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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>MSP 低功耗微控制器论坛 - 最近的话题</title><link>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum</link><description /><dc:language>zh-CN</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 06 May 2026 02:06:14 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum" /><item><title>MSPM0L1105: MSPM0L系列MCU使用IO口唤醒的疑问。</title><link>https://e2echina.ti.com/thread/1072111?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 02:06:14 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:64572e8b-18d3-4106-9f96-063c08d01563</guid><dc:creator>X HS</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1072111?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1072111/mspm0l1105-mspm0l-mcu-io/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/MSPM0L1105" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSPM0L1105&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我看手册里描述是这样的，只有特定结构的IO可以使用唤醒功能让MCU退出低功耗模式，但是所有中断都可以触发唤醒控制器(WUC)，我想问下两种唤醒有什么区别吗？这是不是意味着所有能进行外部中断的IO口都可以通过中断来唤醒MCU？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: 程序死机问题</title><link>https://e2echina.ti.com/thread/1070752?ContentTypeID=0</link><pubDate>Tue, 28 Apr 2026 09:44:51 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:09550ec6-6f5c-4c96-9d2b-8473045aa5ec</guid><dc:creator>LT1 Shen1</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1070752?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1070752/msp430fr6047/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我参照DEMO程序，按照我的需求更改了一版软件程序，使用的是2MHz晶片，做了约50个部件运行均正常。现在我将晶片更换成了1MHz，并修改了程序，但程序会卡死在这个函数commonWaitForconversion，我确认硬件是正常的，因我烧录2MHz的程序连接2MHz的晶片时能够正常运行。以下是我变更为1MHz后的USS_userConfig.h:&lt;/p&gt;
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&amp;nbsp;PRC Provisions. &amp;nbsp;If you are located in the People&amp;#39;s Republic of China (&amp;quot;PRC&amp;quot;) or if the Licensed Materials will be sent to the PRC, the following provisions shall apply:&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* &amp;nbsp; &amp;nbsp;a. &amp;nbsp; &amp;nbsp;Registration Requirements. &amp;nbsp;You shall be solely responsible for performing all acts and obtaining all approvals that may be required in connection with this Agreement by the government of the PRC, including but not limited to registering pursuant to, and otherwise complying with, the PRC Measures on the Administration of Software Products, Management Regulations on Technology Import-Export, and Technology Import and Export Contract Registration Management Rules. &amp;nbsp;Upon receipt of such approvals from the government authorities, you shall forward evidence of all such approvals to TI for its records. &amp;nbsp;In the event that you fail to obtain any such approval or registration, you shall be solely responsible for any and all losses, damages or costs resulting therefrom, and shall indemnify TI for all such losses, damages or costs.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;**b. &amp;nbsp; &amp;nbsp;Governing Language. &amp;nbsp;This Agreement is written and executed in the English language and shall be authoritative and controlling, whether or not translated into a language other than English to comply with law or for reference purposes. &amp;nbsp;If a translation of this Agreement is required for any purpose, including but not limited to registration of the Agreement pursuant to any governmental laws, regulations or rules, you shall be solely responsible for creating such translation.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;**12. &amp;nbsp; &amp;nbsp;Contingencies. &amp;nbsp; &amp;nbsp;TI shall not be in breach of this Agreement and shall not be liable for any non-performance or delay in performance if such non-performance or delay is due to a force majeure event or other circumstances beyond TI&amp;#39;s reasonable control.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;**13. &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Entire Agreement. &amp;nbsp;This is the entire agreement between you and TI and this Agreement supersedes any prior agreement between the parties related to the subject matter of this Agreement. &amp;nbsp;Notwithstanding the foregoing, any signed and effective software license agreement relating to the subject matter hereof and stating expressly that such agreement shall control regardless of any subsequent click-wrap, shrink-wrap or web-wrap, shall supersede the terms of this Agreement. &amp;nbsp;No amendment or modification of this Agreement will be effective unless in writing and signed by a duly authorized representative of TI. &amp;nbsp;You hereby warrant and represent that you have obtained all authorizations and other applicable consents required empowering you to enter into this Agreement.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* --/COPYRIGHT--*/&lt;br&gt;#ifndef _USERCONFIG_H_&lt;br&gt;#define _USERCONFIG_H_&lt;/p&gt;
&lt;p&gt;//#############################################################################&lt;br&gt;//&lt;br&gt;//! \file &amp;nbsp; ussSwLib_userConfig.h&lt;br&gt;//!&lt;br&gt;//! \brief &amp;nbsp;USS SW Library configuration file&lt;br&gt;//! &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;//&lt;br&gt;// &amp;nbsp;Group: &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;MSP&lt;br&gt;// &amp;nbsp;Target Device: &amp;nbsp;MSP430FR604x&lt;br&gt;//&lt;br&gt;// &amp;nbsp;(C) Copyright 2019, Texas Instruments, Inc.&lt;br&gt;//#############################################################################&lt;br&gt;// TI Release: USSLib_02_40_00_00&lt;br&gt;// Release Date: February 22, 2020&lt;br&gt;//#############################################################################&lt;/p&gt;
&lt;p&gt;//*****************************************************************************&lt;br&gt;// includes&lt;br&gt;//*****************************************************************************&lt;br&gt;#include &amp;lt;msp430.h&amp;gt;&lt;br&gt;#include &amp;lt;stdint.h&amp;gt;&lt;br&gt;#include &amp;lt;stdbool.h&amp;gt;&lt;br&gt;#include &amp;quot;ussSwLib.h&amp;quot;&lt;br&gt;#include &amp;quot;USS_Lib_HAL.h&amp;quot;&lt;br&gt;#include &amp;quot;IQmathLib.h&amp;quot;&lt;br&gt;#include &amp;quot;ussSwLibCalibration.h&amp;quot;&lt;/p&gt;
&lt;p&gt;//*****************************************************************************&lt;br&gt;//! \addtogroup ussSwLib_userConfig&lt;br&gt;//! @{&lt;br&gt;//*****************************************************************************&lt;/p&gt;
&lt;p&gt;#ifdef __cplusplus&lt;/p&gt;
&lt;p&gt;extern &amp;quot;C&amp;quot;&lt;br&gt;{&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;* The following macros allows user to select tone generation type&lt;br&gt;* *****************************************************************************/&lt;br&gt;#define USS_PULSE_MODE_SINGLE_TONE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_PULSE_MODE_DUAL_TONE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;#define USS_PULSE_MODE_MULTI_TONE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;* The following macros allows user to select default&lt;br&gt;* Absolute time of flight computation option&lt;br&gt;* To switch between computation option update&lt;br&gt;* USS_ALG_ABS_TOF_COMPUTATION_MODE macro with the desired computation option&lt;br&gt;******************************************************************************/&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION_MODE_HILBERT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 1&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE_WIDE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION_MODE_HILBERT_WIDE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;/p&gt;
&lt;p&gt;&lt;br&gt;/*******************************************************************************&lt;br&gt;* The following macros allows user to select default&lt;br&gt;* DtoF computation option&lt;br&gt;* To switch between computation option update&lt;br&gt;* USS_ALG_DTOF_COMPUTATION_MODE macro with the desired computation&lt;br&gt;* option&lt;br&gt;******************************************************************************/&lt;br&gt;#define USS_ALG_DTOF_COMPUTATION_OPTION_WATER &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0&lt;br&gt;#define USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;/p&gt;
