"
+      - "2.7"
       install:
       - pip install -U platformio
       - platformio update

From a3b6e40fa2aecbb7c5025fc0d5c9601a8ee9dc85 Mon Sep 17 00:00:00 2001
From: EmanuelFeru <aerdronix@gmail.com>
Date: Tue, 7 Jan 2020 18:09:19 +0100
Subject: [PATCH 21/26] Minor updates

- fixed all warnings for VARIANT_NUNCHUCK and VARIANT_PPM
- changed the variant order: the basic Variants on top, more application specific in the bottom
---
 Inc/config.h       |  4 ++--
 Inc/defines.h      |  6 ++++--
 Src/main.c         |  6 ++++--
 Src/stm32f1xx_it.c |  1 +
 platformio.ini     | 44 +++++++++++++++++++++++++++++---------------
 5 files changed, 40 insertions(+), 21 deletions(-)

diff --git a/Inc/config.h b/Inc/config.h
index fb9e198..20be07f 100644
--- a/Inc/config.h
+++ b/Inc/config.h
@@ -8,10 +8,10 @@
 #if !defined(PLATFORMIO)
   //#define VARIANT_ADC         // Variant for control via ADC input
   //#define VARIANT_USART3      // Variant for Serial control via USART3 input
-  //#define VARIANT_HOVERCAR    // Variant for HOVERCAR build
-  //#define VARIANT_TRANSPOTTER // Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
   //#define VARIANT_NUNCHUCK    // Variant for Nunchuck controlled vehicle build
   //#define VARIANT_PPM         // Variant for RC-Remote with PPM-Sum Signal
+  //#define VARIANT_HOVERCAR    // Variant for HOVERCAR build
+  //#define VARIANT_TRANSPOTTER // Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
 #endif
 
 // For any particular needs, feel free to change this file according to your needs.
diff --git a/Inc/defines.h b/Inc/defines.h
index 51462c6..ec5f6bc 100644
--- a/Inc/defines.h
+++ b/Inc/defines.h
@@ -174,8 +174,10 @@ void mixerFcn(int16_t rtu_speed, int16_t rtu_steer, int16_t *rty_speedR, int16_t
 void rateLimiter16(int16_t u, int16_t rate, int16_t *y);
 void multipleTapDet(int16_t u, uint32_t timeNow, MultipleTap *x);
 
-// Define I2C and Nunchuck functions
+// Define I2C, Nunchuck, PPM functions
 void I2C_Init(void);
 void Nunchuck_Init(void);
 void Nunchuck_Read(void);
-uint8_t Nunchuck_Ping(void);
\ No newline at end of file
+uint8_t Nunchuck_Ping(void);
+void PPM_Init(void);
+void PPM_ISR_Callback(void);
\ No newline at end of file
diff --git a/Src/main.c b/Src/main.c
index 60d09da..6d632b5 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -71,7 +71,8 @@ extern volatile adc_buf_t adc_buffer;
   LCD_PCF8574_HandleTypeDef lcd;
 #endif
 extern I2C_HandleTypeDef hi2c2;
-#ifndef VARIANT_TRANSPOTTER
+#if defined(CONTROL_SERIAL_USART2) || defined(FEEDBACK_SERIAL_USART2) || defined(DEBUG_SERIAL_USART2) \
+ || defined(CONTROL_SERIAL_USART3) || defined(FEEDBACK_SERIAL_USART3) || defined(DEBUG_SERIAL_USART3) 
   extern UART_HandleTypeDef huart2;
   extern UART_HandleTypeDef huart3;
   static UART_HandleTypeDef huart;
@@ -454,7 +455,8 @@ int main(void) {
       cmd1 = CLAMP((ppm_captured_value[0] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
       cmd2 = CLAMP((ppm_captured_value[1] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
       button1 = ppm_captured_value[5] > INPUT_MID;
-      float scale = ppm_captured_value[2] / 1000.0f;
+      button2 = 0;
+      // float scale = ppm_captured_value[2] / 1000.0f;     // not used for now, uncomment if needed
     #endif
 
     #ifdef CONTROL_ADC
diff --git a/Src/stm32f1xx_it.c b/Src/stm32f1xx_it.c
index 8ca24ee..9de1ee7 100644
--- a/Src/stm32f1xx_it.c
+++ b/Src/stm32f1xx_it.c
@@ -34,6 +34,7 @@
 #include "stm32f1xx_hal.h"
 #include "stm32f1xx.h"
 #include "stm32f1xx_it.h"
+#include "defines.h"
 #include "config.h"
 
