RDL/RDLC批量单据打印 [转]
使用RDL或RDLC进行单据打印时,单张单据打印比较直观简单,无需说明。下面我们来谈一下批量单据打印的实现方法。以下以RDL的ReportBuilder设计环境为例进行讲解,RDLC、VS设计环境同理。实现效果如下。
一、 基本思路
数据集:将单据表头、表体合并为一个数据集。例如将以下两个表合并为一个DataSet查询:单据号码、客户代码、部门、货品代码、货品名称、仓库、数量、单价、金额等。
- 表头字段:单据号码、客户代码、部门等;
- 表体字段:项次、货品代码、货品名称、仓库、数量、单价、金额等字段;
控件:列表、矩形、文本框、表。使用“列表”控件作为单据的边界,并在列表中设置一个“单号”分组,实现分页,在“列表”中设计单据表头及明细表体。
二、 详细步骤
1. 建立列表
在主体中插入一个列表,并指定其数据源。
选择列表,在行组中用鼠标右键选择详细信息,选择 组属性 ,设置“单据号码”分组,为了明了,修改组名称为 “单据号码”。排序选项根据需要设定。
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" alt="" width="385" height="318" />
在分页符选项卡上设置分页,这样可以实现一张单据分页的效果。
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" alt="" width="388" height="324" />
此时得到了一个单据容器,用以容纳我们即将要设计的单据。
2. 单据明细信息:列表与矩形
细心一点你会发现,在我们刚才插入的“列表”控件中,还有嵌套了一个“矩形”(Rectangle)控件,这是布局所需要的。如果没有矩形的话,我们拖进列表中的字段,将会成为列表本身的值。所以不管是列表、表或矩阵,如果想在Tablix表格之中再进行布局,则先铺一个矩形是非常必要的。
因为有矩形的存在,所以我们可以像普通报表一样,在列表中布置表头文本框,和表体详细数据。需要注意的是一些设计细节,比如表头居中,表体数量型字段需要居右,其他字段居左,小数位数的取舍等等。
表头的设计推荐两种方式:
1)表头信息可以使用下图中的“文本框”控件,设计空间比较自由。
2)也可以在详细数据表第一行之上再添加一个数据行,合并整行后插入个矩形控件,再插入一个无边框的数据表用来作为表头,这样比较整齐
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" alt="" width="601" height="240" />
3. 页眉页脚
将每页都有重复显示的东西放在页眉和页脚。当然还有表格的表头也要设置为在每页中重复。方法是先选中“表”,进入高级模式,在行组中选择作为表头的“静态”行,在属性中将RepeatOnNewPage设置为True。
如果有些信息需要在每页中都要显示,但因为针式打印中存在换页切纸问题,所以把一些重要信息设置在表中,也可以通过设置RepeatOnNewPage属性,在每页中显示。
4. 单据分页
在第一步中已经设置了单据分页,需要注意的是,这个列表空间与“页脚”之间不能存在空隙,否则单据最后一页就总会有一个空白页。
其实实现单据分页有很多种方法,不拘泥于这一种。大家自行摸索。
三、 其他细节
1. 大写金额
在报表空白处右击鼠标,选择报表属性,将下面的通过网络搜集的代码粘贴进去,在表中表达式中引用此函数即可。
=code.CNMoney(Sum(Fields!金额.Value))
1 '#############################################################################
2
3 '货币转换为中文汉字表述
4
5 '函数名称:CNMoney
6
7 '参数:ls
8
9 '返回值:转换后的字符串
10
11 '整理人:阿泰
12
13 '版本历史
14
15 '本文函数来源于 feng442624978,原帖地址:
16
17 'http://topic.csdn.net/u/20100303/15/0f0ceca7-d29d-4269-b0f5-17ea09d0f139.html
18
19 '#############################################################################
20
21 Shared Function CNMoney(ls As Double) As String
22
23 Dim dx_sz As String
24
25 Dim dx_dw As String
26
27 Dim str_int As String
28
29 Dim str_dec As String
30
31 Dim dx_str As String
32
33 Dim fu As String
34
35 Dim a As String
36
37 Dim b As String
38
39 Dim c As String
40
41 Dim d As String
42
43 Dim b2 As String
44
45 Dim num_int As Long
46
47 Dim num_dec As Long
48
49 Dim len_int As Long
50
51 Dim i As Long
52
53 Dim a_int As Long
54
55 Dim pp As Long
56
57 dx_sz = "零壹贰叁肆伍陆柒捌玖"
58
59 dx_dw = "万仟佰拾亿仟佰拾万仟佰拾圆"
60
61 If ls = 0 Then
62
63 CNMoney = "零圆整"
64
65 Exit Function
66
67 End If
68
69 If ls < 0 Then
70
71 ls = Abs(ls)
72
73 fu = "负"
74
75 Else
76
77 fu = ""
78
79 End If
80
81 dx_str = CStr(ls)
82
83 dx_str = Replace(dx_str, "¥", "")
84
85 dx_str = Replace(dx_str, ",", "")
86
87 If (ls >= 0) And (ls < 1) Then dx_str = "0" + dx_str
88
89 pp = InStr(dx_str, ".")