&lt;p&gt;&amp;nbsp;/*******************************************************************************&lt;br&gt;&amp;nbsp; * The following macros allows user to select default&lt;br&gt;&amp;nbsp; * DToF estimate windowing options&lt;br&gt;&amp;nbsp; * To switch between computation option update&lt;br&gt;&amp;nbsp; * USS_ALG_DTOF_WINDOWING_MODE macro with the desired computation option&lt;br&gt;&amp;nbsp; * when USS_ALG_DTOF_COMPUTATION_MODE = USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE&lt;br&gt;&amp;nbsp; ******************************************************************************/&lt;br&gt;&amp;nbsp; #define USS_ALG_DTOF_EST_WINDOW_OPTION_DISABLED &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;&amp;nbsp; #define USS_ALG_DTOF_EST_WINDOW_OPTION_ESTIMATE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;&amp;nbsp; #define USS_ALG_DTOF_EST_WINDOW_OPTION_DYNAMIC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2&lt;br&gt;&amp;nbsp; #define USS_ALG_DTOF_EST_WINDOW_OPTION_STATIC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;/p&gt;
&lt;p&gt;&amp;nbsp;/*******************************************************************************&lt;br&gt;&amp;nbsp; * The following macros allows user to select default&lt;br&gt;&amp;nbsp; * DToF estimate windowing options&lt;br&gt;&amp;nbsp; * To switch between computation option update&lt;br&gt;&amp;nbsp; * USS_ALG_DTOF_WINDOWING_MODE macro with the desired computation option&lt;br&gt;&amp;nbsp; * when USS_ALG_DTOF_COMPUTATION_MODE = USS_ALG_DTOF_COMPUTATION_OPTION_WATER&lt;br&gt;&amp;nbsp; ******************************************************************************/&lt;br&gt;&amp;nbsp; #define USS_ALG_DTOF_WATER_WINDOW_OPTION_DISABLED &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;&amp;nbsp; #define USS_ALG_DTOF_WATER_WINDOW_OPTION_ENABLED &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 1&lt;/p&gt;
&lt;p&gt;&amp;nbsp;/*******************************************************************************&lt;br&gt;&amp;nbsp; * The following macros allows user to select default&lt;br&gt;&amp;nbsp; * volume flow calibration options&lt;br&gt;&amp;nbsp; * To switch between computation option update&lt;br&gt;&amp;nbsp; * USS_ALG_VFR_CALIB_MODE macro with the desired computation option&lt;br&gt;&amp;nbsp; ******************************************************************************/&lt;br&gt;&amp;nbsp; #define USS_ALG_VFR_CALIB_OPTION_DISABLED &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;&amp;nbsp; #define USS_ALG_VFR_CALIB_OPTION_FLOW &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;&amp;nbsp; #define USS_ALG_VFR_CALIB_OPTION_FLOW_TEMPERATURE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;2&lt;/p&gt;
&lt;p&gt;&amp;nbsp;/*******************************************************************************&lt;br&gt;&amp;nbsp;* The following macros allows user to select default&lt;br&gt;&amp;nbsp;* Volume computation option&lt;br&gt;&amp;nbsp;* To switch between computation option update&lt;br&gt;&amp;nbsp;* USS_ALG_VOLUME_RATE_COMPUTATION_MODE macro with the desired computation&lt;br&gt;&amp;nbsp;* option&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_WATER &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_GENERIC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;#define USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_GAS &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_GENERIC&lt;/p&gt;
&lt;p&gt;//******************************************************************************&lt;br&gt;// defines&lt;br&gt;//******************************************************************************&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* USS PULSE GENERATION CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following parameters configures the ultrasonic pulse generation&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_PULSE_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_PULSE_MODE_SINGLE_TONE&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_SINGLE_TONE)&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES_F1 &amp;nbsp; &amp;nbsp;20&lt;br&gt;#define USS_F1_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1000000&lt;br&gt;#define USS_PULSE_DUTYPERCENT_F1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 50&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_NUM_OF_EXCITATION_PULSES_F1&lt;br&gt;#elif defined(__MSP430_HAS_SAPH_A__)&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_DUAL_TONE)&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES_F1 &amp;nbsp; &amp;nbsp;20&lt;br&gt;#define USS_F1_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1000000&lt;br&gt;#define USS_PULSE_DUTYPERCENT_F1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 50&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES_F2 &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_F2_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_PULSE_DUTYPERCENT_F2 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 50&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; (USS_NUM_OF_EXCITATION_PULSES_F1 + USS_NUM_OF_EXCITATION_PULSES_F2)&lt;br&gt;#elif (USS_PULSE_MODE == USS_PULSE_MODE_MULTI_TONE)&lt;br&gt;#define USS_F1_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1000000&lt;br&gt;#define USS_F2_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_NUM_OF_TRILL_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; ((2*(USS_NUM_OF_TRILL_PULSES + USS_NUM_OF_ADDTL_TRILL_PULSES)))&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&amp;nbsp;#if (USS_PULSE_MODE == USS_PULSE_MODE_MULTI_TONE)&lt;br&gt;#define USS_NUM_OF_ADDTL_TRILL_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#define USS_ADDTL_BIN_PATTERN_SIZE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_NUM_OF_STOP_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY MEMORY OPTIMIZATION CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following parameters allows to user to reduce capture buffer size and&lt;br&gt;&amp;nbsp;* temporary LEA and FRAM buffers.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#if defined(__MSP430_HAS_SAPH_A__)&lt;br&gt;#define USS_SW_LIB_APP_MAX_CAPTURE_SIZE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 500&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_MULTI_TONE)&lt;br&gt;#define USS_NUM_OF_MAX_TRILL_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 20&lt;br&gt;#define USS_NUM_OF_MAX_ADDTL_TRILL_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 10&lt;br&gt;#endif&lt;br&gt;#else&lt;br&gt;#define USS_SW_LIB_APP_MAX_CAPTURE_SIZE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;330&lt;br&gt;#endif&lt;br&gt;#define USS_SW_LIB_APP_MAX_FILTER_LENGTH &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;20&lt;br&gt;#define USS_SW_LIB_APP_MAX_FILTER_OPTIONS &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 5&lt;br&gt;#define USS_SW_LIB_APP_MAX_HILBERT_FILTER_OPTIONS &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2&lt;br&gt;#define USS_SW_LIB_APP_MAX_HILBERT_FILTER_LENGTH &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;12&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_MULTI_TONE)&lt;br&gt;#define USS_BINARY_ARRAY_MAX_SIZE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;400&lt;br&gt;#else&lt;br&gt;#define USS_BINARY_ARRAY_MAX_SIZE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;200&lt;br&gt;#endif&lt;br&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY CAPTURE ACCUMULATION CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following parameters allows to enable/disable capture accumulation&lt;br&gt;&amp;nbsp;* options. WARNING: Enabling accumulation will increase LEA RAM requirements&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_SW_LIB_ENABLE_ACCUMULATION valid options:&lt;br&gt;&amp;nbsp;* -true&lt;br&gt;&amp;nbsp;* -false&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_ALG_DTOF_INTERVAL