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<?xml-stylesheet type="text/xsl" href="https://e2echina.ti.com/cfs-file/__key/system/syndication/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>C2000™︎ 微控制器论坛 - 最近的话题</title><link>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum</link><description /><dc:language>zh-CN</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 22 Jul 2026 08:25:50 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum" /><item><title>TMS320F2800137: 对32位浮点数的计算精度是多少</title><link>https://e2echina.ti.com/thread/1085794?ContentTypeID=0</link><pubDate>Wed, 22 Jul 2026 08:25:50 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:7c18368e-67f7-4385-89e1-2385193c46b3</guid><dc:creator>Aiden zhang</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1085794?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1085794/tms320f2800137-32/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F2800137" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800137&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;对float32_t类型的变量sum、step进行计算如下：&lt;/p&gt;
&lt;p&gt;sum = sum+step;&lt;/p&gt;
&lt;p&gt;问step的值必须大于多少才不至于被忽略？&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28377S: 烧写程序后，上电程序不运行，断电立即上电程序能正常运行。</title><link>https://e2echina.ti.com/thread/1085568?ContentTypeID=0</link><pubDate>Tue, 21 Jul 2026 09:32:57 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:4873504d-f7b2-4e66-8350-613b5892e11f</guid><dc:creator>x y</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1085568?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1085568/tms320f28377s/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28377S" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28377S&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;TMS320F28377S 烧写程序后，上电程序不运行，断电立即上电程序能正常运行。这个要怎么解决这个问题。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28377S: 时钟电源都正常，上电程序不运行，快速断电在立刻上电程序可以运行</title><link>https://e2echina.ti.com/thread/1085542?ContentTypeID=0</link><pubDate>Tue, 21 Jul 2026 01:10:48 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:10361721-f93c-463a-b28c-479baa6509d9</guid><dc:creator>x y</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1085542?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1085542/tms320f28377s/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28377S" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28377S&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;时钟电源都正常，上电程序不运行，快速断电在立刻上电程序可以运行。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28377S: 板子上电程序不运行，下电后在快速上电程序能运行。</title><link>https://e2echina.ti.com/thread/1085379?ContentTypeID=0</link><pubDate>Mon, 20 Jul 2026 09:14:08 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:16f9aa22-c333-4213-8f0d-a21ffafab567</guid><dc:creator>x y</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1085379?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1085379/tms320f28377s/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28377S" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28377S&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;板子上电程序不运行，下电后在快速上电程序能运行。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800137: A float array can't Graph properly</title><link>https://e2echina.ti.com/thread/1085268?ContentTypeID=0</link><pubDate>Sat, 18 Jul 2026 05:34:48 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:3d199154-8afe-4042-be54-c0fe6042a4e4</guid><dc:creator>zhou qicheng</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1085268?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1085268/tms320f2800137-a-float-array-can-t-graph-properly/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F2800137" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800137&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/455512.image.png" alt="image.png" width="408" height="153" data-temp-id="image.png-250195"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/0412.image.png" alt="image.png" width="155" height="61" data-temp-id="image.png-273557"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/57813.image.png" alt="image.png" width="340" height="158" data-temp-id="image.png-136904"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/38562.image.png" alt="image.png" width="212" height="43" data-temp-id="image.png-53191"&gt;&lt;/p&gt;
&lt;p&gt;Hi, I want to monitor the variable &amp;#39;electronic angle&amp;#39;. I assigned it to an array, but I can&amp;#39;t plot it. It prompts that only integer variables can be used this way. The &amp;#39;electronic angle&amp;#39; is of float type, but it displays fine in the documentation. How should I do this? A float array can&amp;#39;t display properly, but a single variable works.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280049: TIMD-1022 中 在谷值开关模式下，我看到更新了CMPC CMPA CMPB 但是没找到更新TBPRD的 代码，也没找到 更新相位的代码，那是怎么实现变频的？</title><link>https://e2echina.ti.com/thread/1084936?ContentTypeID=0</link><pubDate>Fri, 17 Jul 2026 10:04:06 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:2896947a-e523-4954-814c-0fd5da470dc5</guid><dc:creator>kun liu</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1084936?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084936/tms320f280049-timd-1022-cmpc-cmpa-cmpb-tbprd/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F280049" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280049&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;TIMD-1022 中 在谷值开关模式下，我看到更新了CMPC CMPA CMPB 但是没找到更新TBPRD的 代码，也没找到 更新相位的代码，那是怎么实现变频的？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280037C: 对DCCAP=1表示疑惑？</title><link>https://e2echina.ti.com/thread/1084850?ContentTypeID=0</link><pubDate>Fri, 17 Jul 2026 07:47:02 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:12392ad9-2057-4411-9423-d10210061394</guid><dc:creator>BabaXibo</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1084850?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084850/tms320f280037c-dccap-1/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F280037C" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280037C&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/8171.image.png" alt="image.png" width="565" height="265" data-temp-id="image.png-309052"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/5428.image.png" alt="image.png" width="638" height="425" data-temp-id="image.png-156768"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/7585.image.png" alt="image.png" width="637" height="363" data-temp-id="image.png-122202"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/0652.image.png" alt="image.png" data-temp-id="image.png-75010"&gt;&lt;/p&gt;
&lt;p&gt;如上图所示，DCEVTFILT上升沿作为EPWM1的sync信号，EPWM1计数器TCR清零，ZRO时PWM1A置高，CAU时置低，如上图所示CMPA=1200（10us）。&lt;/p&gt;
&lt;p&gt;当EPwm1Regs.DCFWINDOW=0或者大于DCEVTFILT脉宽（取EPwm1Regs.DCFWINDOW=130）时，为什么EPwm1Regs.DCCAP=1？而不是6000？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800137: Motor parameters</title><link>https://e2echina.ti.com/thread/1084704?ContentTypeID=0</link><pubDate>Fri, 17 Jul 2026 02:40:54 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:6bdbc236-98de-4439-9127-78b12eae869f</guid><dc:creator>zhou qicheng</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1084704?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084704/tms320f2800137-motor-parameters/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F2800137" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800137&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;universal_motorcontrol_lab_f280013x &amp;nbsp; &amp;nbsp;&lt;/p&gt;
&lt;p&gt;Hello, I am using the main chip f2800137, and there is no mention in the general routine documentation about whether the resistance and inductance in the motor parameters distinguish between Y-type and delta-type configurations. However, after looking up the motor parameters for BLY172s in the routine, I found that this motor is of delta-type configuration, but the written motor parameters are the official line-to-line resistance and half of the inductance. This is different from the program for f28027. When I previously used the 027, the measured motor line-to-line resistance and inductance divided by 3 were written in, and it worked normally with load. However, dividing by 2 did not work. 1. Could you please confirm how to write the parameters for the delta-type motor of 137, so that it is consistent with the 027? 2. Secondly, why is there such a large error in the identification of the motor parameters for 137, sometimes 5uh and sometimes 1uh? Should I increase the chopping frequency&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/0753.image.png" alt="image.png" data-temp-id="image.png-39255"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800137: TMS320F2800137 32RHB封装的AD参考电压不能选择内部参考吗？</title><link>https://e2echina.ti.com/thread/1084371?ContentTypeID=0</link><pubDate>Thu, 16 Jul 2026 06:25:21 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:427577c6-9609-4451-bdd3-562c0862bea9</guid><dc:creator>Aiden zhang</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1084371?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084371/tms320f2800137-tms320f2800137-32rhb-ad/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F2800137" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800137&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1、使用手动编写代码，AD参考电压选择内部电压进行测试，发现采样值和AD端口电压相差很多。&lt;/p&gt;
&lt;p&gt;2、使用syscg工具生成代码，当MCU类型切换到32RHB时，模拟参考项目只能选择外部，如下图：&lt;/p&gt;
