Add_9_Learn_Pattern_Practise
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-POSITION: 50% bottom; BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META content="MSHTML 6.00.6000.16809" name=GENERATOR></HEAD>
<BODY contentEditable=true style="FONT-WEIGHT: normal; FONT-SIZE: 24pt; COLOR: black; FONT-STYLE: normal; FONT-FAMILY: SassoonCRInfant" bottomMargin=0 leftMargin=12 topMargin=0 rightMargin=12></BODY></HTML>
Adding 9 - Learn the Pattern & Practise
{cell.Text}
|
about
|
Learn
{cell.HTMLText}
{cell.Text}
|
Practise
{cell.HTMLText}
{cell.Text}
|
Test
{cell.HTMLText}
{cell.Text}
|
|
|
|
|
|
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 9.00.8112.16440"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 136%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange><FONT class=c5speakingrange>Doing math can be easy when we see and use patterns.</FONT> <FONT class=c5speakingrange>We will learn how it is easy to add 9 to any number without counting or using a calculator.</FONT></FONT></P></BODY></HTML>
10
|
46
{cell.Text}
|
55
{cell.Text}
|
64
{cell.Text}
|
73
{cell.Text}
|
82
{cell.Text}
|
91
{cell.Text}
|
19
{cell.Text}
|
28
{cell.Text}
|
37
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
20
{cell.HTMLText}
{cell.Text}
|
56
{cell.HTMLText}
{cell.Text}
|
29
{cell.HTMLText}
{cell.Text}
|
38
{cell.HTMLText}
{cell.Text}
|
47
{cell.HTMLText}
{cell.Text}
|
92
{cell.HTMLText}
{cell.Text}
|
83
{cell.HTMLText}
{cell.Text}
|
74
{cell.HTMLText}
{cell.Text}
|
65
{cell.HTMLText}
{cell.Text}
|
go back
|
{Textboxes.Textbox1.text}
listen
|
next page
|
|
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 9.00.8112.16440"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 136%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange><FONT size=5><FONT class=c5speakingrange>9 is 1 less than 10. This makes adding it to any number easy</FONT><FONT class=c5speakingrange>. <FONT class=c5speakingrange>We learned how easy it is to add 10. You just add one to the number in the tens column.</FONT> </FONT></FONT></FONT></P>
<P><FONT class=c5speakingrange><FONT size=5><FONT class=c5speakingrange>To add 9, f<FONT class=c5speakingrange>irst add 10, then take one away. </FONT></FONT></FONT></FONT></P>
<P><FONT size=5>The little numbers are what you get if you add 10. Count back 1 to find add only 9.</FONT></P></BODY></HTML>
11+9=20
{cell.Text}
|
52+9=61
{cell.Text}
{cell.Text}
|
25 + 9=34
{cell.Text}
{cell.Text}
|
39+9=48
{cell.Text}
{cell.Text}
|
47 +9=58
{cell.Text}
{cell.Text}
|
74 +9=85
{cell.Text}
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
go back
|
{Textboxes.Textbox1.text}
listen
|
next page
|
|
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 9.00.8112.16440"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 136%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange><FONT class=c5speakingrange><FONT class=c5speakingrange>Now look what happens when you add 9 to any number.</FONT> Find the pattern when 9 is added to a number. </FONT></FONT></P></BODY></HTML>
|
go back
|
{Textboxes.Textbox1.text}
listen
|
next page
|
|
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 9.00.8112.16440"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 136%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange>Another way to look at this is on a hundreds chart.</FONT> <FONT class=c5speakingrange>Find any number.</FONT> <FONT class=c5speakingrange>Go down one row and back one.</FONT> You have just added 9.</P></BODY></HTML>
back to start
|
39+9=48
{cell.Text}
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
go back
|
{Textboxes.Textbox1.text}
listen
|
|
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 9.00.8112.16440"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 136%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange>Now it's your turn to try.</FONT> <FONT class=c5speakingrange>Remember the rule.</FONT> </P>
<P><FONT class=c5speakingrange><FONT style="" class=c5speakingrange>Add 10, then take one away.</FONT> You have just added 9.</FONT></P></BODY></HTML>
Adding 9: Learn the Pattern 7 Practise
{cell.Text}
|
<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.7601.17744"></HEAD>
<BODY style="FONT-STYLE: normal; ZOOM: 140%; FONT-FAMILY: SassoonCRInfant; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT size=5>In this gridset, the student can learn about adding 9 to numbers to 100. In the Practise section, the student is asked to add 9 to a variety of numbers in an errorless learning task. In the test section, the student is asked to complete 10 multiple choice addition questions. Answers can be printed for teacher evaluation. This content is intended to support the Grade 2 BC math curriculum.</FONT></P></BODY></HTML>
|
|
Title
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
next page
|
{cell.Text}
|
go back
|
{Textboxes.Textbox1.text}
listen
|
next page
|
<head><style>
P { margin-top: 0px; margin-bottom: 0px; }
.crickcheckastype { background-image : url('res://squiggle.dll/gif/squiggle.gif'); background-repeat : 'repeat-x'; background-position : 'bottom'; } .speechhighlight {color : Red;} .speechhighlight FONT {color : Red;}</style></head>
<BODY contentEditable=false style="FONT-WEIGHT: normal; FONT-SIZE: 24pt; COLOR: black; LINE-HEIGHT: normal; ZOOM: 101%; FONT-STYLE: normal; FONT-FAMILY: SassoonCRInfant" bottomMargin=0 leftMargin=12 topMargin=0 rightMargin="12" ><P > </P></BODY>
go back
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
47+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
58
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
49
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
479
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
56
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
25+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
25
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
34
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
36
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
250
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
16+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
27
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
25
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
169
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
17
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
90+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
91
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
100
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
80
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
99
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
4+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
49
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
12
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
13
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
15
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
62+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
71
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
53
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
82
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
63
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
29+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
38
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
30
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
49
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
299
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
33+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
34
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
53
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
40
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
42
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
84+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
849
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
94
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
93
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
75
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
51+9=
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
61
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
519
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
60
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
52
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
back to start
|
print document
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
next
|
help
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
.
{cell.HTMLText}
full stop
|
help
|
back to start
|
|
28
try again
|
26
Excellent. 17+ 9= 26
|
17
try again
|
18
try again
|
17 + 9 =
|
|
|
60
try again
|
39
try again
|
58
Super! 49 + 9=58
|
59
try again
|
49 + 9 =
|
|
|
97
That's it! 88 +9=97
|
100
try again
|
88
try again
|
89
try again
|
88 + 9 =
|
|
|
74
try again
|
64
try again
|
72
Perfect. 63+9=72
|
52
try again
|
63 + 9 =
|
|
|
16
try again
|
14
You got it! 5+9=14
|
59
try again
|
51
try again
|
5 + 9 =
|
|
|
51
try again
|
52
try again
|
50
perfect! 41+9=50.
|
149
try again
|
41 + 9 =
|
|
|
86
try again
|
75
Yes! 66+9=75
|
67
try again
|
76
try again
|
66 + 9 =
|
|
|
36
Excellent! 27 +9=36
|
37
try again
|
279
try again
|
38
try again
|
27 + 9 =
|
|
|
10
try again
|
11
try again
|
18
Good work! 9 + 9=18
|
100
try again
|
9 + 9 =
|
|
|
34
try again
|
32
bravo! 23 +9=32. You're done. Are you ready for the test?
|
239
try again
|
24
try again
|
23 + 9 =
|
|
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
iVBORw0KGgoAAAANSUhEUgAAAPQAAAD0CAYAAACsLwv+AAAACXBIWXMAAA7DAAAOwwHHb6hkAAAN/ElEQVR4nO3da4xcZRnA8TNzZnba2e72uqWmsC1tzQYpYEshBqFtTDA1hJgii4mJST9oFZMqNpHwzfpJoh+KgRAyakQNiUkTuakoIqBcDSwhSoHIpeFWaNl2y95n5+bzzOwss7O3uZzLe875/5I3uzPTzpwS/vueOefMu5YFIDRijfyhkmXdKF8OyNgg42UZT8t4SP7yWfc2DYAjjhw5Eu/v7+84dOhQKmvbX5egS/OMrIz7ZFzt9/YCqIjX36ERnzx5ck1XV9e6iYmJnlIs9u0F/m6HjG/IeEqi/o+Mm2WscHVrASxqVtA6K2ez2TXxeHxDMpncZNv2lrxtr23geS6RcbeMDyXqu0uV2wA8Vht0rLOzMx2LxVYXCoUNxWJxk9zX+0ln53ATz6cz9M1WZcbWmfubpcpMDsADM0HL+2ZpOZaUb9MyQ6+S0a3fv9vT826Lz63vrX8n432J+mcyeh3YXgCLmPMeulQq2TI7J6q3H7nsspfkfXS+jdfokfEjGe9I1I/IuK6N5wKwiNoZuiTvm6U3Kzc9yk6tXj32werVLzn0evtk/KlUifu2UiV2AA6pnaFLqVRqSna7J3XILD0zKz/T1/dPh19Xd79/alV2xzn1BTikfpc7KzGPy1cd2eqdT1x66Zujy5Z94MLrc+oLcNCsoNeuXZvL5/MTEvWI3ByXWbpUfeyVCy5wepaux6kvoE2zgpb30dJwUUMelqjHZExVH3vgyiufL8Tj2blP4ThOfQEtmnOUu7e3d6JUKo3LGLUqu95l51asyL7b0/O8p1vHqS+gKXOCllk6n0wmx2zb1gtKxmsPjj2+fbvbu90L4dQX0IA5QatEIqEz82g8Htfd7snq/S9s2/aBzNRverZ18+PUF7CAeYO+88479b1z+b20fpXd72L1sZc3b/Zrlq7HqS+gzrxBi9KY0KPdcw6O7dr1Us62RzzavkZw6guYtlDQ1qTI5XJjhUKhfApr5v5UKv/Weec948nWNY9TX4i0BYM+duxYQd5Llw+Oya73mFVzOejfduzQ2bC40N81AKe+EEkLBq2Ghob0FFb54JhEPVG9/7Xzzx/8eOXK4+5vniM49YXIWDRomaV1Vp734NgLW7eacnCsUfWnvq71e4MApy0atFVeH9Aa14Nj9aew/nr55ccnkslBdzfPNXrq69FSZaz0e2MApywVtO52Z/W9dP313bl4vPi/jRufcn0L3aWz9B/lH2T7vSGAE5YMWg+O2bY9s9stM/XMlWMP79r1TJuLH5jgSzIO+r0RgBOWDFpls9kJnaXrr+9+f+3aEQcXP/DTbczSCIOGgs5kMjmJWo90V09hFaqPubD4gR/0yPfn/d4IoF0NBa0KhcJ4Mpkc1SvHJOqZg2MuLn7gtc/5vQFAuxoOevPmzVN65ZhPix94obD0HwHM1nDQhix+4BY9NvC43xsBtKvhoFXt4gcyZq4c82nxA6fozPy9mGV95PeGAO1q6sjuk08+WdyxY0dC6HXRaYlaf9NG+YfCVCJxdueJE3tc2Ur3aMzfilUuDQUCr6kZWqXTaT3KberiB80o5JLJ70rM9/q9IYBTmg5aVwa1zF/8YCmFoXT6Bx253K/93hDASU0HrQfHArT4wRz6sc8z3d2Hv3PddfdUbgLh0XTQqrr4gVU5OhyUxQ/KMZ/t7v7hXYcP362XtPq9PYDTWgpaY9BTWPLtJ1bdyqCmLn5QG7OubOr39gBuaCloJXvd4/l8fs4sbeLiB8SMqGg5aF38wLbtMdMXP9A3yUNdXbcSM6Kg5aCtusUPJOiZK8VMWvwgJmP1yMj+Hx85kvR7WwC3tRN0efEDazpqy+DFDyTqL1qV1UmW+70tgJvaCloPjqVSqfJut87Shi9+oIsFEjVCra2glS5+YFXeQwdh8QOiRqi1HXQmkyn/crvq4ge1B8cMXfyAqBFabQdtTf/aHF38QD+JVXt9t8GLHxA1QsmJoGcWP6j+lo2ALH5A1AgdR4KuLn4Qj8fL13dbNb82x/DFD4gaoeJI0EoXP9BZuv7gWAAWPyBqhIZjQetVWPoeWne7pxcSnDll9fj27abudlcRNULBsaCVV4sfuPSZR6JG4DkatBeLH+gHLf7d13ffuXT6bSeerw5RI9AcDdrtxQ805qcvuuj39+7d+6/b9++/g6iB2RwNWrm1+IHG/Gxf32/u2737Wb2tB9uIGpjN8aDdWPxA/84rvb0//+3u3Q/UfqqLqIHZHA9aObn4gcZ8ctWqW+/at++X8Xhc184eJGpgfq4E7dTiB9WVRn51yy2/kJsfynvyQRmnLKIG5uVK0NYiix88fMUV/z3b1fV6A08wa9mgTCaju++niRpYmFtBz1r8QKOuvb776PXX37NY1AutAUbUwOJc+yXnr776aumqq66KS3BJGSkZyyXC8jJA46lU/h+XXPL8uuHhkZ7h4QsSxeKy6t8rxWLjEvNhifme+dYAGxgYyO3cuXNKfkjo6kL6Q0J/KKXkuRP6+GRHR+HFrVtf3PXWW33LcrnVDv+z9PdI7zliWX/4iWWZtHgDUBZz88klyMTJkyd75NvPSHDrZXbtkRBnzXA6c197/Pj6i997b01HoXD67XXr/vzcDTe8vtSCfgcPHkzLc62XHxTrZJwnd62T10hVH181Opq67f77b1k1Pr7FhX/a0zK+LP/xJpb8k4CHXA1aHThwYFk6ne7J5/M9Et4auWulRi0hJyTA0vQFKINy+4zcf2rDhg1nG12dk6iB2VwPWmnUHR0duvurMXfL17QE3CHxFfTTWXo0vFAoDG7atGmo2aV2iRr4lCdBK939PnPmTDqbzXbKTX0vndQPUcvXnMzeo2NjYyOt/noaogYqPAu6qr+/3+7s7EzKjGwvX768NDQ0lNfz1labH6IiasCHoN1E1Ii6UAWtiBpRFrqgFVEjqkIZtCJqRFFog1ZEjagJddCKqBEloQ9aETWiIhJBK6JGFEQmaEXUCLtIBa2IGmEWuaAVUSOsIhm0ImqEUWSDVkSNsIl00IqoESaRD1oRNcKCoKcRNcKAoGsQNYKOoOsQNYKMoOdB1Agqgl4AUSOICHoRRI2gIeglEDWChKAbQNQICoJuEFEjCAi6CUQN0xF0k4gaJiPoFhA1TEXQLSJqmIig20DUMA1Bt4moYRKCdgBRwxQE7RCihgkI2kFEDb8RtMOIGn4iaBcQNfxC0C4haviBoF1E1PAaQbuMqOElgvYAUcMrBO0RooYXCNpDRA23EbTHiBpuImgfEDXcQtA+IWq4gaB9RNRwGkH7jKjhJII2AFHDKQRtCKKGEwjaIESNdhG0YYga7SBoAxE1WkXQhiJqtIKgDUbUaBZBG46o0QyCDgCiRqMIOiCIGo0g6AAhaiyFoAOGqLGYuN8bgOZkMpnxYrF4WiIelHFK7hqUsLPVx8+tWJG9ff/+O86l02+78PJXy3i0ZFkrXHhuOIAZOqAMmKm/Iv/zjLrw3GgDQQcYUaMeQQccUaMWQYcAUaOKoEOCqKEIOkSIGgQdMkQdbQQdQkQdXQQdUkQdTQQdYkQdPQQdckQdLQQdAUQdHQQdEUQdDQQdIUQdfgQdMUQdbgQdQUQdXgQdUUQdTgQdYUQdPgQdcUQdLgQNog4RgkYZUYcDQWMGUQcfQWMWog42gsYcRB1cBI15EXUwETQWRNTBQ9BYFFEHC0FjSUQdHASNhhB1MBA0GkbU5iNoNIWozUbQaBpRm4ug0RKiNhNBo2VEbR6CRluI2iwEjbYRtTkIGo4gajMQNBxD1P4jaDiKqP1F0HAcUfuHoOEKovYHQcM1RO09goariNpbBA3XEbV3CBqeIGpvEDQ8Q9TuI2h4iqjdRdDwHFG7h6DhC6J2B0HDN0TtPIKGr4jaWQQN3xG1cwgaRiBqZxA0jEHU7SNoGIWo20PQMA5Rt46gYSSibg1Bw1hE3TyChtGIujkEDeMRdeMIGoFA1I0haAQGUS+NoBEoRL04gkbgEPXCCBqBRNTzI2gEFlHPRdAINKKejaAReET9KYJGKBB1BUEjNIiaoBEyUY+aoBE6UY6aoBFKUY2aoBFaUYyaoBFqDUX94IPfl6/bXHh5z6MmaIRelKImaERCVKImaERGFKImaERK2KMmaEROmKMmaERSWKMmaERWGKMmaERa2KImaERemKImaMAKT9QEDUwLQ9QEDdQIetQEDdQJctQEDcwjqFETNLCAIEZN0MAighY1QQNLCFLUBA00IChREzTQoCBETdBAE0yPmqCBJpkcNUEDLTA1aoIGWmRi1AQNtMG0qAkaaJNJURM04ABTorZdeHIgcgYGBnI7d+6ckqh1kizJiMtISdQJfXyyo6Pw4pYtA7tOnPjssqmpNQ6/fK+M3Ucs6xhBAw4xIOo8QQMO8jHqh2QcImjAYT5ErTH3y4tNETTgAq+iLtj2X+Kl0tc0Zr1N0IBL6qOWmGOlUsmxqLOJxKNPXHzxjdtOnZqs3kfQgIvcijqbTP79ob17b/rqc8+N1N5P0IDLnI66HPOePf03PfbYJ/WPETTgAaeiXixmRdCAR9qNeqmYFUEDHmo16kZiVgQNeKyRqAcuvPDZL7zxxpaOfH59ozErggZ8sETUk5Op1Eevbdx4/6XvvDP2yDXX3NxIzIpPWwE+qv2UltxcXywWu+X2sHx/Op/Pf9zd3X366NGjE40+HzM04KPamVpiztm2PSxfzxUKhTPNxqyYoQED6EwtIXfJsCXuQldX13CzMSuCBgwhUSc7OzsTY2Nj+Uwmk/N7ewAAAADM8X+uw0+MNLsudgAAAABJRU5ErkJggg==
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