 extern DMA_HandleTypeDef hdma_i2c2_rx;
diff --git a/platformio.ini b/platformio.ini
index fd04d77..7e2efea 100644
--- a/platformio.ini
+++ b/platformio.ini
@@ -11,10 +11,12 @@ src_dir     = Src
 ;
 ;default_envs = VARIANT_ADC         ; Variant for control via ADC input
 ;default_envs = VARIANT_USART3      ; Variant for Serial control via USART3 input
-;default_envs = VARIANT_HOVERCAR    ; Variant for HOVERCAR build
-;default_envs = VARIANT_TRANSPOTTER ; Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
 ;default_envs = VARIANT_NUNCHUCK    ; Variant for Nunchuck controlled vehicle build
 ;default_envs = VARIANT_PPM         ; Variant for RC-Remotes with PPM-Sum signal
+;default_envs = VARIANT_HOVERCAR    ; Variant for HOVERCAR build
+;default_envs = VARIANT_TRANSPOTTER ; Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
+;================================================================
+
 ;================================================================
 
 [env:VARIANT_ADC]
@@ -40,6 +42,8 @@ build_flags =
     -D VARIANT_ADC
     -D PALTFORMIO
 
+;================================================================
+
 [env:VARIANT_USART3]
 platform        = ststm32
 framework       = stm32cube
@@ -63,17 +67,15 @@ build_flags =
     -D VARIANT_USART3
     -D PALTFORMIO
 
-[env:VARIANT_HOVERCAR]
+;================================================================
+
+[env:VARIANT_NUNCHUCK]
 platform        = ststm32
 framework       = stm32cube
 board           = genericSTM32F103RC
 debug_tool      = stlink
 upload_protocol = stlink
 
-; Serial Port settings (make sure the COM port is correct)
-monitor_port    = COM5
-monitor_speed   = 38400
-
 build_flags =
     -I${PROJECT_DIR}/inc/
     -DUSE_HAL_DRIVER
@@ -83,10 +85,12 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
-    -D VARIANT_HOVERCAR
+    -D VARIANT_NUNCHUCK
     -D PALTFORMIO
 
-[env:VARIANT_TRANSPOTTER]
+;================================================================
+
+[env:VARIANT_PPM]
 platform        = ststm32
 framework       = stm32cube
 board           = genericSTM32F103RC
@@ -102,16 +106,22 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
-    -D VARIANT_TRANSPOTTER
+    -D VARIANT_PPM
     -D PALTFORMIO
 
-[env:VARIANT_NUNCHUCK]
+;================================================================
+
+[env:VARIANT_HOVERCAR]
 platform        = ststm32
 framework       = stm32cube
 board           = genericSTM32F103RC
 debug_tool      = stlink
 upload_protocol = stlink
 
+; Serial Port settings (make sure the COM port is correct)
+monitor_port    = COM5
+monitor_speed   = 38400
+
 build_flags =
     -I${PROJECT_DIR}/inc/
     -DUSE_HAL_DRIVER
@@ -121,10 +131,12 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
-    -D VARIANT_NUNCHUCK
+    -D VARIANT_HOVERCAR
     -D PALTFORMIO
 
-[env:VARIANT_PPM]
+;================================================================
+
+[env:VARIANT_TRANSPOTTER]
 platform        = ststm32
 framework       = stm32cube
 board           = genericSTM32F103RC
@@ -140,5 +152,7 @@ build_flags =
     -Wl,-lm
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
-    -D VARIANT_PPM
-    -D PALTFORMIO
\ No newline at end of file
+    -D VARIANT_TRANSPOTTER
+    -D PALTFORMIO
+    
+;================================================================
\ No newline at end of file

From faca885c9aa6a7543c69e7365e5e46d4d273b191 Mon Sep 17 00:00:00 2001
From: Candas1 <candascraig@hotmail.com>
Date: Tue, 7 Jan 2020 21:01:17 +0100
Subject: [PATCH 22/26] Add FLYSKY IBUS support

---
 Inc/config.h   | 27 +++++++++++++++++++++------
 Src/main.c     | 45 +++++++++++++++++++++++++++++++++++++--------
 platformio.ini | 22 ++++++++++++++++++++++
 3 files changed, 80 insertions(+), 14 deletions(-)

diff --git a/Inc/config.h b/Inc/config.h
index 20be07f..fc441d7 100644
--- a/Inc/config.h
+++ b/Inc/config.h
@@ -133,6 +133,21 @@
   // #define DEBUG_SERIAL_USART3                        // right sensor board cable, disable if I2C (nunchuck or lcd) is used!
 #endif
 