valid options:&lt;br&gt;&amp;nbsp;* &amp;nbsp;-USS_dtof_volume_flow_calculation_interval_1 (default)&lt;br&gt;&amp;nbsp;* &amp;nbsp;-USS_dtof_volume_flow_calculation_interval_2&lt;br&gt;&amp;nbsp;* &amp;nbsp;-USS_dtof_volume_flow_calculation_interval_4&lt;br&gt;&amp;nbsp;* &amp;nbsp;-USS_dtof_volume_flow_calculation_interval_8&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following definitions are used to initialize the following library&lt;br&gt;&amp;nbsp;* parameter:&lt;br&gt;&amp;nbsp;* -USS_Capture_Configuration.isCapAccumulationEnabled&lt;br&gt;&amp;nbsp;* -USS_Algorithms_User_Configuration.dtofVolInterval&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_SW_LIB_ENABLE_ACCUMULATION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; false&lt;br&gt;#if (USS_SW_LIB_ENABLE_ACCUMULATION == false)&lt;br&gt;#define USS_ALG_DTOF_INTERVAL &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_dtof_volume_flow_calculation_interval_1&lt;br&gt;#else&lt;br&gt;#warning &amp;quot;Update to desired calculation interval&amp;quot;&lt;br&gt;#define USS_ALG_DTOF_INTERVAL &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_dtof_volume_flow_calculation_interval_4&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY CLOCK DEFINITION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* IMPORTANT: The following defines only specify MCLK and LFXT frequencies at&lt;br&gt;&amp;nbsp;* which the application is configured to run. The library DOES NOT configure&lt;br&gt;&amp;nbsp;* MCLK, SMCLK or LFXT.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* This parameter are also using in the derived parameter section to calculate&lt;br&gt;&amp;nbsp;* HSPLL counts and LFXT counts.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_MCLK_FREQ_IN_HZ valid options:&lt;br&gt;&amp;nbsp;* - Valid device specific MCLK frequency options&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_LFXT_FREQ_IN_HZ valid options:&lt;br&gt;&amp;nbsp;* - Valid device specific MCLK frequency options&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_SYS_MEASUREMENT_PERIOD (in LFXT cycles) valid range:&lt;br&gt;&amp;nbsp;* -min: 655 (20 milliseconds)&lt;br&gt;&amp;nbsp;* -max: 65535 (2 seconds)&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_MULTI_TONE)&lt;br&gt;#define USS_MCLK_FREQ_IN_HZ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 16000000&lt;br&gt;#else&lt;br&gt;#define USS_MCLK_FREQ_IN_HZ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 8000000&lt;br&gt;#endif&lt;br&gt;#define USS_SMCLK_FREQ_IN_HZ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;8000000&lt;br&gt;#define USS_LFXT_FREQ_IN_HZ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 32768&lt;br&gt;#define USS_SYS_MEASUREMENT_PERIOD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;983&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY DIAGNOSTIC CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following configuration allows the application to obtain additional debug&lt;br&gt;&amp;nbsp;* message codes during the application process.&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_DIAGNOSTIC_MODE valid options:&lt;br&gt;&amp;nbsp;* - USS_diagnostics_mode_2 (default)&lt;br&gt;&amp;nbsp;* - USS_diagnostics_mode_0&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_DIAGNOSTIC_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_diagnostics_mode_2&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY METER CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following configuration allows the application to configure meter&lt;br&gt;&amp;nbsp;* specific parameter&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_ACOUSTIC_LENGTH (Acoustic length in us at room temperature)&lt;br&gt;&amp;nbsp;* USS_VOLUME_SCALE_FACTOR (Volume Flow Rate Scale Factor)&lt;br&gt;&amp;nbsp;* USS_VFR_LARGE_PIPE_ADDL_SF (Volume Flow Rate Additional Scale Factor)&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_ACOUSTIC_LENGTH &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 70&lt;br&gt;#define USS_VOLUME_SCALE_FACTOR &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 12742000&lt;br&gt;// The following #define must be set to 1.0f or larger&lt;br&gt;#define USS_VFR_LARGE_PIPE_ADDL_SF &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1.000000f&lt;br&gt;// The following #define must be :&lt;br&gt;// Set to false if USS_VFR_LARGE_PIPE_ADDL_SF == 1.0f&lt;br&gt;// Set to true if USS_VFR_LARGE_PIPE_ADDL_SF &amp;gt; 1.0f)&lt;br&gt;#define USS_VFR_LARGE_PIPE_ADDL_SF_ENABLE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; false&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY BASIC ULTRASONIC FIRING/CAPTURE CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The library basic configuration section has been split in the following&lt;br&gt;&amp;nbsp;* sections:&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* -USS FREQUENCY CONFIGURATION PARAMETERS&lt;br&gt;&amp;nbsp;* -USS CAPTURE SEQUENCE CONFIGURATION&lt;br&gt;&amp;nbsp;* -USS PULSE GENERATION CONFIGURATION&lt;br&gt;&amp;nbsp;* -USS CALIBRATION CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* USS FREQUENCY CONFIGURATION PARAMETERS&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_HSPLL_FREQ_IN_MHZ valid parameters:&lt;br&gt;&amp;nbsp;* - 80 (default), 79, 78, 77, 76, 75, 74, 73, 72, 71, 70, 69, 68&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_HSPLL_INPUT_CLK_TYPE valid parameters:&lt;br&gt;&amp;nbsp;* - USS_HSPLL_input_clock_type_ceramic_resonator (default)&lt;br&gt;&amp;nbsp;* - USS_HSPLL_input_clock_type_crystal&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_OVER_SAMPLE_RATE valid parameters:&lt;br&gt;&amp;nbsp;* -10&lt;br&gt;&amp;nbsp;* -20 (default)&lt;br&gt;&amp;nbsp;* -40&lt;br&gt;&amp;nbsp;* -80&lt;br&gt;&amp;nbsp;* -160&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_PLL_XTAL_IN_MHZ valid parameters:&lt;br&gt;&amp;nbsp;* -USS_HSPLL_input_clock_freq_8_MHz&lt;br&gt;&amp;nbsp;* -USS_HSPLL_input_clock_freq_4_MHz&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_OUTPUT_PLL_XTAL valid parameters:&lt;br&gt;&amp;nbsp;* -false (default)&lt;br&gt;&amp;nbsp;* -true&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_HSPLL_FREQ_IN_MHZ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;80&lt;br&gt;#define USS_HSPLL_INPUT_CLK_TYPE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_HSPLL_input_clock_type_ceramic_resonator&lt;br&gt;#define USS_SDHS_OVER_SAMPLE_RATE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;10&lt;br&gt;#define USS_PLL_XTAL_IN_MHZ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_HSPLL_input_clock_freq_8_MHz&lt;br&gt;#define USS_OUTPUT_PLL_XTAL &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;false&lt;br&gt;#define USS_HSPLL_TOLERANCE_PERCENT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0.5&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* USS CAPTURE SEQUENCE CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_SEQUENCE_SELECTION valid parameters:&lt;br&gt;&amp;nbsp;* - USS_CAPTURE_SEQUENCE_SELECTION_CH0&lt;br&gt;&amp;nbsp;* - USS_CAPTURE_SEQUENCE_SELECTION_CH1&lt;br&gt;&amp;nbsp;* - USS_CAPTURE_SEQUENCE_SELECTION_CH0_CH0&lt;br&gt;&amp;nbsp;* - USS_CAPTURE_SEQUENCE_SELECTION_CH0_CH1 (default)&lt;br&gt;&amp;nbsp;* - USS_CAPTURE_SEQUENCE_SELECTION_CH1_CH0&lt;br&gt;&amp;nbsp;* - USS_CAPTURE_SEQUENCE_SELECTION_CH1_CH1&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* USS_CAPTURE_DURATION_USEC vaild range:&lt;br&gt;&amp;nbsp;* -min: 1 usec&lt;br&gt;&amp;nbsp;* -max: Varies depending on USS_SW_LIB_APP_MAX_CAPTURE_SIZE,&lt;br&gt;&amp;nbsp;* &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_SDHS_OVER_SAMPLE_RATE and USS_HSPLL_FREQ_IN_MHZ&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* For further details regarding min and max values for the following parameter&lt;br&gt;&amp;nbsp;* please refer the USS Library API Guide.&lt;br&gt;&amp;nbsp;* USS_GAIN_RANGE&lt;br&gt;&amp;nbsp;* USS_START_CAPTURE_SEC&lt;br&gt;&amp;nbsp;* USS_ADC_SAMP_COUNT_SEC&lt;br&gt;&amp;nbsp;* USS_RESTART_CAP_COUNT_SEC&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_SEQUENCE_SELECTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_CAPTURE_SEQUENCE_SELECTION_CH0_CH1&lt;br&gt;#define USS_CAPTURE_DURATION_USEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;40&lt;br&gt;#define USS_GAIN_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_Capture_Gain_Range_1_0&lt;br&gt;#define USS_START_CAPTURE_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1.5E-5&lt;br&gt;#define USS_ADC_SAMP_COUNT_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 5.2999996E-5&lt;br&gt;#define USS_RESTART_CAP_COUNT_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3.000E-3&lt;/p&gt;