/9j/4AAQSkZJRgABAgEASABIAAD/7TCGUGhvdG9zaG9wIDMuMAA4QklNA+kAAAAAAHgAAwAAAEgASAAAAAAC2AIo/+H/4gL5AkYDRwUoA/wAAgAAAEgASAAAAAAC2AIoAAEAAABkAAAAAQADAwMAAAABJw8AAQABAAAAAAAAAAAAAAAAQAgAGQGQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4QklNA+0AAAAAABAASAAAAAEAAQBIAAAAAQABOEJJTQPzAAAAAAAIAAAAAAAAAAA4QklNBAoAAAAAAAEAADhCSU0nEAAAAAAACgABAAAAAAAAAAI4QklNA/UAAAAAAEgAL2ZmAAEAbGZmAAYAAAAAAAEAL2ZmAAEAoZmaAAYAAAAAAAEAMgAAAAEAWgAAAAYAAAAAAAEANQAAAAEALQAAAAYAAAAAAAE4QklNA/gAAAAAAHAAAP////////////////////////////8D6AAAAAD/////////////////////////////A+gAAAAA/////////////////////////////wPoAAAAAP////////////////////////////8D6AAAOEJJTQQAAAAAAAACAAE4QklNBAIAAAAAAAQAAAAAOEJJTQQIAAAAAAAQAAAAAQAAAkAAAAJAAAAAADhCSU0ECQAAAAAudAAAAAEAAAB0AAAAgAAAAVwAAK4AAAAuWAAYAAH/2P/gABBKRklGAAECAQBIAEgAAP/+ACdGaWxlIHdyaXR0ZW4gYnkgQWRvYmUgUGhvdG9zaG9wqCA0LjAA/+4ADkFkb2JlAGSAAAAAAf/bAIQADAgICAkIDAkJDBELCgsRFQ8MDA8VGBMTFRMTGBEMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAENCwsNDg0QDg4QFA4ODhQUDg4ODhQRDAwMDAwREQwMDAwMDBEMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwM/8AAEQgAgAB0AwEiAAIRAQMRAf/dAAQACP/EAT8AAAEFAQEBAQEBAAAAAAAAAAMAAQIEBQYHCAkKCwEAAQUBAQEBAQEAAAAAAAAAAQACAwQFBgcICQoLEAABBAEDAgQCBQcGCAUDDDMBAAIRAwQhEjEFQVFhEyJxgTIGFJGhsUIjJBVSwWIzNHKC0UMHJZJT8OHxY3M1FqKygyZEk1RkRcKjdDYX0lXiZfKzhMPTdePzRieUpIW0lcTU5PSltcXV5fVWZnaGlqa2xtbm9jdHV2d3h5ent8fX5/cRAAICAQIEBAMEBQYHBwYFNQEAAhEDITESBEFRYXEiEwUygZEUobFCI8FS0fAzJGLhcoKSQ1MVY3M08SUGFqKygwcmNcLSRJNUoxdkRVU2dGXi8rOEw9N14/NGlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vYnN0dXZ3eHl6e3x//aAAwDAQACEQMRAD8A9KxcXFdi0k01kmtpJLR4DyQq8bG/al7PSZtFFJDdoiS/J8lXsy8rBwqLsnMxaKX+nXWbKnyXWbWVVj9Y973KTW9THUbyb8cPFFJe41P27d+Tt/7Ufm+/d7lVFVj/AFR6dIfuS/rM2tz9f/S/eS9WxsZnT7nMqY1wAghoB+k3yVv7Hif6Cv8AzG/3LAb1odX6flOw83HyGUhnqtFF1ToeQ+mxovta51NzfdTe1no3f4NWuo9Zf0y+mjOzsamzI1rnHucAN9dHqXPrufXjVetfTV62Q6ur1LERw+5L9Uflj0h3n/WQb4R6+p/e/qtrDxsZ2VnA1MIbc0NBaNB6NB00S6jjYzW4+2pgnIqBho4J+CFis6p9pzdl1AcLm7yankE+jR9H9P7W7VVGfb1LHpyMTMxsmgZYqFldVgb6lbzW/a51/wCkY2xv5n6O3/B2Jpr2p/qzvPWofvSXa8Y9fSPf912vseJ/oK/8xv8AcqnTcbGfTaXVMcRkXgS0cC2yOyq2dWvr6o3pLsuk5r2h/ptxchzQ12/Ybb67XY9O/wBG3b61rFFmVlYOBflXZOPVj133b3OpscS43PZDGV373vttdspprY+z6FX6SxOPDxx/VHaXSH9X+stF8J9fUfvNzKxsYZuE0VMAc6zcNo19jvJW/seJ/oK/80f3LIrysvOfg5VGRRYyx1oqd6FrILWvrsbbVbc2xr2ua+t9b/TsrsUaOvHI6q7pFeZV9uZvJrdh5LRFZDbXMussZQ9rd30mWowrin+qPzdofuQ/rKldR9fT+t+9JvdIxsZ/TMVz6mOcamyS0E8fBJ2NjftVjPSZt+zvO3aInfX5LPZ1G7pnRsTIycqimiwV00s9C22xz7PbVTVVRa63Iuf+5TSjY92Zl5WPk4+TjWsvxTZTa2p+11bnVuHt9f8AO9qYK9rH+rP+T1qGvyrjfHL1/vd271HFxm9PynNpYHCmwghoke13kuV+uHV8rpVmO3DFVArw3ZgD6q3jKtZdiUfs73t3/pK8h/8AR/1j31LVr623q2Jnsws/GyRj1WesGUWtlv6WrfRZZdsuqc+m2tmTT61HsUcnqeF+kGXlYNlnRhTdaHY1lrqH27q8bZFz/wBbs2+nXVT+s/yP0tadp7h/VH5R0h3/ALy3Xh+cb/1m16FH/OT0/TZs+zTt2iJ3cwks39s0/af219txvsn2P1ftfpv2bN/pen6Hq+v9p+0foPR/nvV/QfZ/XSUGn+bP8/2j/isv+F/k/H7X/9DruuUdM6t0jGobZjfbcd+NbRbdzX6dtF2R6dmx7632UUvq9n9RaA6pgjqGRa25hDseprCSQ0uDsn2zB/eaqGP1L6wHq2b02luM4VdPoyOmse54aTY+2j1c21tfqNd+h3ehSyz/AI7/AAixsz6w9dH1Xx+uYt1deVbj9Pfm2uaCdtt9tLhjVQ6ne99vv9X6FP8AN/pffXXAyVi9Uen6J/cl/XZbjc9D9v8AW/utvpYycbC6i/q1+HdnZhrcb8V1ji8Nc7ZR6dtdbaMfFrcyrGqq/wCGvt/S2vVr60Md1huPRiZ+NTRXay1z7BZ6lVlT22VZVHpu9HJcz3N+y5TPQ3/pv8F6ar2dWzr/AKw9Q6eM9uZh0V2OyaW111socTT9hxMayX5eVls233dTtd+rUstrr/QW/o0PM6z19nSusOv6lTiZ2HnWVYvpillbgMSvKqwmW9RHpey2318i+79JZXTfXT6X6P0XAZPcl6o/LD9E98n9dBMeEaHc9f7v9V1778HMp6ri/bjifa3Brciow8NdTRW59TnNd7vpsWd0PFxui9NGC7Nqvb+0XZFIraGNrpfZvrr2VsrZ7W/pH+zZX6npV/omVoOT1rqYPRszGya2Y/VOoYVeVsrLTb6+LXd+j9Z9n2bHds/mf0mT/wB2P9LHon1g6r1frHUmZld2LXXZh2YOFfS6p1LXPyah9o3MZutyNlGRYz1bP9HRZ+r2JhE/an6o7z/R/ry/rrrjxx0O0ev9X+62svEqv+s1PVaczFx6GOrstvr9RuU8VssqODbLn412Jd6nqb/0Xp/6Oz2X1k6rXh9U6Hk4Lcmmu85TsikW7vTcasn7VXXd6RZb6N+z032VO3s3+osLO+sfXKekXWZHVKqrMTqHUGXuD24tl1eJLasPp3rY3UaWvc57X103/prP5r1v8Kti3qPVqOsdGbj3bcLNszd+CawLX2Nqyctv2i1xd6fpP9JnoUsr/Tep6tj/ANGxjyMnHH1R2l+if6v9daDHhOh3HX/0Fs9IfT0/E6Zi5OYy+yh1zrHNc9zGB/qWV0VPyHWXOoxW2MxaHWv3+lUxHw34lfXuodVyMymwZLKKMNo+lVTUHPtYXbf8PlXWWf8AbKxfqf1nqfV6N12Qbs1mx7LrDXbQy2/HssdV+ptxHfobW/rPTrf1nE/R/rVnq71DA6n1bqHSvq/HV7m9S6lk30ucwUNZZVj25F2XkPpdjX+5uLjfZ6K6n11stup9RKAycU/VH5h+if3If11SMajodu/9aX9Vu9Vpo6p9W8LCqyaG20vpusovNjGWCuf0D78fbk43u/Ssvo/Pq/0T1c6K/D6ZV0/DszGX/Y8EY7ro2glhrY2Ggfus9qycvq/WMGy/0ssV4jOg5GXiUMqDnVW0nHYzIte8v+0WbrLP9HjV1/4P+csQKuodYyfqx1PKo6hObiVZnpZjdmQPSpFF4qx8uluNTlufOz7c3Hr9D+Z9D1sf1EyIn7OP1R/yf6J/q/11xMeOWh/S6/8AoKfpPScbpj+pZdmXQTZivxMLHodaWNpD78lnsyXWOx/55tbcWqx9NPp/o/579GfM6fj2W5uThZWJRZezAtoa5rgDk4N9ue45YqDHbMl1jK32++7/ALbVDJ6j1g/WDHp+2OtpvxavWwy5zduM/FyLMm+zHfSxt7vtdO/9o1ZP6Gz08H0/0nvh1breXV1Hq7On9UtnFx2jMoLg41h1mM26zpmLWzcz9lYP2q7JzP0nqXW/4X0f0T6ye4fVH5R+ie/99bceEaHfv/6Cm/Zx+z/Y/ttH22Ptn2ja/wCz/a/tn7X9Dbu9b7Lv/QfS9T0/0v8AO/o0lW+39S/Z3rfa7fT9X7N+05Hrfsr7Z6P7S9bbt3/ZP+1vp/zX61/wqSrVPuP90fu/pf47L6ex/mu//oL/AP/R6xnUcCnqApszXUZTaW1W5b8VramhlR6j9js6i6r0P0WK6zM9L1vZXvVSrqHTX9PGXgG3N6ddXTVi42LhMcbNl2W1rK8N1TGU1UPxrLvUt9Fn/gSu1Ylr+s4/Vb7jfi00CrHw34V7nUh1ey+zHyWv9D1sh/8AO3OxbP1X9Wq/nLfUz7Oh2P6Xf0OnNupFoD77xiXH1K7cjOy7cR9DH1311WfafSssZd+mr9RVB7VY/X5/rJfuS/rs3rufp/5o/e8ljmdGsy2OxA/1+oVtdT1EYLK67X5Dftv2T7d6TH/absZvr2/4P/TWet+jR7+pYGRZnYNleTk2VuF7sY4FTjlFljMM5GMx7Nt/2e9tVT77vS9P9Hb/ADH6RQv6TfVm09StyjbViYzMWrE+wWUsrZtZXkfYn+p6OF9qe39I70rLPs+zE3+mjfsrqHr9Rus6i+53UX/4Tpj3htIPt6da2xzvW6d6HqVehX6FvqXXZPr+pYnD2uOXr/Rj/lZd5/10Hj4R6ep/QH9VhZ9YcbFxx1F2Rk2YuY5uSLqsUWbKRTj7s7K9n6vXV6jWf6X/AEdT/erl+fVbnZOGzPdbf0x+O/MIpZDPU9R9TQ5rN1lrG17/AE2f9WsxvQ8j7Ji9NxuoXMx+l2ML2XYVl7ch7aqPs7smtjqHV1Ybx+rYn83/AEaz9L6FSPR0TE6Xm25mHkZxOUa621ZDLXsY8235b8g72t+0O9fJdZXV9P1PW/7kJh9r25+vrP8Aykv35f1l3r4h6ekf0R+6p/1nxxitsdZmeu7KGOMA4lQyfWdX9tqs+zOj6dG27f8AT9/+kR3dXb0/KrwrsnIZ697w7IZjNfRU62+yjH+1ZOzbW/Lv9n/B/wCF9GpZr/ql63SxgZWYb3my+y7If0tzn2faWenfa993q3s6g1w342bTdX6X8x9ntprq9O67p9+X1DFy/tdow8B9rW4L8S64OcbLG25f2lj63fbrMY+gy65tv2X9P+j9W2xPPtccfX0l/lJf1f660cfCfT1H6A/71ni9WZmVDqFV2VXjUGy0W2YgYbKzS7IZl4bAz9aryKv3f0/+lqqeh/8AOxoqrtP7SANxxrmfYmbqLi6qtmPk/uW5H2qh1Hp+r6vqIXSuht6HU/Gwcm6u3JGzHtGG5jafSofj0ZLsTbtzc5/qepm5H/av9H+iqrrVnpvRvsrem15WTdlDpuRZk6YNrDdZZU7HbdlOeb32ZTbLr8qzJ/wt1qUPa4p+v9L/ADsv3If11S46j6en7g/ekpvWH4AxsS12Y1npNDcmvGrfRu9G7N+y0u/pGVb6GJb/AEaq+v1NldtnqqHTutDNqOdgHKe2lopbj1VYz7CbHY72Npdjvfgur25Fb7rPtGzD/wC1XpIbei1512Nn3ZeaKxhuxBi145cxjLazVe7Fv9F76L7X/pX5NL/Vf7Kv5n9Go4/QqsfEyumVZeXXZn1k3ZVON6RaAaKPTxMOmllOO2zHp232V1/zv6X/AEaYPa9rH6/83/lJf1f6y48fHL0/vfohd/1txcuoUMyMpzclgrc99VDa67bjlUUYuQ5rvU33X4N9PrYrbsf/AIf07PUVnI+sjMK3Jxsi/Lrdh1eo0+hTF4DqMdrcKv8Annepk5VONRbdVVj5FvqejdsouVbL+r+I9uJk5Nt2Q/pdBFQdgspBdV6r8T9LRjVPxaKfU2PxqbK8a30avU/w3qky/q/idQyb8vKyc5xtp9PGYMd36AmyrMaW3Np9TKroyseq3FoyH200/pf9In/qeM+v9Ef5SX/frfXw/L1/cH8GH7aZ9r/aHrX7/wCh+l6dPr/afX+xfs+N32T1ftH+G9b0fT/w3pJIX7Fxd/7P9bK9b+nfbvQ/TfbvX+3fbfsno+l6Xq/o/R9D0fS/Rf8ACJKv+r/f/wAv/nJfL/jMvq7f5P8AdG7/AP/S6M25TvrRjYuFlZ1T7KLG5DXNsdjsacas4eVjssqd012LVkMs9R/qfbf2jZ6H9E9SpZVtmfX9VnfacnqDM2LWV5LTf6u/1+q14L+oOxGOzG0fzLsf0mej9o+z12fq36NdE3qGKzPb0wZGa+6vCdmXGmHhgr9D9Xaxlb7LMlzcmuz7PX+m9N9P+nqVLG69gv6Xd9YLrs2jHGOxwqJYchzhdl47MfYxrm+q+yr9Gz/B+p+lVcSnWL0Hp1H7kmWo3P1fh/Wa32zIu+sTWG3Nqd9la/Mx8sWOpstsqp2YdTKqx0vG+xOZ9qysney6zMu+zU76t/pV3Zl3p9aDsvqjcJjqTTkPGUHMySMp12PnejWMmmj7R9mbczora8b7L9i/013ramX1ZjrKcQjqDa85rRj5Frq/SfY6oZ/pNaP09jGUfzuTVX9mqu/Q+qrF/WcJt3UaMa/PzLul+gMhlBrI3XufXtbbb6dTW43pPdm3Wvroxfz7P0VqcJz9yXoPyw6x75EGMeEerqen91xeoZXUGdM6fa6zqNPU7DjO2VCwF1wr6e7Jqy20MfX+0raa7m49Gf8A5P2W3/af+DuY2Z9YbOtdUHVMfKopc2izEYPSdXU1lmVWxuJstvZdmZVPp3+5n9J/Q21/Z68X1CWddwMXpZ6wb811ea+l2LQzaLniynHfusYW7K/Rrdutuc/0fS2e/wB9XqWn5uNk9Ys6RRk5dtmGabbriR6QLrPRNNb9g9S6rdvs2foq/wCbf+m/RpnFP2p+g75Oo/fkmo8Y9X7vT+q8xdndUb0d5oyc52JTn2nDL255ty2tx6mY+Acml9PUKbbsp93rvt2YX2/+j/q9H2dbfUW3WZvTX005v2tmYx4dSbTjhhyn/b8ax+LZ9mryWVO/Wbc+n0MjCrfTj2etZvqHk/W/p1WE7MqtzXt+2nBpFl1FAsipuZ9sbblelSzDspex1Ntj/wBJ6lX+kV92dj4eRh4L8jLOT1HKtrZXW5sMbvucb73bNjG7q9v0/wBPZ6n2f1NlieZT44+g7S6j+qgCPCfV1HRxvq+zq1FGW3qtWY/INLn5NlRvZc7J2ZDMijAry7n1PzG1bLa87pjsfDt301Us/RVqWB0rJy6Om4b685lY6hf6WYX5VO3ArnMZ+ifdVkYzcmxtXT6f2i7IyPT9a+iz+j7L3TOt4vVaf2iL8ijCx3Pcch99Fo9P0n3eo77IbnYt7WN/S4uSxl1fqqLev5tmN0/Low891PUL34uyy6qu6u1l1mL6NmK6vfvazHtyb/8AuPVVb6j/ANGlCc+KfoPzDrH9yCpRjUfV07f1pNXObnW5mG/p9HUDlfZLGvdS6yul9b8O70PseQHv6bR6Ob6XqV5WP9r+2/Zr6v0NX6YPS6bq+jZlGazNfjuLG1mtmSHhrhhtyLK8G25vWG4VOX6v7TZVk+pmfp7sb061pv6zjYDsbBFmbkPGHblWfZyCGNprGQyhgeza7IyK/wCax/U9Wv8AQ+p7La1HA61VlYdnVrbMljKG2VRRazI9V+6j0aun31MazKdkPyK8bZsr/XP1dMEp+1j9B/yfUf1UkR45er95xqqPrJ9q6NblfbQ77JU3MF4tLGY7K8pmcbXs/U32Ze2i+6rO/wAp49/2Sv8A4mxm/wDOq7qvUHZGLmtwHY9Lam49m5n2ZmZQ29uOMVwe/My+mtyrrP8Atb/gKv8AAo131spf9ixnuuZ+1MSi2H5DC5pzG3egyuj0WPzKK7KfTzL6/wCj+rX/AMIjP+sxZmdRw6vXsPT3Moob9pbXbffZZj4dTWUXY7WMw/tOV6d2Y2+70dn8z+lqT+KfuH0fojrHuio8PzdezV9LP+w+ltydkz6U2/av2X9v3ej9L7b6/wCy/wAzd9r9D9H/ADySs/td0/b9uR9qj7H9l9Vm/wC2faf2b9j+17PS+y/af0n2j0/5r9N6fqfoElW4pfun/dHcb/ustDv/AJPs/wD/0+vxehdNr6rT15nT8oZwa9znNsb6b33MqqsvdS7I27/Sq2fQZX/pK/Urp9Gn/wA1um2Yh6JZi5r8fHqD8d3qsZdW+1+duu9Sm6mt/wDSrWVss9Rn+kqVdnSM2z66DJbRkOZfjtr+2uqYK8ej7K6lt3Tc/wBR1lWZ9sscx+K/Gfv9V9/p+nXXcqzejZY+rB6dkY+Y70rG230VMrvvdU3N6lk0epTnO9LKbZ+r2PY71PU/0dv0FXEZVi9Z+yP7kmSx6/SPx/edQ9Es6fY3Nx357WYuPViV49v2V9Ypr2N9P1P0mWxttjfXv9G79K/09/6GmqtP/wA1sXFdl29Prz8F+TU2sfpq7q2BtluXa70MzJvpsryLLrPWquZ6fvv9L0/tFyymYGa3qPS35/SLMa/Foo+1Z2ON1Qeyt9VeA39Nsw+mUV278ynDqfXlZv8AxPr3yb9X86q/rTn9Ifk4mS99t7LBiuusudk/aqrsCxnp/bsOqj9ZfgdU/wC1FdWPX/hq04Rl7kvWflh0j3yIJHCPSNz3/qt0/VLpWb0/9k5WHmXMwNtNFwtY21jCzGtsY93rtp/SOrZ+j2elVT6ddPpbES36s9Hx852dV07JY/MH2W+t9odW5l1jrsqGOyHu9TJ3bHe70/8Ai7P0ixs3ofVnfV/pmG/Ctyczp/6M4lbaMmn7R9mx8fEb1Fua/Z9n9J7/AFbqHWMwv8DZ7Me5alGD9ZafrXl5/UaanVZWOyqq+q5zmM23Odh4uPXbQxzLf8Jkb/Uq9Sz7Tv8A+0qaYy9ufrO+TpH9+S6xxD0jaPf91L/zQ6fTiZOHg1dSwactxNzab6XA1up+xPxNuTdkV+j6XuZv/WKbP5i6tn6NI9B6LfkYeXfhX15GDkAYxruYwObivuZiYzqrMjbb6Hq/4Nnqf8N6f85gf81ers6A7Dr6Zb6VF7X4FDq8A3m9uO/E9XqdbmHBzen/AGuz9HkP/XfR9S6z/A3LXyOh5+V1jp3UGYptuxCyv1W+g/Dqc3Kfb1KcfMZ9trcytv8Ak/Iw3er/ADX8ynGMuOPrO0ukf6q0EcJ9I3HdPR0DpVX6o7Fvzca4Nxbab3UODacZr34uEPs76/6M631PUyf1v/SXvR+m9H6J063Csw6Mhoxbsm7HYb6HNdZk/o7nOnI/Suoq/V6f9HX/ADnqWP3rI6X9XeqYfSc3p2Rhj1srFdQ1w+z035F4x8iu+MrFDqn4zt/6pl9Rr+3+rfd9qR8D6p3W4/TcLL6XWMKnNfdvurxPtFeJXW23HpyvsrPSddmdQrr+0fZP5zE/RZT/ANJalCMuKfrPzdo/uQ/qqkRUfSNvH96TZZ9V+jZ4x+oZPTch+S+iyq2yt7Gi0X0/Y7Hva65rt32f21/QVirpGE6x+Nl4l/U25QN+Q/LND32Ws9HHrt/RPqxmfZ6aa6f0TKlk5XR+q5XUqc7Dw35F12EKfXuNIxxQMXIr9OnIG3quDmWZuQ1n6s/31vss3+n/ADNbE6DmVdAz8G/DyK2X2V3Nqqqx25L6qTh/aXfs+p7umM/TY7ttbPfmU/pL677P55gjL2sfrP8Ak+kf6q4kccvSP0u7tP8Aq5g4eFjsox82vH6XS70Md1lRo9RgttZm30ix2/IbbdZdvr+m/wDwf6Gj0yWfVvCyn3330dRsdlM/RD7QwtxnOdVkvu6duv34r3ZWNj5H7jH1fo2Mp31Lnq/q/wBaq6h0zMuxjU+qiuzMc2mtlNWPQzNqsxaLKrj9lfmU5NTs3ptWNdTbmWetVk+jQpv6J1w53V3WYVmWy4m2+8Nax92OcvFyGdPxskZLX57buk0XY78fIoo+x+n9kof6eRZ9ofwy9w+s/KOke62xw/KN/F1/2Ni+r+x/Qy/S+z7vU9Vv2r1/W+2/tL7T6u37T9s/Tepu/nf8D6H6NJZ/7Pzv2f8AZfslu3+f/Zvt9X9nfbvtX7M2+p6fqfs/9H9m9b/umkq3DL94/wC6O0f8Zmsdh/NP/9To6Oph3XH9KZQ59WOzYQMnJZdbc3Hrz/Tw/U9Ppj/bb6X2Z+fTf/OZX9GrWfZ17IPTcbOqxTVndQc7HZS+7LvZScezqHr+oen+rmZX6PD2foa/Sre9+T/M7/U3sanC/adWQ3Hpd1NrWu9P7YQd/o+j65wf5r7T9j/Rev6PrfZvZ6npKrb0/pIqfhX4tLMFoa6tpzHVhtr7c513pZg2XerbZdlV2112/Q9Sj+a/Rqp+qrH6PP8AVy/cl/UZvX6vV/z/AOt/eQ25OVf1KjEZXVZgZuM29r6svIusYC1lrM23fso+w35B+xYrHtZkXvZ9or/wtVI8PrF/UXdTbh0tFmOLDhU2ZGd6hZTc7DvyLK2s25tf6N12zpll72WengWfp7PUVm3pnSacx+Xh4lNHUbaK7GtozHa0VhmJRazAr/V349VW2ql/oenX+Yp2YHQbHZlzsbG3E78m1ue5ppLLvtjn1Pa5v7O/Xv1i77N9n35H88nD2eOX6v8ARj/kpd5/1EH3OEerqf0x/V/rOPkfWP0+n4ebRVss6i1+VabLcu2umvHoxnZNdrunm2/d6luz7Raz9S/7UfzXoK7+3ulZXXsnp2O4uxsGr1/VGS977LaX7cuuir1z7Kat36Rzan+qz1K/0H6VGs6X0RuP+z8zBxWYuNaPstT8n0ts0UttY232W5DLq37sre9/2n1P1j1VoZWExudV1BnTqKsxxrodc2wbjUX+r6Wlf0LLB9NMPs+3P9X1n/k5fvS/qrv1nEPV0j+l/VeaZ9Ys/I6L9txaWvynXVuexp6g/wCzYttDsxt+Zjb6sixrdvo15mP+q5f85R/oVe/bFFfUsLCpG+jJ25GRlOuygw15V9mNjfZ7cb1aa3ve3e1+c6j7R+ix/U+0WvsqsV9D+rd+FZRT0/FsxhYLbDXmuJDiw4rWOvYfUZR6G/HZi+p9m9L9F6SN9m6dZk0OysbHGVRa8YzTleiS1uR6tFLsdnptyqaMmtjsau5ltddvvpTz7PHH9X0l/kpf1f6i0e5wn1dR+mP++cnE+sVWR07K6vdQRXiUvzcfGbkZTLnUOZYKm3fa21/Tsr2/bsF2Ti/ztP8Agv0xWdQ6xZj4L8cY1uTdlnCvp9bqFb/VBFvtoyPSvw/QwhflZLMtn83V+h9X16lfrwel02WsxsPH9F5tx86v7UbWNaGW22YVm/e3Bx6/tFt32Sv0qK9/80p4VXQsWzFfjUYgsosttx7Dneo823t9LIufZZvsyrn1H0t93qv9P9HWlD2eKf6v9L/NS/ch/UUfcqPq6fv/ANaX9Zyz1ynG6g3ADQMfGx2mx11+TR6lz8ezqFNdWU0/s3Eb6dW1zMu2r/CW1/0f9OCnr9zumXZtuORm1voxK6xZlj9Jl/ZrKn24hc7qba8b7Q/9Exn+VPR9XE/nGbNfGwelZF2NZkYeNf1D0GV+nZkwXtFdtTPWwI9K132fIyK2PupssZTZYoVYPSKcY1149I6ddXL7TmucHPqsppof+0Xl1zbMR1NVOL+n/V/oUemmD2vax/q/83/k5f1f6q4+5xy9X736Tm2/WCw34ND6CcXqFLK3ZNV2XYx993rVP+zPtLKmV4V1PpZmH1BlOZ+m/mv0P6exk9R6liZfUKTVTdTiV0Cg15OUHNtzLa8Tp1OZNvt9r35GT6DP5r0/9KrVnTeiUspfj4mPVdVjPbghmYXS2ht/6evG/m8u/H+15P609lmR+sWfpverllPTr6uo4mRiYthyWMt6pW7KG4BtdddN1zdu/F2U49b6bGel6fp+vX+k/SJ/6njP6v8ARH+Sl/3iPXw/N1/fH/fOJ+07/T9f0R+0vU/Zmz17/R+2fav2b9o9fd9r+wf9qPR+n/gfp/p0le+x9Pn7N9mp/ZX2L1Y+0H0/S3/a/t32/wCnu9b9P9q9T1d/6x66Sr1j/c/y/wDm5fL+78rJ6/3v8n+91f/V7Cj6vU5fXj1PIxW11MwGU05Fe1ltl14dVmXHIoLcxltGJRjY9Fu+v0/Xv9FZGP8AVjL/AObVvQTh1DIG1lddgrtFNV2bnbsqp1jnN9ajpt77an7vX3/8J7ERmRkf84hg14OHbhz9nY2zHDQ68YQ6kKrOoNdc+vLdZ9P9Q+y/Yv8AD2Zn6uqdWdmXdIx8hmJiHqWXd9mdXRjNtbNd3VG2/Yca63HrdZ6WDXvflZNP6vX6n876VKgBnWLSO/739SX9Rk9Nz1P2f1v7zc6h0W+j6xV3Y/R2Y3S8FjPQzqTQHOtbT9krsyHF/wBv+zYWP+q4+HVX+kt/T2/4NWH/AFesYesZh6LTbbl5TKqMer7M1wxK9pGdQL63YdmZ9rtyeoeln/z36Gq7+ZpVOm/JzMjp4ZRgWU5mJTk5NWNj7XU1W1Mf9r+13Pbstuz/ANXwsH0Hvtxv0ln83Yg43UsjLys/GZj9OoDxYem2Px2Q70sv9mFuJuuYzNsc32bct/T/APKN1HpstwrPUYQZ+5L0x+WH6Xjk/qIPDwjU7np/d/rNrH+rOTm9E6Z0nPxKLbMW/Gq6gXBrzTRVj1XW149r3b92Q+jFxb/Q/wBLd/gvejdN6X9YsPr2ZmdVGO+vOdi/p6bHmXV3ZHoUVUPZX6LKcSyuu7/rd3qX33ZGzHt6zc7pWJn4mLhetfRbmZjPs3rMr+zsxKr27XWY78XAqvtt+2vr+1ZlV39Gx8r9Jar+P13o3UOuZ+BVj4dWPhMbbR7Wix5qsupzXZO1v6KhvpfzWz1Psvp5P+G9JNPH7U9I75P0v68v6i708cdTtHp/V/vIOqfU7I/Z2RZj9LacjIz7civGxW4jWsbVXdhdG9bHy22Yd+Lsd62Uzd6tdmZbd/U16+h2Z+d0e/Jxcd4wbL7czIY0AtvpdsxMbGe/9Ybifabb8mtn0P1an+3zdHXuoX9Ifd9hwW5TH1X2gY1Jsbh24r+pWX04tuXTVkMa5uzG/W/tL8dlv2nGqyFpnquPX1LDox8PFvwcj0bbch2MXbWZd91VXq3l7P2dvrYz7BRZj5f2iz9X/Vv51PJnxx9MdpfpH+r/AFFo4eE6ncdP/Qkn1V6B1HplgxOq41ZpsYaHlwoc/Ie1uT9os9TGrp9bAvrsY+tnU9+d61t3qp8H6mluP0WnJ6ZjBz77M7rNjWVA1vg5FODT9P8AV/tf2arZjfo/s+F6dn6O39JSx+usv6Ll9VswcOnIxsYZdGNZjuoaWX1WPxxb6nqfbqXXs9LGyMZ9X2q6v0vRxEbE6hm5deC2rE6XXl5Gdbg241mIRaBS591t9lX2lv2N9fT2es/G9TL9/obL/wBZ/RKBnxT9Mfm/e/qQ/qKlw1HU7dv60v6zbs+rt3U7RmfY8d8dJsroyLPa+3MyGvxtuVdQ5mV6OPit9P8A9DLPR/SV/oquD0LqWL0nqeIOntsysinfhYuSMZzjZXViY1duTXVu6T+r5FW/F9Nv6Smv9Z/WEO/rLcLN+zt6fhvwqqD+sX0Eg2jDt6n6eR1Bp9OrJ/RV78T7Jd+qv+0fad/6BKvqth6bkZlnT8avNx7qsUYz8Q1vm9+Hs9Tpbr7H/atmVZ9lq+3/AKyz9J6uP/NqOPH7WPSP+T/S/u/1Vx4eOWp/S6f+hM+sfU+3FzMD9lUPqwsCigW5U0FoZiuyciz2Or+3VZV3qe92G/0M6zL/AFz0/Ss+0Qyvqr1m7K6lbThsNdzrr2sL6xTkNsyen57cemf1ptubRg20dQ/aP6ozI/onp4ltiE/rmQa8J13SsWqjMbXRY6rFfvFtr8vFuLcj+a6fkYNtGN6uBk+rc+199NGTZ6XrJ+rfWC7pWfl41vR8T0xuqwDZjkAmcGrGzL80fq+RTbZm3PvxcdleTjej+k/nFJeT3D6Y/KP0vH+4tqPCNTv2/wDQkn7Bz/sv2D7Kz1vV/aH7L3M2eh9u/aH7I3/0X+Z/9BfX/wCD/SJJftEzv+x4v2r7X+ydvo/q3rfavsH2/wCzb9/p+l/gvX37/wBH6ySq3LsP90fvHf8AxWb09z/Ndv7X/9bqsfK6U3rrKW/s5vXRjtO9zHC70wwO2Oydu31vs/6T0PV9f7L+l2fZ1WvzOgv6fbkXjp1nR3itrGit76X2evmM/VaK2Ofdc/J+0O/Q1fpP55icdKx8j6wU9QyMzDHTmtFtuP69hdbacU9MfXk4Vlrun/zVn9LbX63pVV4no/zt6AelMZ013T6MnBdfj3DJx3G59FQD8rPyNmPlYTqsjEvrxMv091TLP9F6fpWb1VBjWL9b/wA6Onokzer1+j8D+8lyLvq+7OrroZ0s9UsqqsxraKj6mxzWtxW05TWbGvfi1/q1Hrer9m/mq/RUrMz6tGrqthr6Y+s2Nb1SKLHG2x1hZVLW1OdmOdlMfsfR63616n+GVNnScjCu6ZWM7Byul9IpYyqv1i2319vp39QbjMa6m3J19HD9e/08Wj/hUTE6K7Ayc/Mw8zp1dlzX4+NjjJvbUaLb7MrJhzbfW6VkPY9npfYPUppv9S//AAv6Ajg45frT8sf0o95o9XCPR1PQ/wBVNl5X1frpof1EdMOJZdX+zfUrLq2j0Mc+pitYx7acOur0vVu/R49P+G/MWrlZDz1MUTiftJjaX3bA/wBQUeo4U+rZH8x67n/o9/8ALXO5HQXZHRcfpLOo4gtxq/sV+W66ykmizHx6rHY32W2tuRTW6pjX4eUz0Mz0P01tVnqK7R0mrC+sd/Vv2vTl42aBXdS/0fUcXW+o31rmbd2Ni4+2qr+R+h/mE0mPtz/Wnef6Uf3pJ9XEPR+708EZz/qgOj2EVdKd0yvKAdS3Hsc05Lm7qn14raXWWuso/mbaqvTsxv5v9Aj2WdId1LAvzhgu6nbbaenvubYbINz/AEi7a0tYz17duH9p+hfZso/WFl1/Vf08G4fa+nW5O+gYtNmZlejUzGqyMeiyjJ9f7bS9r8217MX9Jj00/oK/0362rWT0SrOPThZ1DGd9mPpZ2ZZc6rJtbTksy67PTps+y5VeQ6u1zastn6vZd9rqstTjwccf1p2l+lH+qgcXCfR1HRLjO+r1AzaMJnT68ap11nVa2MsFZGy2t7rQ9u23FY5l9TPQ9Shl36Gv9IpUdW+r3TasK6puNSyp91OM8Y+WX12PeyjMrvml1uPk23ei237Xsus9irdO6F9iryMDI6ljZODkU24tFD7n21a+u9mZk12W1/ZXuZbVRZi4FlVH+HrsrsVvpXRqsYYn2rqeLY0Z1nUs6n1nWh1vpDHwq6sjKtfkXMxbGVZPqZXv9epj/wBH+jRgYcU/1p+b96P7kFHiqPo6dv6xY1u6HXnVjMZgftNuGG3WXssIFJqtdtyrtrsNl32GnJ9lr/tH2L1v+0qFjWfV5vTbKcerFb0ogV3Y/o5Ae6291D8acZ9f2+zJt/V34D2V+p6f9G9lVaazolOdmYmaM/EwWsoY51jXk3/aGUXYVLsjGfd+z8j0vtHqNvtx/tXp0/Yv5p6DhdAZi9NvwHZeDZba6vJoZ61oopsxzj1s9LObc3qdV+R6HrNt9X9T/mavWp/nGDh9rH+tP+T6x/qrjxccvR+90bJt+rhsxRiMwftTcIt6e+mu721W13201st2ehVkWsqyrKar3/af6T/pLVpP6Z0/7Xab6um/buqVGm4WEi25jGtsuZ6bjudtr9KzI2f8C+3+bqWIPqvg4bsGyrOxHs6fU262xlrxddkUjJdSx1PrPxLqvUy/0V91X26mln2b1rfV9Wo2V9T+hZd2RZ+1KMejOe6y+lgq3slu6tuLkOs3Y7vtDrbM12z9er/V/wBGnejjP60/KP0orfVw/J17J/sfSvS+x7en/sT7BEbv1T0fU3er6+7+d+0/pPtPqfzv6X1PXSVf9h4X/J37Qx53fbftWyv7N9o9b7R6H2L1fS+zbf8AtL6+/wD7Ub0lXuP+c/y/eO377Lr+7/k+34P/2ThCSU0EBgAAAAAABwACAAAAAQEA//4AJ0ZpbGUgd3JpdHRlbiBieSBBZG9iZSBQaG90b3Nob3CoIDQuMAD/7gAOQWRvYmUAZIAAAAAB/9sAhAAIBgYGBgYIBgYIDAgHCAwOCggICg4QDQ0ODQ0QEQwMDAwMDBEMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMAQkICAkKCQsJCQsOCw0LDhEODg4OEREMDAwMDBERDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAFWATcDASIAAhEBAxEB/90ABAAU/8QBogAAAAcBAQEBAQAAAAAAAAAABAUDAgYBAAcICQoLAQACAgMBAQEBAQAAAAAAAAABAAIDBAUGBwgJCgsQAAIBAwMCBAIGBwMEAgYCcwECAxEEAAUhEjFBUQYTYSJxgRQykaEHFbFCI8FS0eEzFmLwJHKC8SVDNFOSorJjc8I1RCeTo7M2F1RkdMPS4ggmgwkKGBmElEVGpLRW01UoGvLj88TU5PRldYWVpbXF1eX1ZnaGlqa2xtbm9jdHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4KTlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+hEAAgIBAgMFBQQFBgQIAwNtAQACEQMEIRIxQQVRE2EiBnGBkTKhsfAUwdHhI0IVUmJy8TMkNEOCFpJTJaJjssIHc9I14kSDF1STCAkKGBkmNkUaJ2R0VTfyo7PDKCnT4/OElKS0xNTk9GV1hZWltcXV5fVGVmZ2hpamtsbW5vZHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4OUlZaXmJmam5ydnp+So6SlpqeoqaqrrK2ur6/9oADAMBAAIRAxEAPwDqPlvy3oV5oVhc3NhFJNJEC7kbk9KmmGv+EvLf/Vth+4/1zeUv+Ub03/jCP1nDnMnPnzDNkAyTAE5fxHvcPTabTnT4ScOMk44kkxj/ADUm/wAJeW/+rbD9x/rke87+X9F0/wAs3d3ZWUcFxG9sElQEMA1xEjd/2lZlydZF/wAw/wDlEb7/AIyWv/UVDh0+fKc+IHJMgziCDI/zkavTacabORhxgjHMgiMf5pRFp5W8vS2kEsmnQl3jRmPGlSVBPTF/8JeW/wDq2w/cf64Y2H+8Nr/xhj/4iMEZXLPm4j+8nzP8RbYaXT8Mf3OPkP4IpN/hLy3/ANW2H7j/AFyL+ddC0jToNIksrOOFpdSiilKj7UZimYo1eq1Vc6DkP/ML/eXRf+2rD/yZny7S5spz4wckyCeRkWjW6bBHTZTHFjBETREYgpv/AIS8t/8AVth+4/1zf4S8t/8AVth+4/1w5zZR4+b/AFWf+mLk/ldP/qOP/SRSb/CXlv8A6tsP3H+uRfX9C0i18zeW7W3s444Ls3QuYgPhcL6HHkD/AC82450HIf5n/wCUu8p/613/ANi+X6bNlOWjkmRwT5yP8yTjazTYBhsYsYPHj5Rj1yQTf/CXlv8A6tsP3H+ub/CXlv8A6tsP3H+uHObKPHzf6rP/AExcn8rp/wDUcf8ApIpN/hLy3/1bYfuP9ci8uhaQvn6LTVs4xZPpqytBT4fU9WYc/wDWoi50HIfP/wCTLg/7ZS/8nbjL9Pmyk5LyTNY5neR5042q02ARx1ixi8uMbRjyMk3/AMJeW/8Aq2w/cf65v8JeW/8Aq2w/cf64c5so8fN/qs/9MXJ/K6f/AFHH/pIpN/hLy3/1bYfuP9ci+kaFpE3nHzBp8tnG9pbi3MEJFVQtBEzcfDkzs2dByH6J/wAp75m/1bX/AKh4MvwZspjmvJM1jseo8+ODjajTYBPT1ixi8tGox3Hh5E3/AMJeW/8Aq2w/cf65v8JeW/8Aq2w/cf64c5so8fN/qs/9MXJ/K6f/AFHH/pIpN/hLy3/1bYfuP9ci/lHQtIvZ9eju7OOZbbUriKAMK8I1ldVQf5KhRTOg5D/I3+9XmX/tq3X/ACeky/FmynDmJyTsCNeo7epxs2mwDPpwMWMAylY4Y7+iSb/4S8t/9W2H7j/XN/hLy3/1bYfuP9cOc2UePm/1Wf8Api5P5XT/AOo4/wDSRSb/AAl5b/6tsP3H+uRfyBoWkan5Ztbq/s47iclgZXFWIFOp750HIf8Alj/yiNr/AKzfwy+GbL+XynxJ2J46PEevG42TTYPzWEeFjowy2OGNbHHSb/4S8t/9W2H7j/XN/hLy3/1bYfuP9cOc2UePm/1Wf+mLk/ldP/qOP/SRYn5j8s6DbeXtWubewijmhsriSKRQQVdYmZWG/VWGN8t+W9CvNCsLm5sIpJpIgXcjcnpU0w381f8AKMa3/wAwF1/yZfG+Uv8AlG9N/wCMI/WcvGbL+WJ8Sd+IBfEbrhLjHTYPzcY+FjrwpGuGNXxRd/hLy3/1bYfuP9c3+EvLf/Vth+4/1w5zZR4+b/VZ/wCmLk/ldP8A6jj/ANJFgvnfy/oun+Wbu7srKOC4je2CSoCGAa4iRu/7Ssy4dWnlby9LaQSyadCXeNGY8aVJUE9MD/mH/wAojff8ZLX/AKiockFh/vDa/wDGGP8A4iMvObL+WgfEnfiTF8RuuGDjR02D83OPhY68KBrhjV8WRhHmjU/yv8nSRQ6+sFvcTrzit0jkllKV48ykQfglQ1Gfjy4/DhloFp5B80aeuqaDDbXloWKGRFZSrihKSI/GSN6EHi65zjypa2nmX88fNlxrECXi6fFLFbQzqJEX03htVZVaq7Rh/wBn/dmKflCF0j8yPPHlyzHp6cksksMA2RBDcNHGqj/Jjn4f7DKPHzf6rP8A0xcn8rp/9Rx/6SLNvNXl/RbN9BFrZRxC41a3gn4gjnE6Slo23+y3Fc2GXnP+88t/9tu1/wCTc2bNh4uT+TePjlxeJV2b+bqPAw/yzweHDh/L3w8I4bvnT//Q7N5S/wCUb03/AIwj9Zw5yC+X/O/lnT9FsrK7u3juIIwkqC2uGAYE/tJEyt/sWwy/5WH5R/5bpP8ApFuv+qOZWfT5zlyEYpkGciCIy73C02r0w0+EHPjBGOIIM4/zfeyjIv8AmH/yiN9/xktf+oqHN/ysPyj/AMt0n/SLdf8AVHCLzj5x8u6v5dutP0+6eW6le3McZt7hAQlxFI/xyRIgoiM3xNh0+nzjPiJxTAE4kkxl/ORqtVpjps0Y5sZJxzAAnGyeE+bPbD/eG1/4wx/8RGCMiNp+YHlOK0gikvZA6RorD6rdGhCgHpDi3/Kw/KP/AC3Sf9It1/1RyuWm1HEf3OTmf4ZNsNXpeGP7/FyH8cf1soyH/mF/vLov/bVh/wCTM+CP+Vh+Uf8Aluk/6Rbr/qjkc84ebtA1aDS49PuXla2v47mYG3nTjEkUys37yNK7uvwr8eXaXT5xnxmWKYAPMxLRrNVp5abLGObGSYmgJxJ+96XmyL/8rD8o/wDLdJ/0i3X/AFRzf8rD8o/8t0n/AEi3X/VHKPy2o/1HJ/pZOR+c0v8Aq+L/AE8f1soyH+Z/+Uu8p/613/2L4I/5WH5R/wCW6T/pFuv+qORzXfN2gXvmLy/f21y721gbg3cn1edeAkMHD4WjV3rwb+7Vsv02nzjLZxTA4J84nrCTj6vVaeWGo5sZPHjNCcTyyQJ6vS82Rf8A5WH5R/5bpP8ApFuv+qOb/lYflH/luk/6Rbr/AKo5R+W1H+o5P9LJyPzml/1fF/p4/rZRkPn/APJlwf8AbKX/AJO3GCP+Vh+Uf+W6T/pFuv8Aqjkcl83aA3neLWluXNglgts031eevq+pM/H0/T9T7Lr8XDhl+n0+cHJeKYvHMC4nmQ4+q1WnMcdZsZrLjJqceQlueb0vNkX/AOVh+Uf+W6T/AKRbr/qjm/5WH5R/5bpP+kW6/wCqOUfltR/qOT/Sycj85pf9Xxf6eP62UZD9E/5T3zN/q2v/AFDwYI/5WH5R/wCW6T/pFuv+qORzS/N2gW3mzXNVmuXWyvRALaX6vOSxjhiR/gEZkWjK321y/Dp84jmvFMXjoXE7njg4+o1WnM9PWbGay2anHYeHPc7vS82Rf/lYflH/AJbpP+kW6/6o5v8AlYflH/luk/6Rbr/qjlH5bUf6jk/0snI/OaX/AFfF/p4/rZRkP8jf71eZf+2rdf8AJ6TBH/Kw/KP/AC3Sf9It1/1RyOeVfN2gaZPrcl7cvEt7fz3Nsfq87conlkZG+CNuFQfsvxfL8enzjFmBxTBIjQ4Tv6nHzarTnNpyM2MgSlZ447eiXPd6XmyL/wDKw/KP/LdJ/wBIt1/1Rzf8rD8o/wDLdJ/0i3X/AFRyj8tqP9Ryf6WTkfnNL/q+L/Tx/WyjIf8Alj/yiNr/AKzfwwR/ysPyj/y3Sf8ASLdf9UcjnkbzdoGi+Xbew1K5eG5QktGLed6AgU+KON0/4bL4afP+Xyjwp2ZwocJvbjtx8mq051WGQzY6EMgJ440LOOur0vNkX/5WH5R/5bpP+kW6/wCqOb/lYflH/luk/wCkW6/6o5R+W1H+o5P9LJyPzml/1fF/p4/rTHzV/wAoxrf/ADAXX/Jl8b5S/wCUb03/AIwj9ZyP6/568sXug6pZWt3JJcXNpcQwp9WuRyeSJkRatEFFWP7WV5f87+WdP0Wysru7eO4gjCSoLa4YBgT+0kTK3+xbLxp8/wCWMfCnfiA1wm64S451Wn/Nxl42OvCkL441fFHbmzrNkX/5WH5R/wCW6T/pFuv+qOb/AJWH5R/5bpP+kW6/6o5R+W1H+o5P9LJyPzml/wBXxf6eP63fmH/yiN9/xktf+oqHJBYf7w2v/GGP/iIyBecfOPl3V/Lt1p+n3Ty3Ur25jjNvcICEuIpH+OSJEFERm+JsN7T8wPKcVpBFJeyB0jRWH1W6NCFAPSHLzp8/5aEfCnfiSNcJuuGDjx1Wn/Nzl42OjigL441Ylk25vPNZtfMX5c/mdqHnHTtFuda0XW4GWVLNWZo5H9NnD8Ffg3rxc1Z14NHN9r1OWHH5PeW9di1LzD538x2b6fea9OzW9lKCsiRtI00hZX+NF5skcSvxf919n7GTH/lYflH/AJbpP+kW6/6o5v8AlYflH/luk/6Rbr/qjlH5bUf6jk/0snI/OaX/AFfF/p4/rd5z/vPLf/bbtf8Ak3Nmwi8y+cfLuovohs7p5BZ6nBd3Fbe4XjDGkod/jiXlTkvwL8ebNh4OX+TuDw5cXiXw8J4q9zqvzGH+WfE8WHB+Xri4hw3fLif/0ev+VrS0l8vadJLBG7mFasyKSabdSMOPqFj/AMssP/Itf6YXeUv+Ub03/jCP1nCP8wbHz3q0djpHk64isLW89ZdY1JyBJDGPTESw7+pylDT/AN0nL4E/ew5dnlLxsm5+uXXzcfSxj+Xw7D+7h0/op7pl75Y1l7lNJls71rR/TuhB6b+m5qOL8fsn4Wwp/MC0tIvKd7JFBGjiS1oyooIrdQjqBnOv+cb4vQg8zw15encW6culeImFc6X+Yf8AyiN9/wAZLX/qKhw6aUvzGHc/3kev9JGrjH8rn2H91Pp/RKc2VlZPZW7NbxMzRIWYopJJUbnbCTzP5q8keTli/wAQTW9tJOC0MCw+pKwBoWEcSOwX/Lb4ckVh/vDa/wDGGP8A4iMiOtfl/wCVrnzOPP2uzyO9jF8cF20RsUjijZQ7RvHyHAt63xS8PU+PjlcpS4jueZ6tsIR4Y+kch0R/ljzN5L84RSy+X5be6MFPXhMXpypXoWilVH4n+enDAPn21tobbRWhhSNjqkILIoU09KfbYZzv8sVh8wfmx5h81+XLf6p5bjiaBeCenHI7iJAAlFA9Z4nu2X9j9vOk/mF/vLov/bVh/wCTM+XaSUvHx2Tz72jWxiNLloD6T0ZR9Qsf+WWH/kWv9Mjfmjzb5G8neknmCaC2mnHKK3WEyystePP04kdlSoPxv8OSzIN5o8taHpmpT/mM2l3Ws6zaRJFDYRVm58itughg4ScXXny+D/iyTKOKXefm5PBH+aPknHlvXPKPm2ya/wDL7293CjBJQIuDxsRXjJHIqyJ/k/D8X7GFfmS1to/NnlZY4URZDdh1VQAw/wBH2ag365AfyOSG681ea9YkMem3lxIwby2oaOS3RpjIWeN0j+GJisK8Pscn5pFyjzofmf8A5S7yn/rXf/Yvl+llLxeZ+jJ1/wBrk42sjEYdgP7zF0/22DKPqFj/AMssP/Itf6YXa5eeXfLmlz6xrCQW9lbAGSQxgn4iFVVVVLMzMaKq4c55w/NPXb/8w7vVbPQ5KeWfKMTXF7cjdJ7qvprxI+3vyjh/yPXm+L4Mo4pd5+bk8Ef5o+T3XQL7y95m0m31vSIo5rG65+jI0PAn03aF/gdQw+ONsJJrW2H5jwwiFBE2lqWjCjiT61xuVpTtgT8kv/JYaF/0d/8AUZcYYT/+TLg/7ZS/8nbjL9PKV5Nz/dT6+TjauMeHFsP77H0/pMo+oWP/ACyw/wDItf6ZBr380vyq0+8uLC71GFLm1leCdBZXDhZI2KOodLdkajL9pG45PZ5fRgkm4NJ6aM/BAWZuIrxVRuWPbPLnlaHzHoemax5h1n8vodbtzObq/u9VhRZIkFWk9CG4R5uHxO8sscciL/uz+7yjil3n5uTwR/mj5Po/RLzy75j0uDWdGSG50+55+hP6Jj5em7RP8EqJIKSI6/EmEWi2tsfPHmWEwoYlFsVjKjiD9Xh3C0p3wy8i6xoWu+V7HUfLlrHYae4cLYxIkSwSB29aP04gqD97yeqr+85ep+3gLRP+U98zf6tr/wBQ8GX4JS4c+5/uu/8ApwcbUxjx6bYf33d/teRlH1CwG5tof+Ra/wBMgs35pflZBqR0t9RtvVD+m0y27tAHrSn1gR+lx/4sDel/l4O/NrUZ9L/LrXru2YpKYUgDLsQLmaO2eh/1JWzhmh6zY2v5dW9tqvkiTUfLa3FdT1xZvRla4MvwtEUTmFjVo7cfvOD/AN1zTllHFLvPzcngj/NHyfTqWenSIskdvAyMAysqIQQdwQQMinkm1tpLnzEskKOseqXQRWUEKPVk2Wo26ZIPLL6TJ5e0t9CJOkm2iFhyZmYQhQI1ZpCz1Rfh+JsJPI3+9XmX/tq3X/J6TL8UpeDn3PKPX+k42aMfH02w+qfT/a5Jh5k1ryn5RsY9S8wmGztJZRbxy/V2lrKytIq8YI5X+xE/xceORf8A5W9+UX/Vzh/6QLr/ALJsnmpaTpWswLa6vY2+oW6OJEhu4kmQOAVDhJVZefFmXl/lZwx/Lvl/z5+ar6HpelWdl5b8sAtqRs7eKD6zOrBWikeFUZlM37rj/vuGfj9vKOKXefm5PBH+aPk9zgt9MuYIrmC3haGZFkjb0wKqw5KaFQehyLflta203lO0aaFJGBYBnUMabbbjJoqqihEAVVACqBQADoAMiH5Y/wDKI2v+s38MvhKX5fLufrx9f67jZIx/N4Nh/d5ennjT+/8A0JpdnNqGopb21pbqZJp5VRVVR3JpkR0n8zfyw1rUY9Lsb2D61MwjgEts8KSMTQKkksaJyb9lWK8sv85rCLUPy+1OOa+jsFiMU4kmJCSGNwwhPEMzNJ/utVVv3vDOE6lfx+ZNK8j6BcaSPLEMAWH/ABFcRvHFOKIrTQyLEvPmy+s7c+PryfbRP3mUcUu8/NyeCP8ANHyfS3miysk8s6yy28SstjdFWCKCCIX3G2N8rWlpL5e06SWCN3MK1ZkUk026kYJ81f8AKMa3/wAwF1/yZfG+Uv8AlG9N/wCMI/WcvEpflibP96Ov9EuMYx/ORFD+5l0/pwQvmTXvJ/lG1S78wSW9pHKSsKGLnJIR1EcUatI1K/E3Hiv7WIeV/NXkjzisp8vzW9zJBQzQND6Uqg7cjHKiMU/y1+DOZfmkbay/NvytqXmZA3lsQooaVS0Cury8+a04/BI8Ekv/ABVwwlsNZ0OL8+7W58nvH+jLxhbXH1YBYJGkgKzemFopT1Qknw/C00fPKOKXefm5PBH+aPk9j/MC0tIvKd7JFBGjiS1oyooIrdQjqBhwBpNjo41G/jhit7e3E9zPIi0VVTm7sSMLfzD/AOURvv8AjJa/9RUORD8xvJuu+Z9NF0+stZ+WdP0n6xLpkNec93CkktZNgnpcRB9tpfsfBEn95l5lL8tA2f72fX+jBxoxj+cyCh/cw6f08jNvLOs+WPN2nHVdCjjntFkaAu8HpnmgVmHGRVb9tcI9V/Mr8stF1R9Hv72BbuFzHOI7Z5UjcbFHkijdOSn4X+L93/uzjkV/Ja8k0/8AKfV7+L+8tZr6dP8AWjt43X8VyP8A5beWtI1X8o/NOoahax3F/cG9YXkqB5UMFuskJWRvj+CblL1/ayjil3n5uTwR/mj5PUPOEmjJaeXdUja2XT21S2na7XgIjbmGaQyGQfD6PD4+X2eObOQ2V9PefkTDFMxYWV/eW0RJr8H1S5mA/wBj61M2bHiP8mXZvxHT8I/luqFfl/0v/9Ls3lL/AJRvTf8AjCP1nDnOfaF51g07SLOyk0jUpWhjCmWKKIxt35IWmU8T/q4Y/wDKwrX/AKsuq/8AImH/AKr5mZtLnOXIRjJBnIj5uBptbpo4MUTliCMcQRfURYB/zjv/ANNZ/wAxcH/M/Oj/AJh/8ojff8ZLX/qKhwHH5806Gvo6BqcfLduFvAtfnSfCjzd5wg1bQLnT49Lv7ZpXtyJrmOJIl4TxyfEyzOd+HFfh+3h0+lzjPikcZAE4k/NGq1mmlp80Y5YknHMAX1MS9DsP94bX/jDH/wARGcG/O7V/NWs60vlbTtN1B9AtPSe+e1gkYXMjASmkioyskKsqov2PX5M/2E49MtfPttDbQwtouqFo0VGIhipVQBt+/wAV/wCVhWv/AFZdV/5Ew/8AVfK5aTPxE+GeZbY63SiIByx5Dqxz8s/NivNbeU7DyXeeX9PjieQXU4fgXUCpkZ4Y+csv87PyyR/mF/vLov8A21Yf+TM+b/lYVr/1ZdV/5Ew/9V8j/mzzZDq8OmRRaZfwNBfx3BNxHGocLHKvpx8ZX5Stz+Fct02mzRzwlKBABadZrNNLTZYxyxJMTQt6hnLfN/mT8xvKXm5L+DT5dc8nzIKWllCpmiYoEbnIiPMGWUeonL91Ij+l9v7Mi/5WFa/9WXVf+RMP/VfN/wArCtf+rLqv/ImH/qvlP5TUf6mXI/PaX/Vo/NhH5daJ5i1z8wtW/MnV9Ml0OzuojDa2U4KSSEpHEpKMqPwEcXN5GRPUlb93y+LJv5n/AOUu8p/613/2L5v+VhWv/Vl1X/kTD/1XyP615shvvMGg30emX8a2H1hnhkjjEsgf0f7lRK3Phw+PkyZdptNnjkuUCBwzHzhIOPq9ZppYajliTx4zz7skSXpV5b/W7Se1LmP143i5r1XmpXkPcVzhHmL8kG8u+VtVn0bXdSuSkRk/RcS0juG2HF4oj+82/wAnOm/8rCtf+rLqv/ImH/qvm/5WFa/9WXVf+RMP/VfKfymo/wBTLkfntL/q0fmx/wDI3y1faH5TW+v57tZdRrXTLoMi2noT3Cfuo33T6wHWWT4fiyQT/wDky4P+2Uv/ACduM3/KwrX/AKsuq/8AImH/AKr5H5PNkL+c01kaZf8Apx2C27W3px+vX1Jm9Th6vH0vjC8uf2suwabMDkuBF45ge8hx9TrNNKOPhyxNZcZO/QS3ek3iXUlncR2Uiw3bRuttK45KkhUiN2X9pVehK5xGfz1+ZMWi615V8xeV72+128E1rZXtpbn6r6c6elXlEhR1iq7pIrNz/wB2cOPLOi/8rCtf+rLqv/ImH/qvm/5WFa/9WXVf+RMP/VfKfymo/wBTLkfntL/q0fmo/lT5TvfJ3k620zUqC/mke7uogQwjeWgEXIEhiiInPj+3i2if8p75m/1bX/qHgzf8rCtf+rLqv/ImH/qvkf0zzZDb+aNb1Y6ZfyR3noKsEccZmjKQxJ++X1Qqc+BZPjb4cuw6bOI5rgReOh7+ODj6jWaYz05GWJ4ctnfkOCbMvOnl/wDxT5W1TQVYJJeQlYWb7IlQiWEt/k+qics4LFd+e7fyDN+VD+Ub575pjFDeiNvRETXH1pyX4+i373kqzet6PBufL938XaP+VhWv/Vl1X/kTD/1Xzf8AKwrX/qy6r/yJh/6r5T+U1H+plyPz2l/1aPzTDyPoM3ljylpOhXDB7izgCzld19RyZJAp7qruyqcL/I3+9XmX/tq3X/J6TN/ysK1/6suq/wDImH/qvkf8sebIdMm1iWTTL+db2/nuEEEcbFA0jt6ctZV4yry+NV5Zdj02YYswMDchGvhJx82s0xzacjLGoyle/K4Sej6jcPaafd3cSGSSCGSVI1BYsyKWChVBY8qfs5y78g9EvtO8v6rqWrW81vqWo3zGUXCNHIyRopRmEgVt5Zp8lX/KwrX/AKsuq/8AImH/AKr5v+VhWv8A1ZdV/wCRMP8A1Xyn8pqP9TLkfntL/q0fmzDIf+WP/KI2v+s38M3/ACsK1/6suq/8iYf+q+R/yX5sh0Xy/b2MumX9yy1YTW0cbxEGn2WaVK0/1cuhps4wZY8BsygQPdx2489ZpjqcMhljQhkBN95x0mH5x+VdU82+TXstHBkvLS4jvVtgaGZY0kjaJa7cqS+oq/tNHnMvMdx5t/MbQfL/AJItPKd7p11p8kX168uoWit4zDE1sOLuq8ImV2kZW+L4FSP1c67/AMrCtf8Aqy6r/wAiYf8Aqvm/5WFa/wDVl1X/AJEw/wDVfKfymo/1MuR+e0v+rR+aZ69b/VPJmp2vMyehpk8XqN1bhbsvI/OmKeUv+Ub03/jCP1nIxrvnm2vdD1OzXSNSia4tJ4VlliiWNS8bJykb1zxRa/E2VoXnWDTtIs7KTSNSlaGMKZYoojG3fkhaZTxP+rlw02b8uY8BvxAa8uEuOdZpvzUZeLGvCkLvrxRQ/wCad75is5NMMHly38y+WWcNqtobY3NyjKftxirBOUTfu5PR+B1b1H+NcinkfytfeYfzETzmdAby35d0mL0tLsJYhbvI3Bo1PpBU/alkuJJPs8+Cc5fjzon/ACsK1/6suq/8iYf+q+b/AJWFa/8AVl1X/kTD/wBV8p/Kaj/Uy5H57S/6tH5oj8w/+URvv+Mlr/1FQ4K1mOSbyXqEUSGSSTS5lRFBLMxt2CqqjcknIl5u84QatoFzp8el39s0r25E1zHEkS8J45PiZZnO/Divw/bw2tfPttDbQwtouqFo0VGIhipVQBt+/wAuOmz/AJeMeA2MkjXkYwceOs035ucvFjRxQF31EsjHvyS0a6j/AC8vNK1e1mtDc3VykkM8bRuY5Yo0J4yAbH4sgemyee/IXl7zD+XX+GrzUZdReZNP1K2jkeHjcRi3kkVkRwR6arKnx/u3b99xzsX/ACsK1/6suq/8iYf+q+b/AJWFa/8AVl1X/kTD/wBV8p/Kaj/Uy5H57S/6tH5vPr/yTqWhflNpPlhow+s313IZIFZafWbq2uVjh514VSsUTNy4c/2uGbJN5i84Qai+jFNLv4PqmpQ3bevHEvMRpKPSipM3KZuXwL/w2bM/wMv8neHwHi8S68nU/mcH8seL4keDwK4ul2//0+zeUv8AlG9N/wCMI/WcE6Zrujay9ymk30F61o/p3QgdX9NzUcX4/ZPwtkB1Sx896t5X8v6R5OuIrC1vIZV1jUnIEkMY4CJYd/U5Shp/7pOXwJ+9hyNf843xehB5nhry9O4t05dK8RMK5bn/AL7L/Xl97Tpf8Xw/8Lh/uXtGpapp2j2b6hqt1FZ2kZUPcTsEQFiFUFm/mY5HfPVzb3nki4vLSRZra4+pywTIaq8b3MDI6sOqsp5LnJPzq0zz3e2eoaxrt1FbeXbG8WLSNNhILSq7FEuZuBb4vT/34/L4vhiizoFx/wCSZ0j/ALZuj/rtcOm/xjD/AMMj/umOs/xXP/wqf+5LMLzW9M8u+XV1jV5xb2VtBE0shBPUKqqqj4mZmPFVXF9H1zTNd0iDXdOm56fcI0kczgx/CjMrMwfiVoUb7WcZ/Nfybruo6NqXmfU9ZY6Jp1tavo2jRV4hykMMsk9QqcvUaZl/vZOD/wB7H/d5MPy60mDXfyf03RrmWWGC+tJ7eaS3YLIEeaVW4Myuu67bplcvqPvLdD6Y+4Ipvzn/AC3W++oHWlLcuHriGYw1/wCMwj4cf+LP7v8Ay8FefZY5rDQpoXWSKTU7d45EIZWVoZyrKw2ZWGc3/MnRvI/kDyCfJtjAt3rWoSCSzklVHvd5g5uJJI0TiFjH1aLiqep9j/f2SY6Xf6N5A8k6Zqdfrlvd2wmRuqForhxEf+MKsIv9hl2k/wAYx+9o13+K5v6pZ55l806H5R08anr1z9WtmkWFCFZ2Z2qQqIgZm+FWbBTazpkekLr09wsGmNAt19Zl+BRE6h1ZuXSqsPhzgH50eTddt7O982+YNZa+56ibfSNPjr6NvaSmR4wahB6vpxxq/BP9eWbOvQ+WtN82/l/pGiat6v1OaxsncQuY2JjijZakdRyHLi2Y7kqWj/mz5B13U00jTtWDXcrcIFlilhWRugWN5UROTfsLXk/7GK+Z/wDlLvKf+td/9i+cb/MeOwuNa8veT4tMPlnR9JuDZxeZbuJ40lVOClopkiVW+JOXqcuLTt6kjxJzkzsfmYg+bfKRBqC12QR/0b5kaX+9/wAzJ/0zk42t/uP+SmL/AKawW+dfzM0DyRc2VjfLJdXt63w2ttwLxpUKJZebLwRmNE/n+L+TJnnl78zvy+s/JI0C5N/carq2pXchv9QuSeUnD0uPFCz8ftftySP/AJedp/NDz0nkjQC9r+81rUCbfS4AOR5kUacrvyWHkvw/tyenH+1mO5K6X8z9AXzxD5DgjluL+RvTkuY+BgjlCNK0TMW5FkVfj4r8L/B+y+LT/wDky4P+2Uv/ACduM4V5W8vy+VfzX8rwaldie+uoTfajKzhgk88dwXjMlfiZKL6jFvil553Wbf8AMu3I/wCrUv8AyduMyNNzyf8ACp/c42r+nF/w7H/ulnnX8zNA8kXNlY3yyXV7et8NrbcC8aVCiWXmy8EZjRP5/i/kw880eY7Dylod15g1NZHtLTh6iQBWkYySLCoRXaNT8ci/t551/M78vrPySNAuTf3Gq6tqV3Ib/ULknlJw9LjxQs/H7X7ckj/5edc/OjRPMXmLyjHpPlyza8nmu4nuUV40pCiu1f3rJX976X2cx3JS3Tv+cgfJupahaadBY6ms15NHbxM8VuFDSsI1LEXLHjVvi+HJPon/ACnvmb/Vtf8AqHgznw84fmB+WE2gWHnO30+Xy5cpFZo1ly52yRKsdC54/vIk4uy8ZI5VX93LkxbTp9X8yeddLtrprGa8t4YEvI6l4i9tCvqLxaM1X/XXMjB9Of8A4V/v4ONqfr03/Dv+neRH3X5kaBB50tPI8PO61G5qJZYSjRQOFd/SmPLl6nGP7Kr8PLDPzb5w0PyVpn6U1yYpGzcIIIgGmlfrwiQla7bszMqL/NnFY/J+meSfzn8n6PpjSShrP6xc3Ezcnlnf66ryt+yvwxoqon8v8/J2MPzm1O4tvzE8ooli2qi0j+s2umKT++uJJSqL0fq8MNfh/ZzHclnnkv8ANny3511GTSLSK5sdRRTIlteIqmRBu3ptG8nxKvxMjcfh+zy+LBnkb/erzL/21br/AJPSZCPLXmpL38xbaz8++VotH82Sw/7i9RjLGqBZKR7s6fGhmjEyO3Nv3DZJ9D06fV7HznpdtdNYzXl/ewJeR1LxF5JV9ReLRmq/665kYv7nP7o/7txs/wDf6b+tP/pnJH3X5kaBB50tPI8PO61G5qJZYSjRQOFd/SmPLl6nGP7Kr8PLA/nb81PL3kLULfTtYtr2ea5h+sRtaRxOoXk0dGMs0J5VT+XOYR+T9M8k/nP5P0fTGklDWf1i5uJm5PLO/wBdV5W/ZX4Y0VUT+X+fk7d41i503TtOutX1NENvYwvPK7qrEJGpcheXfb4VzHclgXl/88/KXmTWbPQ7Gy1FLq+k9KJ5ooBGDQmrlLiRuO3ZMO/y2kjh8m28sriOOPmzuxAVVABZmY7AAZFvyg0qXXbjUfzO1mJRfatK8OlxAfBb2kZ9MiIfs8mX0q/yxf8AF0mO0ryYnnjyHpWl3OoTWVjFdGe8jt9muEC8fRJJ4qOTc+TJL9n7GZEP8Wzf18f+/cbJ/jeD/heX78bK/KP5iaJ501PVtO0ZJWTSmUNdtx9KYOzorw0Ytw/d/tKuAfM/5raD5b1g+X4rS91fVkUPNaadEJTGCOf7wll+LgefwB/8vIX+SllbaZ548/abZJ6VpZ3Zt7eOpbjHFc3Mca8mJZuKL+0cCX11qui/nDrU/wCXtmNe1G5tSdYspuMUdux9Jm4XLSICeaRsyn+f0fjb+7x3JegW/nnQvPPkvzDd6M0ivbWVzHd2lwoSaJmhk481UutH4txZXb7Lfy4NsvMejeV/JVjqmt3aWtvHBUcj8cjCvwRJ9qSQ/wAq5zP8tltZtE/MbUbyRk8zXS3bavpzR+ktueNy/GIcn5q0ry8v998PT/y5J5ZeRfL3mmw8t6rrkDXbaXAwt7VyPQYyMGLTR0rLxMa8ULen/vxHzIH+Kn/ho/3JcY/45H/hMv8AdwRH5a+fX/MDTL3UmsRYi1uTbJGJPULLwWQMx4pRvj6ZGtX/ADpu11fUNP8AKflm51+10hiuo30TOqLwJV+IjimonwPwkdvj4M3Dh8WAv+cbv+UV1b/toH/kzFhbpGnfmR+V+sazpeg+Xxr1hq0/rWF6poqGrCNpmUjhxV+M0cvpfEv7uXhmO5LNdV816b5z/LSfXdL5LFLJbJLDJTnFKl1BzielRUfaH8yMrYv5x/MW08jabpNullJqmr6kiJY6dCSpagVSzMFkb7TqiIsbvI+cu/LkXKflx5thnIKx6pa/Zpw9T1oBLxI2/ZTO1aknlXT9NtfNHmK3tVbS4I3i1GeJGmioKqsMhBl5M7fBGn2pGzIP+Kw/4bP/AHMHGj/jmT/hOP8A3eRjXlD815da8xDyn5l0Oby/rMqGS1imZmWUBTJxo8cTRt6asyfbR+H2uXw4B8xfnLc2Wt6ho/lfy7Pr66PX9KXcTsqRlKiUARxT/ChDK0j8fjR/g/bwv8m22qfmN+YC/mbeWjWGh6bE1rokcn95OB6qBzTshmmkkb7HqcIU9XhI+b8gB6iebJZxW6k1AC4LD4jtIfiX/WaTMdyUz1zz/pet+TdF862MTtBZams9zZsQJEktYLiWSAsKryZVBRv5HR82cr8tBT+Xut25/wB4RrTcB+xQ2Nwr0b/UWPvmzZf86v8A5Kun/wCd5/1r/pf/1OzeUv8AlG9N/wCMI/Wc5T/zjv8A9NZ/zFwf8z8l2ha/5mtdIs7e18tm7gjjAiuRdcQ69Q3H0H4/6vLBsfmHzRDX0fJ/p8t24XQWvzpbZmZtNlOXIRwUZyP1w7/6zgabWYRgxA8djHEf3eQ/w/1Ej/P7/wAl5N/zF2//ABI4IuP/ACTOkf8AbN0f9drhrJ5j81Srwl8oc168Wuqj7jbYTebNb8wXfl64s73y9+jrRmtw1z9Y5hAs8TIPTECfaZVj+1+1h0+myjPiJ4KE4n64Hr/WRqtXhlp80Rx2ccwLx5BziepgmP5kWtze/lfqVtZwvcXElrbiOGJS7sRJEfhRQWbYYB8oXuo+Vfyds706fPLqNlaymLT/AEn9VpnndYlaID1OPJ0Z/h/u/jw0tfMnmyO2hjXysZFRFVXF3swAA5D/AEc9cV/xP5u/6lNv+kv/ALN8rlpcvEfo5n/KY/8Aim2OswiIH7zkP8ll/wCIeDeVtV1rTvMd15t82eUdU8w61K4e1lkhkjjhYftrGYXHNfhWD7KQKvwf5HZNe1ebXvLPlnV7ixl02W61OJnsp6+pHxS5Sj8lQ78eX2MNf8T+bv8AqU2/6S/+zfI/5s1rzBfQ6ZHfaD9QWO/jkhdrjmJJRHKFh/uU4c+TNz/yMt02myRzwkeGgek4H7pNOs1eKWmyxHHZieePIPtMW/z5sL7UfI8dvp9rLdzC+gYxW8bSvxCS1bigZqb4aapH5yg/LfTD5PIh1y1s7Nmt5Y0Z3RIVWaFUmHFZf2vi/wB9+ngv/E/m7/qU2/6S/wDs3zf4n83f9Sm3/SX/ANm+U/lcv9D/AJWY/wDinI/O4f8AbP8AlVl/4h5N5n1bz3+Z+jaX5PPlS7s9Qhnjl1HUrqN4oBJGjxF6vFGkKvzaRvi/4qi9TOn6pZ/o7XPI+niQy/VIp4PVbq3pJapyPu3HBX+J/N3/AFKbf9Jf/Zvkf1rWvMFz5g0G4uNB+rXNt9YNram45G4LejzAf0V9P0+K/svy55dptNkjks8P0z/jgecJf0nH1erxSw0OO+PGd8eQcskT1iofnX5V8weZ/wDDv6CsWvPqdxLJc8GReCt6XEn1GT+Rvs5LfN/5eeW/PElpLryTO1krrB6Mhj2kKlq0G/2FxH/E/m7/AKlNv+kv/s3zf4n83f8AUpt/0l/9m+U/lcv9D/lZj/4pyPzuH/bP+VWX/iHlepfkdCnn/TrOw064fyg8QN/dGdeSycZagMSJftCH7KZ1Fo1i/Me1iT7KaQirXwEtwBj/APE/m7/qU2/6S/8As3yPya15gbzml+dB43yWCxrp31jdovUmPrer6P8AMxXh6f7GXYNNkByXw745j64HmP6zj6nV4pRx1x7ZcZ/u8g2Ev6qh+dflXzB5n/w7+grFrz6ncSyXPBkXgrelxJ9Rk/kb7OSX8yNG826voanyZqUlhqls/P0o5BELiMijReofsODxaNmbh9pG+3jv8T+bv+pTb/pL/wCzfN/ifzd/1Kbf9Jf/AGb5T+Vy/wBD/lZj/wCKcj87h/2z/lVl/wCIee6n5a/Mj8z9Q0Wz836RDoej6W/qX0qyo7XDniJPSRHkK81XjH/uuPm/7yT4UzoWif8AKe+Zv9W1/wCoeDN/ifzd/wBSm3/SX/2b5H9M1rzBF5o1u9h0H1ruf0Bc2P1jiYQsMSoefon1PUVef2Ph5Zdh02QRzXw746Hrh/Ph/ScfUavEZ6euP05bP7vINuCf9Fd5i8p+YL/84PLnmm0s/U0awsxDd3fqRLwet2ePpM4mb+/i+xG32sE/md5O13WLrRvNPlIxtr+gyl4baYhUnjYhuHJyqclZf2nj5JJJ+8+xhr/ifzd/1Kbf9Jf/AGb5v8T+bv8AqU2/6S/+zfKfyuX+h/ysx/8AFOR+dw/7Z/yqy/8AEML0Dyv5982efNP86+ebKDSINHi4WlnAwZpGHPjssk7KBJKZHaR/2URE/byaeRv96vMv/bVuv+T0mb/E/m7/AKlNv+kv/s3yP+WNa8wWk2sSWeg/XWuL+eS4QXHAwSmRy0J/ctz4V48/g5Zdj02QYswPDuI164fzv6zj5tXiObTkcdRlK/3eTrCX9Fd5i8p+YL/84PLnmm0s/U0awsxDd3fqRLwet2ePpM4mb+/i+xG32sO/zU0nXdd8k3+j+Xbb61fXjQoYxJHF+7WVZJDzmaNPspx+1+1j/wDE/m7/AKlNv+kv/s3zf4n83f8AUpt/0l/9m+U/lcv9D/lZj/4pyPzuH/bP+VWX/iE28oaS2heVtG0iRPTms7OGKdBQ0mCD1vsll/vef2Wwp/LH/lEbX/Wb+Gb/ABP5u/6lNv8ApL/7N8j/AJL1rzBp/l+3t9O0H9I2wqVuluPTBJpUcPRk40/1suhpsgwZY+mzKH8cOnH14nHnq8R1OGXroQyA/u8nU4+nCu/Lryn5g0Hzp521bVbP6vY6vePNp03qRP6qG4nlDcI3d4/gkRv3qphXfeWvPPkrz3qvmzyjpsevadrik3Vm0qwyxSMQ7buV29QMyMnP4H4Ov7eTL/E/m7/qU2/6S/8As3zf4n83f9Sm3/SX/wBm+U/lcv8AQ/5WY/8AinI/O4f9s/5VZf8AiGG+WPJmvaPpHnfzZ5qVINY161u5DYwsHWFCksrBmQuhZmeiqrvwRPt8n+HpPlL/AJRvTf8AjCP1nIxrvmLzRcaHqcFz5ZNtBLaTpLcG6LCNGjZWkKi3HLgvxccrQtf8zWukWdva+WzdwRxgRXIuuIdeobj6D8f9Xllw02T8uY+m/EB+uH809eJxzq8X5qMvXXhSH93k58UenC78pPIur+QtFvtO1ia2nmubr6xG1o0jqF9NI6MZY4Tyqn8uRzUfy8/MzS9e1e58leYIYdL1ti0qXjsZIASzcI+UU/H0/VkWGSFlfj/qq2TT/E/m7/qU2/6S/wDs3zf4n83f9Sm3/SX/ANm+U/lcv9D/AJWY/wDinI/O4f8AbP8AlVl/4hIZvJtp5F/K+40S2k9eUzW095ckcfUne5gDMF/ZUKiIn+QmA/zM8g+cPPtro1po17Z2+k2lusksNzLMjPcMOPMrFDMjLHF/d/F/uyXB/m7XfMV7oFzbX/l82Fs72/qXZuDIE4zxsvweglebqsf2v2sNrXzJ5sjtoY18rGRURVVxd7MAAOQ/0c9cuOmyfl4x9N+JI/XD+bDrxOPHV4vzc5eujigP7vJdiWTpwsf8o+VPze0nV9OOueYLC40G1qk9hbVUmMRskaRqLOBQEbh/uxML9U/LLz7o2vaxf/l5rNvZWHmBi97b3NVaJnLM3A+jP8KNJJ6UkfCWNX4fs88mv+J/N3/Upt/0l/8AZvm/xP5u/wCpTb/pL/7N8p/K5f6H/KzH/wAU5H53D/tn/KrL/wAQwrUfy4Xy75A0zydb3KyXup6lwub0qQhnuraeAMF3b04k9NP8rhz/AG82HXmLXfMV0+jfXPL5s/Q1KGa3BuC/rTKkvC3H7heHqVPx/wCT9nNmf4E/5O8P034l/VGv9NfC6n8xj/ljxPVw+BX0T4uf8zh4/wDYv//V6tpmtab5e8j22satOLeytbcPLId+p4qqqN2d2IRFH2myKaV+fvkzUdRhsp4L3T4bluEF9dRxiEmvGrskjlF5ftU4r/uzhkltPLej+avJOnaTrkBubJkSQxLJJF8a8uLcoWjY8a/Zb4M5r+Yz2PnXUNG/KnyZbrN+ipka9vYxWGzjijaBovU3/u0blN/xckUPxz/Bluf++y/15fe06X/F8P8AwuH+5e065rem+XdLudY1WdYLS2Qu7MQCxAqI0B+3I/2UQfabIPqHm2y87flrd67YQS28D3EEQjn486x3cAJ+AsuM/MX8u7HXxceYNTvZ5LPR9JmSz0oMVi+sRJNILqRg3xN8UY4oicvRX1JHj/d5EvIv/kjrj/mOX/qMgw6b/GMP/DI/7pjrP8Vz/wDCp/7ks684/mLaeRtN0m3Syk1TV9SREsdOhJUtQKpZmCyN9p1REWN3kfAflD815da8xDyn5l0Oby/rMqGS1imZmWUBTJxo8cTRt6asyfbR+H2uXw5JdSTyrp+m2vmjzFb2qtpcEbxajPEjTRUFVWGQgy8mdvgjT7UjZzzybbap+Y35gL+Zt5aNYaHpsTWuiRyf3k4HqoHNOyGaaSRvsepwhT1eEj5XL6j7y3Q+mPuCY65+cl5Frt/onlHy1ceYTpRZdQuYmcKrISsiqscUxorKyeo322X4Ef7WVN5503z75b0XVbCNreWLWIYbu0kPJopBBM1A4A9RGVqpJx/4bDPzn5n8uflrBJHoOmW58y60VFtp1nCqPNJVljnuFhAZkV3bj/uyeT4E/wB2OkU0TyXe+TvKGkLqx/3K6nrcN5eRgg+lWCZUhJHwllHxPx/bfh+zl2k/xjH72jXf4rm/qll/nr8zx5V1a18t6PpM2u69doJVs4SVCIa8SSqSs7ngzcFX4Y/jd1y/In5nw+bL6+0PVdNk0PXNPQyz2U7EgxqQruGdImQoXTkjp9l+Ss/xYb+ar7yf5Pjl856xa28d/Gpiiu0iT65MxXisEclBJIzKvH4m4on8seQz8sND1jXPMer/AJoeYrUWTa1GINOsG3P1YiNRK9afD6UMUcfJf3v7yXgqenyx3JQdz+fczS3d9pHle5v/AC5YSiK61YOUA5Hir0ETxx8qjgskvxfBy9PnkpvdYsdf1nyRrOmuXs71bqWFmFGofq9VYdmRvhb/ACsLPzX0bXk8qXNj5LtLO20bhNceYIoFjildEEbfuVVeHP0439X/AHYyrGify4C8r3uiX1p+XreX1kjsYUvIBFOQZVkjaAS+oV+Es0nKTkv8/wCzmRpf73/Myf8ATOTja3+4/wCSmL/prBU1j86LxdY1DTfKXlm41+30gsuoXsbOqAoSr8VjimolVbjI5+Pi3FOGTfyP5003z1oa6zpyNCVcwXVtJu0UqgMU5DZ14urI/wDxt8ORrzp5o0D8ubd9M8raZB/ibWiBaadYwqhaRqxpcTpCBsGP7tftzP8A89HSN2RuPyQ/K1pLsB/MOqzlooftJFcyxgIjt9hltooucn7Ly/u/sfHmO5LKtZ/NfT9N89af5Hs7T69PdSxW95drNwW3klYAJw9OT1nRTzdecfH7H2uXExu5Eh/MeKWVgkcekBnc7AKJbgknPP8AC3ljQvNfku/j1iK/uPrC33mTUg5dRcPMrvyYj7Ea/tft/HJ+3neTLY6t58tJ4yl3YX2iRuhIDRywzPcEVVhRkkjb9rMjTc8n/Cp/c42r+nF/w7H/ALpiFx+e99MbvUdC8p3WoeXbFyk+q83QUH7ZCwyJFseXF3+z/eenk0v/AMyNKg/L9vzAsYjdWnBDHaO3ouZGlFu0LNxl4tHIW5UV/scvsZFPzB8wafpNnN+WHkHTIpda1pZIZ7KyRI4reO4WkzyKnGNZZIv9X0o/30vFeHNHzP8Alnr8f5X6P5I0Iw3Fxb3C3GpTSSCJGZvUd1QvSq+vMvD/ACI8x3JV9C/ObX9b1HTLT/A15BZ6jPBF+kPWleJIp3VfrFfqaI8aI/qf3irx/byRQ6nZ6L5r846tqD+naWUEE870qQqW0JNAPtN/Kuc/udR/Mb8ptS0A6/q8OsaDesllLaRqAsKxhE4xVjjZfTjPKFk+GTh+9jzothZWeo+dPNVlqFvFd2sqWolt50WSNwIIGAeNwyt8QrvmRg+nP/wr/fwcbU/Xpv8Ah3/TvIwsfn1qIiXWpfJ92nlh5fRXVPUP83HkP3QgLdvT9b7fwetk381/mVovlrQdO1qCN9Tl1kIdGsoKq9xzCtWpViiqJE5fAz83RPTyC+ftWj8zFPyf/L2zikTmg1W4hAW1tI4pVlKDh8I9OUK8zL/xgT1Jn4oT/mJY6p5e86eQtF8uwre3Om2MUGlpcCkb3Cu0Xqv8S9Ckcz/H8OY7ks88nfmrPrnmI+U/MehTeX9XkjMtpFMzMJQqmQqVkjhdG9NWdPtq/B/sYO8t6nZ6Lb+b9W1B/TtLLULyed6VIVJZSaAfab+Vcivl/wA1ebNH/MCy8sfmLZWNze6lEDp2r20SCRaepwT1FVSYuayx8OCOjvz/ALt8l/lKys9RPmmy1C3iu7WXVLkS286LJG4E8jAPG4ZW+IV3zIxf3Of3R/3bjZ/7/Tf1p/8ATOTCx+fWoiJdal8n3aeWHl9FdU9Q/wA3HkP3QgLdvT9b7fwetkl81/mhfaK2my+X/LVz5isNTtEvory2aRFVZCeCMqW1x8XAK/xMrf5ORfz9q0fmYp+T/wCXtnFInNBqtxCAtraRxSrKUHD4R6coV5mX/jAnqTPxTpsj2HkLyZydi9noNiFBOzSehGFUd6PM4/4J8x3JYJ5c/OnU9d80WXle58oz6fcXTfvGkuHLxR8SxmaFrWJuG38yYI0zzdb+SPytGvTxfWHjf0ra3rx9SaSgRS3ZR8Tv/kJjvyY0m4utPvvP+tH1ta8yTPJ6rDdLaNuCRoP2FZ06f76SD+TD38u57e28kRXF26xW0QkeeSQgIqKKuzk7cQv2syIf4tm/r4/9+42T/G8H/C8v343n7/mr+Zfl2HTfMHnHQrVPLmqOio1tVZlWRTInGs8vF2iDSLHMnx8f915KPOH5heYYvNdj5H8kWdtcapdwi5ku74sIURlaQcVVoz8MSc2b4v5Fj55Gbt9Q/PHX4LSyia18g6LcB5rp1KvdyqCKRA9OSNwRf90RSerN+8eODHee4JvM/wCbWk+XfLkg0XWNOtvUn15OfqrGUaQQpErxxyIscn+y9Xhy9PMdyUxsPP8A5g1FvNvkbzjZW9tren6XdTrPZFjDInoBqFWZ6MyTRyo3L7P7Eb4Y6/59PkTyHo1xa2wvNUvwLewtmJ4lty0jhaOyJ8I4J8TO6ZCdBSby15q89eWdeYaprl1pNzOvmAl/Vkj+rrL6Lo7OsalCrfD+1Fw+OP0uHXdL1TTdF8kW2qavKsFha24knkcVAAPwgLvyZmoqKvxM+ZA/xU/8NH+5LjH/AByP/CZf7uDArD8yvzA8v+YtI0j8xNHtra011xFaT2h+ON2ZY/i4zToyxvLH6qfDIqvz+P7OCvMP5jec9R823vlH8utLt7yXSlJ1C7uyOPMUDKnKWCNQrt6Xxc3d+X7Cc8L9AtNY/NvzdY+d9UtzY+U9EkZtDtXH7y4kVlb1G/yfUjR5n/u/3SW8fP8Aey47V/KvnHQvPup+YPy4vbG8m1ZS2o6Xcyx+pExKmR2jZlPp+rSRHV1dPU9Lhx+3juSi089T+cfI2u2uq2Y0/XtHurW21OzWvEMbuMK6BizKC0cicCz8eH28NfPXnvWfLFvoOi+WdNGoa1q6IsHqhjDGKKi8uJj5O7t8NZUVOHKTOW+WYNVivPzD/Stwl3eRzWSajcQn90102oKX47J9l1mVfgXPQI1nTLeKz0dtRtrfV7u2Q2VpLKgmcshCOsNfUZOUb/EF/YzIP+Kw/wCGz/3MHGj/AI5k/wCE4/8Ad5GF+RfzC8x33me88j+dtPistbt4vrEUtqaxulFfiw5yjlwkV0dH4/stwfCjVfzM8+6zr2saf+Xej217YaAxS9ubirNI6FlYRj1YBRmjkEccfqSyenz/AGuGAPKkV55M/N59I80yrresa/ah7bXasJESj/umhNUQN9U9P4fsKsXH923DBn5AH0082RTml1HqANwGPxDaQfE3+ssmY7kr9R/MdfMXkDTPONvbLHe6ZqXO5sixKCe1tp5wobZvTlT03/yefD9jNnO/LRUfl7rdwf8AeE603A/sUFjcM9F/1Gj7Zs2X/Or/AOSrp/8Anef9a/6X/9ad6wvmyX8sra08mW5n1a7jSDmssULRQtyM0qvO8a8uI9JeLeovqeon2M535R0P87vJNg9hoflixX1nMlxcyy2zzStvx9ST64vwoDxRQvH/AGbPnR9Cl8/LpFmumxaa9kIx6DSrL6nH/LpMg5f7HDH1/wAy/wDfGlf8DL/2UZmZtOTlyHxMYucjvMXzcDTaqIwYh4eU1jiNsciPpTvW7a8v/LWo2ccfK9urGeFIgQAZZIWQLyY8R8bU3bjnMNE8u6z5X/J650rXbb6pereRyNDzjk+F7uAqecLSJv8A62TT1/zL/wB8aV/wMv8A2UYSebpfO7aBcrrUVglgXt/Wa2WT1a+vH6fHnM6/3nDl8P2MOn05GfEfExmpxNCYJ5o1WqidPmHh5ReOYs45AfSeZQH5meQfOHn210a00a9s7fSbS3WSWG5lmRnuGHHmVihmRlji/u/i/wB2S4r5R8qfm9pOr6cdc8wWFxoNrVJ7C2qpMYjZI0jUWcCgI3D/AHYmSC1m/McW0Ihh0togiiNis1StBxJ/0gdsV9f8y/8AfGlf8DL/ANlGVy054j+8xcz/ABhtjq48I/dZuQ/ycnm19+VX5rT+bbvzha6zpcOozSSNBK0k0hhib4UjjEtpIqenF+7HH9nDybS/PGl6TYR+eNUg1S5k1m3a0ktySEjEE4ZWrDbftf5LZLfX/Mv/AHxpX/Ay/wDZRkf82Sec3h0waylhHH9fj+rNbrJX1/Tl4epymf8AdcefLiOWW6bARngfExmj0mCWnWamMtNlj4eUXE7nHID5pb+Zn5aeevOvmWDU9Ov9Pi0ywWMadbXTykq4o8skkP1eaEs8vw/t84o4+eHPlHyx+ZsGoTp571u01bRLi1lt3s4CeRaTioJ/0W3+H0/UX+8w59f8y/8AfGlf8DL/ANlGb1/zL/3xpX/Ay/8AZRlP5Y/6pi/04cj83H/Us3/KuTzpPyp/M3RbW/8AK3lrzBar5X1Fn9QXAImWOQcZFoIZWVnjHBvRl4Sf8Vcsk1n5VtfJl55I0C0kM4tzetNcMOJlldrd5JONW47miry+FMP/AF/zL/3xpX/Ay/8AZRkf1qTzm3mDQTfpYJfL9Y/RyxrJ6TH9z6vrVmZv998OJTLtNgIyX4mM+mfKYPOEnH1epjLDXh5R68fPHIDbJFiUn5U/m1/ie78222taXDqt08hE5kmkMaPsI4vVs5OCpGBEnH/dXwZP/L/krWdQ0aXT/wA05bTzFMtz69kyVKRp6YSn91a/Fy9T9lvtYO9f8y/98aV/wMv/AGUZvX/Mv/fGlf8AAy/9lGU/lj/qmL/ThyPzcf8AUs3/ACrkxLzF+SenXvmfQ7/Q7KwtNDtGB1eycyq86hwxCKqSK37v4fikjw/ubSSx86RWGhxxQSW2grBpsUlRCjRtcJbq/EO3pLROVFb4MHev+Zf++NK/4GX/ALKMj8knnM+c0d0sBrAsF9OPjJ6Bg9Sb/i7n6vPn+3x45dgwEHJ+8xm8cxtMHmHH1OpiY4/3eUVlxnfHIcpMN0j8o/ze0K/u9U0vzBpkN/fkm7uy8skslWLtV5bKRhyc8n4/b/a+zky1n8uPMnmryVY6b5j1eJvNmm3D3VrqsPIxVLHhGaRwOF9Ph8aRckkjRvj/AGpB6/5l/wC+NK/4GX/sozev+Zf++NK/4GX/ALKMp/LH/VMX+nDkfm4/6lm/5VyYVZ/lp5+8y65pl/8AmTrFtd6fo7iS3s7UbyupDfHxit0UOUX1H+OTj8H7v7WH17a61fa752svLs8dtqtxBbRWtxOzokZeCBXk5xrI6ukZdo+Kf3nDDf1/zL/3xpX/AAMv/ZRkf0yTzmPNGtvapYHVD6H16ORZPRA9GL0/RpNy+xw58n+1l2HARHN+8xm8dbTH8+HNx9RqYmen/d5RWW98ch/BPkw/QPyn/ODytFPDoGv6XZLcsJJyjSMzsBQcnksnei/sry4/a/myb+aPy81/zHonl+7GqR2/nXQVV01MV9GWWimUMVjVuBkRXRvQ/nX0f3mHPr/mX/vjSv8AgZf+yjN6/wCZf++NK/4GX/soyn8sf9Uxf6cOR+bj/qWb/lXJjHlj8uvN915utvOn5h6nBe3mnx+np9raD4QaMFaSkcKKE9R5FCKzNJ9p/g4YYada61faV50svLs8dtqtxqF3Fa3E7OiRl53V5OcayOrpGXaPin95ww39f8y/98aV/wADL/2UZH/LEnnNZtYOlJYPI1/P9fWdZKLP6j8/S4zL+65cuFS7ZdjwEYsw8THuI/xivq6uPm1MTm058PLtKXPHKz6JcmH6B+U/5weVop4dA1/S7JblhJOUaRmdgKDk8lk70X9leXH7X82dD81+VPNXmT8uU8rve2z65MlsuoXkrOsMjROssrK0cXP43jHH9yuDfX/Mv/fGlf8AAy/9lGb1/wAy/wDfGlf8DL/2UZT+WP8AqmL/AE4cj83H/Us3/KuSeeW9KOh+X9K0ZipewtILaRkJKs8cao7AkLXk4LfZXOe6d5VufOn5YQ6Bb6kdLSeYNcTCH1+cafF6XD1IKcpPTblz/Y4/tZJvX/Mv/fGlf8DL/wBlGR/yXJ5zTy/bjQksJLHfg1ysnq125cuEyL+GXQwHwMo8THvKG/GK24+bjz1MTqcMvDy7QybeHK9zj5BIbX8htfsIFtbHz7eW1uleEMNvLGi1PJuKJehRVjyyW+bfyxbXdUsPMmiavLovmKxiWH6/GnqLKqgqPUj5L8VGZeXJuUfwSK+GPr/mX/vjSv8AgZf+yjN6/wCZf++NK/4GX/soyn8sf9Uxf6cOR+bj/qWb/lXJjtn+XA8s6b5o8y6xqcmueYtQ066jmv5UEYRPRNUjj5P14IvKv2E4RpGuO1zyDc/mD5M0HTI9XOl21sDPMgt/X9V6cYq/vYOPpVk/n5c/8jDDXZvzBOh6mL+HTVszaTi5aJZfUEXpt6hj5XBHPhXjXK0KXz8ukWa6bFpr2QjHoNKsvqcf8ukyDl/scuGA/lzHxMf94DfGK+k9XHOpj+ajLw8v91IV4cr+qPRj+j/kr5g0m8sJl89XklrYyxOLIQypG0cTK3o0+uMioyrw+x/scM/Nn5TXWreZZPNflnzBP5f1K6QRXzQqxDgKE5K0ckLLyVE5p8Ss6+p8L4fev+Zf++NK/wCBl/7KM3r/AJl/740r/gZf+yjKfyx/1TF/pw5H5uP+pZv+VcmP3XkfTvIv5eajY2cr3V1cz2s1/fy7PNL9ah341bgi/sJyb/WZsMPOP5b2vnix0i+hvpNK1nTYkNnqEIqQKK4VgGjf4XHON0kVo/iwJ5ul87toFyutRWCWBe39ZrZZPVr68fp8eczr/ecOXw/Yw2tZvzHFtCIYdLaIIojYrNUrQcSf9IHbLjgP5eMfEx/3kjfGK+mHVx46mP5ucvDy/wB1AV4cr+rJ0S7yb+VZ0DXW81eYdZn8wa9wMcFzOCqxKy+mxHN5Xd/TPpr8aoiO/wC7wt8w/kzcXmt6hrHlfzHcaAmsE/pW1iVmSQyEmUgxywfC5Zm9J/2nf41T4MlHr/mX/vjSv+Bl/wCyjN6/5l/740r/AIGX/soyn8sf9Uxf6cOR+bj/AKlm/wCVcmNa55A0vRPJui+SrGV1gvdTWC5vGAMjyXUFxFJOVFF5KrAIv8iImbBXmKXzuz6N+k4rBSNShNl6Cyb3PCX0ll5TN+5+3z4/F/lZsz/BP8ncHHD+8u+IcP8ApnU+OP5Y8Tgyf3FVwS4+f81//9fod35oHk78t4NcW2a8mihSO3tlr8ckjcV5FQeKL9t/8lch2nfmp590jUtEfzzo1tb6N5iZVspraqyxhyoVmUyzbKJY2eORUk4fZ/kzo+i6vpWi+U9Mu9YvoLC3aNY1mupUhQuQzBFaQqGcqjNwHxfDnLvzSg1Hy/5l0fz/AK5cR675djvVSx0gs0YtyyeqkkXE8Ji31f1WZ/h5+nG/OPLc/wDfZf68vvadL/i+H/hcP9y9E8//AJj6J5FsnW4kE2sTRF7DTk3dyeSxySU/u4PUX4nP8renzbItYeatT85flLda1q4iW6e7iiIgUonGO7gC/CzP/wASyXebdB0K803VfNL2aS6qmj3NvbXkgLNHD6U0gEaseMbfvpKyKvqfFw5cc5r5F/8AJHXH/Mcv/UZBh03+MYf+GR/3THWf4rn/AOFT/wByWR+a/Pvmqx1fSvJnkjS473VLi1jnmuLoN6SApy4L8UKfCic3d5OPxcPt4Yfl1+Yt95jfWNI80Wcena3oJP170j+5KKWV2FWk4tGyfH8bo3248kE+pW1/p8nlrR9atrTzG1mvpxh0knt6xowma2rz+FJFkXmvxZzr8p2by3558zeS9XRbvXn/ANNn1xXd2uV+CUJIr14NS69T4f