+#ifdef VARIANT_IBUS
+  // ###### CONTROL VIA RC REMOTE WITH FLYSKY IBUS PROTOCOL ######
+  // left sensor board cable. Channel 1: steering, Channel 2: speed.
+  #define CONTROL_IBUS                 // use IBUS as input
+  #define IBUS_NUM_CHANNELS 14         // total number of IBUS channels to receive, even if they are not used.
+  #define IBUS_LENGTH 0x20
+  #define IBUS_COMMAND 0x40
+
+  #define CONTROL_SERIAL_USART2                      // left sensor board cable, disable if ADC or PPM is used! For Arduino control check the hoverSerial.ino
+  #define FEEDBACK_SERIAL_USART2                     // left sensor board cable, disable if ADC or PPM is used!
+  #undef  USART2_BAUD
+  #define USART2_BAUD 115200
+#endif
+
+
 #if defined(FEEDBACK_SERIAL_USART2) || defined(DEBUG_SERIAL_USART2)
   #define UART_DMA_CHANNEL DMA1_Channel7
 #endif
@@ -142,11 +157,11 @@
 #endif
 
 #ifdef VARIANT_PPM
-// ###### CONTROL VIA RC REMOTE ######
-// left sensor board cable. Channel 1: steering, Channel 2: speed.
-#define CONTROL_PPM                 // use PPM-Sum as input. disable CONTROL_SERIAL_USART2!
-#define PPM_NUM_CHANNELS 6          // total number of PPM channels to receive, even if they are not used.
-#endif 
+  // ###### CONTROL VIA RC REMOTE ######
+  // left sensor board cable. Channel 1: steering, Channel 2: speed.
+  #define CONTROL_PPM                 // use PPM-Sum as input. disable CONTROL_SERIAL_USART2!
+  #define PPM_NUM_CHANNELS 6          // total number of PPM channels to receive, even if they are not used.
+#endif
 
 // ###### CONTROL VIA TWO POTENTIOMETERS ######
 /* ADC-calibration to cover the full poti-range:
@@ -317,7 +332,7 @@
 
 // ############################### VALIDATE SETTINGS ###############################
 
-#if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(VARIANT_HOVERCAR) && !defined(VARIANT_TRANSPOTTER) && !defined(VARIANT_NUNCHUCK) && !defined(VARIANT_PPM)
+#if !defined(VARIANT_ADC) && !defined(VARIANT_USART3) && !defined(VARIANT_HOVERCAR) && !defined(VARIANT_TRANSPOTTER) && !defined(VARIANT_NUNCHUCK) && !defined(VARIANT_PPM)&& !defined(VARIANT_IBUS)
   #error Variant not defined! Please check platformio.ini or Inc/config.h for available variants.
 #endif
 
diff --git a/Src/main.c b/Src/main.c
index 6d632b5..c7a1c07 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -106,12 +106,25 @@ static int16_t timeoutCntADC   = 0;  // Timeout counter for ADC Protection
 static uint8_t timeoutFlagADC  = 0;  // Timeout Flag for for ADC Protection: 0 = OK, 1 = Problem detected (line disconnected or wrong ADC data)
 
 #if defined(CONTROL_SERIAL_USART2) || defined(CONTROL_SERIAL_USART3)
-typedef struct{
-  uint16_t  start;
-  int16_t   steer;
-  int16_t   speed;
-  uint16_t  checksum;
-} Serialcommand;
+  #ifdef CONTROL_IBUS
+    static uint16_t ibus_chksum;
+    static uint16_t ibus_captured_value[IBUS_NUM_CHANNELS];
+    
+    typedef struct{
+      uint8_t  start;
+      uint8_t  type; 
+      uint8_t  channels[IBUS_NUM_CHANNELS*2];
+      uint8_t  checksuml;
+      uint8_t  checksumh;    
+    } Serialcommand;
+  #elif
+    typedef struct{
+      uint16_t  start; 
+      int16_t   steer;
+      int16_t   speed;
+      uint16_t  checksum;    
+    } Serialcommand;
+  #endif
 static volatile Serialcommand command;
 static int16_t timeoutCntSerial   = 0;  // Timeout counter for Rx Serial command
 #endif
@@ -510,13 +523,29 @@ int main(void) {
     #if defined CONTROL_SERIAL_USART2 || defined CONTROL_SERIAL_USART3
 