&lt;img 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ATruOLEgz1cMfa8v8+BU2d6v6Z60C2JBiGEEEIIIfQE6E+cOdLz3bFW1PNa24PWqpZOAAD6CyFTXrIcwDFkUok6P6XxV7GBn4INqBftic8pp8YWXVMvyVEvEj3OtTl6wFy1anJnp0IqvT5qVO3mzdddXJQPHrj9+OOIqCiT6ziZkkFFMERx607OncUDqC4tV6dF1AhPUE9UrwXOLd+5Xr1lZoY66OESnpXosnORTsDleIrq75/jVh+fG/gaNQDHxYWKbvx8Qp3EoqIbsxCd6fKmvu5teC1w7vHVqoWBTFKbueFE4Db9QTccfqD7yRPqSkRnToKbixPwYlbBzn9TQQ1RShKs+QcPDBcaOVCGOp5Sk5lyXNWftRnrd7rFJAhi5qp6qTYz1Eev/TpDinizXE78O+WEW0yXqW3VQ4p4gUFlOzdkqrojI1M/DuXEn+txMlVVWJuR0mPParoiPOvHz8KnurxgDmD+gsvU8M9+7HliXdPQRk5YNnaY6gZueXC7RakEoNHt3pji2sMN7MHlSk6dUd1Z5WdO6d6h4rMi6lG9PCdLzCV0g672L3PZ4qwcVSCgXnT2GpfrAQCNoj3xj3UNnb57Yfq00VxqLiplh6Sx7b4SAIDJecniWmrHwxYAM8thw4da2ABAY11F+aX9AAD1dXUwYgQ1hKdMrF2PGSSnzlEfulH0/SngvqwKq1w7K6qnNs7JVHVF7wwOKdLjyFs2py7zYDm1sXowV6Po+1M9fpOqz4IHlys5tU99EkUiDLwghBBCCCH0hHRZZ8iM7cn9iHVXVH1P8hAAaCPY7NdfshvSw2ImJnBfHC6OT4w/BQBs7oQ+5rY48pavgT074+MBANhz1gxkFtGBMndwsJowwXLsWPNhw2xnzbJ7442+7D03ENb7+FAr1xzNeg0AeAmJJ3wW+ewEAPe56gVYeQlFu+J85vskAQDMTSwCUCdOvJZwdFXY/EU+pYlFMQAQFAgbfHzKgVokiAfU7LBh8318AACC5nZJX3GK2L4mVPXm3KCec1u6t8Ep4dCasEXU3qAeYtOD6tLyspOLdIYeBe0qEvDCs3dRw3g0JV0bllhEBR0MFhri5FIxX12jerGkn+PmJ7lQY4gSEk/4LIpzKYpRba4dS6XuNAB4LdBl3WpIVC2ipL9yU7gTgJOgaFe8j2ogVdCuoi4tiMjaVaF612PVrjXuKT11jAaTv2Y3v7f5dPuMxvScGuv0+6WKu3cVADDEnv3SdOfhxlfdAQAA95A1c9S3GDc8jCsmNW9xubAvPl69/I5+BMGet3wd7Emk9lONfHlWWbwYMst2avWdK/KHrQAwdJjv2JEvPqo78p+K7ts23C0DoMIc6k83QX/eFpY4Pj4TAGBCuEAzxmcCF75Xd9Wa5T13hc7ISi5VRQ/5e/a8mdz4zD2sdct5s+YIExPjTwGw54TNYQtN+eTuIYLwHNXXL3DDBKbsgxBCCCGEEBo4M7lc/rTb8PRZWFjY2NiYsmXj0aP28+c3HTtmN29eHw5ArQDdbR0f9GwQxfmcCBycszOIVXV1//799vb2x1CxHu0yw9QK0M9yDAUAACwsLPrXLa335T+mzG+4Wz6EbuU9c0299Ebl1cMA4O7z9xnLdhvZiRpe1HXaWt2lnZFBFhYWvW+EEEIIIYTQn8iQ3jdBOuznzweAvoVa/pRqMsMW7dQZL6LOK3kO1WakVK/aPijxEVH86pNBuxIGo6qno160r/f1hv8krIYNd3Lza7hbTjMfMtL9dQCohMM0c/qYCQsGpf7yg/GZ13ReTwjHcAxCCCGEEEJ/HRhtQf3CCc8qCn/ajRgwKmbkvuZodu+T8BqjM/KIGmP13CUw6a68A9wwQW/rDf9ZmJlNCdxYLy2VVv236OT/13r/npkZ7eXp74509x+U6t0XCwSLB6UmhBBCCCGE0PMHRxIB9GUkEUJPy5MZSfTc6fdIIsqjjoe3b5yuKT1LHzpsjHcwk+MNZmaD2DxEwZFECCGEEELorwajLQAYbUHPA4y2GDTAaAt6MjDaghBCCCGE/moGttoQQgghhBBCCCGEENKH0RaEEEIIIYQQQgihwYTRFoQQQgghhBBCCKHBhNEWhBBCCCGEEEIIocGE0RaEEEIIIYQQQgihwYTRFoQQQgghhBBCCKHBhNEWAICOjo6n3QSEekGn0592E55FePM+F/A0IYQQQgihvxqzzs7Op90GhBBCCCGEEEIIoT8PzG1BCCGEEEIIIYQQGkwYbUEIIYQQQgghhBAaTBhtQQghhBBCCCGEEBpMGG1BCCGEEEIIIYQQGkxDet/kj4tf78qrUeqUWLoEvv/WFMfH1iiEkBEPq6uHurgAQOv161ZeXk+7OQghhBBCCCGEDDBhTSKZMOkHCI3lM9QF968eSPnPjTZlty1fClj33is2g91EpK+j+uTeopcilhCWT7slqH/6fwbbSkp+ffll93PnAKB8xgzi5k0LN7fH0EKEEEIIIYQQQgNiQm5LNzYTl3w0sVupTJj0Q2sbwGOKtsiFSSkyfvxS4vFU/xwZ4vLa9KLUlAMQ81gDLuR+gZAZs0obZAOQCZNSpfz4UBPOAZktELKiV/GZj6+BOgfbL8gtB3APfk4uj36ewbaSEsvx4wGgOjxc+eABALQUFz/uaEv3y6APd2IfLphB8LxdBv0nFyal5DeCo19MrO79iRBCCCGEEHqG9Cfa0kYeSDpsKLfF0a9bkVyYnCL11z5vkfsFuaB9HHouYygyYVJqfiP1t84Dj+oRCAAA7P1UD6iqJ0CqTBV9ILMFuRX6m+nt3uvjojWxJBoOpH6ZO/SDYPe/fIaLTCgsdwtWXWKG+1Z7Ftz1r71uHW7sLMiFSSn54KeNHxk+kKn6fgYfVlf/+vLLAOCSmekYFgYADQcOVL35JgBM7jU97a9A9zLQuUM1Vwb1XZRfD2Dk2ui1UF2uU6XhAz1u5Ol88IuOfzKhTIQQQgghhFD/mBZtqc9PEeRrX1qPC14XT1jrbyMTJv3QfU8Gd7x9PkkCQT2IyGVygHqx5rVU1uhGPE+hFvVTt/pRh8zOJiGUkAuTU/LBLyZe9WRG7s8mIRSo0FI8AQAgEwplAEyQC8Ws6PhQVdglJZsZH0oAkNkpJURMPJ8BcmFySpKQ1csDvDWxJNoyd++XuYABFwBHFgsAwGjf5sr9NH2bTRJGO9zwWSCzBblyPz83ILVHJGWqA8mESanZQqLvWTx9PINDXVzYmzY9uHhx6KhRj+7fN7exsfHzGxEdbTl+fHtFBY4nAtBeBqRQyqfuOpkwKTVJyFzFZ4JcmJ3PCI6PJQDIbIHqlMmFSeo7VHvBGCykAisMPz/7cqnmgHISVAciswW5qivriWAwMdSCEEIIIYTQs820aMsAUtYZBGH/g0wOwAAAmZgENzdHuUwGwAQAUlxuz+ID6OWA6OYpCFl+jPz8Cnu/mFBNjTJhUmo++MWs4jO6ZCJQmTLBkEtVpalIJ+tE9xdobXqCqlT7S7WRH6pl1BObzltEaCioH+R0UiGIpaEAQAJoY0lMPvVAzuCH8tVbcd1zhTI5AIMkK9z8QxnU+/5u+efFcn5vHW7tFvxeUO7eL3+kffA3N4OP62S2QMgKJsjc/EbQO4na3jaYm+PoFxPL16smt8ItmIpi6HSbNvujx0SP7r//UwNMgiE3t0J/l+7ZB5qa7f0MjktSv58iyHcLjg811Ldymdx+/Gyqb7nj7UnjHS41fBaIUOrBWyfeCARfdSAml3AkNU0B7QckiV4HUvV+BrvqfPSoZs0au3nzwMxMsmXLqLQ0xgcf9LaTscugtxwrI5fBbOqV+hLS3io9Jnp0vwf171bd8zvgy2Cp+tuCySUc86UyAKZuYJfguueKZQBMubgE/N5UFc72E6aQJBAsQ4UEMPmr4vkgEybpXAYMzU1KcN1yxepOUJ96nSuiaye4B8fzZbrDrDRZfgayq3S/qKJZwtT8RoAKgUCo/x1o7xdMlAjhzSc0fA8hhBBCCCHUs/6MJOobJpNRLxTL+HwmyEkSxofOhuxsUs7nM4AUVzgSs6lfmOXqxBAyW5AsZKkeCBvzZfz4+FAAkAup6sjsVHXAQ5uJoKM8VxwcH79U92dtuVim2ozcL8jdTxJLCc2TUDyhzjoBMjuVJKikFb02aMlJstGd3y0KIxeXNLr5GwjOEIRbbq7qp3VD5DK5PcFnUH+wNNswWfb1UikVn+pdR9vDHt5tzD8PMfHx1GdP2c+MX0oAkGLVJ5cLk1OyhVzVM5u6M0mhUFuBTJiUK1fl8sgAoCKXDI6PDwW9lBCxpie7J3rISam2V7W//6vr0e4iFyankON1myAXJufq1szsHgIjQuOZXWdx1u9bYDAZjaq4iVxc0sjwN9bh/ToLMjEJRCgTAIjQYLHgvFBO8KXCfPCLMfmht+czqNJeWSnZsgUA3PPy/sjPBwCrl19+WFv7qLGRZmVlZmHR496GLgNDZ82Uy0AuNHiXGTvRFIP3oLYeuTAp5QchN1aVVTR4l4FUWu/GJQAAWEz7XFWSnSbIK5XWM7jq08RgMqBEJgcwWNjLZUCKK9y5oQDA5If6kSlCkr+UJTxf4RYcr21q1+8rOeGYr07zU8d9un+n6XxRyYVCKZO/Kp6ZLRBzqU7Q2V4uTEqph+6DORFCCCGEEEJPBe3xH4LgujeSpJx6oiAIBoPJaCwRy6lH3vFcBjUNwZuaX4ln+wEpllEv7P30ghsyYXKu3C9G9bClfh7W4x6sfpfPVx2XwV+qqpwg1AMuSHGF7pYEyIXCCndV+gkQXLfuNVMNYrIMFrMMPloTofHRBJkqEAiShLKub5L7U/IZ1BGl0nqdN5hMk+IsLRW5ablt/jFLxveQFmGv6ViC72dfLiapZqlyUhjc8fYAoH7Y02ypedgTZ6fmM4J1oyduwep9+f5u1HkEIlTdk1yi27rgDH6otlehWz1MLuHYKJVRYQu/UN0mkKfzwW+2tma5rFsfGqPTtwBEaLy/NEUgEAg0UwgZ7PA+nQW5MFkgEAgEuk/4RGgwI/+0UCiUaz5Ij0w6gypDX3ppYkMDe9OmmjVrqBLnpCTJli1XHRwe/v57b3sbugwMnDWTLwMDd5mxE00xdA/q1MMgCNW9PJiXgVyYnCtX78rgr4phCgUCgUAzf7NMJtfdnMmyByOFRpHZAoFAIBCQXE1qG4Mf6icXCoWn8xnBemGhrt9XDO54ezl1NJmYBILLNPCdRpIVbupqGPwuoV658HyFm7+qsxj8UL9udx9CCCGEEELoaXn8uS1UigcpBc2PxkyuW65YCnKZKtFAqj8NAYPJaBSrhhrpK8/Pd/SL0TwDMvmrgrMFAkGukYE/LKb6QUmbig/gzgUq0NM9blKeKxDkql/Yswy1oVFmMN2hUWqwwVQjqQEIqQKptpU6P1gDALBYuo9JXZ73DKIe1ANWhZq+qA2TyQDVc5z+hL7Q5Ud+7afKz2901/11vkuFmgdR7dAPVX16dHvfjdv1XYaqWTJpI4PbtWf1JwxyM9bJ3Q6n07fqiZnjQ6m/BWRw/FKDHd6ns8Dgx8bzAUAmTBIINKPLCL6fMJUkolf1Hmvp4xk0s7Awt7AY6uTU+uuv9iEhZgC1n3ziuGyZhbu7xZgxptSgor0Mup+1/lwG2rus5xPd7R403KrBugxUI3riV+mMTiLHU/k9cmGyIGl8zCq+9o5QHRpYureJttAoapQZFXURqkc5Mfj+DEEudO2ybt9XDIKAH8RyPh9IEsaHMgxso59vZUDP7yKEEEIIIYSemicRbaEmNSBJUCXbU/MmkFxQJ/kDaGZyga6jPHS5BwdDrno4DFWzakoNauBPl82lskYGwQAyW3CeFRMfqhqmpJ7qtHvcpNfFZRgEYZ+qneJXU6w/E7AhTP6qYKlAPZAhWyDmxnd5FNOJ18ikjer5Pg3rR6gFAGQyuSOLpZkhIp4AALkwKVv1tu4pULH3CyZKco1O2at6MFYtO6WqLzlbfyNqKWjNzLXinloo7zZko8+r+XbvW1Jcbu8XrSog+H7CVFz2tlUAACAASURBVDEJLIMdLuvTWaAw+aF+ZLa64aQwn+Hulq8aFGNc389ge0VF04kTdBaLW1tLZ7MBwPo//6n9+GMLd3cTa1BRXQbGzlqfLwPVXdbziTZyDxo28MtAJkz6AULjdWJeMjFZ78bXZIGoJuVh6n5euUwOqkCPwcIeEaHBpEAdI5YLz8vd3EE7YEpnM93vKwaTz2ckiWVcKAHiTYahbbg9RXIB9N+VSut7igwhhBBCCCGEnqQnMJIIAFgsx4rc3ArNlLEE4VaRm1vhTgVbCK57Y/4PQlUqAXk6n0qqN4RYGuMnzxXs139c002/LxeqxuyQ2bnlblyCel5SjQohSdWv6wyCsC/PzaaqkQmFJDAIAvKzu4/30T8Qn+9ekSvI1h6ezM4mgcHnu5XrtYrcn02CXLhfqMmP0Bya3J8LwV0ycRh8f7eK89TGeqMDDOmoOHna5Af1xnwh1Sq58Id8GM9lAEhljeq8Hrm4hMpw0TsFpFDTbBY/NpiRn5Kk/RwV6jfJbNUJlUrr1dExmZjUHYwDVIaIOnGJFFeAcQTXrT4/W7cJBNdNc45MY6hvNQPZAKiZdxxZLMMd3oezoNNF5On8RtX1RWbnyv1mL53tB/mne2p2n86gioWbW82qVVVvvtn0448AoGxre/j77y1Xr0q2bHlYXd3b3t0vA4NnzeTLoNtd1vOJNngPGjYIl4Fc+ANJvKl/7phcwrFCrK6EJCuAwWQAMdsP1D1Dns4HPz4BhguNHEiorlEmFJar+lMuzM5n8EOX8t1UvSQXJgv02q/zfUUQDFJ4mtSMeuu6DYM73r5C/el1jkdhcMfbq69YkAuFPfYsQgghhBBC6IkyIbfF6oUXmk/orQBtrC7nQCOPjwzuePv8fAZX89jCZNlDBUMTfFkaD/sFqkP0sv4Rgx8bLBXkCpJlMf7SFM2aKtGrCAA5ALgT8INAUK8tBH6oX3IKNUTIzV09ZwSTvyoaklKpYnu/aL4q/SRV/TmN/JxOLI1nCZNSNCOO3IPjlwIAERrPEiZri92C40MBgJAKBALQq1Auk0OF7ogl6vMSocGkqgfs/WJW9fRD/hC34BiT1/u192OKVQdzD6Ym3ySWBovVh3Jzt9d8Lu0pcA+OB81oCiI0WpaUmiKQBcfzAcCNgGyBoFGnnURosFjVb45ubl1mjmDyQ/3U3eXe8zLFRGg8ZKub4BYcD8AIjZapz5EpC2MZ7ltiaYwsWX39aiox2OEmnwUWkJo7QrvQUq7cLzqUAcB/008zd6whfTqDWpM7OxsOHKh6883fN2wwo9M76uomd3a2lZQMdXHpbdfulwHD4Fkz5TKIYRq6y3o80QyD96BhA78MpNL6xopUnS8s9+D4pQQ/VjVER1PStWHB8ZpVw7oXGsJgyjS3vHqxJDI7JZ9BjSEKDRYLUrOZqkWc9NeAilZfXASXkZsLwaFGt+GvigF1xzr6xegn8DH4q4Jlmis22M9RCAghhBBCCKFng1lnZ+fTbsOg0ayi+rQb8oygBnfgirB/Hu0VFeTYse7nzgFA+YwZL//6q+X48b3thJfBs4zULjD0DFWFEEIIIYQQGqgnMm/L80l3KlkAU35UR4+b7lSrAGBkeuQ/Lws3t/FisZWXFwB4VVWZkNXyZyQTJqXq3pnqvJLnkFwolPsNziVM7s+tcNckySCEEEIIIYSeMoy2GMXgr4rvOvEuerrUS8D8hVGhFgD4i4ZaQL3O1/OOihk5+sXE9j+EqxcRdvSLif2r3x0IIYQQQgg9O/5UI4kQQgghhBBCCCGEnronsyYRQgghhBBCCCGE0F/FYxxJpFAozM3NzczMzMzMHt9REDJdQ0MD9YeDg8PTbQlCCCGEEEIIoT+xx5jb0t7ejsOUEEIIIYQQQggh9FfzGKMtHR0dGG1BCCGEEEIIIYTQX81jjLZ0dnZitAUhhBBCCCGEEEJ/NThLLkIIIYQQQgghhNBgeuzRFkxvQQghhBBCCCGE0F8K5rYghBBCCCGEEEIIDSaMtiCEEEIIIYQQQui5JJPJZDLZ026FAUO6F129I73f/rDXPW0shk4cyXoMTUIIIYQQQgghhBAy7NGjR7/88ktFRUVNTU1raysAWFlZcTicsWPH+vn5mZubP+0GAgCY6c6r0tkJ/l98fb3W1LAQ1+nF86veMfZuQ0ODjY2Nubk5jYYZNOiZ0NDQQP3h4ODwdFuCEEIIIYQQQqgfJBJJdnb23bt3AYBGo40YMQIA6urqlEolALDZ7NDQ0BdffPEpt7JLbsvVOxLTQy0AIK69e/WOFDNcEEIIIYQQQggh9LgVFBQcOnRIqVT6+PjweDwWi0Vlsjx69Egikfz000/Xrl3bsWPHokWLpk6d+nSbqhdtefBQQf3Bc+X4uTprypN+KmxVKAzub8qYI4Pa29t/+umnuro6hULBYDBeeeWV4cOH968qhJ6AixcvtrS0zJw5c4D1nDlzZtiwYa+88sqgtAohhBBCCCGE/iIkEsmhQ4fMzMwiIiIIgtB9y9zc/KWXXgoLC3Nzc8vNzT106JCLiwuTyezHUZRKZXV19ZgxY7qUV1ZWuri4mD52x8C8LQDg5+rs/RK7+HcJAES+Min9YrGxaEv/3Lt3b+/evffu3XNwcLCwsCgvL7906VJ4ePjYsWMH8Sjoz62hoaG+vr77PfA4XLhw4fDhwyNHjuTz+WZmZv2uR6lU/vrrr3fu3Ons7Jw+fXpfd2+pysv4Mqe4AYDO8J4fGTHb1drokSR5n2/NqVCwF2/dzDoSdch566YARr/b/UQ0/7Jj/fesDcnLXDVFLVV5GXtyipsB6AzvBZERAa738zZ/fMX//zb4U0PBlFX7Pkxsifgs0tu6uTgjKV1UowCw5vAiVkV42wIAKJuLs5MyRDUtSrAeFRC5KoSwkedt2ZhTq3/saSvT3oX0qBznTzYH9OcLGSGEEEII/cnUfr5j3//U65d5zuwMm3g86/N5VS5nNwbzafobw8SqtTNdAKRXcoOOVRc/BLC0iwwM/mqSIwDcyN8371xt9UOwHDH22Pvz+dYA8EB4aN9icVNjB7BcJuYunfmKNVBb8s/WSjuA5TJV+I7fOBpU533l+nOTthmOE6vWznSR5C/OvJzb3AFD7SLnqY4CLTf+56vTn9d1wFC7D5cs+5fnMABoLD3KP3CzWO/Qhgvb6quzLubvvtoe9v77H6oG4ug2kmrP1bCPz2Z365ZeO7SpqenKlSszZszo44nQevToUXZ2dmdnZ1hYmG6o5aeffgKA119/nXo5derUzs7O3NzcrKys1atX93ViE6VSuX///qtXr77zzjvjx4/XlJeUlHzzzTcTJ05cunSpiXXqRVvMQPMYaZZXVpl+sRgAFnHHdUInY5h1+ccrNVtuO5O/7YyoT43W6Ojo+Pbbbzs6OlasWMHhcACgubk5MzMzIyNj7dq1jo6O/asWPV1tbW2//PILQRBsNvtxH6uystLV1bWoqCgvL++zzz6TSqW2trbW1kYjDwN08eLFw4cPczicf/zjHwMJtQAAjUaLior697//ffjwYTqdPmXKlD7s3CxK2ybirN+R5mataC49smNbhkNy9BS64Y1L8nLuB23eE8SmAYgH0uQnpvnKhUo6VBaULXP1UJWIvtwm4mzYscfV+lFz6dHEbRl2ydEBS18/knaqyn+pKwA0i46ct1+w1dsaqnI2pTeFxCfzmHSFVJSasO3IP7cucFKQ323KaA35aCePTVfUnNqW8OmRzZ8uCNiUFgAAsrzNH98OSYtUf0+Tj/sDihLX73PakLzUtfdt9ZFfRxVMTovk9ueo5NdRX/xX9Ted6R2yPNLfycg1oxuhm/2Mh+aMMhCzM5Esb/MeiO1fUFKWt/njHAn1N82aw49ct5iwNvK/4BZxxqY9omal70rttYcQQgihZ5DTh2s//BAA7p4dn1z/r0+WBOm++bB695V2vo+F6mUNubsRwB4AACqPjjv24F/RqyNHDGmT5C/+6oe4EdEJcHreOUhYuTrUHm4c+2b8oaudYRPbio7OvOV85f/N9h7SlJv1Df+EU+vicdD4U2ReW1zs6hXDH+RmfTPvhHPVPGeA7hGN23GZly1ff6vV1xFqTk/68ki627uRtiA8djp9+OsNsRMt75ye9NXRSf9vWejQG3EHaqcvfv/K+GE3jn0z/oei1nd8LJWGCu+e5X9fy/d9kd12W3OYLo1cfNa1JGBi1icTs9QbCA/s2u0yrtfebGpqSklJaWhoaGpqWrhwYf9OSWlp6d27d6dOnerl5aVbfv78edCJtgDAtGnTbty4cePGjbKysnHjem+ehlKpzMzMJEly5MiRrq56/6J0dXVlsVhXr17t6OgIDw83JeCit0UndGr/1N3IzEyhfJRfdVvz3+2GJuivwsLCurq6t99+mwq1AICtre277747dOjQU6dO9bta9HQVFxfn5eUJhcLHfaDq6uq0tLQff/yRennv3r20tLQffvjhMR3u4sWLhw4dGjVqVFRUlKWl5cArtLS0jIqKGjVqVE5OzqVLl/qwp1xym+XLc7MGALqt5+zFC6zbpAAACsn51PVRUVFRsQkZxc0AAOL0qC9EID2yefnmnB82R+0uhNqcjVHpZMP5bbH7qgAAoObw+vWHawAAoGpf7A5RMwCA5JfU9cujoqKi1qeKJEoAkOdt2Zy+/4v1UZvzZADQUnogITYqKmr55pyylh7bSu5LyBD91tyHjLiGKwXygOi/jxFdLtV+4N/YvjxXaxoA3dYzIGSBjUIK4Bm4zPmnI6IGAGXNuROV/ksDGAAt0pqWiX48Jh0A6Czewr970Oubobkw74Lrsnd5bAsAGp0TGBpEryobjLXh5OdSU4+Skva+7NNwJb+KDvkFpcpBaECfsBdvTUtLS0tL3jxbkbP9SJWx7VQRurRnJtTS96tIFbMTFZQ9tkYZ5bsyLS0tLS1t+0rPki/S/ttsZDO56D+iMe8np2GoBSGEEHqeBY1xyiWvt6lfXiy8YenuTD3TN95tahztFTliCABYsv0SZjKtmprghbH/Cp8Taj8EYMg4jh3I7lUDVHdYJARM9R4KQLMLnuDU1tYOAG3lty+6ea8YMQRodsHenOrKm9UGW3C/ycp58v/4OloCWHKISMdHja0AUFv8e0eQ10R7GlhyiEj7B5ImgJrqg9auK8bbAQwZ5+viXX1bCEYKX5x5YdVbCdOY9roHGkmcXfo61Uhv1rAbXRZabvwprpSzYpIF9EgTagH1oIE+9rdKdXU1AMyaNatL+TvvvPPOO+90KaSmgKB2MZEm1MJisbo//VlaWkZHR7NYLJIkMzMzqRl5e2Z4JBEARPOmLPDyBACOgy0ANLW2z/9yn+kN7cGdO3ccHBycnJx0C62srNzd3W/fvm1sL/SMKygoGDVqFEmSLS0tjy/NBABGjx49ZcqU/Px8e3t7AEhLS+vs7AwICHgcx7p06dKhQ4fGjBnz3nvv0elGMgL6bujQoR988MHevXtzcnIAwNQMl9GTfJu3JX/Ljl3qzbYAWyIoAgBAQWZuPWIRuWOPN10uShVsO/LPrQu4kWkrQDN6KMQzXf23XDLifKkUXFmSK8XNzbRS+UIOQ1paNoIIsAWoPZL8PT10e5q3heT4p5tzLvuunAIAkhp6xJY9rtY0kJ9J3FHjtzXZ367u+LZP0kTb1vJsjbXV2du3IGfn+gwFhxf69sIpHNveOk9+6XzN5AhiAmNMpohc6knQAMB10tSmbbsz2CuWebPoYEsEhQMAgANvwes5X5yq8h5z7Dhj2XYPAADrcb6e32bscLaKnOFpSwfOqxEcACArS50839J++bsu2LLWpK7ujd24SYzsfVuPya28g95eGESwer82mq8WyGdFL6tKLb65zJNK3hGnRxWyI1rPZZDN4MBbGR9BWAMoJaIvEzOKm4Fm6x26LvpV/UwxheR8euK+4magc3iR6tFSLaU523bkScGW8PeUn4fFxrJg6IxXZ3hn5lTKQlyZ0FKWk/hFXo0C2LPWfrTE01qcHrW7EAA2Ly8M+WRzAEPdDFsi4sOVPBaAOD3qJ+sA+fm80SvT3iVAKkrdmVHcALZExLoVPDYNyK+jClgRLcIMshlsX125JZywBoCWqiO7E49XKIDOCVi5LsTDGqCl9EBi8pkaBY0dsOajEI8eviv6fBWpY3ZVqZdLl3l4AgCAPG9LctNrBPlDnkRJd12yccMsNoD249M5AbHrQjz1W9FC5iSm5tUowNY7ZHlEADVgT/LLF4mZZDONHfDq8LybnkaH5tm4+r/C3lh2G6YT2rOp6kb1KLYvY6OmrUx7l+h6FkCetyX5tsfw0nP3Zn+yOYDZra9keZv3NPmPJ/edkQDdNSRuQwALAKD5UvonewublWDrHbHuAx6bBt1PEEIIIYQGkT134opj/01v9FlhD6C8kVViu2LesAQZAID9eBf+qZ9m5llkzRjHGgLe04O9AQDsgqkYhrIp93qti/tUFwCYFrxRXaGwrPaVkTMBQNLUrs2IGGE37pGRFth4bfy7+u/GmwfvOyaMAACnIPdhCdevNhITLe+Q6S3M9BEA5AMpzVEVNhgxfJyyHgCgyVChIZZsLz71V8ft7BtNwdP18kRuiG5IJwXxe/yXRkNDQ2pqqmZxWAC4cOECAPQjw6WystLZ2dnOzq5L+ahRo7pv7OzsbGNjU1lZaWLluqGW6Ohogz+0W1tbR0dHp6amUgGXXjNcDEdbtp0R9XugUK9aW1sNNn3YsGEPHjx4TAdFj9WdO3dqa2s3bNiQmpp6+fLlV199lSqvqak5cOCATCZzdnaeO3dul1ysfmhqaiosLLS3tx82bFhjYyMANDY2TpgwoaSkRCaTeXt7D/ST6CgoKDh48CAAKBSK9PR0g9tER0f3Wk9qaqrB8o6Ojs7OzgMHDoCJARea67Ktm0W56Z+tSVUwvBe8HRHgZg1KsuC/Y0K2e1vTAJi8hbMOJxXWLFjIMVIFY4yH/MjN5iAaWcwMCWkny5oD7GoqH0xYyACAEQEbPqPbWgMA29uXXajKX2PzXnW1pgGAvLhQ6v+mP4MO4BQ0b/KRK7eAZ3Rsi63n7Mi42ZEKKXn+xLf//E7KmrVuw2JX4w/LEtF5Oe89V7Bl+Hpk5F+OIKbQAcB16dbNF3LSt8WmKhje8yMjZlEtAdf5y1w/3LOpoMN/xUpVwMeBt/b/hh/5/rt/HpTTR/Ei3l/mzaSDcjBnm9JFZ/mGrPMNUTTXXDqdszP2C/COWBfN62nCF3nBzzWTwgiv4WMyLpDLPNRpDZeuNG36NG2FonjvR/vOBGydz5b8J3nfkNAde7zp0uNbt+QU+q701UaLDEXWnBSFGTtI7oYdm1zp0uPbtoDxgXwK+S/niq2JGUwAWV7izhq/Lcn+DvLj2zenXdi+drpuhE5BfvvZcduoHXs84Vr6xm057B0hrgBQJmfHJ6cx6dBOZmw7bvfBjjQPKP5242cH2TuWuAJAYXHT5k/TVrYXp//vvjw+1bZtxePjkj/kgPT4tk8yCndGu/5iesyur1eRwZgdAEhEtxZs3R1Clx7fuuVI4avRvlCYkUhO2pQcx1IU7/0o/fTU7bq3jCzvsy9KfTclx7EUVYc+25ZhlxztS689kvw9LPwkmcdQFH+7MQ88jTbiftX5ixLPAGcABfld124M2LQVtmy8vSgtkmvwLEAv8U0AqBVVzt+atoQuObZ18+FC/2hfeu2Rbd/Ckm3JvjaK4m83Jv/HdeucewZPEEIIIYQGS2OHc6Tn6bir9Sv8HduuXN3N8WodUh0LFgAA9n5nV9vFHf7J5ZPjliNc0v8+P3iE6qH7eNbn80oBRnhd+buzXm3iA4tvjRUu7nFKjdKzZh+fBQAAu3/FaiZVAVDWfp5R5DAnmgp5jJszJ3JHrsOmswAWkcv+8crg/OKimsKG5TmzWDeNRXlj9xWLD1c6G98RAKC8vNzHx6d7eV1dHbVys4kePnxYW1urO5GKxpYtWwBg06ZNXcpZLFZlZWV7e7uFRS/ZN11CLT1kD1ABl5SUFFMCLkZzWx4fJyensrKy1tZWKysr3fLKyspnYU1s1A+FhYWurq7Dhw/38fEpLCzURFsOHTo0ffr0adOmFRYWHj58eN26dQM80L179/Ly8roUXrt2DQDGjh07uNGWAU7RYrrOzs7eN6JYs3nhcbxQRfPN8+m7N0oiP4tgymvAdqr6edXKeljznSYAY9EWcB3vXXr5djOQdtxI71bRvjKFXQnp6b0SAMC8o/L7RGpCWQBgL+6yq/T2b4rC7VHn1a/ZznLg9jzkRNHablq847fC/GbecjcAsPXyds0oLFZM8aVTH3h6RNz0CEVD6flvv9goifzsbYIOANa+82Yd2FYbssBNpxIHzwXRWxcoWiTinORN2+Rb4gJog5aOZJjywQMT4zm1ovN1vEg3sGX6embmF4YSqhjKtIVBTnQAOseZIb9zD4DNmLXhM7qtNQ3AyduXVdjUBKAJ4hiOrDVdL/YM2O5qTQNw8p3qdKR7fqDk4MaogwAAwORFx4e4AsjFBdLXQ/2ZdAB2UKDvkau3YbruuJayKxecg7Z7WtMAvIMCDqdVykJcAWDyDGqsFty8IuIEbR9nDQDegQFH0irl4AoAvm8EsalPM0J+Ww7AIq8XE0Hvcug0AKegDdtbgC4/34eYHcXkq8hIzA6AHTTP25oG4OTMgcKmJgCGd8Tn3tY2dAC692Tv1Kt6t4zkskg+I4I6L65vBBGrCorbfV3J4ia/CB6T2oUAA1mYhV9EFQIAgLXn4g1R020BSAPdqBOSM3QWWL3EN1kATkELvK0BgM3hQFFTE4DiWvHDWZG+tnQAunf41jEKOtzM636CnpHhYQghhNCfQ3VTE3/aOOn+ohv+rxeTtcFEsCXojFhx9Ep4zyuh48GNq6fmpXxTHa0KjgSFfdipbC/O+25SZlHrOz6qBATJWf6xtn+9s8S758iI4ZloHxzfl7t7ZNAV32EAANCenZkr5C5pneMMdfmLv8xOd3o3chA+rtOHaz/8sKM+9/vvpp9wVM0jA9BYVLSb49Vq3/O+MFjLMD969Kizs/PRIwPZPsYe3MzNzTs7O/vwtGWy/sySq7FhFi9k4suS5j8AYDKHPXFbat39nqdp6IMpU6aIRKLjx48HBwdr+qWgoEAikYSHhw/WUdATo1Aorly5smDBAgDw8fE5e/bsb7/9RmVzrVq1SqlU3rlzh06n19cbzU8znaur62effdbY2JicnNzcrJoZgc/nz507d+CVd+Hr62tmZpaTk2NlZfXuu+/2dS5rDYP5L0ql8uuvvzYzMwsJCTFxJFEzefxwg1fEqxyg0W09At4KFG28VBbxNoMDpS3tQEXSW1se2Dp0zazT4+FFfHf9WEsTscSW0ep9+z9HSmWE11IAAMXl7NTbk+J2xnEsgPw6KqfrnsPZLNug97YvMJCmZ6CxpacP5BwtrAEOL/TtT8N7GQNSdTGvWaHYpo3kDC1s9uUBefxok1c4jwNAd/AMCA0SfVxQ9rZq8nHbF4aBjZ0m5lzzS8Z1h4VBhC3QrdmTI5aJo3KuygOmjfGsvVLVHsBQxbKrjmw6YL1cNfhiIBTSwiPZB/LKmm29g95ek7y2t5FENYX5TX7LXUEVTSoQK3yNTG9Mb6/ctzND9Bv1fcsO0X1PbiiyJpPoFhpEzXqrEKevPcTmOAAASGtqFP/dFnVOvYWTsxwI7dO4TFIFpaL1URnqAl+pXoXy2ioo6+F93QZbT1X/kEC3sQao6kvMrm9XkfGYXTc0hfRCRvrRYjkVxpmm9y+Ae1IJY6S6Qy2sreFeUxNI7+gUGkbNeivP27L5NotjDUa6USfaYugs6F6ahuKbhi7de1LJsJHqny7o1rZ0wycIoy0IIYTQIOMQK4bkZl2xENa4JERYaFZcKL6Qe9x25kbCDoYMG+cTnFz2+f+Ia1cQ9463jQx2cQSahfdEl3H51ULwCQKAlqth31SHvfN+pDo/mW1nAZp/WtU13TDv6d/2N/L2RYLfjcXj1BGPG8cqneLCnS0BYITfitEFWbch0m4YS/lINcVM3b0bNHMAAIOFhkiri0osvfhsCxjiGOzltPjszep5zi4AALf/9dODjW/69Dqx5dmzZ2/evNmlkEajLV68ePjw4b3trWVlZWVvb687IknDWDyFWgTZlMk3aTRaeHg4ld6SmpraQ3pLS0tLamqqVColCKKfI4kAIFV0iVqT6L/r3gcAOyuL794K1ry77/L1fZf7uYSHnZ3dsmXL9u3bV1FRMWbMmKFDh1ZXV0ulUjs7u6amps7OzieWU4AGhVgsbm9vv3jxYlFREQCYm5tTc7gAwM8//1xSUjJmzJjW1tbBOtz9+/epsTmTJ0++fPmyv7+/UCi0sbHx8/MbrENoUHGQAwcOZGRkRERE9Dvg0oVSqczIyCgvLzc91AIAtpZNxd/nsEfHBnDo0F5TWCRhEMOBxpg6LT09u5h425suFx0+M9Tvn90SW2h0UKqXcLfwnMROz7gTFMcEAK9JFdvyOBHbqUhNWyvY2Q2nA9yvKr0NMLJLLWzvyUO3HszzXRnAhubiw4cV/Ahfo1+Pt4sL6TPWb/cd1ftUG6AsLcgH/3Vpy9RLEZ3ftj7/cjPvdeumy6k5LOdYPocOiprLBZLhXsYOaAf3jmQfc/7fEMKWrmguLhADi7ADW9+A6TnpX4tcI3kMc0XNqezjCq/NAw61AEDTjStyt7c3ryDYveQkUqryzzQrFDrP1fTC5ikGB9AoCr9Pve0dl/y/HDqNTO8S8mIYiqwxgQNkUzNAz6EAADo3KGD/1iNi/0gufTiLbRsYud3YiDMGgwNEUJLuICa9la0YIzjADUpeoRfLMPD/AyZbt8GK+y1g3aeYXV+uImMxO4PdUpuXfoIe8mmyty1dfnrzxjt6bw5nsR+0qL+v2ltayYjsGAAAIABJREFUYLidHbBGsuX1zSaELBj+QUTsofMLuAEMg92of6BuZ0Gu+76BvjI0xzNrpE6DFS3NCrrBE4QQQgihweYU5j3M5dhV9qRFuhOXsJVNcSfOer80P8h+SFtjUdYtGOcx3PKPorADpVmrlwTbdNy4Wn2D4zkJAFquvr8rH+a9+6HOUHBLd+dXjhVtrSE2jnyQW1zjMsbHBcDgRK83zn416YbLldiJOsklji62tbvzZUH+TGgsyKoawp4GwHFZ3HI64crUrEnDbhRWF7tM5IORQoPuXJ95pb4kZvY4WlPu9Vr70RNdqPLSos+Hjas24R91/v7+VVVVugEXGo329ttv9ynUQnFyciopKbl3716XfQ0GEKRSqVwu110oumddAi4xMTHdwzR9CrVAlzWJdFeA1i1XdnbSaeZ+rs6a/5x7/v28N+7u7h9++OHLL798+/ZtkiRHjRq1bt26V1555ccffzx48ODjSPVBj09BQYGLi4unp+eYMWPGjBnD5XKLi4vb2to6OztPnjz51ltvBQQETJs2bRCPaGdn949//INaLDwoKGjatGnm5kbDsQM0ZcqURYsWlZSUZGVlDcqV2dnZmZWVVVJS0qdQCwCA27Kt0a7kl2ujoqKi1iRecY7e8AYbgE6Eb1zQnr12eVSs4Jxd5IYFTt12HO8X0HJkc1QGCQBg6+xqS+d6cQAAXKdOpbPHuVIPpLa8pRHKw2uXR0UlnKOPYUskXfMV2G9siGQWbI2Nior95zHwJXr6eiSWxUXwTHtIhpvFItsAfw/Na1se37vq5wI5zXXZJ9Gu4tS1y6OilscmFjtHr19gbFIS21djN7/RcnhTbFRUVOw/cxSBGyKm0AHoxFtbImzObY6lavBc+U+jNQAAgCTn4yg1ahkmwxgzoqPnmxhqASgrEIH/2j1pKv+3zLUs/4qBoDwAtCpawM5uOJ0GLRWlNV3epBFTp5Xtyy5uUYJCJjp8ZqifLwfAw8u7NC+vqkUJitrCgtoe2sEOWORReELUDMCe4D30TE5erQJA0Xw5J+O/cr0NaYSXN3nkINmiBGivyfv6SFWXoTzjvbzFR3LIFgBQ1OSlH+36vpqHlzd5/EyNQgkK2fnk9WmF99nek4fmHcyTKAAUzcUHMgrv9dDgvlxF6pid2vZlrqX5l40sDNTS0mRlZ2dFB4W87Ka8y5vsybxhJ749XqsAZUvVf46T3lO9LYBBeNvlHxPJFKBsKe7xlwb65HlB7Ufyynrvxl7OApjaVwzCe+iZ04XNClC2lB7YuulYjcknCCGEEEIDwprmFdRhEcrVm7iE5fdWCe9R3O5dZh9/bvVFUZvv/HQfC3APusLrWPH552Yf75pUxjwb7scCqBYVpbe0Zx9INfv4c7OPPzf7+KvP7wLYv547zy557y6zTV+tUEw+FmhsVpSrCeeb2uqujt/0uWr3rKsAzgmRM13E+6w+/txq16W2GUv+NQaANi4hfFz1sa/MPt41qZJ5lspGMVho8DNODz7GuT3pk8/NNn21on3yhQVjAQDgQfaF6iDfaab8jmlubv7ee++NHUvtqAq19GlVZg02mw0AZ86c6VJucLgQNQFFl8V5ekYFXAiCkEqlaWlpbW1tuu+2tbX1KdQCXXJbdFeAnu05hjHMGgCGD7OmmZk1trb97ctszZYDWQGaYmNj88Ybb+iW+Pn5lZeXFxUVKZXKJUuWYIbLc0Emk926dSs6OlozA+7Dhw+vX79+7dq1qVOnMhiMwsLCl1566fz589SksP0+rY8ePWpubnZwcLCxsVm+fDkAODg4UAcNDg7ube8BeeWVVwDg0KFD+/fvX7p06UCuzM7Ozv3791+/fn3RokV9C7UAAIA1sWAtsaBrKZ3tH73dv0shNzJNMx0GzTVke5pmTApn4fZk9d+uS5M3a3ahsXkrt/PUr6jDBGzSvg80W+/wuORBH+3nsSz5U70C+pToNKpvbIgF67Z2+8AAAIzZm9P0d2JPj4yb3m1cag9tZgboV0FEpqUNxrjWrkovi+xmb/TUfBs78GZ47zt+Se5v4P9OtrzQiCufr436FmynBXmxJBKZ7tgTOhG+cUF64trlqUDn8FSRNbpvxNrb27atPQ10N543i97DgmDWkwP8v00+Vua/zGPBhsiMpE9jc1SL8nRJ2aD7RmxoytizdrlqaaSALgEPC9+IDU0ZX66NagBw8I5Y0/V93Xoku7fFHlUAnROwZh3PFuCNDZHZSVupI8+KXdfnnzSMuFkssg3YqB+z23e8QD7D0FxObgtivT/bFpsHdNegGR5QJtEbSMUM+GhlU+KnsUcUYOsdsiHClw4ATgti//5F4sexGTRbnq8rvGA91FhLaJwZAZz1h8/P2+DfSzc6dT8LegEXdve+MhgBdFqw4e30TzbEpivB1jviow9cgeZq2glCCCGEkAlenFnyiV5BUNiHQdRflj4Ht6jnf+Uu6VT983vIuOlLrkzvUsuQcf7LJP56RS4B73caWliV5btE4ttty65bTcz6ZGJW950dJ361auJX+mX2LrMvfDwbTCjU1Kx9RbMLWvR+66Iu2wwLfe/DUEM7G0QFXPbu3VtZWdnvUAsATJ069eLFi5cvX548ebKbm3YGR39//y5b3rhx4/r161ZWVr6+vtAXVMBl//79V69era6u1m0qNSJn4sSJS5cuNXHQg5luECi/6ja1zDPPlePnqo2iJf1U2Kow/NvY0Q+W6W6pq6GhwcbGxtzc3PTxFx0dHXv37q2qqpo0aRIGXJ4Lv/32W0VFBZ/P1z1Zly9fNjc3nzhxYktLy8WLF21sbLy8vEQi0auvvmrKqLnuOjo6qOlaFi1aRMU++kczzM/BwaGv++bn59fV1S1cuHCA0ZZDhw6x2eyBfAqEdClkErkNg21NV9Qc3/bp7dk7o40NXUH9p2yRSDsYLFv6o+bizE05wz/aOr/HNCmEEEIIIaTv0aNHNTU1o0ePHkglN2/e/Pe//21jYxMWFjZmzBiD25SUlHz//fdtbW1RUVH9WxVXqVTeunWr+75VVVWjR482Pb6hF225UiOZtTujh627O7MiYhLH8D86+xFtAYCOjo5vvvnmt99+W7t2LTVUBKG6urrt27cDwMSJE0NDTY+idjWQaAtC/XDv3r1//vOfj6/+tLS0FvJIWubx0gYAa05A9LoQD+uoqKjHd8RBt2PHjh7W2DPR3r17CwoKBqU9BqUlbxZlpu/7b40C6AzvZbEf8Ng0eI76OSAgICQkpPftEEIIIYSeeRcuXDh69KhSqZwyZcrs2bPt7LSTnNy7d+/48ePXr1+n0WgLFy4c3Oks+kEv2vJI2TlGsKu5rd3EnR2trcriVprTDP/U379oCwB0dHTU1tY6O/eycDf6Szly5EhjY+Prr78+kGgoRlsQQgghhBBC6LkmkUiys7Pv3r0LABwOh06nA0B7e/udO3cA4P9n7/7jmqzXx/FfY4MbBm6AjN9zMiYKqBGhOEScmkw9MjJp1SGsDCuOWBSn9FDn8LU6HLXDW/Ot+Yv4HCVOvZGOMU8mkjpAWaDgLxDFgdJwAkOQKYMbNvj+cQOOn2KCAl7PP3qM133fr/u1pW5cu67r5eTk9Oqrrzo6DsfuGI+G1qudTFNra8ktTWt/u1j3QjDoXo4cS7MBq9d/d7QFoRGC0RaEEEIIIYQQGusMBsMvv/xy8uTJ9vb27kETE5OFCxcuWrRo5DZReSi9oy3DCKMtaLTBaAtCCCGEEEIIjQ/t7e1arfbu3bsAMGHCBBaLNaqCD4wHn4IQQgghhBBCCCE0mpiYmFhbW1tbWz/phfRvFAV+EEIIIYQQQgghhMYBjLYghBBCCCGEEEIIDSeMtiCEEEIIIYQQQggNJ4y2IIQQQgghhBBCCA2nEeyS+80335iZmZmYmNBotJG7C0JD98c//vFJLwEhhBBCCCGE0PiHO0CjcUWtVg9y1MLCgnpQWVnZ3Nz8WFaEEEIIIYQQQuipgztAo6fR1KlT29vbn/QqEEIIIYQQQgiNTxhtQU+j7iQXhBBCCCGEEEJo2GGNz5Dp9UM6rV1PDu1EhBBCCCGEEEIIjUujPdpCNt2u1DSSDzyvtbGypqZxpMIc+tqSn1/efTjn7sB3V9c0tgIANJZnvbz70OGaBy8ZIYQQQgghhBBC49IoriRqvZn+w+G3LzQCAExw+CREJKw4urwAPnkrItbdEtobc/6T8sJ5888jV877LfP1o5WV7QAmlmGLgj92uvrSgcuVPeYiXlsZzMs5/HfN/SHerGUJHdnhZ8nFy145EORCAABAY8kh/5QycuqC/IjZ9l2vDanOW5d++c5zIc9Y6mt/u3zs/OWUkjrHeS/tDXQggCz79fAqWXlZOwCDHfnCis+9vZYTh97+9wnZ20tnWT6WFwohhBBCCCGEEEKjyeiNtlQWZK270LI4QPias2nZufy/f//L56/6hl06uSPnYhhP6Fhd9D8Xmzx8Fr4EZyOOVcKUmXtnTGz57eJHWYcbly7d/9ZUUn9HdvTkzlb3vctn8szo9ra09BwgnGfuXezuaAIAQNhy7mQDgD7r/OXKWS4eFgD62zlnK2oB2MbraG/Myb6YZeWRucDDXJPz9l5FlgkDWmExdfT2hX9mlt+ZIsxcxqv85dDbWbnLp4ZFSHyzdhftuOS7f47DY3/ZEEIIIYSeCiO3sSZCCCH06H5/tKWmpqasrIzD4bi7u5uamj7wfKVSKRAIhjJIadS2kAyr2Z7PhUyxJB3bKv+rBvMpfw64nH68MOmq8+zzF3LoLnvnexB1V2v1DA93rxBfHuE5sfFu7lWa5dQpPEJfU3mKAc0TZ07x8DADaK4EAPMJE/2neHQmrbQ35VB3UpcfrAr4ZIolebvk2/I+xUhNN7NukDNneM20BMJk6ieRU/eaXX1795nOowzr4IDZL830n+UAbHsrULY0tuqJiVNDHM78tbSy1s/BfvSGsxBCCCGExqoOI4CRF4QQQqPP7wkGVFVVabXa7777ztLSUqvVenl5vfbaa4NfUlFRsXfv3qCgoOXLl3cPHj58ODc3d+3atTwer+8lU597Jqww5+/f7D72jG/07Jlfvh1EmAA4zl5bdHjnd+k79fpZC4QhHAZh5Rs5qeKvR75/ptjj07m+L736hr3ZgMtovJYn/d8iAgCsXP78YhABAGaWPGhMP1cZ7eZeeb4sq93Sw6KpxugSsuHmhWb6TK4dAQAWDjMnA1lz9f5htkfYYl7lhby/HytPKrlt773Yn80AhvVUR6Lx6s1KEjDaghBCCCE0vDo6Otrb2w0GA51OZzDwwxZCCKHR6KHfn7Zv315VVQUAZmZmH3/88dmzZzMyMjo6Omg02iBX8fn8+fPnZ2dn0+n0pUuXQleoZf78+f2GWgCAcBDujXEOyT2z41zB6xcK7D2FMmmQxwSPyPm8b/9T2cj2+GSOOwEAFry1b0fOPpu37/Tl974rg4ke+1ctC3Eg+l/HBLt57hOtTQCIiTwzRjUAWNi9Ngn+fu1iTjVcvNho7+4VVH/xoNEVLU33atsZQcyBX6h2fW31zRx1YyMA0dR4pw3sGXS2pTm0NFW3AmDrlnGBJMns7GyNRtPW1mZnZycUCidOnPikF4UQQgg9jahQi16vNzMzG/zzJ0IIIfQEPTjaUlFRoVAoAGDu3LkWFhZVVVUsFmvChAk3b948d+5caWmpra3tUN7q/vCHPzAYjOPHj5uamur1+tzc3EWLFonF4oHOP/Nr1gWGx0tLwkKWkWV5B8Wyoh3KZ7bPYPOmeoRYVhZM9X6GDQD62tK8g9XWy+cu3Ttn6Zc3Tr6eXPB3hXfwCx79hlvYjh7rls3uriSqBgBgePhMnXX1YuLP9yobichgnvkvF3tcY8IAgJaBdjtqrrmobrEPei1TrK8t+N5fdjVLE+AxCVracBfo8eP27dvJycm3b9+2sbEhCKKsrOzMmTOvvfbalClTnvTSEEIIjSvl5eUPPMfd3f0xrGQYNTQ01NfXD9eyqdIhvV4PABhqQQghNJoNFm25cePGtWvXsrOzJ0+e3N7e/s0330yfPh0Apk+fHhoaevDgwYyMDA6HExwcPMSbicVivV5/7NgxAJg/f/4goRYAqL5W8vGN29bOjmHOAABgwmB3ZooywATABMwBAKD5dsUXWfcq2S6f+3bmGpib0Ye4HgAAoLMdvSK4F98rvw0OviGTiKyem2KbT2DzTPQ1TS39pqmQmosf/b+LFgvC/m++XWXtvUZTKwcLOrSTd+61ANPFceCaJjRW6PX6/fv36/X6tWvXcrlcANBqtd9+++2BAwc++OADW1vbh53w9OnTFRUVxiMODg4LFy4ctYnQ9fX1Fy9eDAwM7HeFzc3Nx48fDwgIGPpLUVxc3NjYOHfu3GFdJkIIjQd79ux54Dlbtmx5lFu0tLTk5uZOnz7dycnpUeYZivLycj6ff/bs2aysrC1btlRXV7NYLCaT+YjTUtGWR58HIYQQGlED/oJ35cqV5ORk6nFoaGh7e3tiYmJhYSE1QqPRpFKpVCp92Pv94Q9/6PVgICHLg2NTf357+7a3AQDA3jMowr1vvIPBm710r/rQ62lJSWkAAGDjvt+fN0AdETRePTnt05PUY/uZC7dSvX3NHIKfdWGX35w9y2uquT6r5yWEjcs8mzMHf6tp9J3INuk1HxDOM6M9r76e9b1TFgDAzDlBiycyoLkit9LA4/E8LAZ/imgMKCgo0Gg069atc3amwn7AYrHefPPNf/7zn5mZma+++urDTjh37ty5c+f+jiAFQgihce+dd94Z6VucO3cuKyurtrY2PDx8RG90/fr1PXv2BAYGWlhYAMDt27f37NnD4/HeeOONR5y5o6PDYDBgYgtCCKFRbsBoi1KpBIDnnnvu0qVLGRkZer2eIIjp06dTAZeOjo6DBw8WFxdzOByRSDRjxoyh3/KBcZZONl6f/Ml9jbqqsskAlhNnOk8kqGDHBPfY8LDGCa6dIRUzhxBp5PUFN8vqSWBY8rgunV1yGRMX/+EFebs1j/rRwjHipRVBzfenJ2xdeGCf6W/uYclg+yzNtLtj7exCmJERL4UtNnW8393Wghc2y2Hf6csFjR6LbRgAQEx85vPVLmAzkQAAhkPIq2uuzO9apOtEAvSVlwpS7rLXzZ7aNzqDxpybN2/a2Nh0h1ooFhYWHh4ev/3227Dcoq2t7fjx497e3lwulyTJEydO+Pn5kSRZUlICALW1tRwOJygoiMlktre3nz9//vLlywwGY968eS4uLsbzlJWVnT171mAwuLm5+fv7m5qatrW15efnX79+3crKav78+VRkp+9pp0+fNjExqaysDAwMdHR0PHPmjFKppNPpfn5+Hh4eAGAwGAoLC8vKyiwsLBYsWNDds6a+vj4zM1Ov1//0008LFixwdXW9efPm6dOnSZL09vb28fFpamo6efJkYGCgra3t+fPndTpde3v79evXAaCpqWk0Z/QghNB4lZ+fz+PxiouLdTrdiKaHTJ48edasWadOnbK2tgaAPXv2dHR0LF68eFgmxx2Ixhqt/OME7aebJKxHmMNAarXAshnoS9VeVEnRSd4JG4WPckeEEHo0A/6qQxXE+vn5+fn5KRQKExMTsVg8YcKEwsLC4uLiysrKmzdvSqXSkpKSrKysh4q2PAQTwt7V3b73oCVvcq/SXwabw5vFgd6Dzu4z7/9I2E/y6D0VWM7qnJPtMZndeVrvOzJ4sxd8eu3QX/97xuNlIc8MgNF9cj+LJDVn/n68btrckNcmDfHNAI1qzc3N5ubmfcctLS2bmpqG5Rampqaurq4qlYrL5TY2NjIYDGtr65qamqampgULFrBYrIKCgsLCwsDAwCtXrty5c+fll1++c+eOQqGYMGECi9X5IaKhoUGpVIaEhJibm+fm5l6/fn3KlClFRUXm5uavvvpqVVVVfn7+woULtVptWVlZSEiImZmZXC6vqqpyc3MDgLa2tpUrV5qaml64cKG9vf3VV19tbm7OycmxsbGh0+m3b992d3efPXt2cXHx5cuXAwMDqW8UbW1tX3jhhe4knfr6+sLCwueff97S0jInJ6eiokIgEEybNq24uHj69Ok3b94MCgqaMGGCtbU1VhIhhFC/RrqS6ObNm2q1ev369bt37y4sLJw3bx41rlKpDh48WFtbO2nSpCVLlvD5/N99C0pjY2NBQYG1tbWlpeWdO3cA4M6dO88888zly5dra2ufffbZR5n8yYRaKpOCFyQoe45J9lVsEyQFL0hgxeenv270SfR4DH+NTLKvYtsiAIMm86+rY74vIQFYM6Sb92wSOwKAVvFFeNT+Eq0BOOJNqTukAjqAVpEQEZV0SQt0jvijXZvf9mUBgEGZFh2+IVMDdI7489RdrwgAQB7LX33IaB0rkisSRcrvo97amKkigfCSbkui7gLK76PC/5qpMb5Lv4P93QUMpOZyxoHtKSn1oYd/iORS9ypPi4qMz6wkgfCOTE6NE7L6vjKCDdnH3uYav1Cq5PBEt62HWaDaGzx/E3UuwRXHbt0c6Tv0aIgi3ieWdTg/zntIZ3Mj32EFR6Wlpkp7/4qAEEKPS49oS0tLy+3btx0dHen0+61P3N3djRub+fv75+fna7VaMzMzX1/f9vb2oexJNLaZubwmXWr+6+2hnEuYWM6ev0wyxx0TW8YHZ2fnq1evNjc3U4nQ3crLyx0cHIbrLq6urvn5+S0tLTdv3rS3tzc1NQUAKyurCRMm0Ol0Dw+PX3/9tamp6datW15eXqamphwOx9bWVqvVdkdbTExM9Hq9Vqu1tLRcuHAhALS0tNTX1wcEBDAYDBcXl4qKiqamJltb2+DgYDMzMwBwcXHpDhjx+XwqF0aj0cycOZPBYEyYMGHx4sV0Or2xsdHe3t7V1ZVGo9nY2Ny6dctgMPSbk1JdXe3k5ERl0EydOlWlUgkEAjc3t99++00ul0+fPn3ChAnD9YohhNC4NNKVRAUFBXw+f+LEiX5+fgUFBd3RlkOHDgUEBMyZM6egoODHH3/88MMPH/FGt2/fzsrqVZwNFy5cAIApU6Y8YrTlyeBFHquIBADV3uD5V+MqEkWd45UAAEXfHFC+HivoHCJl6bLu64r+sThGE3esVMplkMqDUSHSxMM5sdzD68NPLTl84bA3oc380P9P3wiPvW0vWx8uf/5w6X+8CW1mTEB4om/pRj/QfLthgzY6uzSCq8uMCXgr0Tc71gOgb0SjLPGtjURsTqmEA8r/DQmOTctPlXKqUzbEVa06WrrWncz80P+t7b7ZHwigOmVDnDb6ZGmE6/3Bfu+i2h/+J4UwYiZH+1P3bZSJb8YTH+WUhnCgbGfIkr8FXNsm6nplAABAk7IyrFbUI9QCOlnCdt+4wq6XZ0VyRaIISI1i++qw5Y2HT8Z6D7HjYuCmivyhnUmZER3N8t+hkG4UPsxVCCE0fO6HBI4ePRofH//VV19t27attbV1oO8NVq5c+ec//5mquf3yyy9//PFHT0/P8RxqoVi6hy2azRtK19uJMyMDPeyxPGK8mDVrlpmZ2ZEjR4z/RuTn59+6dav7Q+qjmzBhAkEQ1dXV9fX1VC9eY0wm09TUtLW1tbGx8ZdffklJSUlJSbl+/Tr1bSGFzWb7+/tfvHjx3//+96lTp9ra2nQ63Z07d2QyWUpKyvfff3/z5k2dTtfR0XHx4sXU1NSUlJRz5871upFer29paemOpJiZmRkHXh+ooaHhypUr1PKys7Obmpr0er2pqambmxuNRnN1df1drw1CCKHh0dbWVlRU5OfnBwB+fn41NTWVlZXUoffee2/27Nk3b940NTWtr69/9Hvx+fwtW7bExcV1fysAAAsXLtyyZcuaNWseff7RxUMsBllGWdePmoz/y5RIQqgftMoyrThMyiUA6ITgldiNgeZVGgCvVak7I72ZAHSWlzdXebUcQAV2sXGveBN0ABvxC8vIxkYAIBWniiSrIrgEgI34hRCV/JSq3yVoa82F8WskHAKAEEikgtvaFgAoKSzyCJV4EEBniSViVVUVAJBnThaFrIrgEUBniVeEquRy1QB34a5OP7wvVuplnHzCXrIh/ZMQDgFAeHh7wWVlVc91KHYkQOQqjx5jGtn/FYVLhb0+UBAc4UfJGzk7dxwhqWeg+CLEk8/nTwlOUGgBNCkrPePPUqeqkpZ4xisAKpOClyRRz19zOMZ/Cp/P5/tHpSkNAABgUKZF+fP5fL7/6rTOrb0ISZgo5YCMHMr/RIQQGgGdv1Z1dHTk5+cvWrTIz89v8+bNn3766SDX2Nvb29vbr1u3rqysjMPhjLmdCBEaOjab/eqrr3733XdKpdLd3d3MzOz69evV1dVsNruxsXG4srrodDpVRW9lZWX8wZSi0+na2tpMTU1ZLFZgYKC9fZ+SOAAAcHBwWLp0qV6vz8/Pv3bt2uTJk62trQMDA40zSm7cuNHQ0LBy5Upzc/PTp0/3msHU1JTJZFJVhADQ2tr6UNEWNps9ffr0Xt9YtrS0lJWVmZqaVlRUUJuaIYQQGsiIVhJdvHiRJEmFQnH27FkAoNPpVA8XAMjJybl8+bK7u3tzc/ODphmqe/fu7d69GwCee+65wsJCkUh04sQJKyurwMDA4brFqPHcqrc0q1MUsZ8LAUBzJK0ofM3GalkeAABrwTLhhvXh01nbIoQcArylCd4AABxhZ74FqZT9pBRHCgEIyedd2R8Gxckjvs99BAC1tar7mejuAgGp738FrMC1m7oea+RHVbNiuQAgXCgu3ycri1jrTmbK5ELhJwBQe6sKGF3V7m4CAfkQdwHgeC/rrMvRZv4odxVH84yPkrIDKaI3SntV7hQpFMJl/Vb/cERiQXyuAkJEquTw8FJpdmmEfeXOsD9EpeWlisTcHSdLNvp5g0ZxslIaK+xMIwIAKEsM+xg+ySuV2JKZHwe9td03+wOu/C85a0ZeAAAgAElEQVRhO+12nb8mhF9iglYmCM7H+QLAzADhmjwFSEQDPSGEEBpJPXIwqG/vTUxMDAbDE1oPQqOOh4dHbGysXC4vKytraWnx8vL64x//WFJScvjw4Vu3bq1cuXJYAi4cDockycmTJ3enlty7d+/u3bssFqusrMzW1tbKyorD4ZSUlLDZbDqdXlJSwuPxqNaDAHDjxo2rV6/Onz/f1NSUWo+FhYWVldWVK1d8fX3b2touX77s5eXV2tpqZmZmamqq0+m0Wi2bzTZeA4PBmDhx4rVr12xtbaktQn19famypoHQaDQajUb90+Hg4HD69Gkulztx4kSVSqXX6/l8vlKptLa29vLyOnXqlKurq7W1tYmJSXeiEBXQodPpVIiHwWC0t7e3tbURBLY9Qgg9jUa0kig/P9/NzU0g6PyVns1mnzt3TiKREARx9OjRTz75xNLSsra2tqCgYLjuyGazX3zxxYsXLwLAsmXLWlpaHiqIP2Y0NLLEod6bjir+P6GQrjzwjSYyyUv7XudBziup+a6Jf4sLSqgivF/a/HW8mNv5FqdKWjI/oQw4K3b9d5nxu55W/nGUfHXqRsfB7qncNJ/fGV+RJFdsE3UfKE9a/QVrc6EQAIAp+WzLj/5LPBMBwG/jsZeGqYHJ8Rj+GhnQvWP/s1lgPF6ddkAeEbuj1zu4SnVVMOU9GJABAFSZGcqIv0ZwCQCPtdHLEn++CFKxlC09WvKRt+DXo0WvRPsaXaE8ntmyeiuVyCNOyPElCQDF0XTvtflCFh1AHL3mn38qqozz5QFw7DlQoqwCEebXIoSehM7f62g02pw5c06cOHH8+HEqb+XIkSMKhaLfa6qqqrRa7XfffWdpaanVar28vF577bXHuGaEHjcrK6vly5cbjwQGBlKb+7S3t7/00kuPHnAhCGLixIm9ym1Onz7d0NBA7UlEo9G8vb3Pnz9/8OBBAPDy8jLOgpk0aVJDQ8MPP/zQ3t7u5uY2ZcoUGo3m5+d35syZf//739QGQ+bm5m5ubjU1Nf/+97+tra2tra3v3r3baxne3t5nzpz57rvvqEscHBwGTyk3Nzd3cHA4cuTIwoULXVxcfHx8Tpw4QZKkvb39vHnz6urqKioqgoKC2Gw2j8e7ePFiYGCgi4vL5cuXs7KygoKCfv31VwcHh2nTpp0/f95gMPj7+2s0moKCgsWLF/fbnBghhJ5Ctra2NjY2jzhJbW3tjRs33n333e4OuK2trZcuXbpw4YK/v7+dnV1BQYGrq6tcLtfr9Y+SuWkwGLRarY2NjZWVVVRUFADY2NhQN33xxRcf8VmMBLVa3dzcPHnyZAC4ceOGhYVFr40IH0yj0jhGrxJ5HjgSJ5yaIQPJNx4gNzrOCYzddTKW1CrlX7w1X6rKzqA6znIjj1ZEkprMuMVh292zP+gMXCj3hq/XxKVueUAr2L6daAEAtPKYP6b4HjjcufVPWWLYRtauwgoxS1v0ZVjYF97n4337zPTwFm2rqNhGXt4ZFhrDvbBL0rWxVUlKkubtb3pXDAEAADFIiT0dAMqLL5EyKT+la0zgrYJFYqnNW4rK6HKZQro62fiKKqWSPbXrIxDB4hAAlcoiUKT58zd0nSNRAnTm3ZCAXyIjhJ6Q+//4icXi+fPn9+2S28v27durqqoAwMzM7OOPPz579uz475KLUB8MBmP16tXJyclFRUUA8LABFwsLi17hm9u3b9NoNOOqHysrq157JDMYDGqbsL4TmpiYPPvss72qeCwsLIKCgoxHTE1N582b16vjjPH2QAwGQygUCoX3G8rZ2tqKRCLqsaura9/2K8ZLmjx5MvWBlcJkMiUSCfW4u4yIzWaHhYVRj+fPn989CfXAwcEhJCSk7xNECKGnQb+VRIsXL370jZObm5vFYjG1Dx3FzMxs5cqV1Ee+d999V6FQ1NfXh4eHnz59miTJ3xfy1uv1W7ZsuXPnzooVK7rfSgZ65xolZDJZRUVFfHx8R0fHnj17+Hz+u++++/DTEJIwScz3GZmOSZy3cgTQIu8cL0mLk9t/sFbEAYIlEG/ZKOEnZFZGhmozlUyR0J0AgiNeJor6Uq76QMAF0B6PCf8pNPU/nZsHAdjbcwG66nrKlUpi2sBLMCiTItZDQlb3pscqeSa89bXYBgBYvq9K7d8pUoGvvZMrlHR1MrmuVBKCh7iLTqmQk4Jl3hwAwksS6p54QgGSRdQh2Y697rGFgn6vG6A0SSPPVIrfEAKoprhz1v5PfmzPPU7FL8JbR1K8zkhf3t1j3H2qoLFR2zW1VkMSHFeuF4iii5Ml/expTsB4TKhCCI0JPTbOMTc3d3Fxod53u391rKioSE1NTU1NvXHjRk1NTVVVFYvFcnFxaW1tPXfuXGlpqa2tLYZa0FOICrgIBIJLly41NDQ8ylSnT58+derU9OnTx2eKNUIIoaF5pz/DEqrg8XiLFi3q9YHtueee8/HxAQAmk7lo0SJ/f38mk/ko2YUNDQ1UB/fr168/+ppHVG1t7cmTJ7Oysqh3cLlcnp2dDQANDQ1ZWVknT57UaDQPN6Po5YhT8TGHRat6FOzYQ2Vi/Ha5hgQAUnPkRzm423MASg6Ef5ikJAEM2swjclagLxdAe3zD4jjYnBIpuP9ZgBAG+sq+3qkkARoyfzzMFQX2yWehGJRJ0pCMP6RuW3Q/79XeyV11MEXRAGAgS2RpSnuWOQAxa4Hv4R07y0gwaDMPZXBFIu7Q78LUHo0N/3umFgDIMllGuTBgZucRzcED8lfWSPrZzpnLnaq8puwzTGoUX66O16yNXkYACMTLzJM2JSlJAFKT+cUGWRUAAFcshe2J50KW9MqX4YrE5sn7ZBoSDFrFFyGLt5cAXbRQLE/8h1xrANCVJMUmFlEBJU2tBrwFWEaEEHpCBkzso/aIPXv27KVLlyZPntze3v7NN99Q305Pnz49NDT04MGDGRkZHA4nODj48a0XjXctLS1qtbqmpgYAHBwcnJ2dR3NFCYPBeOONN9RqNbXt8e9mnF1C6TeLBCGE0Pg21nce4HA4c+fOvXPnTkBAwJNey2B+++23HTt2GI9QoRboirYAwNGjR2NiYpycnIY6KV0Y8bZ9StlScY/0Co40+RjEfbB4+mqtAQieOPaHzRImwEu7kpXhIZ6JJABHvCl9iy+AKu3LNI0GVvt07R7tEZd9NJL72q5tF5cHeyYCnSP+PDXWo587AwDIdyScI+FccFczF5Dsq9gWsjn91vqo2XyNAQivyNR/SzkA4Bix66vC5X/wTDQAR7wp9T0BAHCGeBfwjcuIjXnDhx8FQHhHHkiVUpElQ8mBbzSRSf3vtOwrFP7tYgmIu2qjDq3mHwIAwntFXPp/I6jtnwXvpW/76+oQzwQSCO/VyanUJyCeWMpLVC3rM61HbPqWmOUBnjEG4Ig3pe/wBQDJ5vTa9VE+UzTUU4ikusdczFOIFyb3vh4hhB4T2kA7PVdVVe3cuZNql/vRRx+1t7cnJiZShwICAl544YUHTt3Q0GBlZUWn001MTB54MkIGg+HIkSOnTp0y/jNJo9GCgoKWLFkyxKQPtVo9yFELCwvqwaMXwCOEEELo8evo6NDr9Tqdrlej94fy66+//uc//5k2bRqX238Sh0qlunLlSlhY2OzZs3/3XVAnnSwqoHBV4cZ+W7qMJFIW5V+46vzG/qNACCE04gbMbXF1dV2/fv3Zs2flcnlGRoZerycIYvr06YWFhQDQ0dFx8ODB4uJiDocjEolmzJgx0DwIDUVDQ8P+/ftra2uFQmFQUBCVKlJfX5+dnX3q1CmlUrlq1SoMkSCEEELo0bW3twOAp6encZ8yY3l5eVeuXME9OocHUxL33oEPvlGmv91/V5eRUp60TxuXjKEWhNCTM0iLcLC2tn7++efd3NwUCoWJiYlYLJ4wYUJhYWFxcXFlZeXNmzelUmlJSUlWVtYTirZo0sL94z3SS+/3V5fH8BOmnzwWyQMA0GRuWL0+rUQL4CiO27k58tl+aknRaNDe3p6SkqLT6WJiYuzt7bvHbW1tqTZ7+/bt+/bbb6Ojo7FDEEIIIYR+N7VaLZPJtFpt94hMJjNOjHV2dpZIJNTnjdzc3AsXLkgkkofepQj1xF2dHP3x+pTqXRGDbms9rFRJW2vjdq0dpl2vEULo9xgs2kJxd3c3riL29/fPz8/XarVmZmbPPfdce3v7E9uTqPpoWhEBRRmKT337SU08G794fWPcD6VSd4K8vDNseRiZdWzt2K6GHreOHz+uVqvXrVvXHWqRyWQAQG1n4+joGB4evnv37hMnTixatOhJLhQhhBBCY1lzc3NFRYXxiFqt7jUCAFRRc11dXV1dXXNz8+Nb37jFEm3Z9XjvyI3csfHx3hEhhHp76I4qK1eu/POf//zGG28AwJYtW3788UdPT88nknGgycxQrd610TftaEHfg6RsT4rvp5ul7gQAEF5rv94AO74teuxrRA/W0dGRk5MzZ84cFxeX7kG1Wm38RROfz/fx8cnNzX0SC0QIIYTQOOHu7r5ly5YVK1b0Go+Pj4+Pj+/+kfpku2LFii1btoz11sUIIYSelN/Tv9be3t7Ly2vdunUBAQGrVq16+eWXh31ZQ6DK+K5kyQLRghDflHR5n6MlhacEAbPulw5xfYWgKFI9xvWhIaqpqSFJcqDC6W7+/v46ne6ht2NECCGEEOqp3z0ijAcH2kQCIYQQGroHVxINxMHBwcHBYRiX8nDK0lIqpVv9gMMLFcb9n+xzkaTHfnvaRhJ6dJnnDNB0Hj1plZWVAGBnZwdGtdPUf3fv3g1dFdRUyXRlZSWHgxW4CCGEEPo9ysvL9+zZ03d848YeVSdUbsuhQ4cOHTr0zjvvYHoLQgih3+H3R1uerJKMtNpXdvkCAGfBkmc3/HiclIQQRsdZbKLnBRqVCjDeMnq1t7cPvsczdXTkdgfYuXPnCM2MEEIIoYeydu3aEZrZwsKCz+drtdq6ujpqpFcHXOMf7ezsWCyWhYXFCC3mIWnlHydoP90kGTW7PpDHE2I00l2vPN6dhhBCaOwYo9GWorRkDUmG8fd3DZhnaEKkRjkP3s8FKg/INZGvd46pihSk9wIMt4xC1Mea2tpaFxcXqi0udGW1vPvuu92nVVdXA4Bxb5fhNXIf7BBCCCE0Sjg7O7/77rt5eXk//vgjNdL92cMYVUk0b968HpXOWkVCRFTSJS3QOeLPUzujDOVpUZHxmZUkEN7SbcmbxBwAkMfyVx/qvIjgieP2bIvwIKAyKXhBcVzFNlHXfPJY/o/LKrYtAtXe4PmblJ2jA+ykqUoOT3TbepjVY3Ljmw5JZVLwO/DN0chh+UhMLIpeumZxvCB/o99wTIcQQuPO7+nb8uQpMtIgIvVaRae8jb6KtKPVxmcQkncilFv/llZOAgB5eeefNkHsn0RPZrVoUI6OjjQaLT8/f/DTFAoFjUZzdHx8OwcihBBCaFwiCAIASktLswZw5coVADAzMzO6iJStD5c/n1p6raKi4DNi45+SKgFAmfhmPPFhTmlFRWnGkqKomLSu/nKCDdkVFRUVFaXH3iETpIkP3qlhRTJ1fv5fiMQ3d/Q+XydL2O4b97ag5+QVpf+NqI1ZnHDukV+R34kl+Ugq/0cKNtVDCKF+jcloi+JImv3bEfd3fXaUrhIXpch69sD125i1mZ2y0pPP53tGFof+kI7bP49Opqamc+fOLSgoMN6EyNnZ2TiV9/r164WFhUFBQQzGGM3GQgghhNBo4eXlZWFhceXKlUGiLUwm08vLq8dV4alfv+VN0AFsvKbzlMVKAK3GPHDjmhAOAUB4SKQeGq2u160I7iurxFp5UeUQl0ZwgpeKtLXanqMa2f8VhUuFfUquCXfpqmVa+RkVAGgVCSGefD6f77k8QdF1veZwjP8UPp/P949KUxpXY+vkG3x8YjK1QF25nLoypPtKrSIheAqfz/dfvTEmmB8j7xqkbhH8Rdd5HtKIpqQDZUN8dggh9HQZk7+7Cj8vze4xQEh2VUgAALjbKkTdoxzxpsPiTY91Zeh3WbZs2bVr1/bv3x8ZGUk1wTVO61Wr1SkpKc7OzkuWLHlya0QIIfQE3Lt3786dOyPXtGvk0Ol0a2trKyurXuNj9xmNqIFerhFiYWGxYcOGgoKC1tbWs2fPNjQ0zJ8/HwCys7NtbGz8/PzMzMz8/f3Nzc2NLiIEgZ1VRWSZLKNcvEYIwBSuTegqNaqWH60Uxrr2uhWp+v5AJku0igcwpIALqfr+QKYw9LOeo0UKhXCZdz9nV6YdOEIIX+WCTrY+XL7kaOlhdzLzQ/+YPaH5H3lDWWLYx/BJXqnElsz8OOit7b7ZL1LXaeV/XV/yp/TDYlZnzo74WOl/BeSRGP+YfaH5sd462fpwuSjt/DE/QrkrLBjcAQAqk8JXlUh/KY1wVO2UBkel56eGcQC4vsLa+FOqWA+s10cIod7GZLQFjTMMBuPNN99MSUnZunWrUCgMCgpis9kAoNFocnJyzpw54+Tk9Prrrw/eRhchhND4M3YDEwaD4c6dO33DB2P3GY2ogV6ukWNhYUFFWMrLyxsaGkQiUUdHBxVtWbx48YCXVSYFL0hQAkey6789dsM0KJPeiWdtOd+dfqLcNJ9PfeXHk+46GufbOSxbzZcZzydZ1vXo0Gp+ZzcW79ijoT0bsahUVwVT3rv/8/3JCa54w+E4PwCDeHOhmGVDABDiZeKoYxoAUB7PbFm9VcIhAAhxQo4vSUADAJCX94b/DTZnddYlEeKE82IWiwAgxEvF0T9rAEBxIlMYme/HAgDBslDBl8UAoDqeoXxtYwSPABCs/ZMk8VgJhIkAgOPELblSDrgZBUII9YHRFjQq2NraRkdH//zzz7m5ubm5ud3jNBpt3rx5S5cuxVALQgg9hcZ0YKLfxY/pZzSintQrI5FImpubqTSWd9555wE7EPEij1VEkprM9YvDEt2yYz2oUa384/AU39TDIfdb2wo2ZB97m0sej/H5UuB1v+mcJLlXl9zuIyuSKxJFAEBe3hn2hxjuhV09ojkAhNFndmryHofppPLg+g+2ZqpIarYXAKBKqWRP7VoSweIQAA0AlfsOnPI2tyG7LyVvpK3/MDGzkhqRvACgKr8Mji/0ar1bXlJCHjLaocJjugpEnYvAP9QIIdQfjLag0YJOpy9fvvz5559Xq9XV1dVUT1wnJ6eeebwIIYQQQsPGuE+cu/sgTf40JUeUhEgoYALBEb+wKCpB3lk+o9wbvh42Z8UL+27NTCyKjtwYkng8YtsiYojrIbwkoe6JJxQgWdRjnNQPelnZvg++JuJySsUcQrU3eP5VAAD3qYLGxq4OLqRWQxIcAHBds/FAxOU1QX/LFG4TswCU+97fQWzIKV3GISqTghcUAwDX3QuyazUAxgEXV4GAE7U1/6N+CpoAvxFDCKH+jMkuuWgcMzc35/P5AQEBQqHQzc0NQy0IIYQQGg1KUsM/2K8kAaAh88fjLNEsLgAok8NCfgpN3SLqG2oBAADBmo+Esq/Thr5rD3lZllYmDJhpPMblTlVeUw50BQAAaLW1LHsOiwBSpTjTuXEEVyQ2T94n05Bg0Cq+CFm8vQQAgE4QwJJ8HqeJjpFpAUCr1bDtnagr8zqvFC4UK5L2ndUCkMojGdSdBYvE5skJSWUkAKk5krDhUOe5mlsq72m4FQVCCPUDoy0IIYQQQggNjiPdkSz8KcSTz+fP/hu5IT3uWQCQ7/iiiLxEbd/D5/P5/Fh5r8tYy9ZEXE7YoXjQ9IdWUxN4/vGo765t0p5lPL5CoeJiyWCX+8UmB8vDPPl8nw9U7kJQKlUA4BGbvgX+HuDJn+ITU7c2/S++9893lG78sComVqYF39hksVzqyef7fHBLIIRyZRUAU7I5VSR/1YfP99lw3V1AsFnUbNu4GaGefL5n0NcQuoiqIlIVKexFgdi0BSGE+kHr6OgYoakbGhqsrKzodLqJCcZ00GNivI10X93F2DY2No9lOQghhB5JZeVQN841ptfrdTqdTqcDACaTyWQyGYwnUzrN4/F6jfy+Z/SU6Pty9dXR0UH9/6Ua6j8tdLKogMJVhRv7bgI9MkhVmYrNE7AYZMnesJCLa0p3SfovhSpLnP8X+/QfIjj9HkUIoacb9m1BCCGE0DjR0dFx48aNW7du9Rp3dnbm8Xg0Gu2JrAqhR8WUxL134INvlOmdGwmNMANZ/lP8+q8VGgOwZkSmpgwQagFt5k6Z6C/ZGGpBCKF+YbQFjS4tLS1qtbqmpgYAHBwcnJ2dsXULQgihoSBJ8sqVK83NzU5OTt1N1qm3lerq6sbGxmnTphHEUJuVPgYkSba0tLS3t1dUVJAkCQAEQbi7u9NoNHNz81G1VPTEcVcnR3+8PqV6V4Tjg09+VHSW6IPU/A8ecBZ5fMePwm92+Y38ehBCaGzqp5KoqqqKessfHEEQrq6ug5yAlUTooRgMhiNHjpw6dcr4zySNRgsKClqyZMkQd4B+1EoinTLti4STnFWfvSfidN6QVJ1K2bl9X9pZDcdPsuqN6Ajv8h1fHFB5rek6h1SmJ8TLGhe891mEjSJp644DmSVaV2Hoq2vWvi7iEgAAZKU86cuEfUeUJE8Y8eHGWDG7aOffEk/1bJlH5wjfff+5gi0HtEviPpUKmL2XhhBCT6Gh1910dHRcvHhRr9d7eXn13cRXp9OVlJQQBDFjxoxeGS6634rO6ybNmWbX+WGlRX2+6IYOAAAYlg4CT3dbMwAAqC/Lu1IHAAAm5raTpgicJwzhG6vBK4lUKpVKper3Qi6Xy+UO2Auj4Vpeadd7iKmtm7eHE9OkxyAA2E0L8LBtUZ8vumHiNmumk2nXeIv6fNENpmeAhw0AgL7xt6tlNxvbOsDUdvI06knVl+XdYs/ydui8pK2m5EyDg/80ekXf+Xutq73uyq/XLZ6ZxbPsHKgvy/vNytfH2ehrkxb1+aJ7k/peC4CVRAghhMaXHp8UOjo6vvrqq8F/XzXm4uLy/vvvj8Cq0FOnoaFh//79tbW1QqEwKCjI1tYWAOrr67Ozs0+dOqVUKletWvUYmq1oL6Tt/F6uImDBi0IpjwAArWLHW6t2Kt1FkldYGrksMTqzcOP+F22USf+bOP1537UzWFCtSPoyReEYG8cuin8zKq3eW7RCSpQfTdu0+uTVbekJEnZ5yvqI+EzSW7xCojklS3o/vHbrnhcBAIAkVSWXNUDneHtxCTqAoUV1SS6v9Y4efJdHhBBCfVRVVel0upkzZ3aHWq5fvw4Abm5uAMBkMqdOnVpcXHzz5s2e3xXdrak2YdJv1bTaOZl1D9p5BnjYQHtLbdnF8+VTnnO3oeLvzMm+Ps7mHfq7v5VcKgHfZ5wfMffS3t6exep/K5sH5nVSa4H2tvryc1eq2L6TmPcHe7lXV9fq1PXsdLW3dACdEf2WWyVX73K8Z3tbmujv/lZySWk2e5odw8bBqayqvs2BCre01dfddXT1pkPDQPN3a9PUNDFNtbWNk9zYWLOFEELoqdcj2lJVVaVWq7lc7rRp03qd19ramp2dbWNj4+fXmS9YWlpaVVVVVVU1eIbLSDFoMv+6ev3BEq0BWDMit/0rTmQDAPIY/mpZ1ymEl3Rb0iaxI8hj+QlTs4+93fkdUeeP4szgBQm9dtOT7KvYJkgKXlAcV7FNBPIY/urM8NTSz4X3z6hMCl6QABuyj73NVe0Nnr/JaAKPuOyjkWA8yPKO3JYaN9CegKhLe3t7SkqKTqeLiYmxt7fvHre1tV2xYoVQKNy3b9+3334bHR09siX3Bm3R4QwVAJDyDLkq9HUBAaTqvFwJ3rH/s2vtDAK0qxJWhiWln1n3WbTwUPy+JIV0i6j20I40DSciQcqt26eoAmHC17te4RKGWPlflq8+9KPiXQH59/hMUrQpY5fUnQDtqkRp2M7k02u+25X+AYBGHrNktXzRZ8n/EHPoAKQq5V8j+PwQQmi86ujoUKvVjo6OlpaW3YNNTU3G57BYLDs7O7Va3eNzS2OdxoY306rq2u02p/v5HxQTc/tpU+/9qm5ws7EzytKlMSbwvNwaz9c2OU+yhEdBEMS1a9e0Wm2vcRaLNX369OLiYuND/We7mJjaTrS+cpvsDqD0wXRyhFvVOqdJTACAxppqS1ubzgzmptqqDtcZzpZ0AGBMmDTZKb/qdpudgynb1r60K9zSVl9318F1SFkkbXW1bU4ebi1X6rVumHeCEEII9Yi2tLa2AoCrq+vixYt7nXfv3j0q2tJ96N69e0OsORoBpPwvi9ffjUu/IBUQZMnesJDQxGM5sQIAAEHcyWORPAADqTwYFbIkIfV8XP9z8CKPVUQCgGpv8PyrcRWJos7xnjnLZOoB2V+Ekq7PMMr/pCgB7jcoW5F8/0IAAFAZDWrPJoRJowT5qVLsHjao48ePq9XqdevWdYdaZDIZAEgkEgBwdHQMDw/fvXv3iRMnFi1aNILr0Ch+zNRwVsSG3khM+k+m8iWBN5NgubqyIPPApgTOn6NDZ3qv2X14CcnyErCj30oJ37vjwPONqn8VEaJNEYEcoorrSgfF1/E7LGPXLPMWfpia/ipwifK/XwFC9MKCyQQAAMtbumEju9Iea/ERQmgYNTc3GwwGBweHwU9zcHCoq6trbm7uzn9pqNVw7N3MLVrg0q2ugEQPhLk52doK0Cuhw9Tcou0uCfBo0ZbB2dvbGxfL9J8F095Wf/uOOdEZP9LdKMq7AQA9slAIBydmSU0j141Na6+7peE4CdrqqZKo1pY2Jqf7mdEIwlxHtgKYAtvBuay8rs3BybS1rvauw+SuVfQ7f5cWTQ04eDHZzTZXb9Xx2HZYRo4QQugpNzbfCjUZ+9J9P0uUCpgAdMI7auNaokjRq7KbTgheWSXWyoseaadFkVic+fPx7ohSUcpeQrJiqN3gWX4RUg9F3sVHWcD419HRkZOTM2fOHKPEBiUAACAASURBVBcXl+5BtVptXNHG5/N9fHxyc3NHdCUqxY+ZDdzQFVLpi0K4lHH0shYAuMs2p26J4F5I2bDS33NB1AEly9uLS5ixfF+LFtuU7Hx/g0wjiPzTEgEBhLt024GNEqZ85/shPtODY2QarpeAY0JqdWDP4XSFVwiuKCLydTG2ZUEIoWF09+5d6GrOdf369eLi4uLiYmoTaOoxVVVEZb5QJwMAGOpqGji2LAAzO3vzujrdE1t/v+zt7blGerUp0d0oysvLy/v1zA0Dfxq3802FOdk3gHI/FKJrbrVzstPUNAAY6uuaHR0GK/IxGAwAAGBp59BWV9cKbbfr2pwdJnQd7m/+7gXVVpvY2ZkBsO042rp6wyM/f4QQQmiMG5vRlpIihUfAs/d/X/WNzUqN6N1YjVR9fyCTEPo+uOHaIFgvrIqQ/yutsyucIiPNK2KpY+MQL9aeTUkrEwbMfJQFjH81NTUkSQqFwsFP8/f31+l0Go1m8NN+P1IpT88kAVTyAxklJAFK2U8lWgMAneUdtjE979iuj6RCunxnVPDqXUVaAxCu4uh3fAGAsyJ21bPU940ERxix7afzh79aK5nRmLkpfHlsmrIZCIAW/RNJAUMIoadL38b/vVDlqN2ntTdo6vW3ShR5eXlnyhtb1DV3+17S3KQjzMz6DLc0N5maj3CaYnFxcV6X4uLiXkepwMcsd7aeTjcftMrW0AFsO86d2jpd7S3dRDujaL+ZuamuuaXrpw6SbJnA7Ez6Ydpx2upu363TtNnZDen7gSZNTcu962fy8vLyLt3S19fUtQ3xaSKEEELjVT/99EtKSqj9d411fdkxOhhaBj6mTFjATwAAAIInjsuI8wWQ//47aUnvl6WXE49WR0Q4krIDKaI3Sgl5PHR/vXRoNf9Q50PJvopti3oOsoRxP+zCMqLBUbsz2NnZAYBMJqNSWqj/7t69GwCcnZ0lEomzszN1MoczIi8oWS7PUACAKjN5ZyYAAKiOZBRFCiBl/T7tko2fSsVRm8SvRyZFBCf856gy3NeXRXB9fblQ5D7Li0UHAFJ1KCH+CLz8aZw4JHZbyJpVm0LC9qbJ33jP3gY0lapaPbDoAAaN7P2gmCJp6k8bhSPe8xchhJ4WVNJKc3OzpaUl1RYXAKgIxfTp07tPa25uBgArKysAAGirUTc6TQ9wY3X+VFJY1zh5wv0Eko52nabsWoPDFH7Pr6ba2xpVV2/QXHxHsowIelYSDbQbtKn9ZMeqq1VNNg/oIMNycLxWXKy14PowAbq/ALC0d6UVXa1iT3e1NNHf/e3GLWuX2V29a5j2joaSa7fojl5DCbZ0NNbeYrp372Okvf7rjbo2h96NcBBCCKGnSj/RFq1W27dh2+hCH6RRf1ffluFRVdsgjHhb89Z3yoh3Lv/8i3hpItEjeNOnb8v9wcqk4CXFgqnYIndI2tvbB9/jmTo6clG/ksy0Irpw49HkCHcCALTy+MWrM/6v6PU19CrF9wkJXPu4V4Rc7eXiKoCpXFY/H3oJcxZZcjwtgSlgfRjqa1NbUlYLLC+uk49gETclNTFhv2DjClfN8Z2JR0hu+ALvQf5caFUlRUVA/S7A5AimcllD2vwaIYSeXkwmEwBqamr4fP4gp926dQu6Co6gta6OdOZ3/2tsynGw/vXWbR7bCgDqSvPqAMCU7SzwmWzT/Y9wZ9sSE0sOb4a30yNuSPRAxm3jB0SzdHWzKrimtvdxBuO+Kr13aGY6OVtUNTo59EzTMXfy9m67erngN2oH6BkCu/ufC805DqY36jgc46c54Pza+hprh+5IDbAcnNuu3NI5Tep5DXOyr48zAEDdlby6rmm69qJGCCGExpt+oi1CoXDFihWHDh1yd3efOXPmP//5z6ioqI6Ojs8+++zxr69/3r7CsqPndJFddcpFiYsT2LvTI90HOJ8OYLhfykHqgejneQ9I8GIEIc3ItFXIX4ndxRxypgwvIlrkmfBtrOjtPjsIICNU0kptba2LiwvVFhe6slrefffd7tOqq6sBwLi3y/A6KlOCMELo2hlHYT2zZIlrStqhS3EJWzdWro7/crX8SwAAoPvGvhcq6O8rRo4odtsHqqit8eGH46k5RPHRIhcW8eHW2MrViZvC528CAOCK47a+JxosgKKRxXfvrOUakZqBWTAIIfQAJiYmTk5O1dXVDg4O3dsSGe9PBABarVaj0Tg7O5uYmAAAmDnNmNVjDrtpAXYAAM4+Ac793MPWIyDAY0RWP4DuPYm8vb17NW2xmRLQ/c5gYusxxxYAwHxKQMCUXnOYO/sEUI9MnWYEOHVe7XH/agZ7kvesSf3e39RpZtcVXTftM38XttucHgtkTnrOFwCA2c+LNsDrixBCCI03DxN1GD04oWvCEmJi057dJuUyyJK98TtJ0bGBQi0AQrFEFbsjM2yzmEOQl3fuOOId+uHDREB4oRGuQTGb7CMzHtBbpCdC8qe1idIkxVsbhZibMDBHR0cajZafn//iiy8OcppCoaDRaI6OjiO0DOn/pIc6ed8Po9j4xv6/w6E6FpvDjdiRE1qpVGpIoBMcd29u1xehLK+Ir38IJVy7Nhiic4TrUvNfUSqrtKQBWK7eAkeCmmrtvixxmUoLLC6PyzFOjLH1jf1X+hqWgEP9CSHsl8SnexsnljE5AsyOQgihIeDxeI2NjVeuXPHy8qKyV7pLigCgqanp6tWrlpaWkyb1H1p4UvrN66QGuyuJzM1HOo0GIYQQQsNvwL4tdXV1FRUVeXl5DQ0N//rXvx77wgZHiP6Rtfmvq4M9N5AArBmRyRmxg2wURCzafPiDmLeCPKNIAEfh2gOpD1lqxJG+IYr/UhDa9zsto74t4BGXfTSyx9EZqyK9/BO/jU5/HXu3DMjU1HTu3Ll5eXlz5syh8lygK+Gl2/Xr1wsLC+fPn89gjFR8UPCsb88BguXu7dv9mOfdT7tlJtf72d5jBEfg3ff/NsERzOjvzwCdxZ3h2+M8D1/8s4IQQr+DiYnJtGnTrl69euHCBQcHBxcXFzMzMwBobm5Wq9W1tbVMJnPatGmdiS2jxsSJE7VarXGdLIPBmDhxIgyxkgghhBBCoxXNuIF/eXn5nj17Bqkk4vP53cUdhw4dUigU77zzjrt7/1klDQ0NVlZWdDp9tH2yQaONXq//6quvWltbIyMj+zbBVavVSUlJLBZr3bp1g/d2ga72ugPprNUHsLHB4hyEEBoDqE7qQ9fR0VFZWdn3vcDZ2ZnH41F7Ej1OPF7vUP3DPqOnSt+Xq6+Ojg69Xq/T6XpVVyGEEEKjTf9dcsvLy7VabU1NTXl5eVtb240bNx77wtBThMFgvPnmmykpKVu3bhUKhUFBQdRHKI1Gk5OTc+bMGScnp9dff/2BoRaEEEJPORqNNnnyZFdXV51O19TURKPRmEwmk8kcudRIhBBCCKF+9R9tqaioaGxspH65bW1txWgLGmm2trbR0dE///xzbm5ubm5u9ziNRps3b97SpUsx1IIQQmiIGAwGi8VisbDxFUIIIYSemH6iLa6urosXL7537x5VSXThwgWRSNTR0ZGdnf3414eeHnQ6ffny5c8//7xara6urqZ64jo5OWF3QIQQQgghhBBCY0uPaAvVT66qqiorK0ulUjU1NdXU1DQ1NcnlcuqEhoaGrKws6rFKpeq+BKHhYm5uzufz+Xz+k14IQgghhBBCCCH0O/WItri4uJibm6tUKiqSUlVVRY13Z7UYR1sAgMlkuri4PK6lIoQQQujpQqfTjffrGVsG2t157D6jEfUUlgzXLei72yVCCADA7mTZk14CQsOgx55EANDa2nrr1i29Xv/AKxkMhpOT0yC5LbgnEXr8cE8ihBAaT+7du3fnzp2xGJ6g0+nW1tZWVla9xsfuMxpRA71cfY2PPYkwzoLQUGDMBY11vaMtwwijLejxw2gLQgghNI6Ng2gLhloQGjoMuKAxDTdERKNLS0uLWq2uqakBAAcHB2dnZ+ySixBCCKHxAUMtCD2UugUeGHBBYxdGW9BoYTAYjhw5curUKeN8KxqNFhQUtGTJkqewnBshhBBC4xj+DonQQDAuicYHjLagUaGhoWH//v21tbVCoTAoKMjW1hYA6uvrs7OzT506pVQqV61aheU/CCGEEBq7jH+BxFALQoOwO1nW/fcF01vQ2DVGO6rIY/hdfEI2ZGruHzFoMuNCfKbw+Xy+T2iCvKFrXFuUFDXfk8/n8z3nR6UoySexajSA9vb2lJQUnU4XExPzwgsvUKEWALC1tV2xYsX777+v1Wq//fbbkesxhBBCCCGEEEIIDaMxGm0BAEHcyYqKiorSHyIa1/uvPqwFAABS/pfF6xsi0i9UVFwrTV2iWB2aqAQAUCVFhGXwN+WUVlSU5sQxE4NjZBhvGT2OHz+uVqtff/11e3t7akQmk8lkMuqxo6NjeHi4SqU6ceLEk1sjQgghhBBCCCE0VGM32tKJcJfu2hWh+HKfEgA0GfvSfT9LlAqYAHTCO2rjWqJIUQlwNimxeu2mj4QcAoDgiDd8Jr5QqMC9F0eHjo6OnJycOXPmuLi4dA+q1Wrj3YX4fL6Pj09ubu6TWCBCCCGEEEIIIfRwxny0BQBAuEBcJZdXAZQUKTwCnmV2H/CNzUqN4IHqYhEZ+Jx39zBHsitvowibro4ONTU1JEkKhcLBT/P399fpdBqNZvDTEEIIIYQQQgihJ27cdMklwQBgaOn/oB7LhkavyspKALCzswMAmUxGpbRQ/929ezcAODs7SyQSZ2dn6mQOh/Mkl4sQQgghhBBCCD3IuIm2EEAHoJv3f5BBPN7FoIfW3t4++B7P1FGDYQQLwFpbWxsbG5ubm7EdL0IIIfSY0Wg0CwsLNpttZmb2pNeCEEIIDYNxEW1RnMx0FUW7AhC+wrKj53SR3M5ioqLExQns3emRM32JPYUlIOosJtLIokLzXj65SYRBmFGASlqpra11cXGRSCTUIJXV8u6773afVl1dDQDGvV2GV2trq0ajsba2trW1HTzugxBCCKFhZzAYWlpaNBoNh8PBgAtCCKFxYMz3bSHL06KiUoQfrREAACd0TVjR32LTVCSAgSzZFb+TFIrcAfwiYx13bviySGsAIDWZm/6W+UyAEEMto4OjoyONRsvPzx/8NIVCQaPRHB0dR2gZjY2NNjY2lpaWGGpBCCGEHj86nW5paWljY9PY2Pik14IQQggNg7EbbVEmLODz+XzPiAzu5vzkEBYAABCif2RttkkJ9uTzp3iGHxUmZ8QKAAC4kSnpoRVRPlP4fM+gBF3ssW0SDLaMEqampnPnzi0oKDDehMjZ2ZnKeaFcv369sLAwKCiIwRipbKzm5mZz8wEq0RBCCCH0WJibmzc3Nz/pVSCEEELDgDZyLSoaGhqsrKzodLqJydiN6aDHQa/Xf/XVV62trZGRkX2b4KrV6qSkJBaLtW7dugcmnhiHbPqysLCgHtjY2PQ6VFlZyePxHnLhCCGEEBpmg78jd3R06PV6nU7HZrMf56qGRd0Cj+7HdifLnuBKEBr98O8LGgcwDoKePAaD8eabbzKZzK1btx4+fLg7hVij0fzwww/bt29ns9lvvPEG1vgghBBCCCGEEBoTxkWXXDT22draRkdH//zzz7m5ubm5ud3jNBpt3rx5S5cuxVALQgghhBBCCKGxAqMtaLSg0+nLly9//vnn1Wp1dXU11RPXyckJ26kghBBCCCGEEBpbMNqCRhdzc3P+/8/e/cc1Va8PAH/m0IM/msF1iMgiDpMbYqXLLg4VRwojkqFGyyL0hhNDKKf7diHSiDTCalfy4sV0ctXJvTpJY1wRMGSouYslkTopHVOaF5GVyG4Sxxj7/nFgDgTEkp8+71evXttnz/mc5wwmnIfPD5IkSbK/E0EIIYQQQgghhH4jXLcFIYQQQgghhBBC6H7CagtCCCGEEEIIIYTQ/YTVFoQQQgghhBBCCKH7CddtQQNLU1NTTU3NtWvXAGD8+PFubm64Si5CCCGEEEIIocEFqy1ooLBYLPn5+SdOnLBarbZGBoMREBAQEhKCO0AjhBBCCCGEEBossNqCBoT6+vpdu3bV1dXx+fyAgABnZ2cAuH79emlp6YkTJ/R6/ZIlS5ycnPo7TYQQQgghhFAnampqvv76a5PJNHLkyIkTJ86cOdPBAW820QNtkK7bopGS7UiLOzb6zE8srAWwFErJSJWJPopSLyeDtxlb+2h7RSMjSZ9krcW+f6MihCRDFEYASps81UdaaG57ISuMDNmit4BxW/Dtk/nHKr4x2x1uUkWSPinlXSTsMydWqad66Z0ZlFpaWpRKZWNjo1QqXbBgAV1qAQBnZ+eFCxeuWrXKbDbv2bPHfswLGsQos/6sTl+LnwGEEBrcjhw5cuTIkf7OAiE0IGi12s2bN1dVVbm4uDAYjC+++GLTpk03btzo77wQ6k+DtNoCANykEoNN+tz2jRcr816pk4akljMnT3lcW64DAACL9qgG9KVauvaiO6NlT/Vl08dRyt35dvd+F1TKC60PCb5sY3BhwqZyAACzOnmDOe6jOC49qWVhlsFgMBgqy94i5K9m3C6u1BaoygnYm9u+gtOWW2VRXHNqxEf2tZgHXXFxcU1NzdKlS11cXOgWtVqtVqvpx66urpGRkUaj8ejRo/2XIwAAmMsVqyIjno9o9190cmH1kCgcmPXqtOg5PiQ5NTj2bxpjr10TdaUgeVHY6oNYckQIoUGstLSUrraUlpb2dy4IoX525cqV3Nxcf39/qVQaFhb20ksvSaXSW7du7du3r79TQ6g/Dd5qS7eYBHfxEqFZU17N4c9il1fqAQDOn9YKRKLyk+UWADDpKkyBT/vS4QKhsDC/0HbvV/4vBbFQxG19xhK+leK7a7X8rFmTklAekRL/eIeTEezgZwXmOtvgFlNhrjE6M4WnKjjVWW4ER7xYaD5RbuzsxQeQ1Wo9duzYjBkzJk6caGusqampqamxPSVJcurUqcePH++PBDtBXdeVf1NefsXc3/UCqvyjYNInWn3ld/dUX74lNky6rZw9Vyz0qCvcFL3sI43Jcvfj2hLRK54nSbECKygIIfQgKC0tPXToUFBQ0Lx58w4dOoQFF4QecF9++aWzs3NYWBiDwaBb/vCHP8yfP7+qqqq2trZ/c0OoHw3VqXSUce/uQoK/xAN8eXz93vMUcOu0hS78HQtYYSXfgHC6rlzL56W3RrMWLImSylW1oihXAIs2d69vVDonQ9fWmas4ba1yjiSIZRZuLBMQnZ6LH/5e61Nj7r90IRsEgRxeYo4mhS+4M1y1t5A1awmnVy588Ll27RpFUXw+v/swPz+/iooKk8nEZrP7JrFOsHiST7IlAOavU8PESq83d2RFtH4ZzecLVQcOnzaNfWqhJErAoc6qVdoGwqFO95WuwdX/xed8647nlpxvGDs5UPxCOM8d9IUqzX+BaNCdvNDkMuPF+MV8NgFgMeuP5+bmn9QTUxZERQm9WeazatUJI9VgvGjmvrg6yv17lSr/pK5+7FPBYvFzvg1fKFQn9EA1fL5HyX7ZnzpeYpwoFAs4hFlfeFDT4B0u5hpVB7UmqsF4meL9WSb2atDmq3M158Dr2ag/i3xvL4NjLt+ZKNeyxJn/ThOywSLTrJsfnb27JIov9iDMFzS5Bz4/ecWRO1e8RMRjNxs1Bwv1FoLSnz5nGvvUwqgoPqHdqyypAoASZTZXMo+lLWh30vJCdW7xuQb2Uwv+HCXwuOMDhBBCaFChSy2BgYFBQUEAQFHUoUOHAGDOnDn9nRpCqH9cu3bt0UcftZVaaJMmTQKAmpoaV1fXfsoLoX42eKst+tRAMpV+6J1UWiDhtG8kPIRJuUk8AHjCn7/8pBb4daUNgkQOn81LKNGlOOnKvfwlbbft5lu+L0bo5IWmqKVsKn+3UrCk0uFoMoy1nYwTGS/cEKuNWSJk2aVwMJo8SD/ylRWEt3Z2QaWsFm+aDmyPcH7SPvV6gWhUx4Q5EZlH3uL1xpsyGFVXVwPAuHHjAECtVtNDWuj/b926FQDc3NxEIpGbmxsd3J/Vli6YNKmR0Qo9k8UmzIV5BfrMA5LafalpWgBgOYG5XlO4CwAIthNlKi4suDz2yEe883ny1HwzAMFiUuZCtdaYnfMXX/2n0RGbyoHFZpkLC/POpeVu5J3Zl/qRFgDY08UzSjcm/2WnHgg2i9IUqgp+2LUKTpdXAYBJ99Vpo8C1fHNqyRxuyGwO23x+X1rqlWheyBitIk2uByA8+Ky53yk3LU3WUCw2y5xfqNLW5e2U+NLfnFSD/hs9uIpD/sQGAGCyeX9+L+XROg6z7dIAWEwozFepz2TlxBElm1OVtQBMFstiLszX1GV+6PJtuc4MALrycv1/***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" width="555" height="249" alt=" "&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;请帮我确认一下，32RHB的2800137MCU是否只能选择外部模拟参考电压。在哪里可以找到相关描述（请具体到手册的章节位置）。&lt;/p&gt;