&lt;p&gt;#if(USSSWLIB_ENABLE_EXTERNAL_CIRCUITRY_CONTROL == true)&lt;br&gt;#define USS_MEASUREMENT_TURN_ON_EXTERNAL_AMP_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0.0&lt;br&gt;#define USS_MEASUREMENT_ASQTRIGGER_DELAY_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;100e-6f&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* USS CALIBRATION CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* The following parameters configures the ultrasonic:&lt;br&gt;&amp;nbsp;* -Automatic Gain Calibration Constant&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* For further details regarding the following parameter please refer the USS&lt;br&gt;&amp;nbsp;* Library API Guide.&lt;br&gt;&amp;nbsp;* USS_AGC_CONSTANT&lt;br&gt;&amp;nbsp;* USS_ALG_CALIBRATED_UPS_DC_OFFSET&lt;br&gt;&amp;nbsp;* USS_ALG_CALIBRATED_DNS_DC_OFFSET&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_AGC_CONSTANT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;60&lt;br&gt;#define USS_ALG_CALIBRATED_UPS_DC_OFFSET &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0&lt;br&gt;#define USS_ALG_CALIBRATED_DNS_DC_OFFSET &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0&lt;/p&gt;
&lt;p&gt;&lt;br&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY BASIC ALGORITHM CONFIGURATION&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;/p&gt;
&lt;p&gt;#define USS_ALG_ABS_TOF_COMPUTATION_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE&lt;br&gt;#define USS_ALG_DTOF_COMPUTATION_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE&lt;br&gt;#define USS_ALG_VOLUME_RATE_COMPUTATION_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_WATER&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#define USS_ALG_ABS_TOF_INTERVAL &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;#if (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_WATER)&lt;br&gt;#define USS_ALG_DTOF_WINDOWING_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_DTOF_WATER_WINDOW_OPTION_ENABLED&lt;br&gt;#elif (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE)&lt;br&gt;#define USS_ALG_DTOF_WINDOWING_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_DTOF_EST_WINDOW_OPTION_ESTIMATE&lt;br&gt;#endif&lt;br&gt;#define USS_ALG_FILT_IS_FILTER_ENABLED &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;false&lt;br&gt;#define USS_ENABLE_ABSTOF_LOBE_OFFSET_CORRECTION &amp;nbsp; &amp;nbsp; &amp;nbsp;true&lt;br&gt;#define USS_ALG_VFR_CALIB_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_VFR_CALIB_OPTION_DISABLED&lt;br&gt;#define USS_ALG_ENABLE_ESTIMATE_TEMPERATURE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; false&lt;br&gt;#define USS_ALG_ADC_ADDITIONAL_CAP_DLY &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0.0&lt;br&gt;#define USS_ALG_DCOFFSET &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_ALG_CLOCK_RELATIVERROR &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;_IQ27(0.0)&lt;br&gt;#define USS_ALG_ABS_TOF_HILB_USE_CUSTOM_COEFF &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; false&lt;/p&gt;
&lt;p&gt;#if(USS_ALG_DTOF_WINDOWING_MODE != USS_ALG_DTOF_EST_WINDOW_OPTION_DISABLED)&lt;br&gt;#define USS_ALG_WIN_START_INDEX_BACK_OFF_NUM_CYCLES &amp;nbsp; 2&lt;br&gt;#define USS_ALG_WIN_TRAP_RAMP_NUM_CYCLES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4&lt;br&gt;#define USS_ALG_WIN_NUM_CYCLES_DELTA &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;br&gt;#define USS_ALG_WIN_PEAK_INDEX_2_EDGES_NUM_CYLES &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_ALG_WIN_NUM_CYCLES &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;(USS_NUM_OF_EXCITATION_PULSES + \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_WIN_NUM_CYCLES_DELTA)&lt;br&gt;#endif&lt;br&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY ADVANCED ALGORITHM CONFIGURATION&lt;br&gt;&amp;nbsp;* For more information regarding the following parameter please refer to the&lt;br&gt;&amp;nbsp;* USS API Library Guide&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#if (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE)&lt;/p&gt;
&lt;p&gt;#define USS_ALG_RATIO_OF_TRACK_LOBE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.11&lt;br&gt;#define USS_ALG_NUM_PULS_BEFORE_THRSH &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 1&lt;br&gt;#define USS_ALG_SEARCH_LOBE_SAMP &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;#define USS_ALG_MAX_RATIO_PEAK_2_PEAK_VAR &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.2&lt;br&gt;#define USS_ALG_CORR_VAL_THRSH_CHK_FACT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.05&lt;br&gt;#define USS_ALG_SIGN_VAL_THRSH_CHK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;100&lt;br&gt;#elif (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_HILBERT)&lt;br&gt;#define USS_ALG_ABS_TOF_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;br&gt;#define USS_ALG_ABS_TOF_POS_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_ABS_TOF_SEARCH_RANGE&lt;br&gt;#define USS_ALG_ABS_TOF_NEG_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-(USS_NUM_OF_EXCITATION_PULSES + USS_ALG_ABS_TOF_SEARCH_RANGE)&lt;br&gt;#define USS_ALG_ABS_TOF_HILB_CROSS_THRESHOLD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;11.0&lt;br&gt;#define USS_ALG_CORR_VAL_THRSH_CHK_FACT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.05&lt;br&gt;#define USS_ALG_SIGN_VAL_THRSH_CHK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;100&lt;br&gt;#elif (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE_WIDE)&lt;br&gt;#define USS_ALG_ABS_TOF_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;br&gt;#define USS_ALG_ABS_TOF_POS_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_ABS_TOF_SEARCH_RANGE&lt;br&gt;#define USS_ALG_ABS_TOF_NEG_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-(USS_NUM_OF_EXCITATION_PULSES + USS_ALG_ABS_TOF_SEARCH_RANGE)&lt;br&gt;#define USS_ALG_RATIO_OF_TRACK_LOBE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.11&lt;br&gt;#elif (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_HILBERT_WIDE)&lt;br&gt;#define USS_ALG_ABS_TOF_HILB_CROSS_THRESHOLD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;11.0&lt;br&gt;#define USS_ALG_ABS_TOF_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;br&gt;#define USS_ALG_ABS_TOF_POS_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_ALG_ABS_TOF_SEARCH_RANGE&lt;br&gt;#define USS_ALG_ABS_TOF_NEG_SEARCH_RANGE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-(USS_NUM_OF_EXCITATION_PULSES + USS_ALG_ABS_TOF_SEARCH_RANGE)&lt;br&gt;#else&lt;br&gt;#error &amp;quot;Invalid Absolute ToF Algorithm Option&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#if (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_WATER)&lt;br&gt;#define USS_ALG_NUM_CYCLES_SEARCH_CORR &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;2&lt;br&gt;#define USS_ALG_HIGH_FLOW_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;(USS_highFlow_option_disabled)&lt;br&gt;#define USS_ALG_CYCLESLIPTHRESHOLD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1.1&lt;br&gt;#define USS_ALG_THRESHOLDX1X3 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2000000&lt;br&gt;#elif (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE)&lt;br&gt;#define USS_ALG_MAX_SAMPLE_SHIFT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;20&lt;br&gt;#define USS_ALG_THRESHOLDX1X3 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2000000&lt;br&gt;#else&lt;br&gt;#error &amp;quot;Invalid Delta ToF Algorithm Option&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;/*******************************************************************************&lt;br&gt;* LIBRARY ALGORITHM BAND-PASS AND HILBERT COEFFICIENT&lt;br&gt;******************************************************************************/&lt;/p&gt;