       // Handle received data validity, timeout and fix out-of-sync if necessary
-      if (command.start == START_FRAME && command.checksum == (uint16_t)(command.start ^ command.steer ^ command.speed)) { 
+      #ifdef CONTROL_IBUS
+      ibus_chksum = 0xFFFF - IBUS_LENGTH - IBUS_COMMAND;
+      for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i ++) {
+        ibus_chksum -= command.channels[i];
+      }
+      if (command.start == IBUS_LENGTH && command.type == IBUS_COMMAND && ibus_chksum == ( command.checksumh << 8) + command.checksuml ) {
+      #elif
+      if (command.start == START_FRAME && command.checksum == (uint16_t)(command.start ^ command.steer ^ command.speed)) {
+      #endif   
         if (timeoutFlagSerial) {                      // Check for previous timeout flag  
           if (timeoutCntSerial-- <= 0)                // Timeout de-qualification
             timeoutFlagSerial   = 0;                  // Timeout flag cleared           
         } else {
+          #ifdef CONTROL_IBUS
+          for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i +=2) {
+            ibus_captured_value[(i/2)] = CLAMP( command.channels[i] + (command.channels[i+1] << 8) - 1000, INPUT_MIN, INPUT_MAX);
+          }
+          cmd1 = CLAMP((ibus_captured_value[0] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
+          cmd2 = CLAMP((ibus_captured_value[1] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
+          #elif
           cmd1            = CLAMP((int16_t)command.steer, INPUT_MIN, INPUT_MAX);
-          cmd2            = CLAMP((int16_t)command.speed, INPUT_MIN, INPUT_MAX);         
+          cmd2            = CLAMP((int16_t)command.speed, INPUT_MIN, INPUT_MAX);
+          #endif         
           command.start   = 0xFFFF;                   // Change the Start Frame for timeout detection in the next cycle
           timeoutCntSerial      = 0;                  // Reset the timeout counter         
         }
diff --git a/platformio.ini b/platformio.ini
index 7e2efea..619005d 100644
--- a/platformio.ini
+++ b/platformio.ini
@@ -13,6 +13,7 @@ src_dir     = Src
 ;default_envs = VARIANT_USART3      ; Variant for Serial control via USART3 input
 ;default_envs = VARIANT_NUNCHUCK    ; Variant for Nunchuck controlled vehicle build
 ;default_envs = VARIANT_PPM         ; Variant for RC-Remotes with PPM-Sum signal
+;default_envs = VARIANT_IBUS        ; Variant for RC-Remotes with FLYSKY IBUS
 ;default_envs = VARIANT_HOVERCAR    ; Variant for HOVERCAR build
 ;default_envs = VARIANT_TRANSPOTTER ; Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
 ;================================================================
@@ -111,6 +112,27 @@ build_flags =
 
 ;================================================================
 
+[env:VARIANT_IBUS]
+platform        = ststm32
+framework       = stm32cube
+board           = genericSTM32F103RC
+debug_tool      = stlink
+upload_protocol = stlink
+
+build_flags =
+    -I${PROJECT_DIR}/inc/
+    -DUSE_HAL_DRIVER
+    -DSTM32F103xE
+    -Wl,-T./STM32F103RCTx_FLASH.ld
+    -Wl,-lc
+    -Wl,-lm
+    -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
+#    -Wl,-lnosys
+    -D VARIANT_IBUS
+    -D PALTFORMIO
+
+;================================================================
+
 [env:VARIANT_HOVERCAR]
 platform        = ststm32
 framework       = stm32cube

From 4f8aafe3f00b74f3081990df8cd813573d62a471 Mon Sep 17 00:00:00 2001
From: Candas1 <candascraig@hotmail.com>
Date: Tue, 7 Jan 2020 21:13:22 +0100
Subject: [PATCH 23/26] Use defined macros for min max values

---
 Src/main.c | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/Src/main.c b/Src/main.c
index c7a1c07..76c5ed5 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -538,7 +538,7 @@ int main(void) {
         } else {
           #ifdef CONTROL_IBUS
           for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i +=2) {
-            ibus_captured_value[(i/2)] = CLAMP( command.channels[i] + (command.channels[i+1] << 8) - 1000, INPUT_MIN, INPUT_MAX);
+            ibus_captured_value[(i/2)] = CLAMP( command.channels[i] + (command.channels[i+1] << 8) - 1000, 0, INPUT_MAX); // 1000-2000 -> 0-1000
           }
           cmd1 = CLAMP((ibus_captured_value[0] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
           cmd2 = CLAMP((ibus_captured_value[1] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);

From c3a40f64546543dbfe25989c54dfc39335ae5b51 Mon Sep 17 00:00:00 2001
From: Candas1 <candascraig@hotmail.com>
Date: Tue, 7 Jan 2020 22:06:31 +0100
Subject: [PATCH 24/26] Replacing #elif by #else