90
91 If pp > 0 Then
92
93 str_int = Mid(dx_str, 1, InStr(dx_str, ".") - 1)
94
95 Else
96
97 str_int = dx_str
98
99 End If
100
101 num_int = CLng(str_int)
102
103 If (ls > 0) And (ls < 1) Then
104
105 num_dec = ls * 100
106
107 Else
108
109 num_dec = (ls - num_int) * 100
110
111 End If
112
113 str_dec = CStr(num_dec)
114
115 str_dec = Replace(str_dec, "¥", "")
116
117 len_int = Len(str_int)
118
119 dx_str = ""
120
121 For i = 1 To len_int
122
123 a = Mid(str_int, i, 1)
124
125 a_int = CLng(a)
126
127 b = Mid(dx_sz, (a_int + 1), 1)
128
129 c = Mid(dx_dw, (13 - len_int + i), 1)
130
131 If dx_str <> "" Then
132
133 d = Mid(dx_str, Len(dx_str) - 1, 1)
134
135 Else
136
137 d = ""
138
139 End If
140
141 If (b = "零") And ((d = "零") Or (b = b2) Or (c = "圆") Or (c = "万") Or (c = "亿")) Then b = ""
142
143 If (a = "0") And (c <> "圆") And (c <> "万") And (c <> "亿") Then c = ""
144
145 If ((c = "圆") Or (c = "万") Or (c = "亿")) And (d = "零") And (a = "0") Then
146
147 dx_str = Mid(dx_str, 1, Len(dx_str) - 2)
148
149 d = Mid(dx_str, Len(dx_str) - 1, 2)
150
151 If ((c = "圆") And (d = "万")) Or ((c = "万") And (d = "亿")) Then c = ""
152
153 End If
154
155 dx_str = dx_str + b + c
156
157 b2 = b
158
159 Next i
160
161 '处理金额小于1的情况
162
163 If Len(dx_str) < 2 Then dx_str = ""
164
165 If (num_dec < 10) And (ls > 0) Then
166
167 a_int = CLng(str_dec)
168
169 b = Mid(dx_sz, (a_int + 1), 1)
170
171 If num_dec = 0 Then dx_str = dx_str + "整"
172
173 If num_dec > 0 Then dx_str = dx_str + "零" + b + "分"
174
175 End If
176
177 If num_dec >= 10 Then
178
179 a_int = CLng(Mid(str_dec, 1, 1))
180
181 a = Mid(dx_sz, (a_int + 1), 1)
182
183 a_int = CLng(Mid(str_dec, 2, 1))
184
185 b = Mid(dx_sz, (a_int + 1), 1)
186
187 If a <> "零" Then a = a + "角"
188
189 If b <> "零" Then b = b + "分" Else b = ""
190
191 dx_str = dx_str + a + b
192
193 End If
194
195 dx_str = fu + dx_str
196
197 dx_str = Replace(dx_str, "零亿", "亿")
198
199 dx_str = Replace(dx_str, "零万", "万")
200
201 dx_str = Replace(dx_str, "零千", "千")
202
203 dx_str = Replace(dx_str, "零圆", "圆")
204
205 CNMoney = dx_str
206
207 End Function
2. 页码
所有的单据中都需要显示第几页共几页,所以我们只需要打开两个报表文件复制粘贴即可,这样做不仅省时省力,还可以保持统一风格。
页码在新版RDL/RDLC中分为组内页码与全部页码两种,作为全局变量都只能放置于页眉或页脚。全部页码指示报表所有的页码情况,而组内页码通常用于单据打印时显示每张单据的第几页共几页。
组内页码:第Globals!PageNumber 页 共 Globals!TotalPages 页
全部页码:第 Globals!OverallPageNumber 页 共 Globals!OverallTotalPages 页
要使用组内分页效果还需设置分页符所在对象中的ResetPageNumber属性,其位于PageBreak属性组中。如本例中,分页符设置在了“总列表”中的组属性中,则就在这个组的属性中设置。
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0Zo02IC9qehBcAAO7gBcCOwQtA6ODSh9TS/e1hotP9c0tsa7w9bgjgq8KcmelhAHNW41WbLwc/QBP329qHNiG8gD2pO5///PH/AABgx+4FFBeXIu4xmOoFXCkutTF/e9VqmmaSF/D5J74i8dCjTzz06BP3f+7xlr/8zOf+3Sf/pmP1oBRWYXEvwAW8gF2KofM2pET55z8G97cHqcZvyJ/nw0+V8Y68bp3FC7DVzniHvq6qudF6XQ+2FHrxVKXBn1JqhFBk4QUAgDsWL6C4uPzhUO52gOQFXFxcXikuLy41dkAz1wv40uXzX7p8/qmnvyHSmQIieAGHBS8ALSW8gE1IH7W3N7/bdUXVDALs8VvcwnaaNdMfEJgW9I86FaYE5mqPasZcA6YJbExc0PYkvAAAcMfFC8iyTPQCPvCBDxRF8Z73vOfd7363KQaTvIDi4rIoLq8UFwvNCxBnBIjTAZgXcHDwAhA6suzBeb+2i5/HX4Z/joudvYC6zO0BeBwvwPzWv3Hp5xoYcgzwewUovvAC9iS8AABwZ9QL6C4pr7/++rx5Aa+88kr7gMCV4uJSmRrQzPIC/u6rt1557XUXXr7zj3907WOrB6WwCngBaCkxdE5f5lcAyvPlz/HzeXp7VRii2brMs7woZjySb7ckFvcC7K9DlGf9O+WJF4BQmsILAAB37F7Aa6+9dvv27SzLbt++fXl5emXAAw88cHFxef36x4uLi1vf