&lt;p&gt;#define USS_SW_LIB_APP_FILTER_COEFFICIENTS &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; { &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;USS_filterCoeffs_3400000Hz &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; { &amp;nbsp; &amp;nbsp;0xFEEA, 0xFFDA, 0xF4E6, 0xFBA5, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xFFBB, 0x03BC, 0x155D, 0xDE0E, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xF5A0, 0x2E9C, 0xF5A0, 0xDE0E, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x155D, 0x03BC, 0xFFBB, 0xFBA5, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xF4E6, 0xFFDA, 0xFEEA, 0x0000 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;USS_filterCoeffs_3600000Hz &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; { &amp;nbsp; &amp;nbsp;0x002B, 0xFF01, 0xF563, 0x050D, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xFE4C, 0x0F1B, 0x0FDC, 0xE05C, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xFAC9, 0x302A, 0xFAC9, 0xE05C, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0FDC, 0x0F1B, 0xFE4C, 0x050D, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xF563, 0xFF01, 0x002B, 0x0000 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;USS_filterCoeffs_3800000Hz &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; { &amp;nbsp; &amp;nbsp;0x0120, 0xFAD8, 0xFA10, 0x06E7, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xFE1E, 0x14A0, 0x0848, 0xE00B, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xFE43, 0x2DAF, 0xFE43, 0xE00B, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0848, 0x14A0, 0xFE1E, 0x06E7, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xFA10, 0xFAD8, 0x0120, 0x0000 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;USS_filterCoeffs_4000000Hz &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; { &amp;nbsp; &amp;nbsp;0x0000, 0xF68E, 0x0000, 0x037C, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0000, 0x1714, 0x0000, 0xE229, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0000, 0x2D64, 0x0000, 0xE229, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0000, 0x1714, 0x0000, 0x037C, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0000, 0xF68E, 0x0000, 0x0000 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;USS_filterCoeffs_Custom &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {0}, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; };&lt;/p&gt;
&lt;p&gt;#define USS_SW_LIB_APP_HILB_FILTER_COEFFICIENTS &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; { &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;Predefined Hilbert transform coefficients &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; { &amp;nbsp;0xFD84, 0x0000, 0xF11F, 0x0000, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0xB38F, 0x0000, 0x4C71, 0x0000, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0x0EE1, 0x0000, 0x027C, 0x0000 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* &amp;nbsp;USS Hilbert Coeffs Custom &amp;nbsp; */ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {0}, &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; };&lt;/p&gt;
&lt;p&gt;/*******************************************************************************&lt;br&gt;&amp;nbsp;* LIBRARY ADVANCED ULTRASONIC FIRING/CAPTURE CONFIGURATION&lt;br&gt;&amp;nbsp;*&lt;br&gt;&amp;nbsp;* For more information regarding the following parameter please refer to the&lt;br&gt;&amp;nbsp;* USS API Library Guide&lt;br&gt;&amp;nbsp;******************************************************************************/&lt;br&gt;#define USS_EOF_SEQUENCE_SELECTION USS_measurement_end_of_sequence_state_power_off&lt;br&gt;#define USS_CH0_DRIVE_STRENGHT &amp;nbsp; &amp;nbsp; USS_measurement_drive_strength_pre_trimmed_drive&lt;br&gt;#define USS_CH1_DRIVE_STRENGHT &amp;nbsp; &amp;nbsp; USS_measurement_drive_strength_pre_trimmed_drive&lt;br&gt;#define USS_PAUSE_STATE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_measurement_pause_state_low&lt;br&gt;#define USS_PULSE_POLARITY &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_measurement_pulse_polarity_excitation_starts_on_high_pulse&lt;br&gt;#define USS_PGA_IN_BIAS_COUNT_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0.0&lt;br&gt;#define USS_TURN_ON_ADC_COUNT_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;5.0E-6&lt;br&gt;#define USS_TIME_OUT_COUNT_SEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 3000e-6&lt;br&gt;#define USS_HSPLL_USSXTAL_SETTLING_USEC &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;5000&lt;br&gt;#define USS_ENABLE_UUPSPREQIGINTERRUPT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; false&lt;br&gt;#define USS_ENABLE_SAPH_PING_TRANSMIT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;false&lt;br&gt;#define USS_ENABLE_WINDOW_HI_COMP &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;false&lt;br&gt;#define USS_ENABLE_WINDOW_LO_COMP &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;false&lt;br&gt;#define USS_WINDOW_HIGH_THRESHOLD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; (1040)&lt;br&gt;#define USS_WINDOW_LOW_THRESHOLD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; (-1040)&lt;br&gt;#define USS_TRIGGER_CONFIG &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_Triger_Configuration_Software_Trigger&lt;br&gt;#define USS_ULP_BIAS_DELAY &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_measurement_ULP_bias_delay_300_usec&lt;br&gt;#define USS_BIAS_IMPEDANCE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_measurement_bias_impedance_2800_Ohms&lt;br&gt;#define USS_MUX_CHARGE_PUMP_MODE &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_measurement_mux_charge_pump_always_off&lt;/p&gt;
&lt;p&gt;/******************************************************************************&lt;br&gt;* LIBRARY DERIVED PARAMETER SECTION&lt;br&gt;*&lt;br&gt;* The following section performs additional library configuration based on the&lt;br&gt;* parameter selection above.&lt;br&gt;*&lt;br&gt;* It is highly recommended to not modify the following sections&lt;br&gt;*&lt;br&gt;******************************************************************************/&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_SINGLE_TONE)&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_NUM_OF_EXCITATION_PULSES_F1&lt;br&gt;#elif defined(__MSP430_HAS_SAPH_A__)&lt;br&gt;#if (USS_PULSE_MODE == USS_PULSE_MODE_DUAL_TONE)&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; (USS_NUM_OF_EXCITATION_PULSES_F1 + USS_NUM_OF_EXCITATION_PULSES_F2)&lt;br&gt;#elif (USS_PULSE_MODE == USS_PULSE_MODE_MULTI_TONE)&lt;br&gt;#define USS_NUM_OF_EXCITATION_PULSES &amp;nbsp; &amp;nbsp; &amp;nbsp; ((2*(USS_NUM_OF_TRILL_PULSES + USS_NUM_OF_ADDTL_TRILL_PULSES)))&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#if (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE)&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION (USS_Alg_AbsToF_Calculation_Option_lobe)&lt;br&gt;#elif (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_HILBERT)&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION (USS_Alg_AbsToF_Calculation_Option_hilbert)&lt;br&gt;#elif (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_LOBE_WIDE)&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION (USS_Alg_AbsToF_Calculation_Option_lobeWide)&lt;br&gt;#elif (USS_ALG_ABS_TOF_COMPUTATION_MODE == USS_ALG_ABS_TOF_COMPUTATION_MODE_HILBERT_WIDE)&lt;br&gt;#define USS_ALG_ABS_TOF_COMPUTATION ( \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; USS_Alg_AbsToF_Calculation_Option_hilbertWide)&lt;br&gt;#else&lt;br&gt;#error &amp;quot;Invalid Abs ToF computation option&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#if (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_WATER)&lt;br&gt;#define USS_ALG_DELTA_TOF_COMPUTATION_OPTION &amp;nbsp;(USS_Alg_dToF_Calculation_Option_water)&lt;br&gt;#elif (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE)&lt;br&gt;#define USS_ALG_DELTA_TOF_COMPUTATION_OPTION &amp;nbsp;(USS_Alg_dToF_Calculation_Option_estimate)&lt;br&gt;#else&lt;br&gt;#error &amp;quot;Invalid Delta ToF computation option&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#if (USS_ALG_VOLUME_RATE_COMPUTATION_MODE == USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_WATER)&lt;br&gt;#define USS_ALG_VOLUME_RATE_COMPUTATION_OPTION (USS_Alg_volume_flow_Calculation_Option_water)&lt;br&gt;#elif (USS_ALG_VOLUME_RATE_COMPUTATION_MODE == USS_ALG_VOLUME_RATE_COMPUTATION_OPTION_GENERIC)&lt;br&gt;#define USS_ALG_VOLUME_RATE_COMPUTATION_OPTION (USS_Alg_volume_flow_Calculation_Option_generic)&lt;br&gt;#else&lt;br&gt;#error &amp;quot;Invalid volume flow rate computation option&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#define USS_ALG_IS_INIT_ALGORITHMS &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;false&lt;/p&gt;