---
 Src/main.c | 8 ++++----
 1 file changed, 4 insertions(+), 4 deletions(-)

diff --git a/Src/main.c b/Src/main.c
index 76c5ed5..cf228c1 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -117,7 +117,7 @@ static uint8_t timeoutFlagADC  = 0;  // Timeout Flag for for ADC Protection: 0 =
       uint8_t  checksuml;
       uint8_t  checksumh;    
     } Serialcommand;
-  #elif
+  #else
     typedef struct{
       uint16_t  start; 
       int16_t   steer;
@@ -529,7 +529,7 @@ int main(void) {
         ibus_chksum -= command.channels[i];
       }
       if (command.start == IBUS_LENGTH && command.type == IBUS_COMMAND && ibus_chksum == ( command.checksumh << 8) + command.checksuml ) {
-      #elif
+      #else
       if (command.start == START_FRAME && command.checksum == (uint16_t)(command.start ^ command.steer ^ command.speed)) {
       #endif   
         if (timeoutFlagSerial) {                      // Check for previous timeout flag  
@@ -542,7 +542,7 @@ int main(void) {
           }
           cmd1 = CLAMP((ibus_captured_value[0] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
           cmd2 = CLAMP((ibus_captured_value[1] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
-          #elif
+          #else
           cmd1            = CLAMP((int16_t)command.steer, INPUT_MIN, INPUT_MAX);
           cmd2            = CLAMP((int16_t)command.speed, INPUT_MIN, INPUT_MAX);
           #endif         
@@ -1040,4 +1040,4 @@ void SystemClock_Config(void) {
 
   /* SysTick_IRQn interrupt configuration */
   HAL_NVIC_SetPriority(SysTick_IRQn, 0, 0);
-}
\ No newline at end of file
+}

From d2c846cda970d3c167978ee8befd4d2a9a462742 Mon Sep 17 00:00:00 2001
From: EmanuelFeru <aerdronix@gmail.com>
Date: Wed, 8 Jan 2020 19:16:34 +0100
Subject: [PATCH 25/26] Updated IBUS variant

- separated the implementation from USART implementation for more clarity
- fixed warnings
- minor visual updates
---
 Inc/config.h  | 25 +++++++-------
 README.md     |  5 +--
 Src/control.c |  2 --
 Src/main.c    | 95 +++++++++++++++++++++++++++++----------------------
 4 files changed, 71 insertions(+), 56 deletions(-)

diff --git a/Inc/config.h b/Inc/config.h
index fc441d7..78425f4 100644
--- a/Inc/config.h
+++ b/Inc/config.h
@@ -10,6 +10,7 @@
   //#define VARIANT_USART3      // Variant for Serial control via USART3 input
   //#define VARIANT_NUNCHUCK    // Variant for Nunchuck controlled vehicle build
   //#define VARIANT_PPM         // Variant for RC-Remote with PPM-Sum Signal
+  //#define VARIANT_IBUS        // Variant for RC-Remotes with FLYSKY IBUS
   //#define VARIANT_HOVERCAR    // Variant for HOVERCAR build
   //#define VARIANT_TRANSPOTTER // Variant for TRANSPOTTER build https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter https://hackaday.io/project/161891-transpotter-ng
 #endif
@@ -61,7 +62,7 @@
  * Then you can verify voltage on value 6 (to get calibrated voltage multiplied by 100).
  */
 #define BAT_FILT_COEF           655       // battery voltage filter coefficient in fixed-point. coef_fixedPoint = coef_floatingPoint * 2^16. In this case 655 = 0.01 * 2^16
-#define BAT_CALIB_REAL_VOLTAGE  3970      // input voltage measured by multimeter (multiplied by 100). In this case 43.00 V * 100 = 4300
+#define BAT_CALIB_REAL_VOLTAGE  3970      // input voltage measured by multimeter (multiplied by 100). For example 43.00 V * 100 = 4300
 #define BAT_CALIB_ADC           1492      // adc-value measured by mainboard (value nr 5 on UART debug output)
 
 #define BAT_CELLS               10        // battery number of cells. Normal Hoverboard battery: 10s
@@ -133,18 +134,18 @@
   // #define DEBUG_SERIAL_USART3                        // right sensor board cable, disable if I2C (nunchuck or lcd) is used!
 #endif
 
-#ifdef VARIANT_IBUS
-  // ###### CONTROL VIA RC REMOTE WITH FLYSKY IBUS PROTOCOL ######
-  // left sensor board cable. Channel 1: steering, Channel 2: speed.
-  #define CONTROL_IBUS                 // use IBUS as input
-  #define IBUS_NUM_CHANNELS 14         // total number of IBUS channels to receive, even if they are not used.
-  #define IBUS_LENGTH 0x20
-  #define IBUS_COMMAND 0x40
+// ###### CONTROL VIA RC REMOTE WITH FLYSKY IBUS PROTOCOL ######
+/* Connected to Left sensor board cable. Channel 1: steering, Channel 2: speed. */
+#ifdef VARIANT_IBUS     
+  #define CONTROL_IBUS                                  // use IBUS as input
+  #define IBUS_NUM_CHANNELS   14                        // total number of IBUS channels to receive, even if they are not used.
+  #define IBUS_LENGTH         0x20
+  #define IBUS_COMMAND        0x40
 