2+ayc+KZXL6j7y3Q+mPuCEH5q/mXr9vqXmPyjoVq3lrS2fm9zVpnSNRI5ak8RZ1iPqMkCfB9n97kiufNkHnXyh5a1+GE27TarHHPbk8uEscdwrhW/aT9pD/Lgf8w/OF/rN/P8Aln5DhW61i+V4tYvBtFawuOMys4FBJwbjNJ/ur+6Tnct+7GX/AJXtvJ3lHyv5ftn9X6tqcRmnIoZJZI7h5Xp2HNvgH7MfHLtJ/jGP3tGu/wAVzf1ShPMv5g+e7rzbe+VPIGjQ3LaYnqXd1eAgOQFLCPlJBGqhnEf2naR/s/Bhv5L/ADPj8x+T9S8xahZm3vNFEg1C0hBYO0aeovoA8m/e/YCP9h/+Dw61+4bzPYahoHlHzFb2WtQMFuprd1mltgrlZEdI25RSMyNF8XF4/wDWyCfkvrOlaHpnmHy5qSW+nXPl+7YapqbTUhnZna39Z5ZioTi8Hprvw+xx+LnmO5KU/wDK3/zItbGHzjqPl+1TynPcG3CKWE4AYrs7Sc+XJHT1Xt/S5/sLnQ9au4dQ8w+S7+3JMF0lxPESKHhIts61H+q2Q785LC/1rRYfN9jqkGoeUrAQSzaOjsIro+s0bTC4hPx/3qR8eX7HJPjyQrq1rrt3+X+rWUP1a3u4J5I7f/fYpbD0hSm0ZHAZkaX+9/zMn/TOTja3+4/5KYv+msGNan+aP5h6jqOty+TtDt30Ty8XN3PeBvUkSPlycAywfaWN5FjiRpOGdJ8jebIPOvlq01+GE27Tco57cnlwljPFwrftJ+0h/lwk85wXP5g+Xbix8j+ZLVFQul9JbSrMkqtGf9FeaFm9JZOX7xv5c5tp35mw6H+TaDQLH9Hagty2kIyMWVJZENxJehnq/NkZuK/Fwm/4qXMdyWW6t+cEq/mPp3kvQYre4sWuY7LUruUOz+q78ZEtykiIPR+wzOkn73/U+KTX00dt+YiXEpIjh0cSOQCTxWS5Y0A67DPPKa75L0fXvJlzo0k0tvpEi3Gt3bxFZJpzKsksoUnk/wAK8Y/8hVzvker2F55zsdeWURadPoMV8J5yI1SB2nm9SUsaRhYzyfl9jMjTc8n/AAqf3ONq/pxf8Ox/7pgkn5u/mTcWV55usPL1snlSxnEMyz8hPxLKu7eorcv3icnjg9NG/n+PJ/5k/MJNP/Lf/HWlRoZLiGB7K3ugSPUndUMcgjZC3pgycuL/AO68IfzXsr7zh5Um1fy3rtvNoGnwy3F/ZwvzivPq7CV0NxCf91LEeCftyf7HCjWE038w/wArvLVnZX9j5Xt3mWOOzvJaB3tQ9r6EBY85vif1P2n+x6mY7ko7y55z/OjV7zSJrvyzYx6JfSWzz3caurLaTMpeZA14zBhC3NeUX/PPJbpcph87ea5ljaUxxW7iJBVmK20J4qP5m/Zzluv6T5h/J3WPL2qWHmK61a1v5ha3tjclgrqnAMFjLyLxKNxj/bt24fG+dPsLu30/zj5uv7tiltawwTzuFZyI47WF3IRAzvRV+yi8syMH05/+Ff7+Djan69N/w7/p3kebaj5h/O6DSb/z3eTxaPp9hMo/QdxAqM0TOqbLJF6jpylVebTpI/x+n+zkz8z/AJn3Wm/l7pHmPT7QfpnzAsUVjatVljlkUs7029REI/d/z84sKfzEh0D8x/J1x5v0fXX+p6HHNJHblStvNNEQ/C4gmCPzkokcHJf92/tc8hfnrWL7zN+X3kLzCyR6YY7uW0aWFfThieNhFFLEo+GONVtXfiPscOKZjuSzjSJPzp8veZdLj8wyJ5g0jUiBf/VYkpacmVWcukVvwMXPnxHOOWP1eOH2i317plh5zv8ATrR7++gv7x7WzjBZpZfVk9NKL8XHl9rj+znOta0nU/yn81eWb3RvMF1qg1uf0tQtLl+XrjnErvxBbkJfW/ds3KSKT/dkmdH0DWdO8v2/mzWNXmMFha6pcGeYI8nENcPGDwhWSQ/E6/ZTMjF/c5/dH/duNn/v9N/Wn/0zk851DzV+cvlPTLLzx5hu4TY3VyIJdAmiWKRVPMqrKIleLksT8WWZpV+Bn5/HnQvOMH5parPYXvkHUrfTtPltUe4gukiL+q5L1/e29wf7tkX7WQ781rTTNX0O0/NXStW+tw2rW/1HTLlBJaS1k9Nl+ryUPr1Znm5/7ri4cfhyf6t51ls/yxbzsYvQuZtOiuYoj0We5VEhpy+0nrSof8pMx3Jef+TNe/Nm/wDzBPlvU9agv7PSWD640ENv6KrQ/uPWS2if1ufwcU/aV/8AfcmSPStW1zRvyt+ueW7B9R1bl6drBGhkoXKhpWRfiZY15N/rYO/JbQRo/ki1v5gWv9bZtRu5m3ZvUP7mrHc/ueL/AOvI+J+VfM+ieUvINnqmvXBtrRpjCsixSS1kZSyrxhSRl5BG+Jvg/wArMiH+LZv6+P8A37jZP8bwf8Ly/fjYcnmr81PJGreXLjzjew6lY+Y5BHJpwjRJoCzRhh8EURSWL10+BWkj/wB1t/Pkh87+afN955/078vPK97Hov1iD6xNqUsayu44ySERrIGHFUi4rw+NpP21VcjX5nwQeVtY0f8ANTT9QXVpLy6Q2+nXgWWEQmL1FktO8QQIvxr9maZJcE+doU8+fmxpXk+7Y6Xa2VsLn63EqJeu7RG49OKdlZk41+x9lWWaTi2Y7kq+lea/Niaj5z/L7zTdx6vJp2k3VxDqkMaxkD0EPCQRhVoyXC9fjSVeHOTDnX9Y872HlDy7YeRrF577UKRTX6xeqlqlVVWfkGjTm0n95Irxxxxyc8huhwjyZ5s87+Rbdxf2s2lXN0NQlVTdq31YTcJ5lAZ1/esvH7PqcZPg5vnT9N84+XPLmleXtM1m8+q3epxqlkrRyFHJcR7zKhhj4s68vUkTMgf4qf8Aho/3JcY/45H/AITL/dwYr5R80eetD/MGP8vvOd5DrBvYGuLe9gUKYuMbzblY4ao3pSJxkTlz9Pg/DAU3mX8yvP8A5q17TPI+o2+jab5ekMDNMqlppA8kaMzNFO/71oZWVeKRpH9v95gS1sW/LX829MsILr9NnzJGqXc12oe8g9RmTkkw+JU5Kr/5UScP2EkwRc+UJLjzvrdz+WnnCLS72ZnfX9OZWJhb1CJnX4WRv3vNlX4fRZvgl4SZjuSjbDzpqPm38vNbttcjWPXNGvLaz1D0wArkXUQWSg+FWYpIjqvwck5J8Lcc6HrXmXT/ACj5UOu6kf3Ntbx8IgaNLIygRwp/lSN/wP284V5AsTb+WvP9xFO15Ztf6fb298wIM/oXjMZTu3xOk0UjfE328MfPnmK6k88aZZ6xo15qXlzy/Fbzw2dtGzR3N1JBHMJZmK8GSL1PT4fH/dun+7pMyD/isP8Ahs/9zBxo/wCOZP8AhOP/AHeRlf5K+ePM3nO58yt5iuBItm9sbS2EUcQgExufUjHBEkenpRr++aR/g/1sjiebfzT89HXfMfk7UINO0LRpHW1tGRC84jHqdXim5ytDxdld0i5OqJ/PhX+T/mhj5t8y6cunTlvM9yWWWnwWhX63LxudtuXq8P8AWXJB+RmoWun/AJfeZYbuQRSWF3c3F0jEApGbWJQTU/zQSr/scx3JRGo+f7vX/wAs9J84JHHHqthfM00dCYvrNpb3EikLXl6clI34cv2+GbINolvLD+SF1JIKLcavdyxHxUaa8Vf+DifNmy/51f8AyVdP/wA7z/rX/S//0OlHytp3nL8vrXQtT5LDNCjxzR05xSISUkStRt3/AJk5LkS0/wDIy4kurFPNPme51rR9MYGy0t1ZU4jojepLMqR0VUdI0/u/g5pkh0LSPOM2kWcun+YBb2jxgwwG3gYop/Z5NE7NT/KbDH9Ceff+pmX/AKRbf/qhmZmwROXIfGxi5y2PHfP+o4Gm1ExgxD8vlNY4ix4dH0/8MZJq1j+lNKvtM9T0vrtvLberTlw9VGj58ary48q8eWc7l8n/AOBvyvu9B+u/X+FzDN9Y9L0a+pdwHj6fOb7P+vkg/Qnn3/qZl/6Rbf8A6oYSebtL82W2gXM2q64L2yV7f1bYQQxliZ4wnxpErDjIVf7WHT4YjPiPjYzU4mhx2d/6iNVqJnT5h+Xyi8cxZ8Oh6Tuf3jXmj8rR5mu9O8z6Jq82g69BbxRm7hBIkVUoteDxOr8G4cufxx/Bwwb5L/LJPKJ1LVJNVl1LzLqcbxy6vcJXhy+L4Ymd3f8AehHk9Sb976af3eCrXRfPBtoTD5lCxFFMam2t6haDiD+5PbFf0J59/wCpmX/pFt/+qGVywR4j+/xcz/P/AOIbY6mfCP8ABs3If6n/ANVHntr/AM4+6vYzTXFl54uLaa4NZ5ILV42kNS1XZLxS+5/ayQ3/AJdvfK3lnQtJv9Vl1mddZSQ304ZXIeKchKPJO3wf8ZMkP6E8+/8AUzL/ANItv/1QyP8AmzTPNFvDph1bW/rkcl/HHAqwQoY5jHLxm+CJOfBQ/wADHj8WW6bDEZ4HxsZo8hx3/uGnWaiZ02UHT5Y3E7ngof7N3mf8orjUPMU/mjyp5guPLuoXopfCEMVkJADsrRSQsvPirOjc/wB5+8+HDfyr+V2heW/L2paFNI+pPrSldWvJhxeaoZVCgFvTEfN3j+OR/Udn9TBP6E8+/wDUzL/0i2//AFQzfoTz7/1My/8ASLb/APVDKfAj/q+L/Z/8Q5H5mf8AyjZv+lf/AFUYKn5C3vAaNL5vvG8rLL6w0oIQftcuO8pgDV+L1fq/2/i9HJjq9ha6Vr/krTbGMRWlolzBBGP2UjFsqj32GCf0J59/6mZf+kW3/wCqGR/WtM80ReYNBhvdb9e7m+sfUbkQQqISvo86osSrJ6lU+3y45dpsMRkvxsZ9M9hx/wAyX9Bx9XqJnDX5fLH149zwVtkj/TQOqfkldDVNQu/Knma50Kx1ZmN/YRozIQ5JZV9OWANH8T8I3X4F+Dnk48reRNA8q6DDoFvAt3CjtPLLdIjtJO4CvKQRxU8VVF4/ZjXjgX9Ceff+pmX/AKRbf/qhm/Qnn3/qZl/6Rbf/AKoZT4Ef9Xxf7P8A4hyPzM/+UbN/0r/6qILzF+V+na55n0PzDDLDZQ6QwaXT0tEZLijiSjuHjVf5d4pcXurW2k/MGKyeJTavoywtBQBPTMlwhj4jbjx+Hji36E8+/wDUzL/0i2//AFQyPyaZ5oHnNLV9brqhsFkjvvQhoIfUmHo+n6XD7XNufDll2DDEHJ++xm8cxtx93P6HH1OomY4/8HyisuM78HSXL60mk/Ia8hNzpmlebbuz8t3knqT6VwZqiv2W4ypFJ0X940X8vNX4ZMdb/Kzy7q/k6z8mxGS0t9Oo+n3S0aWOX4i8j/ZWT1md2mX4OfL9j4MEfoTz7/1My/8ASLb/APVDN+hPPv8A1My/9Itv/wBUMp8CP+r4v9n/AMQ5H5mf/KNm/wClf/VRjGh/k3dR63Za15w8x3HmL9FkHT7aZWCKUIZC5llmJUMFb0148mX43f7OSbRlV/PfmhWAZWS2DKdwQbeDY5f6E8+/9TMv/SLb/wDVDI/pmmeaH80a3b2+t+lqMXofW7v0IWEwaGIp8Bi4x+mvBfhT4suw4YiOb99jN46249vXDc+hx9RqJmen/wAHyist78G/onsPWo3X/OP3km41B7qKa+tbSV/Uk06GVBDUEkKpaNpFTf8An/1Hycah5N8ual5bHlO4slXR0RY4YEJUx8PsPG+7iRTvz/b/AN2c+TYW/oTz7/1My/8ASLb/APVDN+hPPv8A1My/9Itv/wBUMp8CP+r4v9n/AMQ5H5mf/KNm/wClf/VRJ/LH5J+UvLOrw6yst3qNzanlZLeujJCV+w4WOOPlJH+wzfCv21Tnhh5UsrXUh5s0++iWe0utRvIZ4X+y6PLKrKfowR+hPPv/AFMy/wDSLb/9UMj/AJY0zzRPNrA07W/qskV/PHeMYIXEswkflMOUTcObcvgUKq5djwxGLMPGxmxHf10PV19Dj5tRM5tOfy+UVKWx4LPoly9ahb/84++SYb8XMk99PZq/qLpsky+jX+VmRFmK/wDPTn/xZk480+UNL826CfLl681rYFoyBZlI2AhNUQc0lThsPh4YXfoTz7/1My/9Itv/ANUM36E8+/8AUzL/ANItv/1QynwI/wCr4v8AZ/8AEOR+Zn/yjZv+lf8A1UZNpthBpWnWel2tfq9lBHbQ8qcuEKCNOXEKteK/srkI8n6FpnmT8vF0bWIfXsrnkJEqQQQVZXRhurow5K2GP6E8+/8AUzL/ANItv/1QyP8AkvTPNF15ft5tH1v6jaGvG2aCGQqRSvxvE7NXLoYY+BlHjY95Q39dCuPn6HHnqJ/mcJ/L5RUMm3os2cfL19HaJ+RHk3RtTh1KSW81EWr+pa2t3IhhRgeSlljjjMnFvi4lvT/nR8kHnH8t9B853FtqF3JcWOqWY42+o2LiOYKDyCMSrhlVizL+2n7LZv0J59/6mZf+kW3/AOqGb9Ceff8AqZl/6Rbf/qhlPgR/1fF/s/8AiHI/Mz/5Rs3/AEr/AOqiV2/5d6F5L8ueZLuyee91K9sLoXWpXriSd19J2KBgqBUL/E37T/ts3FcESeSNC88+StK0/W43/cx87a5hYJNEx2YoxDL8Q+0jo6YnrukedItD1OW88wie1S0na4gFvApkjEbF4w4hqvNfh5ZWhaR5xm0izl0/zALe0eMGGA28DFFP7PJonZqf5TZcMMfy5HjY/wC8Bv119J2+hxzqJ/moy/L5f7qQr0X9Ud/rX+Tvyi8r+TtQ/TFu9xqGpqCsV1eOrekCOB9JEVFBKfBybm38nHA/mv8AJjyt5q1iTXJZ7uwu7igvBZuirLtxLFZI5OLso4tx+Fv2kw2/Qnn3/qZl/wCkW3/6oZv0J59/6mZf+kW3/wCqGU+BH/V8X+z/AOIcj8zP/lGzf9K/+qiC8w+XNJ8q/l3caNosHoWkMlsdzV3c3UHKSV/25G/m/wBj9jJrYf7w2v8Axhj/AOIjOeebtL82W2gXM2q64L2yV7f1bYQQxliZ4wnxpErDjIVf7WG1rovng20Jh8yhYiimNTbW9QtBxB/cntlxwx/LxHjY/wC8kb9dfTDb6HHjqJ/m5y/L5f7qAr0X9WTf60d5W8i6R5R1DWtR02a5lm12Zbi7W4aNlVlaWQCERxxFVrcP9tpP2cjPmD8jPJ+vavPq3q3dg12xkvLe0dFikYnkzcZI5OBd/ib9j/Iw9/Qnn3/qZl/6Rbf/AKoZv0J59/6mZf8ApFt/+qGU+BH/AFfF/s/+Icj8zP8A5Rs3/Sv/AKqIDzX5Z0a10Dy55Ut7f09HbUobI26swJiliuFl+OvPm/N2Z+XLm3LNgPzFpfmyB9G/SGuC6MmpQx2lIIU9K4ZJfTnPGJefD4vgb4c2Z/hR/k7g8WFeJfF6uH3fTxf7F1PjS/ljj8HJfgVwejj58/r4f9k//9HsfleWOHyvYTTOI4o7fnI7Giqq1LMxPQAZyry/+bGteavzZstI06cw+VZ/rEcVs0UdZ1gt53FwZXT1l5zRclVJE+BODf7syvzJ1nWLTyF5d0LTLeeS21hHXU57VGeRbeEx8oV4ig9f1f2j/uv0/su2QSHzlY6b+Yug63pvl67tbPSLE2cGj8f9IdfRuI/UHw/FUz+pI9Pj4yPluf8Avsv9eX3tOl/xfD/wuH+5evfmh+aP+F47ry/oME1z5ia3aYyJGTHaQlSzXLkg82RPjVePpr9qb+Rwmm6xqWv/AJJ2+ravcG6vriRfWnYKpbhqnpJsgVfhRFX7OSjz/bWZ8jeZdTjto4ru60uUTT8FErKIyUSSSnNglfhXIT5V/wDJBWH/ABkP/dWbDpv8Yw/8Mj/umOs/xXP/AMKn/uS9Tn1Wx0Py9+l9SlENnZ2yyzSHsAo2A/aZj8KL+0+c6/Kj8ytb8+eYNbhvkjh0+3jE1jbolHRXkKqskn+7G4faORb81/OVl+ntD8p66lwPLdnFb3+qRWgVprpynKKGjvCohWnxfvP23f7UceF35YeetDt/zK1eaK2uEt/MtwtvpcSJGPS5y1jE6+pxjRVP+6vVyuX1H3luh9MfcGXXnm781PNfmHV7HyNawWGm6M/p+rexgPcEFlUq06kfvvTdowiJwTj6suI6Z57u/PPljTJ9Tt1t9T0/W4ba79Kojc+hOyyKpJ4E7q6cvtL/AJXFT/8AMPz9qMN+nkTyPGbvzVfDjJKm62cbCpkdvsrLw+P4vhhT96/7CsAXyTB5E8paDpKyCe8l1iK4v7kdHmaCZTwqA3poqqiV/wBf9vLtJ/jGP3tGu/xXN/VL0bzL5i07yrol3rmqPxt7VKhB9qRztHFH/lyN8K/805Dvyo/MLVPPWmarqOswW9sLGZUjFqsgHplC55+o8pZh/k8P9XIJ5988aFqf5jR6P5reWLyz5bf1Gs40Mhu70AEGVV29FOVPi/Y5/wC//gb+QnmzRLG41fRrqUw3F/O95A7DjEsMETSSPJISFj4ov7WY7ko2f82/zHvbfUfNGjeX7ZfK2lTenOLoMJyvw7t+9jbnxkjdvShZYuf+7MmJ1628z6h5E1+0Roob5LuQRPuyMDAroSOvB1ZeWBPzQs73zr5TnvvKmv27aPp8VxNqUEDiSK89EJL6TXEJIX0ljf4fsu0nx4XeVNasNdtfIFzp1mNPhgF7amzUllRoTboeLt8Th/7zk3xfH8WZGl/vf8zJ/wBM5ONrf7j/AJKYv+msGVfmh57TyR5faS1/ea1fcodLgpyPOnxzsu9UgB5f5cnpp+1if5Q+YtZ80eTYtV125+t3rXE0bTcI4/hQgKOEKxpt/q5x3VvNt1c+aPMmu+YtCvrub6tc6ZoYSNhBZQsskRmJdfifi3Iv/lzf5HAV5A8+6pov5a6rpei6XcSajaB5ra+CF4i1xNHB8CqrcpIBJ6nH/JzHclkP5o/m7q2meY4PLvlG59AWUyx6teCOOUNK5/3mX1kkRfTUN6jD4/U+D/dT50Of/wAmXB/2yl/5O3GeaNZ1W1h8taLpMej3lrewXjX2pahdqQ13O4HLiWHL4fsp/wA1u+dwg82y6jqn+L4NNmhmTQLm5i0ycESlrWa9VY2oK/vjD8Pw/t5kabnk/wCFT+5xtX9OL/h2P/dKf5y/mfeeU4otD8tzcNbkC3FzcBElFtb1otUkV4/Unb4fjX4Y/wDjJFh5rHm3UdL/ACii82Pcf7lpdJs5lueCb3V1HEok9Lj6X99N6nD0/T/yOGef9R16WTyxr36Z0i9fzFr1zFNe6zPGUhSOOVZI7ePkKpH8P/JtP91R50WXW/L/AJo/KHTdO8y3N35bsbF7LT1ujbvP9Zkt7QMhRY1/uZKeorN/vr7eY7kqvle4/PHXo9P1FPMdg9pcLDcy2rLaicW7kN8caWhZOcZ+H4s6Lon/ACnvmb/Vtf8AqHgzjn5h+S9D/LGy0DzN5N1KddVNyixFpVk9eP02kM6hAtY6hI5FX91Ik+T3Xtc1TQbnzvrOmWxl1OK3shBAFLlZJo7WHlxUHn6Pq+px/a9PMjB9Of8A4V/v4ONqfr03/Dv+neRIvzg/N3VtD1RNA8n3PoXFmQdUvRHHMBI6kx2q+sksYKrV5Ph5cvg/Ylya/mj511LyrY6bp2gRLLr+vXH1PTRIKqhqqtJxPwu3OWJEVvh/ec/2ODec9e1OAeTbTRm0m8t9TkvjqGq6teKR9ZnZJF4gsOXwep8FW/35J9uR8n35mardeb5vIeuwrP5fW7uri0We4qslo/rwRi4Yjhwov75G5f7rzHclmnlyX84NA82Wmm+aHXX9FvkrcXttGoS1dqgHmsVu3wuq80KunpNzT4slHkfa68yk/wDV1uv+T0mcvbTtR/Kv8xvLWm6Rrdzqdj5glSG/s7puZpJKsLTMq/D+36sUnHn+6kXnw5YZeaLvzNb+WPNNv5VtLi7vdQ1uezn+pxSTTR27tcPLIqxBmXl6aw+p+z638/DMjF/c5/dH/duNn/v9N/Wn/wBM5Jbrv5qaxrH5l6Fpvl66kg8uLqdvp7yxj4L1vrES3R50+KPi6oir+x+8/wB3ZPPO3lf8x9Y1lbvyp5kTSdOEKIbVi4JlBYu/wxyD4gU/azhuq6xqNhqPke2j8nXukHQJ0ezsbj1fW1CUTwyvxLW0LerNKnH93HN8Uv2Pspnc/PnnG+038rptfe1k0vVNRt4oY7OQt6tvNdUV1JZYm9SCMyP/AHafGn2cx3JYb+V9z+YGred7tL3zE2raBobSQ306km3uJmjeNIoKqrSenKfV5/Y/df8AFkfPoH5dXEFn5Jiu7qRYbeASSzSuaKiIAzMx8FUYp+Vvl+Ly35G0izVOM9xCt7dmlCZrgCVuXvGhSH/VizlPmWXzRP8Al5oWiaDpt5qFjqE8zawNPikkk9GAwlIDJHHMIVnMj/Eyf7p/bT1EzIh/i2b+vj/37jZP8bwf8Ly/fjRnlr8zNf8ANn5u6dbwTzW3lq6FyLOxI4rNDDb3HCd6j4meeIv/AJHD0v8AdeG3mjWPNfmP80G8gafrb+W9Ot7ZZ1uIFHq3DGNZjwaqO3xP6fBZFXjDK/x5zv8AxVq1l+ZWh6taeS7uyudMsfqll5ZHq+vJEIbiISJW2EvFUleT/ed/7p/jyX61Z235j/nBL5Y8zk2mnaXZCSytkCxzSyPHDK0ZmK+q39/JLx/kg+z/AHmY7kovyp5k8yXCeffJ+tah+m7fRbK6+r6txAYkJJH6bsteXP7XxM7I0cvxvnSdJ1Wx0PyRb6vqUohs7O19WZz4Cuyj9p2Pwov7T5yTya58v6p+YnkLTpBdaHZafeXMFwyp6iSogjMUkqKvqN+9ZG5/8s/7vh8eCvPlh5v1jQvKmm6NpUuq6LGgutRtoTxE0iP+7hmcHl6fHl9n+b/U45A/xU/8NH+5LjH/AByP/CZf7uCH/Lzzt5n80fms0upz3Ntp15ay3FppBlf0EhKKbZvRr6bM0dH9Xh+85epgm+fzR+Zn5i655atfME+gaXoKskcVqWDSMjLEXdY5IfU5SEvyd/3acEVPj55FrHzB5yj/ADZOpp5aEetG2SB9FUkLHAIkj9RadliCvxyWeb9I8ha7+YF5DFr9z5U8yQR11C5qsFvMAifYleSL99JC6t8D8JI05cOXPljuSpaP5m1m78tebfJ3mG9/SN/5dvLWGLUCeTzRfXUiPJj8T+m8X23+P97xf7OCvzi8w6lZt5P8v6VrEuiNfUe9vop3t1jiPpQo8rxtHWJOU0j8m/3XkS8maXaRWfnu/wBIeSbRYZ7GxsruYhmn43qMZCwC7sqpKfh/3cmTjzYn5bXnnXQbHzrb3K3rWEP1e5nkWLTWiAkZEkYOr8vWL/aCLz4c24ZkH/FYf8Nn/uYONH/HMn/Ccf8Au8iK/LDSL6PUZtaP5gv5q0+KF4ZrRppnWN2KsssiTTy+nRY348o8h2mReefzSg8wecrPzJd6Tb6fNImkadbtIsZMSCdYj6UkSq3pNErS8JHd3/2OCPL9lott+dj6d5DkX9CzWMyaqLZzLboWhfkFbkylFufqv7fFZf3eO/KDzPo3lfyX5n0nXLuKzv7G6uJntZpFSR6wRwcIkb4pH9WBo+KcviZcx3JV5/PGqeYPylsPMEs1Na0y+lie6ULUz21pcTRTcKcA/BonZePHnmyNaTYz2n5HSTzKVW+1S7uIailUFhLb1Hj8cD5s2X/Or/5Kun/53n/Wv+l//9Ls3lL/AJRvTf8AjCP1nANz5F0i686WfnuSa5GqWMJt4oVaP6uVZJYquhjMvLjcP0m/lwl0LyjPe6RZ3cevalbLNGGEEVxKsaV7IquoVfamGP8Aga6/6mXVf+kqb/qpmZmxYTlyE5gDxy24ZbbuBps2cYMQGnkQMcaPFDf0/wBZkOt6Tba9pF7ot4zpbX8L28zxECQLIOLFCyuvL/WRsh2t+W7Hyj+Wb+XtNklltLOSH0pLgq0p9W/SduTRrEn25W4/B9nDD/A11/1Muq/9JU3/AFUwk83eVZ9M0C5vZNbv71Ynt621zPK8Tcp40+JGkIPDlzX/AC1w6fHiGfERmBInGhwy33Rqs2Y6fMDp5AHHOzxQ29J3+p6HYf7w2v8Axhj/AOIjI15d8h2nl7zPrnmeG7kmm1xi8sDqoSPk5k+Aj4j174HtfJNzJbQyL5i1SNXRWVBdS0UEA8R+8HTFf8DXX/Uy6r/0lTf9VMrliw8R/fjmf4ZNsc2fhH+DS5D+OH/FMMvvyAsdQ1O71abzFei7vJZJppFRAS0jF23r03xabyLD5F0mwtIdQn1AXes28pe4ABXjBOvFaE5Lf8DXX/Uy6r/0lTf9VMj/AJs8sTaZDpkkusX96s9/HAEuJ5GCFo5T6sfJ24yrx4q/+Vlumx4hngRmEjfLhk06zNmOmyg6eURwnfiga/2T0OXR9InkaaewtpZXNXkeGNmJ8SxWpyI+Qfy0s/JMWpJNcx6o1/KZFka2WIxoylGiFZJuSsG+L7GC/wDA11/1Muq/9JU3/VTN/ga6/wCpl1X/AKSpv+qmU+Fh/wBXH+lm5Hj5/wDlGl/p8f8AxTCJ/wAh7uGS7sdC813eneXb9y91pYRnBB6oSs0ccuw4cpI/sfb9XJFJ5e07ytqnknQtKVltLT64qlyC7szQO8kjALV3dizbYZHyXMrrE3mjUxI26obuXkadaD1cIta8sTWnmDQbOTWL+4a9+sBLiSeQywFPR3hYueHPl8fH7XDLtNjxDJYzA+me3DL+ZJx9XmzHDR08ojjx78UD/lI/0no+o2UWpafd6dOWWG8hkt5WQgMFlUxsVJDDlRvh+HCryh5S07yVoy6HpUs81skjyh7lkaTlIatvGkS0/wBhhb/ga6/6mXVf+kqb/qpm/wADXX/Uy6r/ANJU3/VTKfCw/wCrj/Szcjx8/wDyjS/0+P8A4pE+cvIukeeIrGHVprmFdPm+sQm1aNCWIpR/Vjm+Hb9njgaf/wAmXB/2yl/5O3Gb/A11/wBTLqv/AElTf9VMj8nliZfOaaUdYv2kewWdb/15PXUepMvpc+fL0vhJ4cvtPl2DHiByVmB/dz/hlyrm4+pzZjHHenkP3uM/VDc8XL6ma+bPK+n+cdEn0HU5JorWdo3d7ZlWQGNxItDIkq/aX+TE7rybod/5Vg8nX8TXWl29vDaxmRgJQLdVSKX1ECcZhwryRV/1eHwYXf4Guv8AqZdV/wCkqb/qpm/wNdf9TLqv/SVN/wBVMp8LD/q4/wBLNyPHz/8AKNL/AE+P/iki0D8jPKGharBqrzXeovaMHs4Lx0aKNlPJCVjjj5lG+Jf2P8jD3RP+U98zf6tr/wBQ8Gb/AANdf9TLqv8A0lTf9VMj+meWJp/NGt6cNYv4pLX0C15HPIJpQ8MTUmbnyfhyCp8XwquXYceIRzVmBvHv6ZbDjhu4+ozZjPT3p5Cstj1Q3PBPb6mU+dvIukefdPt9O1ia5ghtpvrEbWjRoxbi0dGMscw40f8Alwb5p8q6N5x0l9H1uEyW7MHjdDxkikAIWWJ9+Livhx/nyNPoNhG7RyedrtXUlWVtQYEEbEEGbBaeTZJIRcJ5p1NoSvMSrdylCvXlyEvHjlPhYf8AVx/pZuR4+f8A5Rpf6fH/AMUgfKP5OeVvKOqLrUMlzqF/ECttJeujCEEceUaxpH8fH4eTf7Djhl5G/wB6vMv/AG1br/k9JgSz8tW+o+oNP84312YjSX0L55eJ8G4TNxwq8seWJtQm1iOPWL+0a0v54HeCeRTMVkcerLRxylanJ3bLsePF4WYDMCCI2eGW3qcfNmzeNpydPIESlQ4ob+iX9JmGu+TNE8xatpOtakkjXmiSiexKOVUOrpKOa/t/HEmP82eUdH86abHpWtrK1rHMtyqwuYzzRXRakdVpI3w5HDoenAkHzvdgjYg6i3/VbFZvLdtbcPrHnK+h9RQ8fqX7ryU9GXlMOS/5WU+Fh/1cf6WbkePn/wCUaX+nx/8AFM4hiSCKOGMUSNQiDwCigyJflj/yiNr/AKzfwwFF5es55Fhg86XksrmiRpqDMxPgFE1ThZ5L8sTat5ft7yLWL+wVqg29tPIkQIpuqq60y6GPF4GUeMKMoWeGW31uPPNm/M4T+XkCIZKHFDffH/S6MwuPJmiXPmy186SpJ+mLOIwQOHIj4FJIzWPv8M8mAfNv5beVvOc8V7q0Ekd/AAkd7ayGKbgDUKxoyuB+zzT4P2Mb/ga6/wCpl1X/AKSpv+qmNfyTcRqXfzNqiqNyzXUoA+kyZT4WH/Vx/pZuR4+f/lGl/p8f/FKKeSfL3krybr9roVsYzPY3LXNxIxkmlKwvx5yH9la/Ci8U/wCCw/8AKX/KN6b/AMYR+s5F9b8oz2+g6le/4h1G6jitJ5fRkuZWikCxs3Bx6lGjenFs2heUZ73SLO7j17UrZZowwgiuJVjSvZFV1Cr7Uy4Y8X5cjxhXiDfhlz4Ts45zZvzUT+XlfhSFcUOXFHf6mTr5T8vp5jfzatnTXHj9F7z1Jd04iPj6XP0PsKP914X+Zvy58neb7qO+13ThPdxgILiOSSF2QdEcxMnMf632f2cR/wADXX/Uy6r/ANJU3/VTN/ga6/6mXVf+kqb/AKqZT4WH/Vx/pZuR4+f/AJRpf6fH/wAUo+bNG0vQPINzpej2qWdlA9r6cMdab3cJLEmrOzftO