&lt;p&gt;谢谢。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28P650SK: TMS320F28P650SK上电时EPWM端口有上拉，但仍有窄脉冲低电平</title><link>https://e2echina.ti.com/thread/1084352?ContentTypeID=0</link><pubDate>Wed, 15 Jul 2026 07:21:43 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:ec7a7580-6bde-4489-9bae-3fff4442d9ad</guid><dc:creator>qing wen</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1084352?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084352/tms320f28p650sk-tms320f28p650sk-epwm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28P650SK" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28P650SK&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;TMS320F28P650SK在上电过程中，未进入程序之前，原本EPWM端口有10k电阻接3.3V上拉，但部分EPWM端口仍出现低电平窄脉冲，进入程序后就消失了，这是什么原因呢？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28075: F28075使用AMC1306M25进行电流采样</title><link>https://e2echina.ti.com/thread/1084345?ContentTypeID=0</link><pubDate>Wed, 15 Jul 2026 03:56:46 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:46340ccb-8cb5-4d09-b44c-60175b947b79</guid><dc:creator>xiaolong dong</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1084345?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084345/tms320f28075-f28075-amc1306m25/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28075" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28075&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/AMC1306M25" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AMC1306M25&lt;/a&gt;&lt;/p&gt;&lt;p&gt;F28075使用AMC1306M25进行电流采样，打算使用PWM模块给AMC1306M25和DSP的SDFM模块发送时钟，如何保证SDFM模块采数据时，是采在数据的中央位置，避免采到开关噪声？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28035: 28035的LIN外设的SCI模式TXIN位与RXIN位</title><link>https://e2echina.ti.com/thread/1084344?ContentTypeID=0</link><pubDate>Wed, 15 Jul 2026 03:40:20 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:35039fa2-b397-4f57-b730-c1c391a0212f</guid><dc:creator>IA M</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1084344?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084344/tms320f28035-28035-lin-sci-txin-rxin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28035" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28035&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我在之前发的问题贴中询问了LIN模式下的TXIN位读取始终为0的问题，得到回复是在LIN模式下这属于正常现象，现需要确定在SCI模式下是否也是如此？&lt;/p&gt;
&lt;p&gt;相关问题贴链接:&lt;a href="https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084308/tms320f28035-28035-lin-scipio2"&gt;https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084308/tms320f28035-28035-lin-scipio2&lt;/a&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28035: 28035的LIN外设中的SCIPIO2寄存器</title><link>https://e2echina.ti.com/thread/1084308?ContentTypeID=0</link><pubDate>Tue, 14 Jul 2026 03:29:40 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:eab01c01-0cab-448a-85c6-5b9353c952f3</guid><dc:creator>IA M</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1084308?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084308/tms320f28035-28035-lin-scipio2/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28035" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28035&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我在使用28035的LIN外设的LIN模式进行正常通信时，读取SCIPIO2寄存器的TXIN位的值，发现整个通信期间TXIN位始终保持为0。&lt;/p&gt;
&lt;p&gt;同样的环境下读取SCIPIO2寄存器的RXIN位的值，在帧消息头部分RXIN位跟随通信信号变化，在数据帧接收期间RXIN位保持为1。&lt;/p&gt;
&lt;p&gt;我想了解下这分别是什么原因？我如何能够读取TXIN位置位的情况？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28335: SPI中断标志位问题</title><link>https://e2echina.ti.com/thread/1084305?ContentTypeID=0</link><pubDate>Tue, 14 Jul 2026 02:14:43 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:528d2f95-aec5-4c69-85cd-63664271f5d0</guid><dc:creator>TI Thanks</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1084305?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084305/tms320f28335-spi/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28335" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28335&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com.cn/tool/cn/C2000WARE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;C2000WARE&lt;/a&gt;&lt;/p&gt;&lt;p&gt;SPI在非FIFO模式下，使用中断，在中断函数中不清除INT_FLAG，为什么不能一直进入中断函数？&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/2438.image.png" alt="image.png" data-temp-id="image.png-39077"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280039C: FSI RX模块产生RX_TRIG0</title><link>https://e2echina.ti.com/thread/1084134?ContentTypeID=0</link><pubDate>Mon, 13 Jul 2026 06:48:04 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:ab38f41d-f976-4517-b2aa-95803a2c6078</guid><dc:creator>TI Thanks</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1084134?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1084134/tms320f280039c-fsi-rx-rx_trig0/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F280039C" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280039C&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我在使用280039C，利用FSI实现TDM一主多从，手册中提到需要使用RX_TRIG0信号，我需要选择一个触发源生成RX_TRIG0，可是寄存器中没有给出哪些触发源可以选择，我应该怎么做？&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/5582.image.png" alt="image.png" data-temp-id="image.png-74398"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/2111028.image.png" alt="image.png" data-temp-id="image.png-69252"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800157-Q1: PMBUS通讯FUSION-DIGITAL-POWER-DESIGNER这个软件能不能用？</title><link>https://e2echina.ti.com/thread/1083757?ContentTypeID=0</link><pubDate>Fri, 10 Jul 2026 01:02:47 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:8205177a-1754-46ee-96e5-a8d33fe83a98</guid><dc:creator>Aiden zhang</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1083757?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1083757/tms320f2800157-q1-pmbus-fusion-digital-power-designer/rss?ContentTypeId=0</wfw:commentRss><description>&lt;h1 class="u-text-breakword u-font-weight-normal u-margin-bottom-1"&gt;FUSION_DIGITAL_POWER_DESIGNER&lt;/h1&gt;
&lt;p&gt;这个软件能不能用？&lt;a href="https://www.ti.com.cn/tool/zh-cn/download/FUSION-DIGITAL-POWER-DESIGNER"&gt;FUSION-DIGITAL-POWER-DESIGNER 应用软件和框架 | 德州仪器 TI.com.cn&lt;/a&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LAUNCHXL-F28379D: LAUNCHXL-F28379D底板设计排针位置分布</title><link>https://e2echina.ti.com/thread/1083407?ContentTypeID=0</link><pubDate>Thu, 09 Jul 2026 15:48:45 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:4228927c-aad5-4317-963c-0f35400bb92f</guid><dc:creator>SHAOQIAN yang</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1083407?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1083407/launchxl-f28379d-launchxl-f28379d/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/tool/cn/LAUNCHXL-F28379D" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;LAUNCHXL-F28379D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;需要设计LAUNCHXL-F28379D对应底板进行信号的转接以及部分外设的添加，需要知道LAUNCHXL-F28379排针接口的具体机械信息物理位置&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800157-Q1: PMBUS通讯使用什么工具和上位机软件</title><link>https://e2echina.ti.com/thread/1083192?ContentTypeID=0</link><pubDate>Thu, 09 Jul 2026 05:37:31 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:b7392102-0676-46ef-ac19-a9853ef189bf</guid><dc:creator>Aiden zhang</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1083192?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1083192/tms320f2800157-q1-pmbus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F2800157-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800157-Q1&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F2800157" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800157&lt;/a&gt;&lt;/p&gt;&lt;p&gt;使用TMS320F2800157（slave）与PC（master）完成PMBUS通信功能，&lt;/p&gt;
&lt;p&gt;请问我可以选择什么通信工具和配套的PC上位机软件？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280049C: CLA 条件跳转指令延迟槽</title><link>https://e2echina.ti.com/thread/1083123?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 14:50:19 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:df96fc82-eee8-4df0-bac9-dd771567bbfe</guid><dc:creator>wang xiaoyu</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1083123?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1083123/tms320f280049c-cla/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F280049C" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280049C&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我想知道我在cla任务里使用if else语句需要考虑条件跳转指令延迟槽吗 手册里写cla的流水线在执行到条件判断在进入if语句里面前会把if下面的三条指令先读完 如果我在if语句下面一条指令读我在if语句里面更新的变量读到的是不是旧值呀我想知道我在cla任务里使用if else语句需要考虑条件跳转指令延迟槽吗 手册里写cla的流水线在执行到条件判断在进入if语句里面前会把if下面的三条指令先读完 如果我在if语句下面一条指令读我在if语句里面更新的变量读到的是不是旧值呀&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>C2000-CGT: ti_cgt_c2000_5.2.14_windows.exe</title><link>https://e2echina.ti.com/thread/1083106?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 03:27:53 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:5ee75147-bc33-4c56-ba63-27df74e1adce</guid><dc:creator>user5245154</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1083106?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1083106/c2000-cgt-ti_cgt_c2000_5-2-14_windows-exe/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/tool/cn/C2000-CGT" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;C2000-CGT&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;ti_cgt_c2000_5.2.14_windows.exe这个安装包有吗&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28379D: 移植例程无法进入中断</title><link>https://e2echina.ti.com/thread/1082966?ContentTypeID=0</link><pubDate>Mon, 06 Jul 2026 13:09:50 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:ba4e9838-f24c-4551-a4c3-f21dadbc6bd9</guid><dc:creator>boy_z</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1082966?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1082966/tms320f28379d/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28379D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28379D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;hi，TI工程师&lt;/p&gt;
&lt;p&gt;&amp;nbsp; 我在移植adc_soc_epwm_cpu01.c例程到我的工程中发现，程序不进入adca1_isr中断。不确定是否是工程配置导致的问题。&lt;/p&gt;
&lt;pre class="language-c"&gt;&lt;code&gt;#include &amp;quot;F28x_Project.h&amp;quot;
#include &amp;quot;drv_cfg.h&amp;quot;
#include &amp;quot;board.h&amp;quot;