-  #define CONTROL_SERIAL_USART2                      // left sensor board cable, disable if ADC or PPM is used! For Arduino control check the hoverSerial.ino
-  #define FEEDBACK_SERIAL_USART2                     // left sensor board cable, disable if ADC or PPM is used!
   #undef  USART2_BAUD
-  #define USART2_BAUD 115200
+  #define USART2_BAUD         115200
+  #define CONTROL_SERIAL_USART2                         // left sensor board cable, disable if ADC or PPM is used!
+  #define FEEDBACK_SERIAL_USART2                        // left sensor board cable, disable if ADC or PPM is used!
 #endif
 
 
@@ -156,8 +157,8 @@
   #define UART_DMA_CHANNEL DMA1_Channel2
 #endif
 
+// ###### CONTROL VIA RC REMOTE ######
 #ifdef VARIANT_PPM
-  // ###### CONTROL VIA RC REMOTE ######
   // left sensor board cable. Channel 1: steering, Channel 2: speed.
   #define CONTROL_PPM                 // use PPM-Sum as input. disable CONTROL_SERIAL_USART2!
   #define PPM_NUM_CHANNELS 6          // total number of PPM channels to receive, even if they are not used.
diff --git a/README.md b/README.md
index 3f3b77f..7a8fd17 100644
--- a/README.md
+++ b/README.md
@@ -156,10 +156,11 @@ Most robust way for input is to use the ADC and potis. It works well even on 1m
 This firmware offers currently these variants (selectable in [platformio.ini](/platformio.ini) and / or [/Inc/config.h](/Inc/config.h)):
 - **VARIANT_ADC**: In this variant the motors are controlled by two potentiometers connected to the Left sensor cable (long wired)
 - **VARIANT_USART3**: In this variant the motors are controlled via serial protocol on USART3 right sensor cable (short wired). The commands can be sent from an Arduino. Check out the [hoverserial.ino](/02_Arduino/hoverserial) as an example sketch.
+- **VARIANT_NUNCHUCK**: Wii Nunchuck offers one hand control for throttle, braking and steering. This was one of the first input device used for electric armchairs or bottle crates.
+- **VARIANT_PPM**: This is when you want to use a RC remote control with PPM Sum signal
+- **VARIANT_IBUS**: This is when you want to use a RC remote control with Flysky IBUS protocol connected to the Left sensor cable.
 - **VARIANT_HOVERCAR**: In this variant the motors are controlled by two pedals brake and throttle. Reverse is engaged by double tapping on the brake pedal at standstill.
 - **VARIANT_TRANSPOTTER**: This build is for transpotter which is a hoverboard based transportation system. For more details on how to build it check [here](https://github.com/NiklasFauth/hoverboard-firmware-hack/wiki/Build-Instruction:-TranspOtter) and [here](https://hackaday.io/project/161891-transpotter-ng).
-- **VARIANT_NUNCHUCK**: Wii Nunchuck offers one hand control for throttle, braking and steering. This was one of the first input device used for electric armchairs or bottle crates.
-- **VARIANT_PPM**: This is when you want to use a RC remote control with PPM Sum singnal 
 
 Of course the firmware can be further customized for other needs or projects.
 
diff --git a/Src/control.c b/Src/control.c
index 4306954..b2f3e66 100644
--- a/Src/control.c
+++ b/Src/control.c
@@ -112,8 +112,6 @@ void Nunchuck_Read(void) {
   HAL_Delay(3);
   if (HAL_I2C_Master_Receive(&hi2c2,0xA4,(uint8_t*)nunchuck_data, 6, 10) == HAL_OK) {
     timeout = 0;
-  } else {
-    timeout++;
   }
 
 #ifndef TRANSPOTTER
diff --git a/Src/main.c b/Src/main.c
index cf228c1..873ba5e 100644
--- a/Src/main.c
+++ b/Src/main.c
@@ -145,7 +145,6 @@ typedef struct{
 } SerialFeedback;
 static SerialFeedback Feedback;
 #endif
-static uint8_t serialSendCnt;           // serial send counter
 
 #if defined(CONTROL_NUNCHUCK) || defined(SUPPORT_NUNCHUCK) || defined(CONTROL_PPM) || defined(CONTROL_ADC)
 static uint8_t button1, button2;
@@ -181,6 +180,7 @@ extern volatile uint32_t timeout;       // global variable for timeout
 extern int16_t batVoltage;              // global variable for battery voltage
 
 static uint32_t inactivity_timeout_counter;
+static uint32_t main_loop_counter;
 
 extern uint8_t nunchuck_data[6];
 #ifdef CONTROL_PPM
@@ -524,50 +524,64 @@ int main(void) {
 