&lt;p&gt;#if (USS_PULSE_MODE &amp;gt; 2)&lt;br&gt;#error \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;Pulse mode not supported. Please modify USS_PULSE_MODE to a valid configuration.&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#if defined(__MSP430_HAS_SAPH_A__)&lt;br&gt;#if (USS_NUM_OF_ADDTL_TRILL_PULSES &amp;gt; 0)&lt;br&gt;#warning \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;User must provide additional pulse configuration by defining xtraepulse, xtraxpulse, xtraxhper, xtraxlper, xtrahper, xtralper in variables in USS_userConfig.c&amp;quot;&lt;br&gt;#if (USS_ADDTL_BIN_PATTERN_SIZE == 0)&lt;br&gt;#error &amp;quot;USS_ADDTL_BIN_PATTERN_SIZE cannot be set to 0 when USS_NUM_OF_ADDTL_TRILL_PULSES &amp;gt; 0&amp;quot;&lt;br&gt;#endif&lt;br&gt;#elif (USS_NUM_OF_ADDTL_TRILL_PULSES &amp;lt; 0)&lt;br&gt;#error &amp;quot;Invalid number of USS_NUM_OF_ADDTL_TRILL_PULSES&amp;quot;&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#if (USS_HSPLL_FREQ_IN_MHZ == 80)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_80_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;80e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 79)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_79_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;79e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 78)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_78_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;78e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 77)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_77_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;77e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 76)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_76_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;76e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 75)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_75_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;75e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 74)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_74_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;74e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 73)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_73_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;73e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 72)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_72_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;72e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 71)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_71_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;71e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 70)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_70_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;70e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 69)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_69_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;69e6&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 68)&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_68_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;68e6&lt;br&gt;#else&lt;br&gt;#define &amp;nbsp; &amp;nbsp;USS_HSPLL_FREQ &amp;nbsp; &amp;nbsp;USS_HSPLL_output_clk_freq_80_MHz&lt;br&gt;#define USS_PLL_FREQ &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;80e6&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#define USS_START_PPG_COUNT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;((USS_PLL_FREQ*USS_START_CAPTURE_SEC)/16)&lt;br&gt;#define USS_TURN_ON_ADC_COUNT &amp;nbsp; &amp;nbsp; &amp;nbsp;((USS_PLL_FREQ*USS_TURN_ON_ADC_COUNT_SEC)/16)&lt;br&gt;#define USS_PGA_IN_BIAS_COUNT &amp;nbsp; &amp;nbsp; &amp;nbsp;((USS_PLL_FREQ*USS_PGA_IN_BIAS_COUNT_SEC)/16)&lt;br&gt;#define USS_ADC_SAMP_COUNT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ((USS_PLL_FREQ*USS_ADC_SAMP_COUNT_SEC)/16)&lt;br&gt;#define USS_RESTART_CAP_COUNT &amp;nbsp; &amp;nbsp; &amp;nbsp;((USS_PLL_FREQ * USS_RESTART_CAP_COUNT_SEC / \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;16) / 16)&lt;br&gt;#define USS_TIME_OUT_COUNT &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ((USS_PLL_FREQ * USS_TIME_OUT_COUNT_SEC / \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4) / 16)&lt;br&gt;#define USS_LOW_POWER_RESTART_CAP_COUNT (USS_LFXT_FREQ_IN_HZ * \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_RESTART_CAP_COUNT_SEC)&lt;/p&gt;
&lt;p&gt;#define USS_HSPLL_TEMP &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ((USS_PLL_FREQ) / 1600)&lt;br&gt;#define USS_HSPLL_TEMP2 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;((USS_HSPLL_TEMP) * (USS_HSPLL_TOLERANCE_PERCENT))&lt;br&gt;#define USS_HSPLL_TOLERANCE &amp;nbsp; &amp;nbsp;(USS_HSPLL_TEMP2*RESONATOR_CALIB_MONITORING_ACLK/(USS_LFXT_FREQ_IN_HZ))&lt;/p&gt;
&lt;p&gt;// Macros used to place variables in LEA RAM memory section&lt;br&gt;#if defined(__TI_COMPILER_VERSION__)&lt;br&gt;#define _PRAGMA(x) _Pragma (#x)&lt;br&gt;#define USS_LEA_DATA(var,align) _PRAGMA(DATA_SECTION(var,&amp;quot;.leaRAM&amp;quot;))\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; _PRAGMA(DATA_ALIGN(var,(align)))&lt;br&gt;#elif defined(__IAR_SYSTEMS_ICC__)&lt;br&gt;#define _PRAGMA(x) _Pragma (#x)&lt;br&gt;#define USS_LEA_DATA(var,align) _PRAGMA(location=&amp;quot;LEARAM&amp;quot;)\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; _PRAGMA(data_alignment=align)&lt;br&gt;#elif defined(__GNUC__)&lt;br&gt;#define USS_LEA_DATA(var,align) __attribute__((section(&amp;quot;.leaRAM&amp;quot;)))\&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; __attribute__((aligned(align)))&lt;br&gt;#else&lt;br&gt;#define USS_LEA_DATA(var,align)&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;// This section of the header checks if the application maximum capture size&lt;br&gt;// is below the supported USS SW library capture size&lt;/p&gt;
&lt;p&gt;#if(USS_SW_LIB_ENABLE_ACCUMULATION == true)&lt;br&gt;#if (USS_SW_LIB_APP_MAX_CAPTURE_SIZE &amp;gt; 372)&lt;br&gt;#error \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;USS_SW_LIB_APP_MAX_CAPTURE_SIZE in USS_userConfig.h file must be less than 372&amp;quot;&lt;br&gt;#else&lt;br&gt;#define USS_SW_LIB_APP_MAX_ACC_BLOCK &amp;nbsp;(2 * USS_SW_LIB_APP_MAX_CAPTURE_SIZE)&lt;br&gt;#endif&lt;br&gt;#else&lt;br&gt;#if (USS_SW_LIB_APP_MAX_CAPTURE_SIZE &amp;gt; 620)&lt;br&gt;#error \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;USS_SW_LIB_APP_MAX_CAPTURE_SIZE in USS_userConfig.h file must be less than 620&amp;quot;&lt;br&gt;#else&lt;br&gt;#define USS_SW_LIB_APP_MAX_ACC_BLOCK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#define ROUND_UP(N, S) ((((N) + (S) - 1) / (S)) * (S))&lt;br&gt;#define TEMP_SETL &amp;nbsp; &amp;nbsp; (USS_HSPLL_USSXTAL_SETTLING_USEC * USS_LFXT_FREQ_IN_HZ)&lt;br&gt;#define USS_HSPLL_USSXTAL_SETTLING_COUNT_TEMP ROUND_UP((TEMP_SETL/100000),10)&lt;br&gt;#define USS_HSPLL_USSXTAL_SETTLING_COUNT (USS_HSPLL_USSXTAL_SETTLING_COUNT_TEMP \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; / 10)&lt;/p&gt;
&lt;p&gt;#define DIV_ROUND(N, D) (((N) + ((D)/2)) / (D))&lt;/p&gt;
&lt;p&gt;#if(USS_ALG_DTOF_WINDOWING_MODE != USS_ALG_DTOF_EST_WINDOW_OPTION_DISABLED)&lt;/p&gt;