/ZH4uUP0AtpJARcXl1eKi0KZGtDM8gIevfnlNtR/+PEvdrzy2uviZIHWCPjS5fN4AYcloBfw+mzwAnYpvIDkpQa4/S16lyf+9QF1UdnfHJjIMwLVnFcIGvPFC9i9uKDtSXgBAOCO3Qt45plnbt68efPmzcvLi8vLi3nzArq3Bl5eXl65cvHaa6/5ewFPfuXrrRHw9W9+q+Phx7/48p1/rL/9Ty/f+ceX7/zj55/4Cl7AwcELQOioMob7eVnbI2pzkNsunOQFjD4iEGNegMOPJI5WcYrwAjYnvIA9qTsTP/qF/wAAYGfG7whMmhdQXFxeKS5u3rzZPiNw5Yo8NaDxeEagnQvQIc4RaHnp1e/hBRyZcF7AV16fDV7ALsXQOW11gbs+cp/sBYgh/Zyf7TNGx7N+k8AWa2sMicGiOa/5Z14AQhsSXgAAuGP3Amaj/qagicbjGYHWC/jT6580vSzg4ce/iBdwZPAC0FLCC0hZ4isAQ3gBdVkIiQM/I2B4O4FlXoCtEE3lhtU6ORmTpgngBexeXND2JLwAAHBnhhcw9X0BlxcXlxcXDzzwwOXFxUVRXF4EmBfQPSNgf3EgXsDBwQtA6OgyegGzb72H9gL0Gn0YQC+lcvKCOc8L4AXsXngBexJeAAC4M+MZARcGXsD5oYCLori4ckV0ASQvoP13xryAl1793kOPPvHQo090PyJYf/uf2gR/99VbeAGHJZgXcB0hhBBCaAvCCwAAR0Z/U1DUvN8R6GYHFFeutC8O6LyAe+6554EHHsiy7ObNmx/4wAfcvYD2ZwJc5gXgBRyZkF7AFFN+oLvvvnv2tgghhBBC7rr77rvPXsD3AADsuHgBWZaJXoALkhfwyiuvtK8NlAyC1157rZvKJP2+gKMXMApewJEZ9wLag09drvUC3p6l1guYty1CCCGEkLt6L+Cx7wEA2Bn1ArpY/fXXX5/tBVwUFxdXrrzyyivqiwPf9a53ZVn2rne9q2maqV5AR/sjgi+9+j2R5176hxde/jZewJEJPC9g9rcyXgBCCCGEIggvAADcsXsBr7322u3bt7Msu3379uXl6ZUBH/jAB4qieM973vPud7/bFINJ7w68uHKle2Xg5XB2QDs1QLUJXLyAb9x+9evf/NbXv/mtZ77x0jPfeOlLl8+r4AUcGbwAhBBCCB1InRdw7bHvAQDYsXsBzzzzzM2bN2/evHl5eXF5eTFvXsDFlSvFlSuXF0X77kDpSYGmaX79139dmhTg4gX80bWPubN6UAqrgBeAEEIIoQMJLwAA3JnxOwLz3h1oQTUCRr0AABfwAhBCCCF0IOEFAIA7di9gNpO8AC14AeAPXgBCCCGEDiS8AABwZzkvwJ82K7wAmA1eAEIIIYQOpN4L+Px3AQDsLOQFBAQvAGaDF4AQQgihAwkvAADcEb2A/+v//n8B9gReAEIIIYQOJLwAAHBH9AIQ2pnwAhBCCCF0IOEFAIA7ohdwHaF9CS8AIYQQQgcSXgAAuCN5AXfebAB2A14AQgghhA4kvAAAcGe2F4CWFp3sryzUNyteAEIIIYTSV+cF/Omj3wUAsIMXkKzoZH/hBSCEEELoQMILAAB38AKSFZ3sL7wAhBBCCB1IghfwHQAAO3gByYpO9hfvC0AIIYTQgYQXAADuhPQCqiI7Ky/rMMFceFVFX7uqyLKsqMTVdZmbqy9u617KzEzwAvyFF4AQQgihAwkvAADcCeYFVIUcVScqxQsYVLsuc4uVgRewMa3vBdyNEEIIIRRdq8cYAJA+gbyAusy18W03VUAMv/OiOAXcp9WnYLwqsrwsT1sIAbo+ky6lUHA13FhN1k9dOP+ZF4VQ9arIy1IxC9oMpW1b18BUgeKciZTMJZOT8AL8FdILWPs7HSGEEELIVRePvAYAYCeMF2CwAvo74INPWV7WbRRcVG043Mbuwox9YZaBKRNtyqISa6NNJs0LyMu6Ks4LqqI1KPpilAzVdp5T6VqpSzaSSSe8AH8FnhcwQ+338Ruf+I9U1h0iIIQQQmjHWj3GAID0WdILUKNuxw+zF/YqqgnbngLxusxP9/9dMlTu8euLsydT1/bCC/BXKs8I4AUghBBCKKZWjzEAIH0CPSNgutcd2QtQb8W7bVuXeVGdrADHDDXTFXQ525Pp5jx0wgvwV9JewGKtRgghhNARNfQCvgMAYCfUuwPrMheC2aqUol5bSDy4D98/ZG+Ll7VB/rAKxmSmbfO8kDK3ZihO+VfTdws1yeyZ9MIL8Fc8L+Duu+/GC0AIIYTQisILAIBJBPxNwf49eP2j74bX/pnnBbSvFRwGxpZMhp/7GpheDdBnJ921b8SXBhgzlLaVXhMopO8XapKNZHIWXoC/InkBJiNA6wUs1liEEEIIHVp4AQAwiYBegLe0DxocV3gB/orhBViMALwAhBBCCEWT6AX8ySPfAQCwgxeQrPAC/IUXgBBCCKGjaOAFPPwdAAA7KXkBaCA62V94AQghhBA6ivACAGASeAHJik72F14AQgghhI4ivAAAmAReQLKik/2FF4AQQgiho0j0Av744W8DANiZ7QUApA9eAEIIIYSOIrwAAJgE8wKSFZ3sL7wAhBBCCB1FeAEAMAm8gGRFJ/sLLwAhhBBCR9HAC/jctwEA7OAFJCs62V/jXkCWZVmWqcuX8wLarK5fv76/DwiloEROBz7wYXMftqhEum6V3dTohBcAAJPAC0hWdLK/mBcQT6ZxCUpK+95N+26dVrtv8u4bmI4219Wbq3Aodb6Adi1eAABMIqQXUBXZWXlZu13SqsI9raW8+Zm4lNJlXhVZUS1UjiK8AH/hBSCEEELoKMILAIBJBPMCqiKbEyd7egHnbWeWPrGUuMIL8BdeQDwd9hbNtrTv3bTv1mm1+ybvvoHpaHNdvbkKh5L7vIA/+ty3AQDsBPIC6jJXA2bpjvrpc13mWZZlWVEJN/bFmH54n78qsrwo8nbRafUp6lfv2J8TnxbrcyvL02LBPKiGi7p88nxQQ6nEQS5Cu8IIL8BfeAHxdNhh2ba0792079Zptfsm776B6WhzXb25CofSFC/gDgCAnTBegNYK0HsB0jT7wV33/o/Bpywv6zbULqo25m5zGPoLeVl3ia259VsLoX9Ric0Q89E7GrpNAk9MwAvw1wa8AO2bCzUtGUvWJWg/aNNnOrmUvoQO2/Ck5N4PasrZfSjtssjad5ODt27SubPWWXbMVseR2Bx7J7hklcIRst1WOGrgBVR3AADsRPcCupjekqYZegeWD51kd2AsN1M+bUYu+UibSO0KILwAf6XoBWhHEo4jTltTlWBDTe+yZLbUexRSi1JueJpDuiWk3U2N2wA3GxtPO+5c7S4LsgtGD0Kx3NSaPK8HFt2h2uVq01zyn634+1S7fF6r5+3TtaS9z+zYXaPdrt3cs2ccj40mbisi7PQJ8wLWjjEAIH0CPSOgfajeFFGLcbOnFyAVOtsL8MmnV1g/AC/AX4l6AafKOYwztKMTdZzhMtDRrgo4XjHFJOqfyTZ8K0N2H7nMqtV219TdYVquzcF+bLhr9CA0KZ0mT+2BRXeoaVtLEY6npLvi71PTtpYi7K0O0g8RNM8LkI5nU7JmgTvq7sdG/FYsutPxAgAgIKHeHXiepd+qKstanM0/nLzfDKfWjz4jMM8LsD5xMKjwsO5yPsbZDbo3CuonSMwTXoC/UvQC+sp5jCek5eoIRptn8KGYXe5jqUnbmv70b/iivbEhqf1gGiJbdodlefen5UMoOWaYTpOXOAhnt66Zfu7YcwuipfdpE7rVm76wuO9QS0dFk8v5GKcVK/YDXgAATCLgbwqeX56X9ffGu6n0RSHPrh8msb87cJ4XYH8T4cCb6KuuzlYQaygs12wyaJe/8AL8la4X4DhedBzZZMMw2HMUMi8Hx1s0iTfcZ/NNSNxNpk7TLjHJvqF2ubq5JcNJO8Vlckr6Tba1UNGiO9RR2fCsHC13Uubx96mjJrV6Rv7xJR1L0gfTwkbZrabd4dj57ntk3mS0aK1wacI8uc8L+MPqDgCAnYBewBa02g8EztBmOzkhJeoFZOcItq+oW0ShLnfMyjKCUccx8wbHLl5A+g3XFronue8m0xJLn0/tZ8sHMUOHZp0U0JBascmahpm13A51P3fEJaP9sEQDR9uobZ3p8xKtdmnp6pK6umuafUlmPpJNnayWYtnQvcKm3NQ6q0uWaIVDC2YKLwAAAoIXkKw228kJKVEvoK+fbuCoTeA+1rQPQWKOSl3aNZogZsO3MmQPK5dR7IzdYVmubm4aiPtLm2HKTfbvgYCtc6lSt9WMbedp6X1qKUXKyrEyS3RCHEmdY+qrbq09q9HP/jLtjvitWHGnD7yAz/4DAICdg3kBWxKd7K8UvQDtANQ0KjWNJyzJZo9yPOU+lTfZhm93yO6uebeRHddO3WviB0tU5q6wD6q4rA3e5Kk9sOgOdayPe1Q8Q/H36ehaMY1LZbZyYZn97kCtHPPx6Zyw7w4M24pFd/qEeQFrxxgAkD54AcmKTvZXil7AqWYOw45mbhCrBh6WQrWDmBnjGPche8oNdyl007L8BJ20RPzTLtOG2uXaze07zr912oXJNtmhob0W3aGWxNoSLc0UcwvSwG21elKT19Ls3xRUV6kpTfloUzr2WEAvQLvKsxWmUvyFFwAAAcELSFZ0sr+S9gLkunoMJkzbuuTgMxSbmrOpOJcNHYvwbLhjuXuSKcixpJ+6arRjuwTakMy+rWPO9myTarJ9w1EFbJ3jJtpQ2ZJyanH2PE05J9XqqWWlo1BRtLTKciT4HCRLewHSKnsr7FVdTqIX8JHP/gMAgJ3ZXgBA+iTtBaiS6uATEjfOI6pQQ5aA8wLWavimh+yOWvoZAZO0OVg+zNMqzwiEbfLUHlj6GQGXTTKzAed/Tq3yjIDLJu6t3sqFZfa8AMfO154XPp0Tdl5A2FYsutPd5wWsHmMAQPowLyBZ0cn+StoLkOvqMXx0H9xIawOOV7TDMktQZFqySsO1Vd2lTMPHVi79YA+MR5dbhtH+u8DxIJyUoInV5HkH4aI71JRh2JR2xd+npgxnpNzWhUX7+5QmiSnFTLTtHd1f/hWWqr1iKyLsdLwAAAgIXkCyopP9la4XgBBCCCEUVgMv4KF/AACwgxeQrOhkf03xAu5cu+vqje4vvICpst+fRIlo37tp363TavdN3n0D09HmunpzFQ6lCfMCHnoVAMAOXkCyopP9ZfACblzVzxfEC/DQYYdl29K+d9O+W6fV7pu8+wamowTYpREAACAASURBVM119eYqHEp4AQAQkEBeQFWIIVVRma9hVZHlZW1ZK2VjT+8pMfOqGNR80XKdhBfgL/O8gBtX77p2Z5CWeQEIIYQQ2rJEL+Deh14FALATzgvoIue6zC12wKgXIK2N6QXkeT74Ey9g6+J9AfF02Fs029K+d9O+W6fV7pu8+wamo8119eYqHEru8wJWjzEAIH0W8ALEP+syP93kz8tavO2fl7WyVs2n0dy67+/eV0WWF0Xebn5aN7ixLycuy8JcmarI8rIqz26AqQlTy50vvAB/pegFdN/i+/uwegX4cPAPKdSBD3zY7ofVK8D5Pmk3NTrhBQDAJJbxAuoyl2Lhqjgt0N5vF9dKTxr06c+J6nO8XhVtfN5NRBCK1SYWClErc/p83lDrSvTbO5c7X3gB/krRC1issSvLNC5BSWnfu2nfrdNq903efQPT0ea6enMVDiV7wwdewIOvAADYWdwLkO6+Syntawc5W14loP1gee+Amn648OQJCPMA9JV0KXe+8AL8hReAEEIIob3JaV7A2jEGAKTPIl5AZwUMbuor4bd9rZyzyyqXxKZk/ee6zPOyLIRHBwyVdCl3vvAC/IUXEE+HvUWzLe17N+27dVrtvsm7b2A62lxXb67CoeT+jMAfPPgqAICdBbyA8xT6RjOtXvYCLGvlnOsyl9ZZQnFLYm16zefTewRtlXQpd77wAvyFFxBPhx2WbUv73k37bp1Wu2/y7huYjjbX1ZurcCi5PyPwBw++AgBgZ4nfFBTmxncv0ivE2+vy2/v6tYN8pPvywlv8pKf9dbG9MfHg87Ay0sMLwyoNKule7nzhBfhrA15AlmVOLXFINimNY7nL6bAN35zEHjN9npfhWvtCLVdbk4DVW73JoibtUPe+UhWovk4Ku08nNWfdhm9IifdM4tVT5TYvYP0wAwASJ5AXgMKLTvZXil6AdpTpOOIcaa3DaNU9t6lSxyVSoSk3/DiDeHE3mfaCvdO6NGrmjjtXPCTUDUO1TspZXa79bKqnqTkBmzyvBxbdoabE9jT2lFMVf59qN1cTOFZjxj5dS1JXOx7b7rIc/EEq3BgOdcdWjFYvnb055RmB9cMMAEgcvIBkRSf7K1Ev4FQ5h9tWk8Yx7mMdNb17z5ikHZZp/0y24SkM8paWaTfZO81Rpk0s/S+V7rkLRg9CbQVGDxvLcRK8yVN7YOkdOrWvfIrTKv4+NRWh1k2b23JdsbQcp9zPbo7aXRHO99HKqEvs1Uthb054RuCBVwAA7OAFJCs62V8pegF95caGrY3zXTjHbUOFH46yVD7NhqcwyIspe+zkGHFJCUwFaf8MHhuMFi0tsXwWGzipl7TL3Zvs0wOL7lDPrAJq6X2qXattjnYn2qu3FWl7oOs6n9wa88EfpNqmci2tmFS9dPam07yAtWMMAEgfvIBkRSf7K10vwHG8aBp2qENPdQwk/akOak0DO9PA1y7HWzSJN1xb6J4kTSnX/iuubXTHg8vesSzX7hFpialou5a+h+x+zPg02dJAVUvvUMe+ctSMbePvU0dp+9ZUvXlFRFYi8wLcD5KDzwtw8QJ+/4FXAADs4AUkKzrZX4l6AZZhutyAKcu7bN3jE1OyGcMdxyF7k3bDtcv3JJfQUY2jwoaOljG3mnLSTnE/CO2f1VqZmrNEk8fbKWjpHery2S4pQ58GmmobcJ+6N0dcMtrqSU1eS6PvC+iWz8hc6i5LVu4HyTyfSJtyUvVc6rao3J8RWD3GAID0me0FAKRPol5AJ+3AUZvAPtYUE49m1ZjvHIaVY2XsCWI2PIVBXkxJ/aYOhaVVo3vE1IGZYdidKWPu4LtgUlu0Ke3VC95knx5YYoc69pVnzSdp6X1qX27Kx7JttJ4JK1Mr5jVH7DHPrOyl2JdYzjvH6qWzN93mBXwLAMAO8wKSFZ3srxS9gNEx96AB0yMN01BYHeuEHZC5vDsw8YanM8hbTuptZFFS/5hSOu6d0c3FD9rDYKqmzhm2VFisjP3ocsnZvclTe2DRHeqeZrlzJ/4+HS1CTKNNudELizovQPvnjOaYLrwRzneXVkyqXgp7c8ozAuuHGQCQOHgByYpO9leKXsCpZjppGjA27Og2tG+uHeuYRjzzQjL39wWk3HB7oTuQ40/QSVtZxs2mZJbNLSV6HoqTDKnRQ1GsldoD2vxNaSY12a2tJy23Q6f21WiaZvoObdbYp47N6fpNTWMqNHEt5wWYctBm5X6QhPICplbPpW6LasIzAvd/CwDADl5AsqKT/ZW0FyDX1WGJranOt6dGRzwzxuuzq+S4xLMU94a7l7sDmXpejWe0Pea+40Y7drlD0b65y1pLb1hy8GmyfUOXPKUls3eoZ8W09fE/y5bep445aw0CU8rRzBOU1uZoFvACAp71pkPOpRXu1ZtXt+BymRdQ3v8tAAA7eAHJik72V9JegGmM0td+Ykg8mueiY5qA8wLWang6g7zl5H4bWewN7ZhYXWLaF6b+t3zwb51Lhi5ru3+1zQne5Kk9sOgO9anYvE1Uxd+njjmb+tCUMn3Z5wWMLh+V+3HoqBnzAkZTjlYvhb3p/ozA6jEGAKRPIC+gKsTv1KIyX8OqIsvL2rJWysae3lNK5kL5Y6XOq9iErTReQF3m45sv2mMb07gXYBoFrj4vYOqAY+qQ1HH46y7tsMwSFLlU0kVBGu4eD2xdLo+XN8Ne0gZO2iDKZdit7hptofPkeBCaKmPZ0NSEgE2edxAuukNNLRpVwLMp/j41behSW/WMCNgVS8s+89y/LdrNffKcemzYE4xWL5296f6MwOoxBgCkTzgvoIs/6zK32AGjXoC0Np4XMKy3vRWzK+blBdRlXhTFMibFPpXuvACEEEIIoXliXgAABGEBL0D8sy7zk5Gal7V42z0va2Wtmo+05Lz5KUSviiwvirzd/LSuj941icuysFZmWHRd5qeNpTr0pQlZ9ZmfqzC61YiUTq7LvKiaSjADXIrolhzRIMALiCf7nQqUiPa9m/bdOq123+TdNzAdba6rN1fhUOIZAQAIyDJeQB9GCwnUuFq7tpOc/pyoC9qrog1wu1v4QrHaxEIhSmXUKveL1JBbXWjNXL/ViORObq0AobNcihh03/HcALyAeDrssGxb2vdu2nfrtNp9k3ffwHS0ua7eXIVDiWcEACAgi3sB8o3qYUr72kHOllcJaD+YEmvTm7wAbdhvWTiaYL4X0FsAg08zKnYg4QUghBBCaG9ymRfw4c/UAAB2FvECNDfUdZGqfa2cs8sql8SmZMomtmcELNsu5AUM387oVbEDCS8gng57i2Zb2vdu2nfrtNp9k3ffwHS0ua7eXIVDyf0ZgdVjDABInwW8gPPU/Uaa+6/zAixr5ZzVd+hbLABLYm36ptG9O1AzZ0Bf1X6psNnoViMadLLwYIDw13gRPCOAFxBJhx2WbUv73k37bp1Wu2/y7huYjjbX1ZurcCi5PyOweowBAOmzxG8KDoPWdlEhxqTy2/v6tYN8+tfy9SG59q64ac7/6C10sTLDjaRX7XX1Mjbk9BbDwXYjW41I7OShFaB7wYKxiIp3B6blBXSO/v4+rF4BPhz8Qwp14AMftvth9Qpwvk/aTY1OeAEAMIlAXsDBtcg9dzrZXyl6AYs1dmWZxiUIRdMBD8IDNhktpM0dS5urcCjhBQBAQPACQggvIFHhBSCEEELoKBK9gN/7zMsAAHbwApIVnewvvIB4OuwtGpSODngQHrDJaCFt7ljaXIVDyX1ewO/97csAAHbwApIVnewvvIB4OuywDKWjAx6EB2wyWkibO5Y2V+FQwgsAgIDgBSQrOtlfG/ACsixzaok1mbTWlFhd7lj6Ejpsw1FkTdrXOz4w6Ac0T6EOhvgHVabIVJOp3xGjbVGLjtZ8vAAAmMRsLwAgfVL0ArRDBJfhgvuqVUJi9R6FOvxKtuGRx2poIVkOQtORtuhJEUGj55200LMfOFN2LNN95lC7u81n0sXfLpcvHaloMZm2eqY/7YldEgT80mFeAAAEhHkByYpO9leiXsCpcoahtvSnSdqtxBFP5LBHOyyzVHI0cfyGE+FsXdJBKAUAzR73++h51yzQD5vuMWSSeCxZrsAzIlh1Q/WY9KywmK1UrlgB99K155F7nyz6pYMXAAABwQtIVnSyv1L0AvrKOYyuTAMF07BDHPeMJrPkH0SWyqfZ8EV7A60olwBmdHC/FVmqHaofNtozaIZC7WvtNTn4gTT6BaFN5pKV4yoxjc83nY9EL+B3/+ZlAAA7eAHJik72V7pegOPwejQklsYZ0pjDkkxaLmU+Y4Dicn9SuzCphhubh7Yg05xh059a2WOA1A4S9/MubD9MqSPahizHkuceFy+/mU5SYsfiHOcFmL4s5n0dhOoTn0zc5wWsHmMAQPrgBSQrOtlfRi/gzrW72u/+qzfOi25cFf5Y1guQ4tLGYdhhXy4