       // Handle received data validity, timeout and fix out-of-sync if necessary
       #ifdef CONTROL_IBUS
-      ibus_chksum = 0xFFFF - IBUS_LENGTH - IBUS_COMMAND;
-      for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i ++) {
-        ibus_chksum -= command.channels[i];
-      }
-      if (command.start == IBUS_LENGTH && command.type == IBUS_COMMAND && ibus_chksum == ( command.checksumh << 8) + command.checksuml ) {
+        ibus_chksum = 0xFFFF - IBUS_LENGTH - IBUS_COMMAND;
+        for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i++) {
+          ibus_chksum -= command.channels[i];
+        }
+        if (command.start == IBUS_LENGTH && command.type == IBUS_COMMAND && ibus_chksum == (uint16_t)((command.checksumh << 8) + command.checksuml)) {
+          if (timeoutFlagSerial) {                      // Check for previous timeout flag  
+            if (timeoutCntSerial-- <= 0)                // Timeout de-qualification
+              timeoutFlagSerial = 0;                    // Timeout flag cleared           
+          } else {         
+            for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i+=2) {
+              ibus_captured_value[(i/2)] = CLAMP(command.channels[i] + (command.channels[i+1] << 8) - 1000, 0, INPUT_MAX); // 1000-2000 -> 0-1000
+            }
+            cmd1              = CLAMP((ibus_captured_value[0] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
+            cmd2              = CLAMP((ibus_captured_value[1] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
+            command.start     = 0xFF;                   // Change the Start Frame for timeout detection in the next cycle
+            timeoutCntSerial  = 0;                      // Reset the timeout counter
+          }
+        } else {
+          if (timeoutCntSerial++ >= SERIAL_TIMEOUT) {   // Timeout qualification
+            timeoutFlagSerial = 1;                      // Timeout detected
+            timeoutCntSerial  = SERIAL_TIMEOUT;         // Limit timout counter value
+          }
+          // Check periodically the received Start Frame. If it is NOT OK, most probably we are out-of-sync. Try to re-sync by reseting the DMA
+          if (main_loop_counter % 25 == 0 && command.start != IBUS_LENGTH && command.start != 0xFF) {
+            HAL_UART_DMAStop(&huart);                
+            HAL_UART_Receive_DMA(&huart, (uint8_t *)&command, sizeof(command));
+          }
+        }  
       #else
-      if (command.start == START_FRAME && command.checksum == (uint16_t)(command.start ^ command.steer ^ command.speed)) {
-      #endif   
-        if (timeoutFlagSerial) {                      // Check for previous timeout flag  
-          if (timeoutCntSerial-- <= 0)                // Timeout de-qualification
-            timeoutFlagSerial   = 0;                  // Timeout flag cleared           
+        if (command.start == START_FRAME && command.checksum == (uint16_t)(command.start ^ command.steer ^ command.speed)) {
+          if (timeoutFlagSerial) {                      // Check for previous timeout flag  
+            if (timeoutCntSerial-- <= 0)                // Timeout de-qualification
+              timeoutFlagSerial = 0;                    // Timeout flag cleared           
+          } else {
+            cmd1              = CLAMP((int16_t)command.steer, INPUT_MIN, INPUT_MAX);
+            cmd2              = CLAMP((int16_t)command.speed, INPUT_MIN, INPUT_MAX);
+            command.start     = 0xFFFF;                 // Change the Start Frame for timeout detection in the next cycle
+            timeoutCntSerial  = 0;                      // Reset the timeout counter         
+          }
         } else {
-          #ifdef CONTROL_IBUS
-          for (uint8_t i = 0; i < (IBUS_NUM_CHANNELS * 2); i +=2) {
-            ibus_captured_value[(i/2)] = CLAMP( command.channels[i] + (command.channels[i+1] << 8) - 1000, 0, INPUT_MAX); // 1000-2000 -> 0-1000
+          if (timeoutCntSerial++ >= SERIAL_TIMEOUT) {   // Timeout qualification
+            timeoutFlagSerial = 1;                      // Timeout detected
+            timeoutCntSerial  = SERIAL_TIMEOUT;         // Limit timout counter value
+          }
+          // Check periodically the received Start Frame. If it is NOT OK, most probably we are out-of-sync. Try to re-sync by reseting the DMA
+          if (main_loop_counter % 25 == 0 && command.start != START_FRAME && command.start != 0xFFFF) {
+            HAL_UART_DMAStop(&huart);                
+            HAL_UART_Receive_DMA(&huart, (uint8_t *)&command, sizeof(command));
           }
-          cmd1 = CLAMP((ibus_captured_value[0] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
-          cmd2 = CLAMP((ibus_captured_value[1] - INPUT_MID) * 2, INPUT_MIN, INPUT_MAX);
-          #else
-          cmd1            = CLAMP((int16_t)command.steer, INPUT_MIN, INPUT_MAX);
-          cmd2            = CLAMP((int16_t)command.speed, INPUT_MIN, INPUT_MAX);
-          #endif         
-          command.start   = 0xFFFF;                   // Change the Start Frame for timeout detection in the next cycle
-          timeoutCntSerial      = 0;                  // Reset the timeout counter         
-        }
-      } else {
-        if (timeoutCntSerial++ >= SERIAL_TIMEOUT) {   // Timeout qualification
-          timeoutFlagSerial     = 1;                  // Timeout detected
-          timeoutCntSerial      = SERIAL_TIMEOUT;     // Limit timout counter value
-        }
-        // Check the received Start Frame. If it is NOT OK, most probably we are out-of-sync.
-        // Try to re-sync by reseting the DMA
-        if (command.start != START_FRAME && command.start != 0xFFFF) {
-          HAL_UART_DMAStop(&huart);                
-          HAL_UART_Receive_DMA(&huart, (uint8_t *)&command, sizeof(command));
         }
-      }       
+      #endif     
 