&lt;p&gt;#if (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_WATER)&lt;br&gt;#define USS_SW_LIB_APP_MAX_WINDOW_RAMP_SIZE (USS_SW_LIB_APP_MAX_CAPTURE_SIZE + USS_SW_LIB_APP_MAX_FILTER_LENGTH)&lt;br&gt;#elif (USS_ALG_DTOF_COMPUTATION_MODE == USS_ALG_DTOF_COMPUTATION_OPTION_ESTIMATE)&lt;br&gt;#define WINDOW_RAMP_TEMP_NUMERATOR (USS_ALG_WIN_TRAP_RAMP_NUM_CYCLES * USS_PLL_FREQ)&lt;br&gt;#define WINDOW_RAMP_TEMP_DENOMINATOR (USS_F1_FREQ &amp;nbsp;* USS_SDHS_OVER_SAMPLE_RATE)&lt;br&gt;#define USS_SW_LIB_APP_MAX_WINDOW_RAMP_TMP DIV_ROUND(WINDOW_RAMP_TEMP_NUMERATOR,WINDOW_RAMP_TEMP_DENOMINATOR)&lt;br&gt;#define USS_SW_LIB_APP_MAX_WINDOW_RAMP_SIZE ((int)USS_SW_LIB_APP_MAX_WINDOW_RAMP_TMP + 2)&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#endif&lt;/p&gt;
&lt;p&gt;#if (USS_ALG_FILT_IS_FILTER_ENABLED == true)&lt;br&gt;#if (USS_SDHS_OVER_SAMPLE_RATE == 20)&lt;br&gt;#if (USS_HSPLL_FREQ_IN_MHZ == 80)&lt;br&gt;#define USS_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 3&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 76)&lt;br&gt;#define USS_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 72)&lt;br&gt;#define USS_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 1&lt;br&gt;#elif (USS_HSPLL_FREQ_IN_MHZ == 68)&lt;br&gt;#define USS_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0&lt;br&gt;#else&lt;br&gt;#warning &amp;quot;No predefined band-pass filter is available for the selected USS_OVER_SAMPLE_RATE and USS_HSPLL_FREQ frequency. User is responsible of defining USS_filterCoeffs_Custom entry below&amp;quot;&lt;br&gt;#define USS_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 4&lt;br&gt;#endif&lt;br&gt;#else&lt;br&gt;#warning &amp;quot;No predefined band-pass filter is available for the selected USS_OVER_SAMPLE_RATE and USS_HSPLL_FREQ frequency. User is responsible of defining USS_filterCoeffs_Custom entry below&amp;quot;&lt;br&gt;#define USS_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 4&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#if (USS_ALG_ABS_TOF_HILB_USE_CUSTOM_COEFF == false)&lt;br&gt;#define USS_HILB_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#else&lt;br&gt;#warning \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;Detected custom hilbert coefficient configuration. Please confirm USS_filterCoeffs_Custom has a valid coefficient configuration&amp;quot;&lt;br&gt;#define USS_HILB_ALG_FILT_OPTION &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#if (USS_SDHS_OVER_SAMPLE_RATE == 10)&lt;br&gt;#define USS_OVER_SAMPLE_RATE \&lt;br&gt;&amp;nbsp; &amp;nbsp; USS_Capture_Over_Sample_Rate_10&lt;br&gt;#elif (USS_SDHS_OVER_SAMPLE_RATE == 20)&lt;br&gt;#define USS_OVER_SAMPLE_RATE \&lt;br&gt;&amp;nbsp; &amp;nbsp; USS_Capture_Over_Sample_Rate_20&lt;br&gt;#elif (USS_SDHS_OVER_SAMPLE_RATE == 40)&lt;br&gt;#define USS_OVER_SAMPLE_RATE \&lt;br&gt;&amp;nbsp; &amp;nbsp; USS_Capture_Over_Sample_Rate_40&lt;br&gt;#elif (USS_SDHS_OVER_SAMPLE_RATE == 80)&lt;br&gt;#define USS_OVER_SAMPLE_RATE \&lt;br&gt;&amp;nbsp; &amp;nbsp; USS_Capture_Over_Sample_Rate_80&lt;br&gt;#elif (USS_SDHS_OVER_SAMPLE_RATE == 160)&lt;br&gt;#define USS_OVER_SAMPLE_RATE \&lt;br&gt;&amp;nbsp; &amp;nbsp; USS_Capture_Over_Sample_Rate_160&lt;br&gt;#else&lt;br&gt;#error &amp;quot;Invalid USS_SDHS_OVER_SAMPLE_RATE configuration&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#define USS_USER_CONFIG_NUMBER_OF_SAMPLES_PER_CAPTURE &amp;nbsp; &amp;nbsp;\&lt;br&gt;&amp;nbsp; ((USS_CAPTURE_DURATION_USEC*USS_HSPLL_FREQ_IN_MHZ)/USS_SDHS_OVER_SAMPLE_RATE)&lt;/p&gt;
&lt;p&gt;#if (USS_USER_CONFIG_NUMBER_OF_SAMPLES_PER_CAPTURE &amp;gt; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;USS_SW_LIB_APP_MAX_CAPTURE_SIZE)&lt;br&gt;#error \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;USS_USER_CONFIG_NUMBER_OF_SAMPLES_PER_CAPTURE exceeds USS_SW_LIB_APP_MAX_CAPTURE_SIZE&amp;quot;&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#if (USS_PULSE_MODE != USS_PULSE_MODE_SINGLE_TONE)&lt;br&gt;#ifdef __MSP430_HAS_SAPH__&lt;br&gt;#error \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;quot;Dual or Multi-Tone configuration is not supported on MSP430 devices without SAPH_A module&amp;quot;&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;#if (USSSWLIB_ENABLE_EXTERNAL_CIRCUITRY_CONTROL == true)&lt;br&gt;#define USS_MEASUREMENT_TURN_ON_EXTERNAL_AMP_COUNT &amp;nbsp;(USS_SMCLK_FREQ_IN_HZ * \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;USS_MEASUREMENT_TURN_ON_EXTERNAL_AMP_SEC)&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#define USS_MEASUREMENT_ASQTRIGGER_DELAY_CYCLES &amp;nbsp; &amp;nbsp; &amp;nbsp; \&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; (USS_MEASUREMENT_ASQTRIGGER_DELAY_SEC*USS_SMCLK_FREQ_IN_HZ)&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#define USS_Alg_dToF_Calculation_Option_water &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 1&lt;br&gt;#define USS_Alg_dToF_Calculation_Option_estimate &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_highFlow_option_disabled &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;0&lt;br&gt;#define USS_highFlow_option_version1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1&lt;br&gt;#define USS_highFlow_option_version2 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;2&lt;/p&gt;
&lt;p&gt;&lt;br&gt;#if (USS_ALG_DELTA_TOF_COMPUTATION_OPTION == USS_Alg_dToF_Calculation_Option_water)&lt;br&gt;#if (USS_ALG_HIGH_FLOW_OPTION != USS_highFlow_option_disabled)&lt;br&gt;#warning &amp;quot;USS_highFlow_option_version1 and USS_highFlow_option_version2 are \&lt;br&gt;discourage for new development. It is highly recommended to switch to \&lt;br&gt;USS_ALG_DELTA_TOF_COMPUTATION_OPTION = USS_Alg_dToF_Calculation_Option_estimate.\&lt;br&gt;When using USS_Alg_dToF_Calculation_Option_estimate, USS_ALG_HIGH_FLOW_OPTION \&lt;br&gt;is a don&amp;#39;t care.&amp;quot;&lt;br&gt;#endif&lt;br&gt;#endif&lt;/p&gt;
&lt;p&gt;&lt;br&gt;//******************************************************************************&lt;/p&gt;
&lt;p&gt;//*****************************************************************************&lt;br&gt;// typedefs&lt;br&gt;//*****************************************************************************&lt;/p&gt;
&lt;p&gt;//*****************************************************************************&lt;br&gt;// globals&lt;br&gt;//*****************************************************************************&lt;br&gt;//! \brief global ultrasonic library configuration&lt;br&gt;//!&lt;/p&gt;
&lt;p&gt;extern USS_SW_Library_configuration gussConfig;&lt;br&gt;extern USS_Pulse_Single_Dual_Tone_Configuration singDualToneConfig;&lt;br&gt;extern USS_Pulse_Multitone_Configuration multiToneConfig;&lt;br&gt;extern USS_Pulse_Additional_End_of_Sequence_Configuration ussEndOfSeq;&lt;br&gt;//*****************************************************************************&lt;br&gt;// the function prototypes&lt;br&gt;//*****************************************************************************&lt;/p&gt;
&lt;p&gt;#ifdef __cplusplus&lt;br&gt;}&lt;br&gt;#endif // extern &amp;quot;C&amp;quot;&lt;br&gt;//@} &amp;nbsp;// ingroup&lt;/p&gt;
&lt;p&gt;#endif // end of &amp;nbsp;_USERCONFIG_H_ definition&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6043: MSP430FR6043有锁频环吗？</title><link>https://e2echina.ti.com/thread/1067971?ContentTypeID=0</link><pubDate>Sun, 12 Apr 2026 04:47:29 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:444650a9-ea55-4812-94ae-4b889b498158</guid><dc:creator>weiliang qin</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1067971?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1067971/msp430fr6043-msp430fr6043/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/MSP430FR6043" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6043&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;如题，DCO时钟源是不是没有FLL？如果没有我如何更准确的控制它的频率呢？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: 如何确定最优的脉冲个数与ratioOfTrackLobeToPeak。</title><link>https://e2echina.ti.com/thread/1066517?ContentTypeID=0</link><pubDate>Fri, 03 Apr 2026 07:56:22 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:a90fb9c2-af77-4475-be34-37e66ac6dab4</guid><dc:creator>LT1 Shen1</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1066517?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1066517/msp430fr6047-ratiooftracklobetopeak/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt="image.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/5076.image.png" data-temp-id="image.png-146449"&gt;这是我在同一个部件上，使用不同的激励脉冲个数采集到的AD波形，从这三个图来看，我认为最优的脉冲个数应该在12个或者13个，不知道我理解得对不对，我的判定方式是5个脉冲时后面跟着一个小整幅的尾巴，我最好的激励个数是在此尾巴前，我使用的晶片频率为2MHz。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>EVM430-FR6043: 能否获得20m范围内物体的chirp超声回波原始数据？</title><link>https://e2echina.ti.com/thread/1065823?ContentTypeID=0</link><pubDate>Sat, 28 Mar 2026 13:03:50 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:6e08129f-9032-4c90-b2f4-5e9078dddf17</guid><dc:creator>qiao yan</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1065823?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1065823/evm430-fr6043-20m-chirp/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/EVM430-FR6043" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;EVM430-FR6043&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;我想获得20m范围内物体的chirp超声回波原始数据，EVM430_FR6043能实现发射chirp信号并保存接收到的ADC数据吗？130KHz的频率能满足探测20m的距离吗？&lt;/p&gt;