void ConfigureADC(void);
void ConfigureEPWM(void);
void SetupADCEpwm(Uint16 channel);
interrupt void adca1_isr(void);

uint16_t aa=0,bb=55,cc=0;
/**
 * main.c
 */
uint16_t temp=0,temp2=0x80;
int main(void)
{
    //初始化PLL、看门狗、使能外设时钟
    InitSysCtrl();
    //关闭CPU中断
    DINT;
    //初始化PIE向量表
    InitPieCtrl();
    //清除所有CPU中断标志:
    IER = 0x0000;
    IFR = 0x0000;
    //初始化中断向量表
    InitPieVectTable();

//    board_init();
//    bool read_flag= drv_eeprom_init();
//    //检查参数是否读取成功
//    if(read_flag != true){
//
//    }
//    drv_rdcInit();

        EALLOW;
        PieVectTable.ADCA1_INT = &amp;amp;adca1_isr; //function for ADCA interrupt 1
        EDIS;

        ConfigureADC();
        ConfigureEPWM();
        SetupADCEpwm(0);

        EALLOW;
        CpuSysRegs.PCLKCR0.bit.TBCLKSYNC = 1;
        EDIS;

        EALLOW;
        PieCtrlRegs.PIEIER1.bit.INTx1 = 1;
        EDIS;


        IER |= M_INT1;
        EINT;
        ERTM;
        EALLOW;
         EPwm1Regs.ETSEL.bit.SOCAEN = 1;
         EPwm1Regs.TBCTL.bit.CTRMODE = 0;
         EDIS;
	 while(1){
//	     bsp_sci_send(&amp;amp;SciaRegs,bb);
//	     delay_ms(50);

//	     if(aa==1){

//	         aa=0;
//	     }

	 }
}
#define RESULTS_BUFFER_SIZE 256
uint16_t AdcaResults[RESULTS_BUFFER_SIZE]={0},resultsIndex=0;

interrupt void adca1_isr(void){

    AdcaResults[resultsIndex++] = AdcaResultRegs.ADCRESULT0;
    if(RESULTS_BUFFER_SIZE &amp;lt;= resultsIndex)
    {
        resultsIndex = 0;

    }
    AdcaRegs.ADCINTFLGCLR.bit.ADCINT1 = 1;

    if(1 == AdcaRegs.ADCINTOVF.bit.ADCINT1)
    {
        AdcaRegs.ADCINTOVFCLR.bit.ADCINT1 = 1; //clear INT1 overflow flag
        AdcaRegs.ADCINTFLGCLR.bit.ADCINT1 = 1; //clear INT1 flag
    }

    PieCtrlRegs.PIEACK.all = PIEACK_GROUP1;
}
void ConfigureADC(void)
{
    EALLOW;

    //
    //write configurations
    //
    AdcaRegs.ADCCTL2.bit.PRESCALE = 6; //set ADCCLK divider to /4
    AdcSetMode(ADC_ADCA, ADC_RESOLUTION_12BIT, ADC_SIGNALMODE_SINGLE);

    //
    //Set pulse positions to late
    //
    AdcaRegs.ADCCTL1.bit.INTPULSEPOS = 1;

    //
    //power up the ADC
    //
    AdcaRegs.ADCCTL1.bit.ADCPWDNZ = 1;

    //
    //delay for 1ms to allow ADC time to power up
    //
    DELAY_US(1000);

    EDIS;
}
void ConfigureEPWM(void)
{
    EALLOW;
    // Assumes ePWM clock is already enabled
    EPwm1Regs.ETSEL.bit.SOCAEN    = 0;    // Disable SOC on A group
    EPwm1Regs.ETSEL.bit.SOCASEL    = 4;   // Select SOC on up-count
    EPwm1Regs.ETPS.bit.SOCAPRD = 1;       // Generate pulse on 1st event
    EPwm1Regs.CMPA.bit.CMPA = 0x0800;     // Set compare A value to 2048 counts
    EPwm1Regs.TBPRD = 0x1000;             // Set period to 4096 counts
    EPwm1Regs.TBCTL.bit.CTRMODE = 3;      // freeze counter
    AdcaRegs.ADCINTOVFCLR.bit.ADCINT1 = 1;
    EDIS;
}

//
// SetupADCEpwm - Setup ADC EPWM acquisition window
//
void SetupADCEpwm(Uint16 channel)
{
    Uint16 acqps;

    //
    // Determine minimum acquisition window (in SYSCLKS) based on resolution
    //
    if(ADC_RESOLUTION_12BIT == AdcaRegs.ADCCTL2.bit.RESOLUTION)
    {
        acqps = 14; //75ns
    }
    else //resolution is 16-bit
    {
        acqps = 63; //320ns
    }

    //
    //Select the channels to convert and end of conversion flag
    //
    EALLOW;
    AdcaRegs.ADCSOC0CTL.bit.CHSEL = channel;  //SOC0 will convert pin A0
    AdcaRegs.ADCSOC0CTL.bit.ACQPS = acqps; //sample window is 100 SYSCLK cycles
    AdcaRegs.ADCSOC0CTL.bit.TRIGSEL = 5; //trigger on ePWM1 SOCA/C
    AdcaRegs.ADCINTSEL1N2.bit.INT1SEL = 0; //end of SOC0 will set INT1 flag
    AdcaRegs.ADCINTSEL1N2.bit.INT1E = 1;   //enable INT1 flag
    AdcaRegs.ADCINTFLGCLR.bit.ADCINT1 = 1; //make sure INT1 flag is cleared
    EDIS;
}
&lt;/code&gt;&lt;/pre&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28379D: 28379芯片的PWM输出在启用死区和禁用死区之间切换时候出现异常的PWM占空比</title><link>https://e2echina.ti.com/thread/1082959?ContentTypeID=0</link><pubDate>Mon, 06 Jul 2026 10:17:51 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:aee5ff4b-48dd-4ae6-acc5-e6d4a99df2c4</guid><dc:creator>Peng ziming</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1082959?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1082959/tms320f28379d-28379-pwm-pwm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28379D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28379D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;FAE,你好，我们正在用TI的TMS320F28379芯片开发一款电源。我们设计的功能需要芯片输出PWM波形在带死区输出和不带死区输出 的PWM之间进行无缝切换。也就是说，不带死区PWM输出时候，PWM2A输出PWM信号，而PWM2B输出低电平；1毫秒后，PWM2B 也输出PWM，同时与PWM2A的输出PWM波形死区互补。但是PWM2B在正常输出的PWM波形的前面，出现2个异常的大占空比的PWM 波形。请问一下我应该如何解决这个问题？谢谢! 你好，我们正在用TI的TMS320F28379芯片开发一款电源。我们设计的功能需要芯片输出PWM波形在带死区输出和不带死区输出的PWM之间进行无缝切换。也就是说，不带死区PWM输出时候，PWM2A输出PWM信号，而PWM2B输出低电平；1毫秒后，PWM2B也输出PWM，同时与PWM2A的输出PWM波形死区互补。但是PWM2B在正常输出的PWM波形的前面，出现2个异常的大占空比的PWM波形。请问一下我应该如何解决这个问题？谢谢! 使用的代码如下： /////禁用死区 EPWM_setDeadBandDelayMode(EPWM2_BASE, EPWM_DB_FED, false);&amp;nbsp; EPWM_setDeadBandDelayMode(EPWM2_BASE, EPWM_DB_RED, false); EPWM_setActionQualifierContSWForceAction(EPWM2_BASE, EPWM_AQ_OUTPUT_B, EPWM_AQ_SW_DISABLED);//PWMB OUTPUT /////启用死区 EPWM_setDeadBandDelayMode(EPWM2_BASE, EPWM_DB_FED, true); // EPWM_setDeadBandDelayMode(EPWM2_BASE, EPWM_DB_RED, true);// GPIO_setPinConfig(myEPWM2_EPWMA_PIN_CONFIG); GPIO_setPadConfig(myEPWM2_EPWMA_GPIO, GPIO_PIN_TYPE_STD); GPIO_setQualificationMode(myEPWM2_EPWMA_GPIO, GPIO_QUAL_SYNC); GPIO_setPinConfig(myEPWM2_EPWMB_PIN_CONFIG); GPIO_setPadConfig(myEPWM2_EPWMB_GPIO, GPIO_PIN_TYPE_STD); GPIO_setQualificationMode(myEPWM2_EPWMB_GPIO, GPIO_QUAL_SYNC); EPWM_setActionQualifierContSWForceAction(EPWM2_BASE, EPWM_AQ_OUTPUT_B, EPWM_AQ_SW_DISABLED);//PWMB OUTPUT EPWM_setActionQualifierContSWForceAction(EPWM2_BASE, EPWM_AQ_OUTPUT_A,EPWM_AQ_SW_DISABLED);//PWMA OUTPUT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;我的邮箱是：yixiang.peng@faithtech.cn&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28377D: TMS320F28377D上电时序询问</title><link>https://e2echina.ti.com/thread/1082942?ContentTypeID=0</link><pubDate>Mon, 06 Jul 2026 02:09:00 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:310a833d-7a8a-4c06-8165-e2197986ebe8</guid><dc:creator>Xia Tianzhi</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1082942?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1082942/tms320f28377d-tms320f28377d/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28377D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28377D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi TI 工程师&lt;/p&gt;
&lt;p&gt;控制板在特殊情况下上电的时候，ADC的IO口输入电压会超过ADC电压信号 &amp;ldquo;3.3V_A &amp;rdquo; 0.4V，持续时间约1.4ms。请问这样的上电时序是否存在风险，如果有风险，请问是何种风险？&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280049: 设备的Device ID出现和UniFlash中支持的F280049的Device ID不匹配</title><link>https://e2echina.ti.com/thread/1082898?ContentTypeID=0</link><pubDate>Sat, 04 Jul 2026 01:14:15 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:ed2289a3-1c2a-4bda-a735-15d79e424341</guid><dc:creator>?? ?</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1082898?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1082898/tms320f280049-device-id-uniflash-f280049-device-id/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F280049" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280049&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/tool/cn/UNIFLASH" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;UNIFLASH&lt;/a&gt;&lt;/p&gt;&lt;p&gt;在我们同一批设备中，有几块芯片出现了设备的Device ID出现和UniFlash中支持的F280049的Device ID不匹配的问题。具体情况如下：&lt;br&gt;在同一批 TMS320F280049M 芯片中发现三块板子芯片异常。同批次其他几十块板使用相同硬件、相同 XDS2xx 仿真器、相同 ccxml、相同 UniFlash 9.6.0 和相同 .out 文件均可正常烧录，但该颗芯片烧录时报错 flash is not available on this device。进一步读取后发现，该颗芯片返回的 Device ID 为 0x00731968，而正常 F28004x/F280049M 工具库识别的 Device ID 为 0x00771968。临时将 0x00731968 加入本地 Flash 配置后，擦除、烧录和 verify 可以通过，说明 Flash 结构兼容，但芯片身份 ID 与正常器件不一致。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28035: 28035的ADC在不同ADC基准电压下的ENOB参数</title><link>https://e2echina.ti.com/thread/1082796?ContentTypeID=0</link><pubDate>Fri, 03 Jul 2026 07:41:39 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:4aa2d6bf-2424-40a9-a27b-4785cf12adaa</guid><dc:creator>IA M</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1082796?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/c2000/f/c2000-microcontrollers-forum/1082796/tms320f28035-28035-adc-adc-enob/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMS320F28035" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28035&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;在TMS320F28035的数据手册的第81页的ADC电气特性表格中，当VREFHI 输入电压 为1.98V时，请问ADC在该基准电压下的ENOB参数是多少？其ADC最高有效位在实际应用中是否能够达到12位？&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/56/4762.tms320f28035.pdf" target="_blank" rel="noopener" data-temp-id="tms320f28035.pdf-4692645"&gt;tms320f28035.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>