-      if (timeoutFlagSerial) {                        // In case of timeout bring the system to a Safe State
-        ctrlModReq  = 0;                        // OPEN_MODE request. This will bring the motor power to 0 in a controlled way
+      if (timeoutFlagSerial) {                          // In case of timeout bring the system to a Safe State
+        ctrlModReq  = 0;                                // OPEN_MODE request. This will bring the motor power to 0 in a controlled way
         cmd1        = 0;
         cmd2        = 0;
       } else {
-        ctrlModReq  = ctrlModReqRaw;            // Follow the Mode request
+        ctrlModReq  = ctrlModReqRaw;                    // Follow the Mode request
       }
       timeout = 0;
 
@@ -746,9 +760,7 @@ int main(void) {
     board_temp_adcFilt  = (int16_t)(board_temp_adcFixdt >> 20);  // convert fixed-point to integer
     board_temp_deg_c    = (TEMP_CAL_HIGH_DEG_C - TEMP_CAL_LOW_DEG_C) * (board_temp_adcFilt - TEMP_CAL_LOW_ADC) / (TEMP_CAL_HIGH_ADC - TEMP_CAL_LOW_ADC) + TEMP_CAL_LOW_DEG_C;
 
-    serialSendCnt++;              // Increment the counter
-    if (serialSendCnt > 20) {     // Send data every 100 ms = 20 * 5 ms, where 5 ms is approximately the main loop duration
-      serialSendCnt = 0;          // Reset the counter
+    if (main_loop_counter % 25 == 0) {    // Send data periodically
 
       // ####### DEBUG SERIAL OUT #######
       #if defined(DEBUG_SERIAL_USART2) || defined(DEBUG_SERIAL_USART3)
@@ -837,6 +849,9 @@ int main(void) {
     if (inactivity_timeout_counter > (INACTIVITY_TIMEOUT * 60 * 1000) / (DELAY_IN_MAIN_LOOP + 1)) {  // rest of main loop needs maybe 1ms
       poweroff();
     }
+
+    main_loop_counter++;
+    timeout++;
   }
 }
 

From 827a490f349ca2c2ad6288adcf89e63b9833ab83 Mon Sep 17 00:00:00 2001
From: EmanuelFeru <aerdronix@gmail.com>
Date: Wed, 8 Jan 2020 19:33:22 +0100
Subject: [PATCH 26/26] Fixed typo

---
 platformio.ini | 14 +++++++-------
 1 file changed, 7 insertions(+), 7 deletions(-)

diff --git a/platformio.ini b/platformio.ini
index 619005d..1042175 100644
--- a/platformio.ini
+++ b/platformio.ini
@@ -41,7 +41,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_ADC
-    -D PALTFORMIO
+    -D PLATFORMIO
 
 ;================================================================
 
@@ -66,7 +66,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_USART3
-    -D PALTFORMIO
+    -D PLATFORMIO
 
 ;================================================================
 
@@ -87,7 +87,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_NUNCHUCK
-    -D PALTFORMIO
+    -D PLATFORMIO
 
 ;================================================================
 
@@ -108,7 +108,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_PPM
-    -D PALTFORMIO
+    -D PLATFORMIO
 
 ;================================================================
 
@@ -129,7 +129,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_IBUS
-    -D PALTFORMIO
+    -D PLATFORMIO
 
 ;================================================================
 
@@ -154,7 +154,7 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_HOVERCAR
-    -D PALTFORMIO
+    -D PLATFORMIO
 
 ;================================================================
 
@@ -175,6 +175,6 @@ build_flags =
     -g -ggdb        ; to generate correctly the 'firmware.elf' for STM STUDIO vizualization
 #    -Wl,-lnosys
     -D VARIANT_TRANSPOTTER
-    -D PALTFORMIO
+    -D PLATFORMIO
     
 ;================================================================
\ No newline at end of file