OcRrzYEUbKmsznzFACThX2X158IZrC0VbkTrJWZtMCgPUtab8550ai8p9mrQqn36YXFGUvLSP2KifZ0gbkDe6b4RmylnmaIRpi/BPYz+tLHKpsF1TvIC/BwCwE8gLqArhQpeXddNURVZUk69wVdFuPczQmlO3yd407GS1h1Xttitmy+AF3Ll2113X7jRNIzoAEb2Avn66wYE2geN4Qhpa2ZOpCcLKpV2jCWI2fNHeQKto9BBq3GKADcl0bAfsh613EXKR40V4UoaWf0PVWfpTW/PR67+pYpP6xKVdS5xKeAEAMIlwXkCQKFT0AroM6zK32AG7DYAVL2C0mbvtitkyeAHDsP/G1buu3YnnBWhHD6YhhWmgYEomDbDsySz5z9Ck6Zr2hZaKLdrwJYZlKKZcJjlbDi2X8X1qmvpsTpB+2ETPoKky3WduAu1x8XBS/52h5eYFuFTMZ+3UZJKYFwAAAVnMCzgt6VbUZX6O58+3uPvwvltS6LwA8c+6zE/fJufZB+Kf0tpta8wLUBvbpzmv67pY7fNDyMkLaJo7165euxN3XoBj4DF1PGEfwTjGA/OioEnPLSfbcJdCUbKa8ZuCqiwJ5p0aiyrseTeaz+gqtF0t5wWIh5z4odGdU+5n2SQvQC1Xu609jUtZUon2k25ex7p7Ab/zN38PAGBniWcEiqoZ3uEvKuGRgfOnusxPgWsfwlZFpvcCBCehL7FdoL0ZPu8JhbRkeUZgrCvk5qt9fhCZ3hdw42p2fkigVfv+gLhegFxXj1GCNMox5aAms4QNjkXba+WyMKmGO5aLtiJ1j48eb/YYOP2DxH5sh+oHryqi5GUKZU0xrWOejduBN/sA02alPbC11VBXSZ89+8Tny85deAEAMIml5wU053vUwr3rXkPXoBlGswYvQJoKIKWU125Y488IGLtCeqrC4iPsXEn/jsDoSMJxbGEauDTDcb82WcCBSMD7k2s1fIlhGYqpGfMC4ozOl1Oo825SP2yri5CjIjwjoM1qduZTX1ir/qvd1vLN4lntUG2fMC/gr/8eAMBOBC+gDUXPIag1pckL6KyAwRQCJaVm7YY14gXYu2LgB+yhN+YpaS9ArqvzTbmRNlvDbDWBKdlUWcIwaaGazJ7AUT4ND9gPaEW5xwbqQpOWqmsghTrvpG05Uw6oVbwAn8Np9OAXS1RLN50Co0vsy02JtQ2f13a8AAAIyPJegPSMQF3mUlJhif4ZgX7pYDq81guQ125Y416ApSuaRngiQO3zoyhdLwAhhBBCKKyGXsBLAAB2Vnh3YP/Ou/NcgW7J4N2BvYRp7epbBk+LBq8SFNZuV2PPCFheuKi8KVDt82MILyCeLPeUEIqjAx6EB2wyWkibO5Y2V+FQmjIvYP0wAwASJ5AXgMKLTvYXXkA8HXZYhtLRAQ/CAzYZLaTNHUubq3AouXsBv/3XLwEA2MELSFZ0sr/wAhBCCCF0FOEFAMAk8AKSFZ3sL7yAeDrsLRqUjg54EB6wyWghbe5Y2lyFQ2nCvIBPvwQAYAcvIFnRyf7CC4inww7LUDo64EF4wCajhbS5Y2lzFQ4lvAAACAheQLKik/2Vohdg+dUuhBBCCCEXaUcveAEAMInZXgBA+qToBbjXYYZMg4OUtcU670B0+1qK0PMH37mba/7mKhxTdI5JLl7Ab336NgCAHeYFJCs62V94ARvQFuu8A9HtawkvYGltrvmbq3BM0Tkm4QUAQBDwApIVnewvvIANaIt13oHo9rWEF7C0Ntf8zVU4pugck/ACACAIeAHJik72F17ABrTFOu9AdPtawgtYWptr/uYqHFN0jklOXsBf3QYAsIMXkKzoZH+l7gW4vw3IcTykTdYtVD/41KT9YCrRMTdTDksrbJ9oN3cpdEWlUAeTZhztKTdHklRV7YFn32q0sUv3xmhltOeO/QxaqHqeG7pckP0bte41cDRB/D2orUaCxa172TGVjhcAAJPQegGW73GbF1CXeZ+wqBa9CB5AeAH+StEL0I6oRsegM6IjdUlmjd5Hl0jLLZGte272VQspeJ+MrpL2eAqBawp1MMkxCJG6dK1YZapcTtLRrezNXK4TxPPF8dyJf+T7lOJY27CNWusaaNp32vNurTMrZrnaUa+9MitecExF4wUAwCRMXoDpymP0AqqC+D+s8AL8Ne4FmIKHRecFOA7rTaGOJeBRc1YzcdnQVKsZA+UZiRdV8D5pHEaQjXVvzmmGt1Ycwo5KG35YutTxsExE9vPaMQJxL2IJjXa4qf5x9s68Uhz3RaNrvme74l8DLUVLLQrSQB9FK1ptqcuxvaJMNcELAIBJBPIC6jLPy1rdoiqyvCjy7LSyKk5frV3iqtB8roosL8tT2sMaDHgB/kpxXkBjvu1pigztg1HTcvvIZjTYGK1Jl782dHFpl70tS2jpPnHZ1jPMC6V0RrSSxAPGsqekQ2v1iMVdLoef9iDRnlbux6S/tEWrNTHVc/RSELCenltZ9kVjOJd92hXzuHW5rFl2cfxTbJUSR1u6yoGt1kG7HC8AACYRxgswWQFNVWjjft2noRdw9gAOPN0AL8BfG/AC5BqbR/aWrSybi4O5Rjdw75KNjmxGM5mntYZQofqkUZpgz8eyYUytWPSotL00erKk3CJRYj21x5h0pM040RbtCvUwVkuU6h+nYp6luOyLZnjdCFKuz4ZTS8mUK564RErW6E69+GdZzBJnnHoJXsOHXsCLAAB2LF6A9vti1As4vzRAuMM/OgXAaeHhhBfgr814AaYhtX2VpsHhhqfafEYHhZbxtGlctY/BpTqkthe64ggykQpYpA1FtCGZJWhJVqaTyHJymS4CjgdbQGlDR23F3K8AC1XSZyv7Z+3u8GnaKsetvVDTLt7H5VpbiuVscvmCji9T0aIX8Jt/+SIAgJ1AzwhIEftoVI8XMC68AH/twQvoGzPdC3AZkavLLWN397Gv+wgp8lgqeJ+Im4wW2qw9sBartFbRFml3iravpF2jLk9WliNt9LyznI8uyz0lVcO+d0Y/L6d5pTjui8awO3yatsoRa79eiR/WvWTFLHHS3o9fPXtNOuEFAMAkQr07sC5zIWbXRvXaJwPqMj8/A9A/T9B/GmZ7LOEF+GvzXoB2TGZr8PQRufrZMsB1HPtOGh5FHkst0SejIUT3p/hBm1s0rTiEHZUlFFGXNw5OTVKyfL+6bOJyDi7aCdprwoyTIloNg+egPXl9Co120DperNRNGsOOjlPn+