7cmwx1byf5c836RZW3mCxS7WGJDBJVkkjLKvL05Yyki8uK8l5cW/ayM+bvKs+maBc3smt396sT29ba5nleJuU8afEjSEHhy5r/lrhta+SbmS2hkXzFqkauisqC6looIB4j94OmXHHi/LxHjCvElvwy58MNnHjmzfm5n8vK/CgK4ocuLJv8AUm3ljyV5Z8nxSxeX7BbUz09eYs0kr06BpZS78R/JXhhbrf5V+RPMOptq+qaSsl5IeU0kcksIlI7yJC6Kzf5f22/ay/8AA11/1Muq/wDSVN/1Uzf4Guv+pl1X/pKm/wCqmU+Fh/1cf6WbkePn/wCUaX+nx/8AFLPOOl6alj5b0ZLWJdN/SttbfUwgEXomKdGi4fZ4FDx45sJ/MXlWexfRuet3919a1KG2Uzzyt6RkSX9/FWQ8Zk4/A/8AlZsz+DH/ACdw+KOHxPq4ZfKubqfEy/yxxeDLi8CuDijdXz4r4X//055rmtSaB+UV1qcEjQ3CWHo28sbFXSWdvq8bow3V0eXmpGcu8nadrvmVdOYfmnPDqVyFlbR2u7h5RvX0q/WVDyFB8UYXkudA83zeXofyrsW8z217daWTCsiacUEiv8fpPI0jIqxepxX9r940fwZzv8y9N/LSw8t6Hd+QpYhrT3ERtTZzNJctHwZi86hmdJVm9LjyVJfV+BP28tz/AN9l/ry+9p0v+L4f+Fw/3L0z8z/PGv6RJL5X8q6bLc6rNYPf3GoinpWlr+9Rpf8AjKvoScPU4py4cfWf93kb8oX17qH5KXFzf3Mt1Ob1FM07tI9BeQUHJyzbZ1HXzcHyTqjXgAujpU/1im37z6u3Pp/lVzk3kX/yR1x/zHL/ANRkGHTf4xh/4ZH/AHTHWf4rn/4VP/clNfzy1y40vyLpFlZTvb3OoTwjnG5jb0oYi7/EpH+7Ghws/Lby95cn8zW17o/n6fWbnTy8kumSRzRCQcDGxX13X1Y0L8uaI64e/mVeeTLRvKf+NdGlv7OSiQagJZEhtq+kZvVhiP73mqo3Blbmkb8ciOrHyrefmz5QH5bJbiSOVH1NtNQJb+krhpf7sCPl9U9f1uP8y8/jyuX1H3luh9MfcGT63+XPm7zx5t1K58z6pNp3l2AFdHgsplNVDFVZo/so5UerKzpz/eenz+D4Yl5M1jWb3S5dH1C9fU7DR9ftoNNv5CWLq0V4HVXYsxjAiikReTcPV/lw3/Nb8x1v9aP5e6ZqSaTY8vS17WXDtxFKyW0axBnoF+GXj/ey/uP3cfq8zC1uPIsXlzR9E8j3i3kGn6tbNeScXWRpJ4bmkszOkfN5PSb7P2VThl2k/wAYx+9o13+K5v6pSD8+L/S77zp5e0HWLl7XS7SBri9nhUvIguHIYKgDfvOFsnD4f92ZI/yc0HyLaz6hq/knWLjULtoPq09rfKsbRcmEiOyKkb8WaP7a80/2WLeavMnkzQ/zJji84+XoYlkthJaeY5uVwH+FVVTbemVQRsssXMeqyfA/7v1Mj3kSa21X82fMXmLyPZ/7g4LJ14oPq0M8zJHxjA4/uvrFxE0q/u/2PV4fs5juSk3nP8vIfLejah5i86eYnuPON5N6mi/VnYiUo0fJeDxiXkpk/wB1skduvo/6mdF0yXWpx+XcvmIONVeC5N16opITW34GUdfVaPgZK/t5Ete/MryF518r6qPNum/UPMVklxBpti4klmSVlHptDcLHGsbeuq+sr+n/AHfx8kwz8iSazLpn5fya2zvMxvzbvMSZDb84PQLFvi+z/d/8U+nmRpf73/Myf9M5ONrf7j/kpi/6awY3+Z+rW2q/mjNpOpeYZtB0nTbOOKa6g9WQeoV+sUWCA1kkZrhUb/U/yM6b+U+iabpml3l7pPmWTzLaX7pxnkDKYmiDcoyru7ox9QFkcI2Rj9IflOvn7zBa+adFh0/VI2Je81Z2ngueRJMkUU/OGFmi9J4qD7Lfu/sfFD/KNlr+o2X5hx/lvFJ+jb2aO301eaw1jad+XpPcNGqMtkzVq/qokkX+7OGY7kt/ml591XzFrtuNDmlh8tabeCyju4XKLc3ezTNyUj1ERRxj/wAj95/u/O0T/wDky4P+2Uv/ACduM89ecLHz7oXl7y9oWvaDZ6XYWVwTp7wOjyT3BALtcMlzcVZ/tM3CL/J+H4c7Vodz5kuvNFjceZ7GG0159If6zYwOBECLm7WFVkWS54+pCImZvVk48v8AYZkabnk/4VP7nG1f04v+HY/908NmuPJHmbzb5k1bzjql1YxXF636OFlH6paIvIvKQlJBwiiSD7PxNy+znWvMK6J5Q/I66tvLd+2oafeoYbK7crWQXk374fAqbpG03wcOS8OD4Q6V50/KmDy9r1jq/lu30LU1aaGXSGia5lkZV4Isdw0a+m6yDjx/c+i/73/LwH5f9TQPyUW/8w+X/wBPabNqbXMNpNK0Iht5IxDHdfAjtw9cScfsf70epmO5KR+Q/Lf5XareaPDc+YLyDXnMMpgaNY7Y3NQ/1dJXi68v3fxP+8b+7b7OdugvotL81ec9Tm2israK5kJ6cYrSKRvwXOS/mVrXkXzZp/l7SPy9tI21yS5jEK2tsbd4YihQW7txT4vWaNvhZ0j9J35/z9PZLsa350SG0i1W6WzhpYzqGiuWFpDWF1IoRN9njmRg+nP/AMK/38HG1P16b/h3/TvI+fPK8v5b3UcsvnqTU/0ldXLt61gI/QjiYK3ObnWUu0pl/uo5Phzqf5pX2n2Hl/yX5K0nUjB5b1QoLrUBIDWwh9FVdpAAsicJWmZafE0SfBhTqX5n+TdQ/Le+8t/oVNP1u45wjR7W24QR3Bc8bhDT4eH2v9/er+74cMR80+UdQ0fyJ5A1XXbKS6ttElc67ZgHmttdXC3KRPv+74xD6s/8jui5juSnfkTQ/wAv5/PFpqX5deZHtWs4yt3pE8UzNdpuJSjztB8DKVfjxm9OSP1fSXJhYaqNE0Xz3q/Li1ndahNGf+LFaYxr/spOK5zmW/8ALfm/80PKU35cWBthYyRzarNBbi2T0Y5Fd+aKFX4YfUhZ+Px+qkXx/BnQIGuI9C87y2umQ6zLHqF1INMuU9SKcJO7uhjIbm3AM0a8f7zjmRi/uc/uj/u3Gz/3+m/rT/6ZyeDeUI/yrltIIPOEupxajNI3O4tPTFrFHUCP1Kh5uX7TcI3z0Nr/AOVXk7zbBpl1fT3Jg0+xitLOaCZAjW6DlG7MUcNVTy5j4c5d5k/Mjyh5g/LZPLGnaSLfXbgxRx6XbW3GKCdZFaSWAr/vziyxqnKZvU4Sft5OvM02peTPyOWzunKamthb6ewrujXBWKSMNXrDA8ifD/vvMdyWIflR5F0XVvOl75p0X108t6HP6OlvM4aS5uFWjSswVP3Sq3q8OP8AuyH/AIsyR3eq/oj8j9TuAaPNC1og7k3TJbtT5JIzZNfyv0iPRPIWhWiKFeW1S7m8TJcj6w3L3X1OH+xyDXV5a6f+UMd7faEvmCzhnBuLN5WhWNSCouCyJIzem7J8Pw/b58/gzIh/i2b+vj/37jZP8bwf8Ly/fjea+SfLn5Xaw+l2upeYLy11ycoXi9NUtvXLVWBZZIjv9lfibiz/AGHyefmpBHc/mNotv53nnt/Izw0SSMusH1gLISsroDxkaQR8m+16P8nxvke/MjXvy/8ANHl3QtH8jWMba3LcRCC3trYwywoyMjW7vxTmzytH8KtIrcPV5/znPmp7W0/NrRE/MUrNoMenoto90Odo03pFZXlUgo1brl6nL/ij1f3eY7koXyXD9X1Pz5b+UZp7jyHHpl0IZZS5h+s+gppCzgVdSZ1r+1Bw9X/dWGf5q65caX+WGgWVlO9vc6hMg5xuY29KFXd/iUj/AHY0OFOiyWUnnfzz/gkAeVP0Pc/WRAKWvq/V1CmIfZH7/wBX0uP7Hren+6yQebLzyZaaZ5L/AMa6NLf2cnJINQEsiQ21XjM3qwxH97zVUbgytzSN+OZA/wAVP/DR/uS4x/xyP/CZf7uCD/Lby95cn8zW17o/n6fWbnTy8kumSRzRCQcDGxX13X1Y0L8uaI64Bs9K1D82/O/mm31jXbnTbfQpmg06xt248VWWWFZPTJ4/u/RX6w/23eVf3ifDjNWPlW8/NnygPy2S3EkcqPqbaagS39JXDS/3YEfL6p6/rcf5l5/Hi/mq0/KbzD531aHWrm/8s6nYlhqExMUMF4VNGaIf6Q3OWPg6/DG0yP8A3LSZjuSreV/M2o6v+X/mXQtUvP0jcaBe2lvFf15GW3e7RYmLklpPigl4O3+6+GDPzA1m71nzLonkFdYOh6KLFL/W9QVxF8ARmCPIStE4xoFVm4epOnNX4Jke8g6ZHF5K86a1ZQvDpWoahZRaaklSfRtrvku7fE3FbhY+Vfto2CPPmj6FH+aHl2985VXy5qNhEHmJZY/VhjdBHI6UZUD+g0nH9mX+TMg/4rD/AIbP/cwcaP8AjmT/AITj/wB3kZd+WGhahoOq6lPpPma217ySyERD6wZriKYBX5siK0UVP3sb0lT1V4S+nkI0TQdd/Nqz8xed7rW7qzltZ5Y9Gs4mIjjaJBOsWzDgipJFHyj+Pn+9fng7yRBo0X5wahp/kOYt5ansZBfCJnkgB9Mboz15Klyyem/L9uRI/gxL8rPOGi+SfKfmjy/5huFs9Usrq4lW1kqHlYwpb+lEKfE/q2/H/Z8vsZjuSrN5x1XXvyes9WuLlzq2l301ub0NSQyQWc80M3Ib+qqSRfH/ADrzzYS6ZptxYfkaZ51KDUNSu7uEHasf1Ca3Df7Jrds2bL/nV/8AJV0//O8/61/0v//U69oFjZ6l5Qs7DUIEubS4twk0EqhkZSTsynCzRvyo8haDqS6tp2kqLuNucDSySzLEw3DRpK7oGH7LU5J+zgLQvIHlnU9Is7+6tSZ7iMPKQ1AWPU9O+Kw+R/y9ubp7K3eGa7ir6ltHOjSLTryjWrrmZmhp/FyXlmDxyseHfX+u4GmyarwMVYYEeHGj4hG3D3eGza7tYL61nsrpPUt7mN4Zo6leSSKUdeSkMKqf2chPmTy7o3lfyBeaVoVt9Uslmt5Fh5ySfE93CWPOZpH3/wBbBbfln5PRSzWxVVFWYuAAB3O2R3zF5U8oWvlq41vQDHO0UkCxXEMiTR1a4iicck5LXi5w6eGn8fFWWZPHGhwVvffxo1U9UdPmEsMAPDnZGQmhwnp4bPptI0vXNEg0/WLSK9tJIoy0M6h1qFFGFfsuv7Lr8S4H0DyZ5X8rtI+gaXDZSSjjJKgLSFa14+pIXk4V/Y5ccjk/knyDp+mx6nq/pWNuyIzzTzLFGGda8Q0lP9iuO0vyV+Xet25u9Hkiv7cHg0ttOkqhuvFileLb/ZbK5Q0/Ef3s+Z/yf/H22OTVcIrBj5D/ACp/6ppndflp5Evbma8u9Ctpri4dpp5WDFnkcl3dvi6sxrhF5l8q+XfLNrpn6B06Kw+tarbfWPRBHP04bn0+VSfs+o//AAWVqPl/8qNIuxYapf2lndmn+jz3UUbgHoWViCgbtzwN5o8neW9KttKutMhDLeXsUDvyDq8MsUrniR2bgvxLlumhgGeHDlkTewMK+3jadZPUnTZRLDADhNkZCfs8N6HquiaPrkAttZsIL+FTySO5jWUK38y8weJ/1cU03S9N0e2Wy0qzhsrZdxDbxrGlf5uKAfF/lZErz8v/ACJp1u13qCpaWyfbnnmWONf9Z34qMbp/kT8v9Wg+taW0V9b14+tbTpMlR25x8lrvlPBpv9Wn/wAq/wDj7keJq/8AUMf/ACtP/VNkN35R8rX9+NTvtFsrm+BB+sy28byEjoWZlPJl/Z5YUeZ9vNvlMD+a7/7F8Lbryl+WVheJp99dWtteyU9O1muoo5W5fZ4xOQ5r/q4B1ryX5f0/zBoOnW9vS21H6wt0pNSRH6PChptx9Rsu00MAyenLInhn/BX8Er/jcfVz1Jw+rDADjx7jIT/lI1/k2Za/5K8qeaJI5te0qC8mjHFJmBWQL/L6sZSQp/kM3HDPTNK03RrNNP0m1is7SOvCCFQignqaD9o/tNkG1ryr+WflyFJ9cmisElJEXryhS5HXgtOT8a/FxGCNM8jfl/rNmmoaTwvbSSoSeCVXQkbMKqPtL+0uU8Gm/wBWn/yr/wCPuR4mr/1DH/ytP/VNlOs+XdE8wpAmtWUd6ts/qwCUE8H6cloRhFP/AOTLg/7ZS/8AJ24wv1fyf+XGgQJc61JFYQyt6cclxMsYZ6FuK8upoML5PJfl9POaaELf/QZLBblkrv6vqTJy5U/lQZdghgvJWWR/dzv0VtXP63H1M9SY4+LDAfvcdfvCd+LYf3bN7/yl5W1W8Goalo1ld3gp/pE9vG7mnTkzKeXH9nlhs0MLxGB41aFl4GIgFStKcSvTjTtnNtY0P8qNAuEs9ZvbeyuZKFYJZ1D0PRmWlUU/zv8ADho3kDyIti2plV+orEbg3YlUxeiF9Qy+oPh9Ph8fP+XKeDTf6tP/AJV/8fcjxNX/AKhj/wCVp/6psg0zyp5Z0a5a80nR7OyuXrWe3gjjeh6gMqgqp/lXCfRP+U98zf6tr/1DwZGFt/yWdgiaxYszEBQLqOpJ6DF9M8l+X7rzRrejzW9bSx9BrZa0KmSGJ33pvyZ8uwwwcOassj+739FUOOG/1uPqJ6nj094YD97t+8Js8E9v7vZ6IdI0lr0ai1hbm+FCLswoZtun73jz/wCGwW6JIjRyKGRgVZWFQQdiCDnPrzyl+WWn3SWN/dWtreSU9O2nuoo5Wr04xuVc/dhi35Z+T0Us1sVVRVmLgAAdztlPBpv9Wn/yr/4+5Hiav/UMf/K0/wDVNk9lpmm6aHGnWcFoJDWQW8SRcj4twC8sjPkb/erzL/21br/k9JhdYeUPy01WaS30u5tr2eLeWK2uopnQA0+NYyzL9OAPLHkvy/q02sRXlvyWwv57a3INCIkkdVU7duOXY4YPCzVlkRUbPBy9X9dx809T42nvDAESlQ8Q7+iX+17PRE0jSY7xtRSwt1vmqWu1hQTGvWsoXn/w2L3FtbXcfo3UKTxEgmOVQ61HQ8WBGc8Pl78qRqX6GN/aDUi3p/U/rUXq8yaenwry9T/iv7eK6l5U/LDRpUg1i8tNPmkXnHFd3cUDMtSOSrKUJWo+1lPBpv8AVp/8q/8Aj7keJq/9Qx/8rT/1TehIiRoscahUUBVVRQADYAAZDvy0RJPJ1tHIoZGLqysKgggAgg4T2ug/lJf3EdnY6pYXNzMeMUEN9BJI7fyoiMWY/LEfJfkvy/r3l+31HUbfncvVWZTxBC0ptTLoQweBlAyyrihZ4OX11txuPOep/M4ScML4MlDxDvvjvfw2cad5T8r6RdtfaXo1lZ3bVrPBbxo4r1CsqgrWv7OCtU0bSNbgFrrFjBfwA8ljuY1lAP8AMvMHi3+UuQW18vflTe6gdKs7+0uNQBI+qxXUTyEjdlVFJLMtPiVfs4K1TyV+XeiW4utYkisICeKy3M6RKW68VL8eTf5K5Twab/Vp/wDKv/j7keJq/wDUMf8AytP/AFTTrV9H0rRfJ+t2mkWUFhb/AFG6YxW0axKW9F/iIQDk3+Ucbo+kaXrnk+w0/WLSK9tJIVLQzqHWoJowr9l1/ZdfiXItc+V/y/vfLuqat5emgvjZ2s8qS28yTKkiRM6cwvKm6/ZbBek+R/KV1oVvq+pxLEXh9a5mdwiCn2nZm2XxbLhDB+XI8WVeIN+DrwnauNxzPU/monwYX4UtvEPLijvfhsn0DyZ5X8rtI+gaXDZSSjjJKgLSFa14+pIXk4V/Y5ccT1zyJ5R8yXaX+t6RBd3aAKJ2DK5C/ZV2jKeoo8JOWRvSfK/5Ya68sWi3VtqEkO8sdtcxysorTkVSp4V/b+zl6t5W/LDQWjXWrq3sHl3iS5uEjZh05Kr0Yr/lZTwab/Vp/wDKv/j7keJq/wDUMf8AytP/AFTTbzzaWth5IubOyhS3toGtEhgiUIiKLqGiqi0VRhrdaDo3mLRbaw1uyivrb042Ecy14sEHxI32kb/KQ5CPM3k7yrYeWZdc0VFkYG3a2uEdZI2WWeKMsrLVWBR24suLT+Xfyu04QRaxfWVhdyxJMYLm7hhfi4+0ElZX4V5ccuMMH5eI8WVeJLfg68MNq43HjPU/m5nwYX4UNvENVxZN78Nmmg+WPL/liCS30DT4bGOUgy+kPicj7PORuUj8a/DybAOr+QPJmvX/AOk9W0a3ub3blOylS9Nh6nAqJdv9+csjdj5e/KfU7qOx03UrG8u5a+lbW97BLK3FS7cY42Z24orM232cvU/Lf5WaLcJaave2tjcSUKQ3FzHG5B2DcXoQv+Wfhyng03+rT/5V/wDH3I8TV/6hj/5Wn/qmnPnKztBB5bsBBH9T/S9rD9W4L6XpelMnp+nTh6fD4eFOPHNke8xeTPK+lpo1xZxhYL3UIbe4lLqUNvLHKzkPSgFEHx5sz+HF/J1eJLh8T6uDe/6vF/vnU8ef+WL8OPH4H08fpq+fHwf71//VP/zB8w3vl78obN9PlaC51BorFZ0JDosgklk4sPslo4XTl/l5DNI8tflpc6todl5Q82NpnmexkQy3jxyyxXU4A5JCxa3g/vP3arHNxmjbh++yY/mLoF7r35QWQsImnn05ob/0UFWZEEkUnEDrwjmaT/YZzrzbq/kvzXovlrQ/IOkNB5lWaJSIIBFIgEZV43mWnrsZvTm9b4+PpvK7p8WW5/77L/Xl97Tpf8Xw/wDC4f7l6v8AmqPP2ordaP5fEdl5dTTZLzVtVbaRiom52Ue/L44ok5cE/wB2fvJUT7UX8i/+SOuP+Y5f+oyDOu+Z1dfKOsrI3OQabch28SIHqc5F5F/8kdcf8xy/9RkGHTf4xh/4ZH/dMdZ/iuf/AIVP/clLPP8ArWg3f5hadpvnOWT/AA1omnRStYxcz69xLEJAAIyDzf1IlLck/dw/ayV/lJZeSZNZ1jWfI2qTRw3EYSby/cxkegCVMcvxOzzBXWTi6yfCs3pYTecoIPJ35g6L+YGr6Y+oaBcWUUNxJGgkMFykXoo3F/3fLj6TR8mT/dnD95Hl/l3LF5j/ADQ1rz5oti+meWUtWSSWRBEskhSMOOMZKcmeN7iTjy48f3n7yTK5fUfeW6H0x9wRGqflV5S8q+W/MOu+eL/9L6jc+rJb6i/qW8gldCYkiiWWQSXElxVvi9Rf+efqYh5Ph1OH8svK/wCki/GTWhJYrJWq2xjn9Olf2GcSPH/kNkH1n8ytI82+chqvm+C6uvLens36L0a24cWoaK9zzaP+8pzl/wCRP91nWbjzdpvnTyxomq6VayWdrFrUdqkEoRSPSt5T8IjLKEo445dpP8Yx+9o13+K5v6pYr+Z+saHqX5mW+i+crqSHyvotoLia0jL/AL+4kXmoAi+Pm/qRJ8P2Y0f44+Tvki/KPS/KCaxrGseR9ceTTrhAkvl+aJ1a3PwmKRmlkMkvFllCScfsS+nz5rhR+YVvYeU/zU0/zt5h05r/AMvXcAikkEYlWK6jQxKWjc8CVUROnL/LeLlJDiP5dNH5i/NPXPNflCxNhoAtGhDSR+lFJOyRAK0cZ4j1JkadkT9leb8JJMx3JS3zz+X3lPyXoOq3/mrUp9Y8z6zJLJo90qSQn1Rxd+UaPLCf3kn75pm/u/7hEfJp5ettXtLT8uLfXXL6gkN36hZubCNnha3VmqalLcxJkZ1P83NOvdI1zQPzF0BY9fgE9tZ2scHJP3iBV/eTO8kT+qvqeqnwtH6UkXx4N/LzTdY0vT/I1vrKyRSPNqM1rBKCHjt3a2aNSp3Xk3OVV/4szI0v97/mZP8ApnJxtb/cf8lMX/TWDGtf8yeUZfzO8x6h5/hn1Gy02lhpWmRKX3QhHcKXij4rxkk+OX7c32f5ei/lDF5KsNK1nVvK2qzvpk0nr3llfcU+o8A7jkP2R6J4tM0kiS+j9v4GyMapdJ+VP5nax5o1jSZr3RdbjL2l/bortFLIVaaOsjJGrNIHVl9RG9P03/ycB+SvJWrec7Dzxf28b+XdM8zSxrpyuhA4Lc/WnpEpj5RiL9xyX93+9k4fZfMdyWKfmpq2r+dIh5zblD5ajvG0vQYHFDIqq7z3VP8ALeJeX/Ir/dGd9vJFh/MaOZqlY9IDsB1ostwds4d+ZX5e+Z/KflzTYbvX5dZ05JxBa6ckTrHCRG7eoq85FGwZfs/t51fy7o2p6R5ts9K13U31m7Glt619LyDOslxdFVPJnb4EPD7WZGm55P8AhU/ucbV/Ti/4dj/3TxfQvMP5e3lprGo/mDBdajr+t3MvGa3XmbSJlXhMpeSFAwkZ+KL6vGOGNOHD4c6ZrM+jeWvyLuo/LuqSapp94v1axuJqBwLqUCeHiqrw9NfrH7tl5K3w5FNE1qD8prPzH5K8y6BPeXN/LJ9RukiRo7uJ0EUSOzleUHw+ovp+rxeSVPT55IPKmj+efKn5PzTabYJNqs149+NNu4TNILSSNISqW9f774PrHp/ycv3fP4cx3JYT5Sufyxs4tGtvN3lW8gkuAtfME09zHDJLyr6oiSSKP0Eqo5xc/h+0mdpfUjpGv+etXUBzYWS3aqeh9Gzilp/wucx84ed5vzb03S/Jvl7QbmPVRcxS3zSovpWzIjxMEZSzLF+8bnLMsPFE48PizpFpov1zVfOPl71K/WNOhsPVbvzsYYOZp865kYPpz/8ACv8AfwcbU/Xpv+Hf9O8jxPSP+VaatoEs/nTVbgebtYllmfUwk84tP3nBDLHGUjk9XiXZfjfg3+6vgyffmdeTaH+Xvlfytb62bu01SVYJ9ZB4iWyjFV5cWf8Ad8JYeX7z94kX+XkN0/X/ACp5b8h635I8yaC6ea63ESs8CMxmkFLab1mPNPq7cWHH4XRecXP1cONf8ma5F+T/AJWur2zkuJ9FuJbq8088hItncyNJRh9teKiL1Ph5QrI3++2zHclG+VtK/Ky/85aPN5D12fStQ05qtbzxzMNQ4kcuMs7x8PViEqSRKq+or/BEnp5JdV1m68v+TfzA1Sycx3Md/cRQyrsyNcXRthIpHRk9bkpyEa3rPl78wPNnlC2/L3SpLS8sp1lvJ0gS39KFXideXokgrbcJG5fZX7EXP1Mnt3oNx5n8q+fdEtByubi/uWt0JpylhuWuI0r/AJbxKuZGL+5z+6P+7cbP/f6b+tP/AKZyeVabB+T17oel6Pf31zY+YZvSnvteVJHjSWT4nt35OEVU5en6oh4Iyep6n287vrv5ceUvMsFle+Z+d/Np9mkH18zPCHjjHNpn9JlT4yWkZs4bf+adEv8A8u7X8ubfy7PH5tikig4fV1DLPHKGlmU1+setOnON09L/AHY/7GdT87S6h5S/JNbC5kI1FbC00yUg1o0gjhnTkOoWL1U5ZjuSxX8pvJeh615rvvOml2j2nl7S5zBoUDvIzyyqtGuJGkZm+FW5cPsc5OH+6X5itf1u70T8kmaykaGe+nSy9VCQypJ8UtCP5443j/2edJ/LTSo9G8h6BZooUtaR3EvT+8uR9YkqR1+OXjnPtS8t3vmf8mGs9OjM17bSreQQLUs5iNHRQPtP6TycF/af4cyIf4tm/r4/9+42T/G8H/C8v342HafZfk9qUmiaPpeqXWj67avEZNdCP6dxccRUBpX4Q/6RRo5PSjT4eH7XLJR+b0Nnp3n/AMteYPNijUPKywmCWxVlLiUeqWf6sXVpI+bwSSMv2vT9GT/dfOIeZPMmi+d/LHl/yR5Z8vTReY7aSKORBDGgiMcbRTqsin1OMkpEkjSrH9n1JvjyW+dRceT/AMy/LfmzzLDJf6BbWUdqbtEMiwzpHJGzFT+360i3C8vtcv3fKSPMdyUn8qR6dqvmTztr/k6Maf5XTSLmFrMsqM8jW4oRa8meOP1UklR/sL9j4eXpqO/M3Vo18v8Akfy5e3TWmj6jIZtYmTlX0IXjXolWk4rLLJ6fH+8SLELOcebfPPmvzj5at5IPLsWj3cN1dshiS4lNqUpx/naQLLx/lh9STi74Y/mLoU8/lryZ5rjsTqVpoMgfVLJQW9S2Z45G5Lv+6/cNHJt/u34vgzIH+Kn/AIaP9yXGP+OR/wCEy/3cFnke3/K3VvPNjqHki/udFvbJGVdLlRuF4oDCUrJNJL9qJvii5c/g9b0/hfCmCLyjqP5peb0/NGUJ6cjppa3UkkMXohyIqPGyb/VfRaFeX7Tt9vFzq+n/AJl/mX5WvvJelzWkWkPFPqt28SRfuo5Fl4P6TOvEIrwpyb42l4/Zw08+ea/Ldn50uNP/ADH8qJcWdvHy0nU7dC0067OiuzSQq8Q5OjJyf05v2cx3JSLyNq0L+WPO+gafNJPotlfWk+jtJWoglveG/KhXmkUL8eP2/UzqnmL8vfI+v28fmPzRbszWligmuBPLGqwQoZCSsbKPhq+c78q6FeQ+TvNvmy7sf0bFr95Zvp1iFEYjtY7xXTgg48Yv33px/D9iHn9h8l350atJpn5XiGJij6k1rZch14spndf9nHAyN/k5kH/FYf8ADZ/7mDjR/wAcyf8ACcf+7yMd/JXyXpl7rF5+YNtaPY6bHNLb+XbNndmCcTDLcSMzNzYozRfa4er6/wDJHhd+W/k/R/zPg81eZfMkbXN9e3TxWkrSOhgLJ6gdVjIX4OcSorc0VIuH2c7Z5P0qPRPK2j6VGvEW1pCr0pvIUDStt/PIztnC/LHm8fk1L5m8q63p9yZnna40d41Uxy7GOJizsv7p1WJua+p/uxP7z4cx3JS/StWudQ/JOazuXZ/0bqNxbwFt6QtYTzKlevwvJJ/seObBtr5Y1HRPyaVby3eO+1a/muo7Yq3qhGsZ4YEMfXlJ6fqKv2v3q5s2X/Or/wCSrp/+d5/1r/pf/9bqflnzH5ettBsLe51ayhmjiCyRSXESupBOzKzBlOCrfVPIdncSXdpe6RBcy/3s8Utskjf6zqQzYVaTpnlKDy7p+oa3HaW/rIqtcXLrEGcgkDk7Kpcqpxan5Y/8tWk/9JUP/VTMzMNN4uSzkvjldCNXfvcDTHV+Bi4Y4q8ONXKV1w/1U5fzP5VkRo5NZ09kYFWVrmAgg7EEF8jPnLVvLLeU7uw0i+sGd5LYx2tpLCSSLmFmKxxNv8I5N8OSI+VvK6xmVrC3EYXkXOyhQK8uVacaZF/NFj5Um8o3er+XhaTqslukd5ZyLKtTcxJIokjZl+y3FsOnGm8fFwnJfHGrEau/ejVHV/l83FHFXhzupSuuE8vSyWz8zeWPqMEUusWH90iujXMP8oBVgXxdfNHlVFCJrOnqq7BRdQgAew54UNY+RLGG2TVf0fa3MsKS8LiWOJmDD7YR3X4SwbH21r+XV7OltZyabcXEhpHDFPG7sQK/CiuWbYZXIabiNnLzPSP622J1nCKjh5D+Kf8AxCa/4q8sf9Xuw/6Sof8AmvIt5513Q7220hbPU7S4aLUopZVhnjcrGsU/KRuDHii1+JsMNVj/AC30OVINZk06wmkFUiuJUjcg/tcGYNx/yvs4VebdL8vxWOi32jwwGG61CFPXgIdJYmimanJSyOjFVy3TDT+PDhOS72sRr72nWHVflsvFHFXCbqUr/wByyuXzJ5SnjaGfV9OlicUeN7mBlI8CpehzQ+Y/KNvGsNvq2nRRLsscdzAqj5KrUwuurP8ALyxne1vX022uI6epDNPHG68gGXkjuGFVPLHWWn+QNRm+r6f+j7uYAsYreaOV+I6txR2am+U1pe/L8o/rci9Z/Nw/6af/ABCMl13yZPMlxNqelyTRf3crz27Ov+qxbkuRzzFruh3HmjyzcwanaSwWxujcSpPGyRhjbhTIytxTlT4eWGstn+XkF+ulzvpseoOQFsnnjWck9AIS/qb/AOrhTr+haRa+ZvLdrb2cccF2boXMQHwuF9DjyB/l5txy7TDT+J6TkvhnzEf5kr6uPqzqvB9UcVcePlKV/wB5Gv4WVf4q8sf9Xuw/6Sof+a83+KvLH/V7sP8ApKh/5rwomh/Le3lkgnn0uKaJiksT3ESsrKaMrKZKqyn7S4IsdK8i6oXXTUsbwx0Mgt5ElKg9OXps3GtMprS9+X5R/W5F6z+bh/00/wDiEf8A4q8sf9Xuw/6Sof8AmvItNruhn8wYb8anaGzXTVia5E8fpCT1bhvTMnLhzoa8a5JH8seVkZUewt1d9kVtifkCd8jUuhaQvn6LTVs4xZPpqytBT4fU9WYc/wDWoi5dgGnvJwnJ/dzuxHlW/Vx9SdVw4+KOL+9x1Upc+Lb+FlX+KvLH/V7sP+kqH/mvN/iryx/1e7D/AKSof+a8KJofy3t5ZIJ59LimiYpLE9xErKymjKymSqsp+0uL2Wl+RNS9T9HLYXfogNL9XlSXgDWhfg7cenfKa0vfl+Uf1uRes/m4f9NP/iEw/wAVeWP+r3Yf9JUP/NeRbSNd0OLzp5hvJdTtEtZxbiC4aeMRyFYIQ4jctxfiftccP/0B5NOwtrT/AIIf81ZHdO0jQ182eZLe8t4V0+ySCVRLtHEv1eJ5G5MfgX4nd98uwjT8Oajk/u97EeXHDlu4+oOq49PxRxf3u1Slz4J8/SyaTXvJks6XMup6Y88X93M09uXX/VctyXFv8VeWP+r3Yf8ASVD/AM14S0/LH/lq0n/pKh/6qYPg0LyZdWpvrW3s5rMBibmN