GWNXp/XOralOmiX4wUAwCSC/Y7A8CcFz/G7Ol9guF5cVhSig1AUuZzyYMIL8Fe6XkCmBDPSB+3n0dGGdpg+9bN9XKj9Uzt8dBwqRR5CBewTdT9qC9Lu69Gx5tJaq1wXOR75o2dNmpKOH4vUTRq3I2ehTtBWb/TSFH+PzCjRfV80Cxx4qxy09l0mNlz9N6Zilji667WbxKmbe9F4AQAwCZMXYJLFCwin4z4XIAovwF8pegHq97d2jDUaCegbbI23tSMbNXNLcY6Vn1G3+ArVJ9ol6kIpH204EVMrDmHt0naU/RwJFZLF0YwTQdtAx/Rh5djnljHEQhXTVnKhHIIfeDEPWpdLUFJnVrKdY0oQTXgBABAErRfgwpLCC2gavIAQStELkKs4NthyjDwtidWxi1SoNFK3jN1NNdyWFxC2T9S1Ll234ggykQqY1HV4o4zITX1o3zupacaJMOkiMLrWU+rJYi9xlRN80Rykw9K/0MhdpD3FpATS2TS6l5dTzEKnXsYjV8+xaLwAAJhEkl4Aahq8gBBK2gswRZWWPyctt8dFluGsZYA7I4xxr0kELdEn2iXqQvddE0erV0Ar+7Fn8QJMWyWo2V6ANlBxOfZCyR4ciqvsWqJuUj0XzUFtu2ehcQ5a9/3ispejKWaJ7tf2tY7t0bo1eAEAMBG8gGRFJ/sraS9gCcUfqPlri3Xegej2tbSJYHjT2lzzN1fhmKJzTMILAIAg4AUkKzrZX3gBG9AW67wD0e1rCS9gaW2u+ZurcEzROSa5eAG/8e+/CQBgZ7YXAJA+eAEb0BbrvAPR7WsJL2Bpba75m6twTNE5JuEFAEAQmBeQrOhkf+EFbEBbrPMORLevJbyApbW55m+uwjFF55iEFwAAQcALSFZ0sr/wAjagLdZ5B6Lb1xJewNLaXPM3V+GYonNMwgsAgCDgBSQrOtlfKXoBoy9zRgghhBCySzt6Eb2AX//33wQAsIMXkKzoZH+l6AUs1tim2eYtlC3WeQei29dShJ4/+M7dXPM3V+GYonNMcvICPvVNAAA763gBVdHZmnlZ++W1nKqir11VZFlWVOLquszN1Re3dS9lILwAfxm9gBtXsyzLsqs3uo/ZXdfuCFviBUTTFuu8A9HtawkvYGltrvmbq3BM0TkmuXkBLwAA2FnBC6gKOapOVIoXMKh2XeYWKwMvIAkZvIA71+5qI/8b1+46feqXtcILiKYt1nkHotvXEl7A0tpc8zdX4Ziic0zCCwCAIET3Auoy14a+3VQBMfzOi+IUcJ9Wn4LxqsjysjxtIQTo+ky6lELB1XBjNVk/deH8Z14UQtWrIi9LxSxoM5S2bV0DUwWKcyZyMrwAfxm8gBtXs6s3pE+SGYAXEE1brPMORLevJbyApbW55m+uwjFF55iEFwAAQYjtBRisgP7m+OBTlpd1GyMXVRsst7G7MGNfmGVgykSbsqjE2miTSfMC8rKuivOCqmgNir4YJUO1nedUulZKyRq8gBAa9QIE3bl2l7AwjheQ6aRvidt4yH3Y1KVUP/hUr/2gTWbKZ606OxZtKWvTCntEzduhx5TUP9pj2L7VaA8nuwtGW6E9f+1nsb0UTznuncbvFEh2f7nI/Wict0PDdqb7blrrkPMvFC8AACaRhhegRt2OH2Yv7FVUE7Y9RfN1mZ/u/7tkqEwU0Bc3SNbgBYSQ6X0BN65KrwdQFkX4HYFBRcdGnJYBqH1wM1pcZo3eR5dIyy2Rs8sYOmadR1eN9q2pqpvQ1G63j+OljtL23kY7KrhGe89lq3mZRJPp9FH/VTd0+Ww/luY13/HYdinU8eRyyTYFWSpv35Xai4Z6JE/dmz6d6b43TfW31MqSj6VKs2XKVvQC/s2nXgAAsBP9GQHTDfPIXoB6K95t27rMi+pkBThmqJmuoMt5mKzBCwihRH9HYHRUoS63j0ssWZkGUqY/p+am1lOblWXVKnVuHEZ7jXUXuBSRsqbuXPtenprsyLKf10EOsNX72fGaNrqh9riyF2FfZZHpsjPjQmGqg/tVKynN25tSP1i6xbLckrO0ZMZ5ZK/M1GPVooX2rynbgRfwyRcAAOzEf3dgXeZC4FyVUnBsi5wH9+H7h+wtQbc+yB9WwZjMtG2eF1Lm1gy7JwO0te4WDpM1eAEhlLoX4DLKbKaMg0dT2kc5o0Ol0ep1+WvHYdpmrl5nl23njSlT1qQRdmPtf2m3Wgb9W+yo4HI5kk2nwOwrRmTZz321OaZklpZa2jiv+fYzwrJ3GsOFwuUUsy9PRI7HmOUCoj2AR4twL2hSVo4nkZjSXtxobgvtX1O2eAEAMIlVflOwf0te/+I/w2v/zPMC2tcKDh+2t2Qy/NzXwPRqgD476a59I740wJihtG27ptCk7xcOkjV4ASG0AS9ArrF51GXZyrK5PUN1bCQlcxnl2DMZ1Sp1Vkux52PZ0FThxDWp25th20e3NXXIFjsquMRO0B6u0kEb5JyKLNOxJB1Oakqp4ZYMLW2c13zTxW30ktIt2et5YWmv1CfSLrZcOR17RrvKcnS57CbHQqeeg8EPyFGZsh16Ac8DANhZxQvwlvsv9m1Ya3fyHrQZL8A0Mrav0jR4YoDnqdERXrfQMkqLXGc1T8s4bx9Dea2mdru4r7WDbMu4317E0WQ6+F0ipa0ckKaja/Q40V4rtGdo8NDLXoT9s3YHudd59f1ll716o2sdryHu+c+uj7R3TMeVZTeZzkT3cgPKlC1eAABMAi8gWa3dyXvQHryAvjGBvACX0ba63DIutw9/R5uwSp3FTSy1FbOS/h1tV+IabYW2q7U9IHW4utxS6AFlOWhNh2v3p2N/rt7P9vrbj6XRz6YlLqvc69zMMibm1Xn1/WWXvXouO2LSfh/Nf/RKZdpZlvqoRbjv9BlNCCJTtqIX8GuffB4AwM42vYBDiE721+a9AO3YxdZgt7h6xmfLGNc+/B1dtVadXQaOXT5Shu6jwGTl0u2N4Qi0dPWk0fMx5X4iaFe5nG6r97P9WBL/nHFiWooYXTW1zlPX2vdOsvvLLm1DXK6f6iaNeb9PKt2e2N7P6s6yFGFJ0y33OVZ9ZMp24AXc9zwAgB28gGRFJ/srXS/AZVCifh4dUriMQlziCnvR9mGcafDkOGRcus5q51sqb//TUuH05ThgdTwIRw9gSxFHk3QoWqRu0pgPQm0Ra8nl3B+9ptlbEbz59jpb9k7jffyvvr/s8tkRYnep/zpm4lji6F5wOa3Ummv