1eKifbPqKxT4afFvlNaXvy/KP63IvWfzcP8App/8Qqwa95MtS5tdT0yAyHlIY57dOR8W4sOWRzydruh2lzr7XWp2kC3GpXMsDSzxoJI2lk4yR8mHNG/mXDDTI/y31q4ktNIl02+uIgWeG2mSVwo2LcUcnjv9r7OFnlbSNDmbzC+pW8Jt7HULpUkm2WKGOSTq5I4xxon7X2cuxjT+Fmo5KqN7Rv6um7j5jqvG09xxXxSqpSr6Jc/Syr/E3lT1PV/TGnepTjz+swcqdaV59Md/iryx/wBXuw/6Sof+a8Jaflj/AMtWk/8ASVD/ANVMc0X5aoqM8+lqsg5Rk3MQDKCU5L+8+Ic1Zf8AWXKa0vfl+Uf1uRes/m4f9NP/AIhOP8VeWP8Aq92H/SVD/wA15Fvy813Q7DyvbW19qdpbTqSTFNPHG4BAIJV2Db4aW1r+XV7OltZyabcXEhpHDFPG7sQK/CiuWbYYReTbPyx/hO01HzCLWMu5i+s3brGGanILzdlDNQNl0Bp/Ay0clcUL2jf8dVu48zqvzOG44r4MleqVc8d36WYDzN5UV2kXWNODvTm4uYKmnSp55beaPKrqUfWdPZW2Km6hII9xzwmp+WP/AC1aT/0lQ/8AVTBl9o/kfS7cXepxWNlbNss9zIsUZrvs8jKuU1pe/L8o/rci9Z/Nw/6af/EKHmLzF5ak8tata2urWLO9jcxwwxXEJLM0ThURFbdmP2VXN5Z8x+XrbQbC3udWsoZo4gskUlxErqQTsyswZTgXVNL8oXflfVtT0SO0uVis7l4bq0kWVVkSJnUrJGzLyX4WxPSrHybb6Fplzrgsraa5iqr3UiRGQrsxXmycuNV5Uy4DT/lzvkrxB0jd8J83HJ1X5qPpxcXhS/ilVcUf6LIU8zeVIgRHrGnICakLcwDc99nzP5l8pycfU1jTn4nkvK5gNCO4q+FMcX5azSJFFPpckkhCoi3MRZmJoqqokqSTimrWf5faCiPrX1DT1k2i+syLGXp14B2Ban+TlNaXvy/KP63IvWfzcP8App/8QgfPWv6De+WLu1stUtLm4kktuEMNxFI7UuYmPFEYsaKOWHdl5o8spZW6trNirLEgZTdQgghRsfjyOebNL8tf4Qn1fQ4rd1ZrY295bMHUq9zEjcJELKwZWZcNZ9M8k6XpkGoa1HZWULohae5dYlLsvKgLso5H+RcuI0/5eO+SvEl0jd8MPNx4nVfm5+nFxeFD+KVVxZP6Ka/4q8sf9Xuw/wCkqH/mvGt5m8qOVL6xpzFDVCbmA0PiPjwv0rT/ACDrsTT6MtjfxoaSNbSLLxJ6B+DHh/ssQ1OP8ttFuEtNXl02xuJKFIbiZI3IOwbi7ghf8s/DlNaXvy/KP63IvWfzcP8App/8QhvNev6DdSaB9V1S0n9DV7eab07iJ+ESRzc5H4seMa1+J2+HNiXmrRfL9mmg3FrbQxQXGqW8c8qmiPbvHK7Bmrx9NuKtmzP/AHP8nc58Hidw4rdTeo/lj6cfH4HLilwVffw2/wD/1+kf4Q0bzr5K0jStcWR7aEpcoInMbeoqyRj4h24yvnI7j8s/Kus/mPF5O8tRzR6fpSev5ivXlMh/ZItoa/Cr/EsZb+Z5P+Wf4+46FeJp/ky3v5RWO1s3ncf5Mas5/wCI5BP+cf7R5tA1fzNeHnf6zqEjTTHqyxgNU/8APaac5bn/AL7L/Xl97Tpf8Xw/8Lh/uUX+aVj561KG40fQZI9O8q2+mPc6lfV/fSMgm5WS/FzZWiii5cVT+8b1Zm/usjPkX/yR1x/zHL/1GQZ2DzZ/yiuuf9s+7/5MvnH/ACL/AOSOuP8AmOX/AKjIMOm/xjD/AMMj/umOs/xXP/wqf+5LO/Mf5beUPNq2mueYxKJLWxjhMqTGJFhj5TVbb9n1Hq2c+/J3yTpGp+Zr3zvp0MttoWnTPb6DDI7NJK/HhJcSs1PhCP8AY/35Jw/3R8c0/NzV5NJ/K259Fikt/Hb2KsP5ZqesP9nAkqZJvy/0mPRPJWh6dGoUpZxSSgf79mX1pj/yNkfK5fUfeW6H0x9wYRd/lT5XsbzzF5v/ADD1AarBdFp1lkElstsrFqovCZ2kYAxQ24/yOEcfxZDfy7h1CPyPZSzmQadL5iQ6YkvXgLeUSsnbg0m3w/D6qy4UeffzI0/zV5xFlrf1l/J2kzsqWFkVD3UkRKerIztHRZD9n9qOH+74ySPJnQYvOuh+cdA0oaBYSadZ6Zq9rapbyLGqhfq85URrEzKFVcu0n+MY/e0a7/Fc39Up156/LbyBeSap518zLcKyxCa8eOYoCIIliRUSn22WNEVf23yNfkj5GSG0vvOyK1hLqizW+iQEmT0LYttNJy4+s7Oi8eXw8I+f+7vgMf8AnIG/uF8taZoFq3GTWb5I3HZkiHLif+e7wN/sM6YllJpOhDT9EjQy2Vp6GnxS7Rl4o+ECycePwFlXnxzHcl88+e/y+8peRvLk1vqt7Pq3nPVZvV0u7VZY+QEkYl5x85Yf235tK7yu7/u86ZbQarbSfl3BrbmTU47aZbt2bm3MLbfacE83A2d+XxtkB1382dI1/wAq6xonnHQfT82cZbS2gS3+FHbaBw8rNPFJbyHm6/tcfg+3xyTeUNP1fS9P/Luy1sOl4i3zejLs8cTSQvBG1dwViKfA393/AHf7GZGl/vf8zJ/0zk42t/uP+SmL/prBr8xPy5/LnRNO1jznq8FzJczSyXHpLcFRLdXLlljQU+FWlf8A2EfJv2cG/lF5UtPIflG480a3J9WuNRhF5eciQlvaxhpIY+Jq3Pg/qP8At8m9L9j4wH5xMdc83+SfJbGtpdXYur2Psyc1iB/2MQuv+DyUfmx5U8xecPLsGi+XZooa3CSXkczmNJIkVuKEork0l4Px/wAnMdyXjsuua35p/NLyp5m1KJrbTb++jXQ7Z9itpDMEDlfGV+TM37b/APFXpZ3Cf/yZcH/bKX/k7cZwrzPpv5kWHnDylYapc2I1aP04tANsqrBCFkCxq6rEi8Vfj+w/w52mwXUU876UmrukmproVuL+SP7DXAab12SgX4DLy4/DmRpueT/hU/ucbV/Ti/4dj/3TF/zE/Ln8udE07WPOerwXMlzNLJcektwVEt1cuWWNBT4VaV/9hHyb9nI/p3lv/lX/AOTeu69d1TV/MdtHEYKkCOG5b0oYQpNfU9GeSaXl8X+6/wDdfxn35xMdc83+SfJbGtpdXYur2Psyc1iB/wBjELr/AIPJh+al2mm+T572TQ4detraRGuLK4qEjjoy/WKKrE+kzJ9n9jk/L4cx3JeCeSdF/KTVH0u01jV9UtdbmKGRh6Mdl65aqRK7wSuv7K8pG4cv287vbafb6t5r85aVeAm2vraK2nCnixjmtIo34t2PFs5L+YvmnyV528v6F5f8lafz1qS4iENrFbGFrZSjI1vz4osnN3T+6Z4v3fqO/wAK513yvFNB5w16G4f1Jo4LJJZP5nW1twzf7JsyMH05/wDhX+/g42p+vTf8O/6d5HlP5kflt5M8vfovQPLdrPP5l1yZYbJJZ2ZIo+QV5pFA6b8Vr/xZJ/urDP8AM/T4fI3kLy35Esrx4bK+uiupXprV0UiS4ZlFf3bSzer6X/Faphp5fP8AiX8+Nd1Gf44fL1qbWzBoeDjhA1P9lJeN/s8Mfz18uXmsaBp+rWNob5tFuvXubRQSz2zgCagWpNGSPn8P93zf9nMdyWI+WLb8pdW85aM/kzULrQ9Q05/3UcqPwvyhG3qTO/H1YxIjpSJ5Vk+xnSfLOn2+rQecNKvATbX19fW04U8WMczzRvxbseLZyjWNd0r80PNXlK28jaRNZ3GmzLLe3RhjiEMKvE61aBmHp2/pyMvLj8XwQ/E+dh8jf71eZf8Atq3X/J6TMjF/c5/dH/duNn/v9N/Wn/0zk8i/Mj8tvJnl79F6B5btZ5/MuuTLDZJLOzJFHyCvNIoHTfitf+LJP91ZPH/I/wAjJpVjHq7TyHS7T0ZboTGJSA8lzNKy7hB6s0rf5EeFXl8/4l/PjXdRn+OHy9am1swaHg44QNT/AGUl43+zySfnZq8mk/l5qXosUlvzHYqw/lmb98P9nAkqZjuSwP8AJ3yTpGp+Zr3zvp0MttoWnTPb6DDI7NJK/HhJcSs1PhCP9j/fknD/AHR8cw8veUNG86+QLDStcWR7aG5+soInMbeoqNGPiHbjK+Sr8v8ASY9E8laHp0ahSlnFJKB/v2ZfWmP/ACNkfCryFeJp/kL6/KKx2sc07j/JjTmf+I5kQ/xbN/Xx/wC/cbJ/jeD/AIXl+/G8luPyz8q6z+Y8Xk7y1HNHp+lJ6/mK9eUyH9ki2hr8Kv8AEsZb+Z5P+Wf4zn80rTTdN/MfQdU85xtc+TvqxghgViwjkRXqGhVhKy+oYZJGX7afB8fD08Pf+cf7R5tA1fzNeHnf6zqEjTTHqyxgNU/89ppzhR53ubfyz+cmneZvNsDS+XZLURWVyYzNFBII2U/AA1XjlLScQvP976qfZzHclKfJVvaXWsef9a8oI1r5NOl3EEdu7ULTmFWUiFmaRVDLcvGzfYjk9P8AazpL+QPL3nny3oH6eSV/qEMn1f0ZDHT1inqcqD4v7lM5xo0sOv8AnTzx5n8qwNB5YOkXUMswjMUU0pt1HwxsF4u8qPNTjy4/G/H1c6bf6vJoX5U3OqwMUng05/QcdVlesUTf7GR1OZA/xU/8NH+5LjH/AByP/CZf7uDy/wAm/l/5b178x7qbQI5Y/LPliVOc7yM7XV7GxKBH2pCrpy+D/dca/wDLR8D9Uj8tX/5z65D+ZkgTT44AulLcyPFb0CxGIc0ZeKmMzP8Aa4etz/3ZnRPyQ0mPS/y706UKBNqDS3k5Hcu5jj/5IRxZF/zK8z6FYecE0z8wPK8d7oaw89N1WFWNwxIVinPnCvCOX1Ukh9T/AH1LmO5LEvKuqWEKeefLmgzvP5dWa1vNL5kkKq30MTFOfx0kV4/tfEyxJkg/NmC2s/Mfk3zB5kX655VhgSC508OvP1Ryd5BAWR5VdWg9Th/vjhJ9tMLfLejS3OkebvPC6d+itL1OSzt9FtOAj/0ZLyE8gi0HHjHCvMfDJJ6uG35gGXy/5+8o+ddatZLzyza2kcLlE5rDMFl+Jl6c1aWKdCf7z0uP+6syD/isP+Gz/wBzBxo/45k/4Tj/AN3kUPy0XStZ/NTUNd8kRDTvLdvaenc2pKxtKzqqjjahmdIvWHqcuPp/u/534YE/Lfyfo/5nweavMvmSNrm+vbp4rSVpHQwFk9QOqxkL8HOJUVuaKkXD7OGfla7Tzn+c7ebvK0Ekeg2lq0Wo3hQxJcSNC6KCDSrtI8TcW+Ljb+phJ5Y83j8mpfM3lXW9PuTM87XGjvGqmOXYxxMWdl/dOqxNzX1P92J/efDmO5KX6Vq1zqH5JzWdy7P+jdRuLeAtvSFrCeZUr1+F5JP9jxzYNtfLGo6J+TSreW7x32rX811HbFW9UI1jPDAhj68pPT9RV+1+9XNmy/51f/JV0/8AzvP+tf8AS//Q6JoHnbyxY6JZ2F7dOs0UXpzR/VrhxWpqOSRMjf7E4Yx+f/JkS8IrtkXrxW0uQPuEOIWWo6BoHkq11zXfSitYIFMszxh2JJ4IqgAu7saKq4QaV+b/AOX2p6hbWEljcacLxglpd31pHHBKSeK8JEeU8S1PjdVT+fMzMdN4uS4ZL45XU41d/wBRwNNHV+Bi4Z4q8ONXCV1w/wDDGTn8wvJ7Aq165B2INpdEEH/njhB5t82+WdS8t3WmaVOWnle3McK208SnhcRSOeTxJGtERm+JsmWrz6DoWm3OrapHBBZ2qGSWRkToBXiop8Tt9lE/bbITqPmHQ/OH5dXfmDRrN7aA3EESieKOOUMl1Crf3TSrQ1/nw6c6bx8XDDJfHGrlGrv+ojVR1f5fNxTxEeHO6hIGuE8v3idwee/JxsoILm6ZikaBke0uWAZVA/3yRgkfmF5QAAF64A2AFrdf9UcA+Y/N/lHyVpmnza5GJLm8jX6vawQrLPKQq8mCnivVh8UjriXlLz/5L84X0ulWVo9lqcSlzYX9skMpUfaZeJlQ0qG48+fH9nK5HTcRuGXmf44/8Q2xjrOEVkw8h/k5/wDVRM/+Vh+Uf+W6T/pFuv8Aqjkc84ebtA1aDS49PuXla2v47mYG3nTjEkUys37yNK7uvwr8ebzR+bP5e+VdUk0e6t3vbuA8LlbK3ikWJu6O8jwrzX9tU58Ps/axusa75d8z6FoOteXWje3fVoo3KoI5EcQzFopVpyRx8J4/6rr8GW6Y6fx4cMcgN7XKJH+4adZHVflsvFPERwm6hIH/AKaMik8++S5eJlui/E1XlZ3JofasGP8A+Vh+Uf8Aluk/6Rbr/qjgHzf548m+S57ey1K2NzqF0OcFhZW6SzspPENxYxovJhxXk/x/s47yf508nednuLfSrf0L60HK4sLyBYp0WvHlxHNGUN8LcH+Bvt/aTKb0v8zL/p4/8Q5HDrP9Uw/8q5/9VFV/O/kWS4W7eYNcpsk7WVwZAPZzByGEeu+btAvfMXl+/trl3trA3Bu5Pq868BIYOHwtGrvXg392rYH1b85fy20jVpNJkgluWhcxT3dtbRvAjqeLjk7JI/A/tRRSf5GGuqy6VqGv+Tr7S/Rmsr1bp45YlHCRG+r0rQe/2Wy7THT+J6Y5L4Z85R/mSv8AgcfVx1Xg+qeIjjx8oSB/vI1/lEzbz75Ld1le6LSL9lzZ3JYfI+hj/wDlYflH/luk/wCkW6/6o5H/ADB+afkTy/qtxoxsZ9SvLOv10afaxyrAV+2JHdoh+7/3Zw58Ps/byT+WNa8r+b9LXV9DWKa2LGNw0QR45FoWjkQj4WFf+acpvS/zMv8Ap4/8Q5HDrP8AVMP/ACrn/wBVEun84+QLq4hvLl0mubfe3nksJ3kjNa/u3aAsm/8ALhNL5u0BvO8WtLcubBLBbZpvq89fV9SZ+Pp+n6n2XX4uHDDrzH5x8n+V9X03QtRhD6hqjKkEMEKPwEjiJHmqV4I7n4f9R8TmtbYfmPDCIUETaWpaMKOJPrXG5WlO2XYDp7ycMcn93O7lHlW/8Dj6mOq4cfFPF/e46qEufFt/lEU3n3yW7rK90WkX7LmzuSw+R9DHn8wvKBBBvXIOxBtbr/qjkX1X83/y+0zULmwjsbjURZsUu7uxtI5IIiDxbnI7xHiGr8aKyfyZK7fX/Kd35Yl832ghn0iKCW5eVIlD8YQTInBgreqOBTg37WU3pf5mX/Tx/wCIcjh1n+qYf+Vc/wDqolVj5i/LHTLh7zTYLazuZK+pPb6bLFI1evJ47dWbC7S/N2gW3mzXNVmuXWyvRALaX6vOSxjhiR/gEZkWjK321wti/PL8tZpUiSxuuUjBFraQ0qxoP92ZJdJiso/OvmgTpEltClvI3MKI0At4SzmvwrT4viy7CdPw5qjk/u97lHlxw5ehx9RHVcen4p4v73aoS58E+f7xGr598lo7SJdFXf7bCzuQT8z6GP8A+Vh+Uf8Aluk/6Rbr/qjhGv5rflS199QGo24ctwExtpBDyrT++MXp8f8Aizl6X+Xks1W88t6Hpsmr6q1ta2EYDNcOilSG+zx4hmdn/YVOTNlN6X+Zl/08f+Icjh1n+qYf+Vc/+qiWp5/8mx8jHdsvM8m42l0Kk9zSHrke8q+btA0yfW5L25eJb2/nubY/V525RPLIyN8EbcKg/Zfi+HXlnzt5B833MlloVxBPdRKXNu8DQuUG3NBMic1/m4fZ/awJ5VbTLQeaLrUfRis7TUrt3lmCiONFlk5GrbItBl2M6fws1RyVUb9Ub+rp6HHzR1Xjae54r4pVUJV9Euf7xMV8++S0dpEuirv9thZ3IJ+Z9DNJ5+8mTLwlu2kWteL2lywr8jDhRYfml+Vupagmm21/AJpGEcTy20kUbMTQASyxIi/7Mrhh5h88fl75Uvxpev3MNpeGNZhF9Uml+BiQrcoYZE6o37WU3pf5mX/Tx/4hyOHWf6ph/wCVc/8Aqoih+YXlAAAXrgDYAWt1/wBUcjfkfzZ5f0fy5Bp2qXDxXC1LxfV55BRgOrRxOn44aaJ+YX5beY9Ug0bRryG51C55+hB9Tnj5emjSv8csCRikaO3xPgbyVd6LpfkSLVdbeCC0t+RlubgLRRUACpBPxM1FRftNl0Dp/Ay1HJXFC/VG/wCOq9DjzjqvzOG54r4MleiVc8d3+8TePz/5MiXhFdsi9eK2lyB9whxs3nzyVcxtDcXRmib7Uclncsp+atARhfon5k/ln5g1FNK028gN3M3C3jmtnhErE0CxtNGi8m/ZT7bfy4Y+Z/NnkbycYk8wT29tNMOcNusJllZa05+nEjsqVB+N+K5Tel/mZf8ATx/4hyOHWf6ph/5Vz/6qJdrPnPyjL5d1LTdOnKvNZ3ENvBHaXEal5I2VFH7lUWrHNoXnTytZ6HZ6ff3LCWKMJNEba4dag9KrEyN9GObzH5P82+Uddu/Lk0F19Xsbj1VEXpyxMYXK845FSRenwvx4Nx+BsE2Op+XNA8nWGr+YZILW2ESq08yBizGvFFUK0kj8V+wis2XA6f8ALn05K8QfxRu+E/0HHMdV+aj68XF4Uv4JVXFH/bEQn5g+To1CJeOqjYKtpdAD6BDlSef/ACZKOMt2zqDUBrS5IqO+8OA/Lnn78u/NV7+jdGuoJL01MdvLbtC7hRU+n6saLJtvxVuf+Tivmfzr5B8oTpaa7PBDdyLzW2jgM0gU9GZYkf0wf2efHl+zlN6X+Zl/08f+Icjh1n+qYf8AlXP/AKqJX5x84+XdX8u3Wn6fdPLdSvbmOM29wgIS4ikf45IkQURGb4mw2tfP3lFbKGCa8eoiVJENrckbKAwP7mhwB5m1Dy9rvkO51jQJILm1kkthHcQqFIIuoQysCFkjff4kdVfDrUtW8r+WdEt9V8wSW9pblI19SSPkzuy14oiK8kjn7XwLlxOn/Lx9OSvEl/FG74Yf0HHjHVfm5+vFxeFD+CVVxZOniKKfmB5OjUJHeMiDoq2l0APoEOZvP/k1ype7ZihqhNpdGh8R+5xvlfzd5G84mVNAmguJoBylt3h9KULWnP05URmTf7afDgLzJ+YX5d+VL/8ARerzxLfLxMtvDbmZow45AymNCqfD8XDl6vFlb08pvS/zMv8Ap4/8Q5HDrP8AVMP/ACrn/wBVEH5l84+XdRfRDZ3TyCz1OC7uK29wvGGNJQ7/ABxLypyX4F+PNi/mvUfLsml+XvMFrLbtpJ1OCd72MKYzAkU7Slio+ynBvUT/ACc2Z94f5O+mfB4nLiHFf9bh/wB66mtR/LFcWPj8Dnwy4Kv+bx3/ALJ//9GRfmBaaXd/k5D+lLw2SwiGa1cKXLzqWEcPAEFvUVnX/iv+9+zHkA8xarrXmPTvJmj+eNL/AMN+Xw0XDV1Uv6iiNY1ooP8AooePfi//ABl+xHnS/NXk2887/lfYaZpzqt9bGO8tUc8VkeNZIzEzfs80lfhX4fU4csi+uaV+Zn5k2WjeUtY8vjRLTT5o5dS1V5kZHaNGh9SKNf8AIeT93G03J2X40jy3P/fZf68vvadL/i+H/hcP9yy/8zPICeZnutf1PUZzpulaXM1vo8bMsTXcazy/WXPLj9lol+BOb+n/AHnD4MiPkX/yR1x/zHL/ANRkGdj16yln8tanp1mhklksZ7e3jqKszQtHGtTQbnOXaBoOr+W/ycudM1u1a0vFvI5DCxVjxe7g4mqFl3w6b/GMP/DI/wC6Y6z/ABXP/wAKn/uSg/zUMdh5h8ka1pR+u+ZYRElpopQuJ4wwZX5KR6VJGdeX7X2v90viflW6ute/Oj9J+brb9Aa5aWZXTtIAL+uDFIjObj7EnGKSV/hX4v8Anjh1568qeZ21zyz+YHlS2XUbzSLaOC4012CF4hzflHyKg8lnljb/AHZ/d8EfE9B8v+b/ADd+Y9r5+8zaV+gLLSrf6vZWLyrLLIaSgVKhDxV7iSRndI/2I05/ayuX1H3luh9MfcE71eHyJ+U9pq/mWSAteayW5wSuZpbmUlnaKP1eRWN2k5XH+6/5/wDda5A/JvlnUdB8l6ZeapEbabV9dhu4rQjj6cP1eZYyUO6NJ8Tcf99+ngPXtG/NfU/PUnmyXyumox2kjLpNlfOj28MSsfRb047iHlIP734v92/Hx+xxmE2qeeNU0mwk88aXBpdzHrNutpHbggPGYJyzNWa5/a/yly7Sf4xj97Rrv8Vzf1Slf5hTS6N+beh6x5Zi/THmOS3Mc2hlTQR8JUEwnrxiLRM//GP0/Vf4Hx35ZSHWPzP8za15gT9FeZTCIjoQVlCQ0gUzerX943GOHp9v1fW/lw084+W/NuifmDb/AJi+VbAa1G8At7/TfUWOQAJ6VULfssvplfTWRlkX4o/TzeTPKvmnWPPGqfmF5qszohurc2ljp6SB5lBRIfULr9nhGn7QV2lflwRFzHclD/mJoNp5I8majpPkvyz69rrKyvqt0DJMLVIlSkrep60jceTPF+84wMsk382X5Si0yDT/AMurfSL39IWsS34NzxZD6rSxSTIUf409OV3ReX7GFZX88PL8Gq+VhZHzFBqDSLZ61PL6jIkq+kTyklX0xwHIRTKvpy82/eJhr5Y8oXHklvJej3siyXrzX9zdmM1RZJPqw4KT9rgiIvL+bMjS/wB7/mZP+mcnG1v9x/yUxf8ATWDGtK1TWfK3nzzpH5A0z/FMVzIZr4lWT6rP6kzeiHr+/VZZJU4L8U/p/B/d4aflRrflzyb+W+reZ57315jcs99ZhfSZLjiFgs40NeRk+16v2Pi/4pfFNP0nz/8Alj5i199C0H/Eeka5L9YtpEmWN4n5OyCUfE/wetxk+DhJxVo5U+PBXk/8nWufKt9Z+eGeO81i9TUZ4LSRAYjEJFjRnAkj5Ezys/D4fsZjuS831nTtSGv+TvOHmC5D6v5l1P61cW4Ycba3iltPqkNKnhxjkb7X2U4J9tHzvUjpJ+ZNu6MGU6UpDKag/vbjuM5Z5w/IiCz1LQYvKlreXdjcTsutySTRExQh4QrJyEX7DXH7Mn2M6FpuhWWh+cNP0CyLmztdFWCMyMDJwMtz1YBd9/5cyNNzyf8ACp/c42r+nF/w7H/unk3l3Vda8uab5z0jyPpf+JPLxeUPq7KU9NWjaNqpX/SlSPfin/GX7EuSCwsGX8hJrDyj6+tXepy0uVt4nMkcjSI1zH6K8nCxwxen/wAWc/U/3YuP0PSvzM/LWz1jyppHl8a3Y38skum6nFMiBHkjWH1JUav7CR8opPR+NW/eOmHOkfln5r0T8rpdB0nU30/zLNcnUmNtM0S82RYWtDPGR/ulF+P7H1j/ACP3mY7ksR07W/N/5babop82+UbEeXTwtzP6SNeAtWQtI/qScZ6c5PTljT7Pp/u8n2q2lvrd359tvrqWlvd2ERF8xpGiG0hcSOw/3VT+8/4ryJ6vpn5t/mTBp3lbzDo8ekafazJLqOpEr+8MYMfqKvqPzbizt6cPwNJ+3HHkn1Xy3Lrdx538taa/oyy2drBaFjQVit7do0dv5X9P03b/ACsyMH05/wDhX+/g42p+vTf8O/6d5Hkb+YYpfyvh8p/4fEURuxEPNjROLPkLj1DOJfR9X1Cn7h1/vPR/Z/3Vkn/M2ex0eP8ALrQNSmfU9BsLaK4uvQ+P64saxRr6YJX4ZER0i+P+7n+1jJNR83XH5eL+Vo8nagurDhbG6MJFqI1nE/repT0+W3H1Ofpf7t9X9jJF5s8geYNJ0HyVq2j241bVvJ4j+t2aAsZlBSUiIfbkWKWPgiqPU4Sc0TMdyUP5P1fyFrn5g2k0mgXPlPzJBHx0+2AWC3mAR684kjh/fSQOy/GnCSNOHPlx5GGvabFqvkvz7azXyaeg1KaY3MxIirFdGRUk4Bn4yMvprxVm58PhbC2xTzR+Zf5i6H5kuvL1x5f0vQQrSy3YYNIyMZRGjSRw+pykPDiq/u05uzfFwwy1vy1qHmzyr5z0nSjW9/S008MRPESmK4dzESdviX7HL/dnDMjF/c5/dH/duNn/AL/Tf1p/9M5PNdW1yHzD5K8q+VptBGgwrLDEPM11GyWr8EaJ5I5Vi5N9YY+rP8X2/t/78j9A6/5d8lxaY+t+ZdOttQGmWY9W9uYlllaKBCftN9pm/ZH875yHWr7zb508oaP+XVt5RvrPUbRraK7vLmFo7WNbZDEJFkZQED/bb/J+CP1ueTn82tN1qD8s7fy7ottc6pcO1nZTC0ieaQxQJ6jSukQdgjPbpyb/AC8x3JSv8l/KtpeS3n5j3Onw2cuoSyJollCirHbWykxM0YAX45KNDz48uCO/+78KfNGmxaj+SkbS30dj9Suluk9UsFmZVaMW/wAAdmd/V5R/D9tP2V+POz+W9NTR/L+l6Ui8RZ2sMBG4+JEVWJrvUtnHNc8pat5t/KSyg0ZTNd2F39c+qA7yqsbxMqDvKvq8k/2afabMiH+LZv6+P/fuNk/xvB/wvL9+NjeratB50v8AyRo02i/4QSNozFqdzG0SzL+7ASzcRJyRiv7pmbh6jR/En7Uk8+yxeWvzf07zAlqPMVxd2vAaFCrS3URWNollijCSJT4fUT9v++/4yYF80XHmj82f0D5ctvLF7ops5hLqd/dxNFDAQvpsIXZV+FRzZU/vGbgnDDnzRZeYPJv5pt+YFvpFxrmkX9stvMlmhlmtysUcLUQA8d4lkVvsP6kic8x3JSLyQINX1T8xfNCqmlSy6fd258u0ZJogyBmmmjKRrXlD+x/uyWXnw+HmO/NSxgk/Lvyzqs11Eh06ZWWwnLUu+fWJFQNyccP2vg9NpPjx+g6Xr2rax57/ADF1LS5dGsdR0i6tLOzulMczj0oqSlCFYDha8nbj8by/u+eCPPfljXdY8qeUNd0G2OoTaA5uJdOUcmlV2jbkqD+84NBx4L8fCVsyB/ip/wCGj/clxj/jkf8AhMv93BIzqUXnT8z/ACmZ9JPk99OCXCR3iNDNd+m4ljghpFGrIeHCPnx5I8v/ABjxtxe6B5U/NzzHd/mNY/WLa/VpNLuJ4BcxCNivplY2Dcv3K/V+aq3psjRfz4a37eYfzU85+V7u38v3uh6doEouby9v4zES3qRTPFGxC8yPQVYuPxfvPUdETDbzr5g856F5skXUfLA81eVpE5aZHFbCRo5WCn45RFcFZEdJE4sq8429T9jMdyWBeTNVtri28+2mkxPbaLPcWd7YWj7ekhvkVAE348onj/a/3Wn2sk35ywtb33kjXNVtXvfLNkyLqEKjkoJaJ3V1NF/fRJxUMfj9Phl6T5Z1yz8r+a/OHmW3+p6n5iu7SVLE7NBCt4jqjKd05GTj6bfEscUfP48l/wCYV9500zQtIvvK1kmqWSBF1nTTCJ3lhpGy8UIduB4yRy8Edl9RX/Y5ZkH/ABWH/DZ/7mDjR/xzJ/wnH/u8jzQeafKt5+bvlfUPIlr9UtZGSyvXih+qxTNMWjYeiAtfTjlXkxT4m4fyI+C/ya0TR/O+qec9V8y2MWoTzyoB66h/T+tNcPM0XL7EnwJwlTjJHx/d8cN/LWl635588aT5kufLreWPLnl6Nja2UiekZZ35NyjT04a/vCjuyx8OMP2vUbCSzbzl+T3mTzFa6b5cm1fTtZcHS54VkaNWDSNa7xRycnRZmSa1/dSPw/dv6fxvjuSknl6Waf8ALHVNEkkLQ2msSRwud+Ky2NwGCr2HJPU/1nzYfxeSdb8vflclpdwONe1rUnnFqKGVXezuIbeEkH+9Zh6n+S0vD7WbNl/zq/8Akq6f/nef9a/6X//Sn2hedYNO0izspNI1KVoYwpliiiMbd+SFplPE/wCrhj/ysK1/6suq/wDImH/qvmg8x6Z5T8g22u6s5W1toF+FBV3dm4pHGu1Xdj/xs/wZFNG/PKG7v7GHXvLt3ommaowTTtVmZnhkLGiseUUK+nv/AHkUk3H/AFPizMzZMHi5LwknjlZ4/P8AquBpsepODERniB4caHh3tw/12V/8rCtf+rLqv/ImH/qvhJ5u84QatoFzp8el39s0r25E1zHEkS8J45PiZZnO/Divw/byaeZPMuj+VNLm1bWbhYIIweCEjnK4FVihTq8jf9dfBkC/xr/j38stQ1z6j+j+N5Bbeh6vr/3dxbNz5+nD19T7PDDp54DnxAYiDxxo8d1v/VRqsepGnzGWeJHhzseHVjhPXjT+18+20NtDC2i6oWjRUYiGKlVAG37/ABX/AJWFa/8AVl1X/kTD/wBV8Q83fmDpnkPRdMe5gkvb++RI7HT4NnkKqvJi1G4IvNF+y7cn+BMB+TPzUi8y6y3lvWdGufLutlDNb2d3yPqoo5HiXjt5A/AM/FovsK3x5XLJg4j+5PM/x/8AHW2OPVcIrPHkP8n/AMfTP/lYVr/1ZdV/5Ew/9V8j/mzzZDq8OmRRaZfwNBfx3BNxHGocLHKvpx8ZX5Stz+Fcf5o/OBNI1+fy15d0G68yajZit6lqWVYyKclHpxXLv6fJfUb0+Cfz4Am8/aX590PSruxie1urTWII72ym3eJmhuCh5DZ0fi3Fvh+y3wZbpp4TngI4iDfPjv8AQ06zHqRpsplmiRwmx4dfbxss/wCVhWv/AFZdV/5Ew/8AVfN/ysK1/wCrLqv/ACJh/wCq+FfnP81oPLOtJ5a0fR7jzDrhUSTWVqWX01Yc1BKRzyM/p/vOKxfY/aw08j/mFpfnWxu51hfTb7TTx1OwuT8UP2vi5UXlH8D/ABMsbKyNzTKfE0/+on/T/wDHXI8LVf6vH/lX/wAfd/ysK1/6suq/8iYf+q+R/WvNkN95g0G+j0y/jWw+sM8MkcYlkD+j/cqJW58OHx8mTCqb/nIG09ea6svLd9deXraUQ3Gsq3FVJNF/d+m0QL9Y0kuYnbJXquo2er695K1TT5PWtLxLmeCQAiqOLZl2O6nxU5dpp4Dk9OIg8M9+O/4JeTj6vHqRh9WaJHHj28Ov8pGv40V/ysK1/wCrLqv/ACJh/wCq+b/lYVr/ANWXVf8AkTD/ANV8IfNH5wx6Pr0/lzy9oV15jv7IE34tSyrFTdx+7iuHf06/vG4KifZ55KvJXnTS/PGkfpTTVeF4nMN3aTU9SGUAEq1PtKa1R/2v8l+SZT4mn/1E/wCn/wCOuR4Wq/1eP/Kv/j6D/wCVhWv/AFZdV/5Ew/8AVfI/J5shfzmmsjTL/wBOOwW3a29OP16+pM3qcPV4+l8YXlz+1hn59/NPSvI19YaW9s2oX96QzwRyCP0YyeKySEq/22+wlP2WwbP/AOTLg/7ZS/8AJ24y7BPCTkrER+7nfrvauXJx9Tj1Ijj4s0T+9x1+7rfi2P1u/wCVhWv/AFZdV/5Ew/8AVfN/ysK1/wCrLqv/ACJh/wCq+RfW/wA7orTV77TPLvl671+HS2K6le27MscXElZGHCGesaFWX1JPSR+Pw/B8eTXR/O2ja55Uk832DMbGGGaaeN6LJGYFLyxSAcgHXj/xvlPiaf8A1E/6f/jrkeFqv9Xj/wAq/wDj6C/5WFa/9WXVf+RMP/VfI/pnmyG380a3qx0y/kjvPQVYI44zNGUhiT98vqhU58CyfG3w4Rwf85BTXUQmtfJ97NE1QJI5S6mmxoywEZOPL8ofzt5knYemGitHYN+zW2gO/wAsuwzwcOasRFY9/XzHHDbk4+ox6nj095om8u37uqPBPf61T/lYVr/1ZdV/5Ew/9V83/KwrX/qy6r/yJh/6r5Drz8+oPrV1Jovlu91XQ7F+F3rERZURR/uzh6UiBT9pPWmh5f5GT2fz15cg8ojzs1wTpDxCWNgP3jMW9MQKn+/vV/dcf2X/AGuHxZT4mn/1E/6f/jrkeFqv9Xj/AMq/+PoP/lYVr/1ZdV/5Ew/9V8j/AJY82Q6ZNrEsmmX863t/PcIII42KBpHb05ayrxlXl8arywLo/wCeMV3q+n2OteXbvRbDVmVNN1KdiyS8yFR+LRRL6ZZk/eRSzKnL+XDnRNasfLll5x1vUmK2llqN1LLxFWP76QKiDb43cqi/5WXY54fCzViIAEbHHz9XucfNj1PjacHNEkylR8Pl6Jf00x/5WFa/9WXVf+RMP/VfN/ysK1/6suq/8iYf+q+QW2/PDXI1t9c1fynPaeVLqT001NGd2UE8RJuixydPs/u+X7D5KfOvn3zJoF3ZJ5a8r3HmKyu7Zbn65arMyKWYhUrDDMu6BX+1+1lPiaf/AFE/6f8A465Hhar/AFeP/Kv/AI+mP/KwrX/qy6r/AMiYf+q+R/yX5sh0Xy/b2MumX9yy1YTW0cbxEGn2WaVK0/1cL/Lf5weZNZ822flW/wDKcmnTzmtwJXlWWGLjz9Z4pIYzw/ymw08v+adP8nflmNe1EM8UDFY4Y6c5JHIWONa/zH7Tfsp8WXQng8DKfCNcULHHz+ut6ceePU/mcIOaN8GSj4fLfHe3Gnn/ACsK1/6suq/8iYf+q+b/AJWFa/8AVl1X/kTD/wBV8hmm/nRrMN1p1x5t8sS6PoOrsqWWqcnZV57o780QOjL8fw+m3pfvY0kyR+d/zGuvL2uWHlPy9pJ1nzDqKerHbmQRRoh58SzEfE37qRmXlGqRr6jyZT4mn/1E/wCn/wCOuR4Wq/1eP/Kv/j7td88217oep2a6RqUTXFpPCsssUSxqXjZOUjeueKLX4mytC86wadpFnZSaRqUrQxhTLFFEY278kLTKeJ/1cJ7f8yL3WofM3k7zNpB0XzBaaZdTeksgmikUQFjxZeh4OrrxeVHT9vBWrfmHB5G8qaBBBZPqesaonpafYRkgsQwUsxVXb7ToiIqc5Xy4Tw/lyfCNeINuPrwne6cc49T+aiPGjfhS38PpxR2rjT//AJWFa/8AVl1X/kTD/wBV83/KwrX/AKsuq/8AImH/AKr4TeT/AMztQ1TzAPKfm7RJNB1qeMz2KsWMcyAFio5gENxSQq3J0b05E+B144A1783NY/xDf+X/ACT5cl12TSSy6jcAvQOhKyRxpGrH4XHDkzfvH5+nF+1lPiaf/UT/AKf/AI65Hhar/V4/8q/+Po3zd5wg1bQLnT49Lv7ZpXtyJrmOJIl4TxyfEyzOd+HFfh+3hta+fbaG2hhbRdULRoqMRDFSqgDb9/hLc+dbDz1+W99qlpE1rPDPbQXtnIatDMtzASvKi80IaqPx/wCH5Z0CG9tLLT7FryeOATCCCIyMF5yy8UjjTl9p3duKrlxng/LxPhGvEltx9eGG9048cep/NzHjRvwob+H04sm1cbHv+VhWv/Vl1X/kTD/1Xzf8rCtf+rLqv/ImH/qvhtqHm/yvpOox6TqWr2trfy0420sqq/xfZ5VP7vn+xz488X1rzFoXlyBLnXdQhsIpW4xGdwpcjqEX7T0r8XEZT4mn/wBRP+n/AOOuR4Wq/wBXj/yr/wCPsH8xecINRfRiml38H1TUobtvXjiXmI0lHpRUmblM3L4F/wCGzYb+b9W0yWx8uazFeQvpg1a3nN6simH0kjnZ5PUB4cECtyObM/ixfydfhnh8T6eLr/Wp1PBn/ljh8WPH4H1cG1Xy4eL/AHz/AP/Tl3mvynf+cfyqtdM0sg30IiureJiFErRlgYuR2Usjtwr/ALs4Zy/8wPMfnTVvI9jo2ueVpNHtNJlgSfUZwyCaWONoYlt45Uj+0pdn9J7j/WRM7VLoN35l/LmHSbC+k069lgRrW8idkKSI3JQzR/F6b04Sf5DZB7b8t/zI8zforRfP2pW7eXNHdX9KBuc1z6Q4R824KW/d1j9WVvU4u3wPJluf++y/15fe06X/ABfD/wALh/uWV+YfIujeZbK18068klze2GjlIrWQgQ+p6bSmWVKcndXf7LNw/wAjIH+Xn/kk9S/7aif8n7PO66lbPdaZeWcFA88EkMddlBdCi19t85TpXlHVfJX5Uajo+sNE1y19FcA27F04PcWqr8TKm/wHth03+MYf+GR/3THWf4rn/wCFT/3JXfmb5Z8xXE3lXzp5atP0lc6D6by6cAWZ1UpMjIg+J/iVkkVP3n2OGRC/8w+Z/MH5peS9V1fQpPL9Zlt7W1mJM7xiT/SHkDpDKE/eNw5Qov2/t/FnS/PnlPzJ5j0fRrzypqbafqumcJUiMrxwzikbgSBeSs8bxI0XqJw+3ywv8q+RPN175sh87fmJeQT31hEYdMsbWnpx1DKZHoqpt6jsvHn8bc+f7tEyuX1H3luh9MfcE382635P/LKC78wJYwrrerEiO3twFnvJeRcl6fsCSTlNNx/4N/TTIB5e8p6roWiQa9r0f1fVfMWuwXU1pTiYkWK7aNXX9h2aeV+H7CcOXx4p5l/Lj809W88T+b7K609JIZSNJ9ZxKIIEJWACGaCaJXCn1D8P9+zyr8eGb2X5jWlra/4/1G3v+eq2X6O+rLGvCkN56/P0oLf7VYePLn9nLtJ/jGP3tGu/xXN/VKH8yad5v8jfmXeefND0SXzFp+r24gmt7cM0sZ4xBl/dJK6fHbo6SejInpt6f2sAflfcavqP5t+aX16wWxmvdPaW907Z0Tm9qYo5Oqs/oSfvOX7fqc0X7GSvzp5T/MFfNUfmzyLqi1eIRXOmXkreiGCiMvHE4aHi6qnL7D+qvP8AawX5H/Li60q31y/823Y1DXfMqvHqUsBIRIXDBoom4p8Tc/iIRUThGkf938eO5KUfm3o2t2PlOfS/KGl2lp5Z4Nda6trHHHKqI6SM0ESmOP4Uj9Sb4P2ftfbxXQ7rRbuH8upPL5kOmpDdQwienqgxGCOQTcfh9T1Fbnx+D+T4Mjqflt+bel6de+TNK1izl8t37OGuZjSVYpT+9UgxvKnqr/eIjSJ/I/xvkstfLNv5PuvIvl62kMy2n131J2HEySSPBJK/HfiC7twWvwpmRpf73/Myf9M5ONrf7j/kpi/6awYvJa+dfy08+6/rOleXZvMmmeY5Wnja25843kkabi7RRzGL03kdW5x8JE9P97hV+W/mmfypcfmNr/mC39KSCaKa7sYaFVvJZrhVtkZS6p+9dovtfDx/4ryY+YvKP5naf5tvPMHkfVo5LTUl4yWd/IXW3J4l/TjlV4uHNfUj9P4l/u+HH7Zr5Q/KvT9M8uX2l+aSusXutTreaxIS4R5UbnGqsvpyMsbln5t9t3f/AFcx3JeCeZH0+9sNO81ahq1vf+Z9Z1D61qMMMof6pbAD0ICgJ4cV+1X7HwRf7rz0La6lYav5/s9R0u5ju7ObSh6VxCwdG4z3KNxYbHi6suRTz1+R+m38Onr5K061sZY5y1+ZZphzhoPhXl63f/VyT6do+m6B56stJ0i3FrY2+lfuYFLMF53F1K+7lm+J3ZvtZkabnk/4VP7nG1f04v8Ah2P/AHTz/RIfzA/KvWNb0jTfLEvmGz1af1bC+h58AasI2neNHVRxf97FL6Hx/Zl4fHgD8uNP8w6p+WfnXQ9IhE1/c3YgiiDokfKQRpd8ZGYR/wBwv7LfyZKdR8l/mzo+vavL5P1qOXS9ZYsDfSs8lqCWYKnqrL6fpeq6xtDy+D7ac0XDyx/KW0tPy5uPJIvCLy7P1qbUUBH+l/CVcLXl6KiNIeP7cXL9t8x3JeefV/zb/Kbyxp+qyXto+i2bqlxooCOYxPIZCJZBGCzNK5VpIbh+HJeHKLOkeWriDzJrvmC7iLR2+r2NnKh/aVLmygZf9kqyZDJvy5/NnzBZWXlHzJq1onluydA9xCeUsscXwxgfu1eRkX7Hren/ADyc2XJ95Ysraw83a/ptqvC1tYLK3hSvSOO1t40Wvsq5kYPpz/8ACv8AfwcbU/Xpv+Hf9O8jy3RT+Yv5f6JrPkNfKralFdtcPDrClhaqksYikllk4GFo/Tj5qss1u6f7syJ3dzcj8kNLhk5G2/T8gpuAUEDuF5eHqNIf9b/Vzosn5f8A5vacdV8vaPrsNxoGquwN5eytJcJE6+mylnSSVJDCBG/pfD/J6eS7UPyo025/LmHyHb3BR7Wlxb3zrubsFnaV0H7EnqSR8eXwRP8A5OY7ksH1Pzh508u3uj335leXNMk8vXcgS3jWFJJLLkBtGWaX05Uj+Jkf+89PgrpkqPltvN3l7zx5ejlEMt5qNx6MjV4iSK5aeLnSp4GSJQ/+ThA/5cfmb5vutM07z/qdo+haXIJG+r0aWfiOP7McfJ3T936kvDjy5+m75LtG0eDzBYec9FuHaKO91C8i9WP7SMZZOEi/5Ub8XzIxf3Of3R/3bjZ/7/Tf1p/9M5PKfMs35oWP5cz+U9d0SGz0bSkgjudUZ1JkijmT6tHHxdldzL6K841+z9vj8edg8v62nl78qNL12/qy2OjQTcSaF+MC+igP/Fn7tF/1sg1r+Tvnu6tbbyv5g8zRSeULSb1UtbYN67qGL8TziXjUt8PO4uI4m+ymdC8/eUrvzL5Nl8q6JLDZCT0I19bn6awwOrhBwDt/utMx3JY7+S2kXEuk3fnnWG9bWvMszzPM3VbdHKRxr/IjOrPxX4fS9D/feFzeULnzr+UiaRYyKl7HMLq0DmiNJHt6bN+zzR3VW/nzqHl7S/0JoOl6PUMbC1gtmZejNFGqMwqB9pl5ZA9E8sxebvyvbQnna1e4JaC6TcxyoVdGoCvJaji68viTlmRD/Fs39fH/AL9xsn+N4P8AheX78by78wtR/Mm58k2el+atFi0zTtMmgie7LL6lxMiPFCEUO4/u/UeRovg/yk/u8kvnL67qfnzyfYeVq2vnaGwjkn1OV1ECQmKRmjmiKSc34et/sJfS4ycv3Rjpv5R+c9Sk0rTfPXmCG+8t6KytZ6dahiXEY4xpKzQwbcPg5O07rHzij4c+eSTzx+Xmrat5isfOnlDUY9N8w2KeifrCloJUoyjnxWRlPCR43/dyc4/5OGY7kvPdLF5pnnPzjY+dz9d82XWj3LWepQsPqxgFtyMccAji9NvST7f/ABU6cf8Adkp75q8n+YtT0ryj5u8polzqugqH+pSED1FDiVSvIorcWVg6c1Z0f938eDLf8vNasj5l88edNRh1HXp9MuoIEtFK28KfV2QleSxty9NfTX92v+7OfqPJgrXvId75z8o+XbjR7/8AR2s6UBNZzPyETVZX4ycOTKUkijkik4ScOP2P3mZA/wAVP/DR/uS4x/xyP/CZf7uDBdQ1Pzrq35o+Sr/zRpkekStMsdnZRsGk9FZP38kvxOw9Tk4Xlx+FPs/tuejQ/wAxvy683a7feU9Ij13S/MUvrqWYAxyF5JEWT442T0mnlXl/dSJ/uxW+zJPKP5c+YofMqecvP2sR6vrNtEYLBLcUhiUhlLf3cArxkfiqwp8TvJ8b4A1z8tPO9r5q1HzD5C8wQ6dHrAP16G65EoXPKT0v3VyrVkLSo37l4+fwvmO5LBvIv6RXRfzFTUipuF1DTvrBjp6f1j67J9Y9Pjtx5ccO/PehXNj528hazcapc3q6hqtmtvZS0ENrHHJa/BCq/wAzMeT/APB82+PJPJ5ItvIv5bX+nJO15eXNxbXOoXjihkma5gHwgkkIoHw1b/L/AG8lOqeTtO8zv5Z1K+mmik0GSK9tUhKBXkX0pFEvNH+DlCv2ODf5WZB/xWH/AA2f+5g40f8AHMn/AAnH/u8jxa20XR9d8sfmZ5h12FZdctr649KeQ/vIDGeUKx/yB5Kxf5Sr6eCvK1rF5v8AO3lex83Qi8toPLMUlpb3G6SMKgSMp/vGZCz8v+K+X7GdD178lvKev63PrU0t3a/XXEuo2VtKqQXDg8ubqUZlLN8UnFv8peD/AB4YebPyv8uea0sC7TaZc6ZELayubBhG6QAUEB5K4MaivD+T/gsx3JeSeXYbeXyrquhSuTocHmeS2t2LGgge2nSQK/h6YV/9nyzZ0TX/ACJoOj+V9E8naeskWnXmqJBcy8gZ3NzBPFLMzleHq8D8P7vgvFPg45s2X/Or/wCSrp/+d5/1r/pf/9Tovl/VvNcOi2UVn5dS6t0jAiuDfxxl1qaN6bRkp/q4Zfprzp/1Ksf/AHEov+qWeKM2bDN4Pi5L8C+KXP8AMXz68Ozq9P4/gYq/M1wRqvy1cunF6v8ATPtf9NedP+pVj/7iUX/VLCLzjqfma58u3UOo6Cljas9v6l0L1JilLiJl/dJGrNzcKnX9rPIubDg8HxsdeBfHGq8e+fTi9N/1kanx/wAvmv8AM14crv8ALcP09eH1V/VfaNprPnFbSBY/LEboI0Cv+kYhyAUUNDFtXFv0150/6lWP/uJRf9Us8UZsrl4PEf7jn/0ENkfzHCP8Z5D/AJRX2v8Aprzp/wBSrH/3Eov+qWRzzhqXmS5g0tdR0NLFI7+OSFheJN6koimCQ0SNeHMFm9Rvs8c8l5st0/g+NCvAu/4fHv4cXpatX4/5fJxfmK4T9X5bh+PB6n2v+mvOn/Uqx/8AcSi/6pZv0150/wCpVj/7iUX/AFSzxRmyn9z/ANA//Xw3/wCEf9BX/Xq+1/0150/6lWP/ALiUX/VLI5rupeZJfMXl+a60NLe6hNx9UtfriSeuWMHMeosYWH06L9r7fPPJebLtP4PibeB9M+Xj39Ev5zRqvH8Lf8xXHj+r8tX95H+Zv7n2v+mvOn/Uqx/9xKL/AKpZv0150/6lWP8A7iUX/VLPFGbKf3P/AED/APXw3/4R/wBBX/Xq+1/0150/6lWP/uJRf9UsjkupeZD53ium0NF1AWCxrp/1xCDF6kx9b6x6fAfEWX0+P7GeS82XYPBudeB/dy5ePyrrxdGjU+Pw47/Mf3sOf5bnxdOH+L/Yvtf9NedP+pVj/wC4lF/1Szfprzp/1Ksf/cSi/wCqWeKM2U/uf+gf/r4b/wDCP+gr/r1fa/6a86f9SrH/ANxKL/qlkc0vUvMkfmzXLiDQ0mvZRB9asvriKIQsMQQ+sY+EvNQH+Ffg5Z5LzZdh8Hhy14H93vXj8uKP1cXT+q0Z/H4sF/mP73a/y3Pgn9PD/F/W9L7X/TXnT/qVY/8AuJRf9Us36a86f9SrH/3Eov8AqlnijNlP7n/oH/6+G/8Awj/oK/69X2v+mvOn/Uqx/wDcSi/6pZHPKupeZLefW2sdDS8eW/nkul+uJF6MplkLQ1eM+rwPw+ov2s8l5sux+D4WWvAqo3Xj19X8V7/6Voy+P42C/wAxfFKr/LX9Evpr0/6Z9r/przp/1Ksf/cSi/wCqWb9NedP+pVj/AO4lF/1SzxRmyn9z/wBA/wD18N/+Ef8AQV/16vtf9NedP+pVj/7iUX/VLI55G1LzJaeXbeHTNDTULUE8bo3iQcjQVHpvGzCmeS82XR8HwMn9xXFC/wC/4f4+f8Xu4Wifj/mMX+MXwZKv8txfwXX8P9bifa/6a86f9SrH/wBxKL/qlm/TXnT/AKlWP/uJRf8AVLPFGbKf3P8A0D/9fDf/AIR/0Ff9er7G1/VvNs2g6pFdeW47a3ktLhZrj9IRyemhiYPJ6axcn4L8XBftZXl/VvNcOi2UVn5dS6t0jAiuDfxxl1qaN6bRkp/q546zZd+58A/3FeIP9X4b4T/nW0Hx/wAzH/GL8KX/ACjcVcUf8zh/2T7X/TXnT/qVY/8AuJRf9Us36a86f9SrH/3Eov8AqlnijNlP7n/oH/6+G/8Awj/oK/69X115x1PzNc+XbqHUdBSxtWe39S6F6kxSlxEy/ukjVm5uFTr+1hvaaz5xW0gWPyxG6CNAr/pGIcgFFDQxbVzxdmy4+D4Ef7ivEl/q/DfDH/OtoHj/AJqf+MX4UP8AlG4q4p/5nD/sn2v+mvOn/Uqx/wDcSi/6pZv0150/6lWP/uJRf9Us8UZsp/c/9A//AF8N/wDhH/QV/wBer668y6n5mnfRPrugpaelqcElsBepL60ypL6dv8MY9L1Kt+9b4U45s8i5szv3f5D/ACXD4n+2+H/1Vt1n73+Vv8txeB/tHiVf/Knh/wBk/wD/2Q==
183GmgAAvwZ5+U8H9flIAAAAAAAlVgEACQAAA9EHAAAFALgAAAAAAAQAAAADAQgABQAAAAsCAAAAAAUAAAAMAtADcAQJAAAA+gIAAAEAAAAAAAAAIgAEAAAALQEAAAcAAAD8AgAAAAAAAAAABAAAAC0BAQAFAAAACQIAAAAABQAAAAEC////AAQAAAACAQIABAAAAAQBDQAEAAAABgECAAMAAAAeAAkAAAD6AgUAAAAAAP///wAiAAQAAAAtAQIADAAAACQDBAA9An0BZQJ9AWUCEAM9AhADBwAAABgEJANlAvwCPQIHAAAAGASRAWUCaQE9AgQAAAAnAf//CQAAAPoCAAABAAAA//EAACIABAAAAC0BAwAHAAAA/AIAAP/xAAD//wQAAAAtAQQABAAAAPABAAAFAAAACQL/8QAABQAAAAEC////AAQAAAACAQIABAAAAC0BAgAEAAAABgEBABIAAAAkAwcALgG9AdQBagLIAmoCyAJ9A8QBfQMnAf0CLgG9AQQAAAAtAQMABAAAAAYBAQAJAAAA+gIAAAEAAAAAAAAAIgAEAAAALQEAAAQAAAAtAQEABAAAAPABAwAEAAAA8AEEAAUAAAAJAgAAAAAFAAAAAQL///8ABAAAAAIBAgAEAAAABgECAAMAAAAeAAQAAAAtAQIADgAAACQDBQA8AbABHwHLAcUBeALiAV0CPAGwAQwAAAAkAwQA1AFWAsgCVgLIAn4C1AF+AgcAAAAYBH4C6AFWAsABDAAAACQDBAC0AmoC3AJqAtwCfQO0An0DBwAAABgEfgLcAlYCtAIMAAAAJAMEAMQBaQPIAmkDyAKRA8QBkQMHAAAAGASRA9wCaQO0Ag4AAAAkAwUAtwGNA9ABbgMzAe4CGgENA7cBjQMHAAAAGASRA9gBaQOwAQ4AAAAkAwUAEwH8AjoB/gJBAb4BGgG8ARMB/AIHAAAAGAQRAzsB6QITAQcAAAAYBNEBQgGpARoBBAAAACcB//8JAAAA+gIAAAEAAAD/r4AAIgAEAAAALQEDAAcAAAD8AgAA/6+AAP//BAAAAC0BBAAEAAAA8AEAAAUAAAAJAv+vgAAFAAAAAQL///8ABAAAAAIBAgAEAAAALQECAAQAAAAGAQEArgAAACQDVQCUAlYAkAJVAIwCVQCIAlQAhAJUAIACVQB7AlYAdwJXAHMCWABuAloAagJdAGECYgBZAmkAUQJwAEgCeQBAAoIAOQKNADECmAAqAqMAJAKvAB4CvAAZAsgAFALVABAC4gANAu8ACwL8AAkCCQEJAhUBCQIhAQoCJwELAiwBDAIyAQ4CNwEPAjwBEQJBARcCSwEdAlMBIQJXASUCWwEpAl4BLgJhATMCZAE4AmYBPgJoAUQCagFUAm0BWwJuAWICbgFpAm4BcAJtAX0CawGIAmgBjgJlAZMCYwGYAmABnQJdAaICWQGmAlUBqwJRAa8CTQG2AkMBvQI5AcICLgHHAiIBywIWAc8CCgHRAv0A0wLwANQC4gDUAtUA0wLIANICuwDQAq4AzQKiAMkClgDFAosAwAKAALsCdwC0Am4ArQJmAKkCYwClAmAAnQJaAJkCWACUAlYABAAAAC0BAwAEAAAABgEBAAkAAAD6AgAAAQAAAAAAAAAiAAQAAAAtAQAABAAAAC0BAQAEAAAA8AEDAAQAAADwAQQABQAAAAkCAAAAAAUAAAABAv///wAEAAAAAgECAAQAAAAGAQIAAwAAAB4ABAAAAC0BAgC4AAAAJANaAI8CZgCMAmUAigJkAIcCZACFAmQAggJkAH8CZQB8AmYAeQJnAHUCaQByAmoAawJvAGMCdQBcAnwAVAKEAE0CjABGApYAPwKgADgCqwAyArYALQLCACgCzgAjAtoAIALmAB0C8wAbAv4AGQIKARkCFQEZAiABGgIlARsCKgEcAi4BHQIyAR4CNwEgAjoBJAJCASkCSQErAksBLwJOATICUQE2AlMBOgJVAT4CVwFDAlkBSQJbAUACeQE5AncBMgJ1ASwCcgEmAm8BIAJrARoCZwEWAmMBEAJdAQkCUwEDAkkBAAJCAf4BPAH9ATYB+wEvAfoBKQH5ASIB+QEVAfkBCAH7AfoA/QHsAAEC3gAFAtAACgLDAA8CtQAWAqgAHAKbACQCjwArAoQANAJ4ADwCbgBFAmUATgJdAFgCVQBiAk8AZwJMAGwCSgByAkgAdwJGAH0CRQCCAkUAiAJEAI4CRQCUAkYAmQJHAKgAAAAkA1IARwJaAVcCXQFcAl4BYwJeAWkCXgFuAl4BeQJcAYMCWQGHAlcBjAJVAZACUgGUAlABmAJNAZwCSQGfAkYBogJCAakCOgGvAjEBtAInAbgCHQG8AhIBvwIGAcEC+gDDAu4AxALiAMQC1gDDAskAwgK9AMACsQC+AqYAugKbALYCkQCyAogArQKAAKgCeACiAnIAnwJvAJwCbQCVAmgAkgJnAI4CZQCaAkgAnwJKAKUCTQCuAlMAtAJXALgCWwDAAmQAyAJuAM4CeQDUAoUA2AKRANwCngDfAqsA4gK5AOMCxwDkAtUA4wLjAOMC8QDhAgAB3gINAdsCGwHWAigB0QI1AcoCQQHDAk0BuwJXAbYCXAGxAmEBrAJmAacCagGhAm4BmwJxAZUCdAGNAncBgAJ7AXICfQFqAn4BYgJ+AVoCfgFRAn0BQQJ6AQcAAAAYBHoBVAJaATQCBwAAABgEZgCkAkYAhAIEAAAAJwH//wQAAAAGAQIAAwAAAB4ABAAAAC0BAgAOAAAAJAMFAHABBQKMASICGQKYAf0BewFwAQUCDgAAACQDBQALAnUBCgKdAYACoQGBAnkBCwJ1AQcAAAAYBJ0BHwJ1AfcBDgAAACQDBQCPAoABcgKbASwDVwJJAzwCjwKAAQcAAAAYBKEBlQJ5AW0CDgAAACQDBQBJA1gCLQM7Ar0CnwLZArwCSQNYAgcAAAAYBF0CTwM1AicDBwAAABgEwQLfApkCtwIHAAAAGAQnApIB/wFqAQQAAAAnAf//BAAAAAYBAgADAAAAHgAEAAAALQECAAwAAAAkAwQAygFmAvIBZgLyAXkDygF5AwcAAAAYBI0D8gFlA8oBBwAAABgEegLyAVICygEEAAAAJwH//wkAAAD6AgAAAQAAAP+vgAAiAAQAAAAtAQMABwAAAPwCAAD/r4AA//8EAAAALQEEAAQAAADwAQAABQAAAAkC/6+AAAUAAAABAv///wAEAAAAAgECAAQAAAAtAQIABAAAAAYBAQBKAAAAJAMjALoCnAK2ApsCsgKaAq0CmQKpApoCpAKaAqACnAKbAp0ClwKgApQCogKQAqUCjQKpAooCrAKIArAChgK0AoUCuQKFAr0ChgLCAocCxwKJAssCjQLPApAC0wKVAtYCmQLZAp4C2wKkAt0CqQLeAq4C3gK0At4CuQLdAr0C2wLBAtkCxQLVAskCqgK6ApwCBAAAAC0BAwAEAAAABgEBAAkAAAD6AgAAAQAAAAAAAAAiAAQAAAAtAQAABAAAAC0BAQAEAAAA8AEDAAQAAADwAQQABQAAAAkCAAAAAAUAAAABAv///wAEAAAAAgECAAQAAAAGAQIAAwAAAB4ABAAAAC0BAgBIAAAAJAMiALQCqwKxAqoCrwKqAq0CqQKqAqoCqAKqAqUCqwKiAqwCoAKtAp4CrwKbArECmQKzApgCtQKXArcClgK5ApUCuwKVAr4CdQK8AnUCtwJ3ArACegKqAn0CpAKAAp8ChQKaAokClgKPApIClAKPApoCjQKgAosCpwKKAq0CigK0AooCuwKMAsACjgJIAAAAJAMiAJUCvAKVAr8ClgLAApcCwgKYAsQCmgLGAp0CyQKhAsoCpALMAqgCzQKrAs4CrwLOArICzgK1As0CtgLNArgCzAK6AsoC0ALhAssC5gLEAuoCvQLsArUC7gKuAu4CpwLuAqAC7AKZAuoCkgLnAowC4wKGAt8CgQLaAnwC1AJ4As0CdgLGAnUCvwIHAAAAGATNApUCrQJ1Ag4AAAAkAwUAtQLUAtUC1wLZAqsCuQKoArUC1AIHAAAAGATlAtUCxQK1Ag4AAAAkAwUAvwK2AtQCngLFApACsAKpAr8CtgIHAAAAGAS6AtkCmgK5AgcAAAAYBKwCygKMAqoCBAAAACcB//8JAAAA+gIAAAEAAAD/r4AAIgAEAAAALQEDAAcAAAD8AgAA/6+AAP//BAAAAC0BBAAEAAAA8AEAAAUAAAAJAv+vgAAFAAAAAQL///8ABAAAAAIBAgAEAAAALQECAAQAAAAGAQEAYAAAACQDLgBGAVMCSQFTAk0BUwJQAVQCUwFWAlYBVwJYAVkCWwFcAl0BXgJhAWQCYwFqAmUBcQJmAXkCZgGAAmUBiAJkAZACYgGTAmEBlgJfAZkCXQGcAloBngJXAaACVAGiAlABowJMAaMCRwGjAkEBnwI7AZwCNgGXAjQBlQIyAZICMAGPAi8BjAItAYYCKwF/AisBeAIsAXECLgFsAi8BaQIwAWYCMwFhAjYBXQI4AVsCOwFZAkABVgJGAVMCBAAAAC0BAwAEAAAABgEBAAkAAAD6AgAAAQAAAAAAAAAiAAQAAAAtAQAABAAAAC0BAQAEAAAA8AEDAAQAAADwAQQABQAAAAkCAAAAAAUAAAABAv///wAEAAAAAgECAAQAAAAGAQIAAwAAAB4ABAAAAC0BAgA4AAAAJAMaAEYBQwJKAUMCUAFEAlUBRQJaAUcCXwFKAmMBTQJmAVECagFVAm8BXQJyAWUCdQFvAnYBdwJWAXsCVQF0AlQBcAJSAWsCUAFnAk8BZwJOAWYCTQFlAkwBZAJLAWQCSQFjAkgBYwJFAWMCPAAAACQDHAB2AXgCdgGBAnUBigJzAZQCcQGZAm8BngJsAaMCaAGnAmQBqwJfAa8CWQGxAlIBsgJMAbMCRgGzAkgBkwJMAZMCTgGTAk8BkgJQAZICUQGSAlEBkQJSAZACUwGPAlQBjQJUAYsCVQGGAlYBgAJWAXkCBwAAABgEiQJ2AWkCVgEwAAAAJAMWAEABsQI5Aa0CMQGoAisBowInAZ4CJAGbAiIBlwIgAZICHQGKAhsBgQIbAXgCOwF4AjsBfgI8AYICPQGGAj4BiAI/AYkCQAGLAkEBjAJFAY8CSAGRAk4BlAIHAAAAGASzAlcBkwI3ATAAAAAkAxYAGwF2AhwBbgIeAWcCIAFjAiIBXgImAVgCKgFSAi4BTwIxAUwCOAFIAj8BRQJNAWECSAFkAkQBZgJDAWcCQgFoAkABawI+AW4CPQFvAj0BcAI8AXQCOwF6AgcAAAAYBIgCOwFoAhsBBwAAABgEYwJWAUMCNgEEAAAAJwH//wMAAAAAAA==
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