3uEs9XVb5yJQtNecgeQAAIABJREFUXgAATAIvIFnRyf5K0QswjWwsYyP7+NK01Wj6rlz7Vmr1Rodxo6P81etsKkXbNHWI6T6QTVYuHaJtvv1wnRcLHUozAkJtr8aPPdxl2fWjR4hJo0W4rJpU5xlr5x3/q+8vu+yXSssB6dgtpoWj2UoL7V8BUn3sQf6k1s1oQhCZssULAIBJzPYCANInRS/A8nXuOEgKPmxSl6hDJcvgybGIpOqsrnVpmqlFCw31FpVLt3fd2ChjYlPPjPZ5mNpvWTOOoqk9uXo/u5zC2gNpNBOXtfOa79Ol0tlh2mSjFxB7tS37Ub0UmBL7HPziBb8x7AvThpZCJ301TG1CEJmyHXoBzwEA2GFeQLKik/2VtBfgEiyNjh21w2sppTQUcxmy2IfsYSPkVepsqp6laab9Za9esnLpdlNiy8jYtNV2Oyq4Zpwv3fFsCVHsR3tkWU5hy7lpaqA2N5drgk+dJ+WpNqqZcvyvvr/sMvW/fTc1VgPRZ2+aNlEXmupjytleqDaZ57HqI1O2ohfwq/c9BwBgBy8gWdHJ/kraC1hCiY8ptdpinXcgun0tRej5g+/czTV/cxWOKTrHJLwAAAgCXkCyopP9hRewAW2xzjsQ3b6W8AKW1uaav7kKxxSdY5KTF/CJ5wAA7OAFJCs62V94ARvQFuu8A9HtawkvYGltrvmbq3BM0Tkm4QUAQBCiewFVIT5SVVTWlHlZO+VTVKPpPSVmXhWDmi9VLl6Av/ACNqAt1nkHotvXEl7A0tpc8zdX4Ziic0zCCwCAIKzhBXSRc13mFjtg1AuQ1sb0AvI8H/yJF5Cm8AI2oC3WeQei29cSXsDS2lzzN1fhmKJzTHLxAn7lE88BANhZ1QsQ/6zL/HSTPy9r8bZ/XtbKWjWfRnPrvr97XxVZXhR5u/lp3eDGvpy4LAtzZaoiy8uqPLsBpiZMLVcWXoC/8AI2oC3WeQei29cSXsDS2lzzN1fhmKJzTHLzAr4BAGBnbS+gLnMpFq6K0wLt/XZxrfSkQZ/+nKg+x+tV0cbn3UQEoVhtYqEQtTKnz+cNta5Ev71zubLwAvw17gW0R5C6fDkvIEMIIYQQ8pN23IMXAACTSMgLkO6+Syntawc5W14loP1gSqxNP1x48gSEeQD6SrqUKwsvwF+HmxewRZkGNGhR0e1rKULPH3znbq75m6twTNE5Jjl5AR//BgCAnZW9gM4KGNzUV8Jv+1o5Z5dVLolNyfrPdZnnZVkIjw4YKulSriy8AH/hBWxADPVWEd2+lvACltbmmr+5CscUnWMSXgAABGFVL+A8hb7RTKuXvQDLWjnnusyldZZQ3JJYm17z+fQeQVslXcqVhRfgL7yADYih3iqi29cSXsDS2lzzN1fhmKJzTHLxAn75498AALCz7m8KCnPjuxfpFeLt9Ux6e1+/dpCPdF9eeIuf9LS/LrY3Jh58HlZGenhhWKVBJd3LlYUX4C+8gA2Iod4qotvXEl7A0tpc8zdX4Ziic0zCCwCAIET3ApCr6GR/HdoLsAyh1FUrjrcY6q0iun0tHcQLEOugrU9mVsCifbYy5TPaNP+i09RoPbsEAXfoVjonvvACACAIeAHJik7213G9gHaU4G4H4AUcTXT7WlrRCwgVbNtLFC8+lguRKaJ2NxFcKuNYZ8eiXZLNqPNs8yLC3pQWOto62nwW3ZsHlJsXcAsAwA5eQLKik/11UC9gxm0rvICjiW5fS+t6AeoS/5ByUqhvWjgpgLQst6+ylG6SZUNTeDy1zrO9AHXJKntT6ge7a+Be6Oiqg8vJC/jYLQAAO3gByYpO9tcRvQD3genUNAuJod4qotvXUjpewAzTcDRbbSytxqiW2FsKZaN5AaOfpSWWZKt4AUvszUlLTHs8wt48pvACACAIeAHJik7217G8AGnUZVqljs8avIDjiW5fS2l6AWHLki44o6U7ht+jC0dXWYoYdSUaoV2jlZxU5+BewGxZ2quN9qVkXQ6WHRp8bx5WLl7APR+7BQBgZ7YXAJA+x/ICWo0OZ7tk7omXrnDkElFDt6+ndLwAdYk2wLNfH0xL7PGhmu2kIixtbHQXN8c6u3yWGuWS4Wid5x0ScfbmpLXaPa7WalLOXKlMMvUMXgAATIJ5AcmKTvbXEb0AR7mMz1apCYojun0tJeUFNMp8Iu1n99DOsollw4Bx9dSiuyVTjYkEvYAm9N50r+e8/T4pZyQJLwAAgoAXkKzoZH8dzguYMaLV/hlTDPVWEd2+llLzAqRVQaJHbRp14byLlWNbloh4m7GOmlfngF6AtMp/b7rsJu2edS/CsS1IkpMX8Be3AADs4AUkKzrZX0f0AhyXS6M0vICjiW5fS/v2ArThonZDx4qZ1gb0AizhrhT0NmMdNa/OKXsB7iWK3YUXEEEuXsAH/+LrAAB28AKSFZ3sL7wA43L7jZ2YYqi3iuj2tZSOF2AJFJvhJcIS2lmyHY2WJ8Xejm3U1tYxVh9d1bi1bmqdg3gBC+1NU26jaRwzty+3rzq48AIAIAjRvYCqEL/yi8qaMi9rp3yKajS9p5TMhfLHSp1ZMU0nL17oon24go7oBbgMr5uJt4MWFUO9VUS3r6UIPe8YcVnC7y5QFBOIC+3FSWlMYedohd3boq6aWmeXVeJaS9A7tc7zDoloe7PRdamaQCpdm3j23kSqTD2DFwAAk1jDC+iizbrMLXbAqBcgrY3nBQzrbW/F/IpJnRylULyAs7brBUxa7p5gOTHUW0V0+1pa1wvQOoMBS7RHg1IyiywNGW2FYwPnXS1HQ9wZdZ7tBcTZm6O7SdqkMe/0Ga3gSmWSqWfwAgBgEqt6AeKfdZmfvhHyshbvgOdlraxV85GWnDc/RctVkeVFkbebn9b1gbQmcVkW1soMi67L/LSxVIe+NCGrPvNzFTRbNbIXEKPQ4VZ7kIsXcONqdvWGsnSjXsAWxVBvFdHtaylCzx98526u+ZurcEzROSbhBQBAENb2AvqIVkighrjatZ3k9OdEXfxcFW18291NF4rVJhYKUSqjVrlfpAbY6kJr5sLnQSdHKvQg8wJuXNXf4x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" 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" 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