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&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: USS_initAlgorithms</title><link>https://e2echina.ti.com/thread/1064383?ContentTypeID=0</link><pubDate>Mon, 23 Mar 2026 04:07:38 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:43388db2-e445-43d7-bac1-e14a3ac54c87</guid><dc:creator>guo ronghua</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1064383?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1064383/msp430fr6047-uss_initalgorithms/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;你好！我在用MSP430FR6047开发液体流量计发现一个问题，如果在管道空管状态下执行了USS_initAlgorithms，我再次充满管道并且通一定的流量，此时测出来的值就不准了。我已经定位到是USS_initAlgorithms的问题，如果不是在空管状态下执行USS_initAlgorithms，就不会出现上述异常。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: EVM430-FR6047官方开发板使用CCS中的超声波水表demo，希望通过其它mcu进行配置与数据获取</title><link>https://e2echina.ti.com/thread/1064271?ContentTypeID=0</link><pubDate>Fri, 20 Mar 2026 02:07:43 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:e373f0fd-9d57-4727-ad9c-4fee3c258ef1</guid><dc:creator>shuhang song</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1064271?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1064271/msp430fr6047-evm430-fr6047-ccs-demo-mcu/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&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/EVM430-FR6047" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;EVM430-FR6047&lt;/a&gt;&lt;/p&gt;&lt;p&gt;您好！我正在使用EVM430-FR6047开发板，现已可以通过上位机USS与开发板进行通信获取数据&lt;/p&gt;
&lt;p&gt;希望确认CCS中的超声波水表demo是否与板子原有发货时的固件一致？&lt;/p&gt;
&lt;p&gt;同时我希望不使用USS上位机，而是使用其它MCU与其通信，比如I2C或UART，用来集成更多的采集器数据，但我并不清楚具体的通讯协议，比如串口发送什么数据能调用某个函数进行配置？或如何读取到数据？也不清楚这些函数的传入参数的范围，请问是否有对应的说明？类似I2C读写某个地址或UART的通讯交互协议？&lt;/p&gt;
&lt;p&gt;希望得到支持与回复，谢谢！&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSPM0-SDK: MSPM0L1117使用keil+mspm0 sdk +sysconfig 报错</title><link>https://e2echina.ti.com/thread/1064269?ContentTypeID=0</link><pubDate>Fri, 20 Mar 2026 01:34:19 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:31ffe973-0382-4bbd-9653-679f4a02924b</guid><dc:creator>xieshuxiang xieshuxiang</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1064269?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1064269/mspm0-sdk-mspm0l1117-keil-mspm0-sdk-sysconfig/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/MSPM0-SDK" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;MSPM0-SDK&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/SYSCONFIG" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;SYSCONFIG&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/MSPM0L1117" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSPM0L1117&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/1321.9f7c3082de9859c9a6b8445db610ce49.png" alt="9f7c3082de9859c9a6b8445db610ce49.png" data-temp-id="9f7c3082de9859c9a6b8445db610ce49.png-13877"&gt;&lt;/p&gt;
&lt;p&gt;你好，我使用keil版本 v5.38a， MSPM0 SDK Version:mspm0_sdk_2_10_00_04, Sysconfig version :sysconfig-1.26.2_4477-setup, 按照MSPM0 MCU 开发指南操作后，在keil中点击tool的插件，就报图中的错误，我在IAR中使用教程推荐没有问题，但是得用IAR 9.63, IAR9.50的没有MSPM0L1117这个芯片，这里可以用低版本加芯片包实现吗，芯片包哪里有，官网没找到。直接使用TI System Configuration 打开demo LP_MSPM0L1117里的.syscfg文件用打开也报错。请问推荐开发MSPM0L1117的SDK 和sysconfig版本以及keil的最低版本要求是什么？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSPM0G3519: 中断资源如何？</title><link>https://e2echina.ti.com/thread/1063560?ContentTypeID=0</link><pubDate>Wed, 18 Mar 2026 10:54:46 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:31987749-a389-42fb-ae38-17128dbd15c8</guid><dc:creator>Quasi H </dc:creator><slash:comments>5</slash:comments><comments>https://e2echina.ti.com/thread/1063560?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1063560/mspm0g3519/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/MSPM0G3519" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSPM0G3519&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Hi 准备使用&lt;span data-eleid="5"&gt;MSPM0G3519SPMR，想了解下这个MCU的外设中断支持多少个IO，目前规格书中8-7表格中有罗列一部分，例如GPIOA，这个是指的PAx都可以用吗？COMP0指的是COMP_INX+/-均可以使用吗？有没有更加直接的说明或者汇总哪些IO可以用于外设中断？&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP-EXP430F5529LP: 我的MSPEXP430F5529LP在运行PGA460 GUI的闪存编程时总是出错</title><link>https://e2echina.ti.com/thread/1061732?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 05:12:40 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:c3128d5e-d13e-44dc-853c-19f8ac3e1aa3</guid><dc:creator>yf Gong</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1061732?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1061732/msp-exp430f5529lp-mspexp430f5529lp-pga460-gui/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/MSP-EXP430F5529LP" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;MSP-EXP430F5529LP&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/PGA460-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PGA460-Q1&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/MSP430F5529" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430F5529&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/tool/cn/MSP-FET" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;MSP-FET&lt;/a&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;每当我使用F5529LP开发板连接到电脑，然后打开PGA460-Q1 GUI进行闪存编程bat文件烧写时，都会弹出如图所示报错&lt;/p&gt;
&lt;p&gt;&lt;img 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" width="296" height="165" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;尽管我已经进行了one_time_setup.bat文件的运行，以及同级文件夹的检查，依旧会出现报错&lt;/p&gt;
&lt;p&gt;&lt;img 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" width="370" height="194" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;之后电脑便识别不到LP板子了，设备管理器中的端口消失，仅能被识别为一个大容量存储设备（U盘设备）我从网上搜集资料，认为是烧录失败导致板载EZFET固件出现了问题，于是使用了MSPFET430UIF仿真器和FETPRO430 LITE对板载EZFET重新进行固件烧写，烧写的文件为&amp;ldquo;EZFET_LITE_Rev1_1_FW_3_3_0_6.txt&amp;rdquo;&amp;nbsp; 若烧录BSL固件文件会提示代码大小超出闪存范围 烧录固件后 设备管理器中出现两个端口 但是当我重新打开GUI进行闪存编程时 GUI中又弹出报错窗口，右下角烧写过程的报错内容为：&lt;/p&gt;
&lt;p&gt;Executing default command:&amp;gt; dslite --mode flash -c user_files/configs/MSP430F5529.ccxml -l user_files/settings/generated.ufsettings -e -f -v user_files/images/U2A_PGA46x.out &amp;nbsp;DSLite version 8.0.0.1202Configuring Debugger (may take a few minutes on first launch)... &amp;nbsp; &amp;nbsp;Initializing Register Database... &amp;nbsp; &amp;nbsp;Initializing: MSP430error: MSP430: Error initializing emulator: A firmware update is required for the MSP430 Debug Interface (MSP-FET430UIF / MSP-FET / eZ-FET). Click the &amp;quot;Update&amp;quot; button to update the firmware and launch your debug session (this may require several update steps). &amp;nbsp;DO NOT UNPLUG THE INTERFACE DURING THE UPDATE.Updating Firmware &amp;nbsp; &amp;nbsp;Initializing Bootloader... &amp;nbsp; &amp;nbsp;Programming New Firmware... &amp;nbsp; &amp;nbsp;Programming New Firmware...: 16% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 33% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 50% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 100%error: MSP430: Error: MSP-FET / eZ-FET core(communication layer) update failed&lt;/p&gt;
&lt;p&gt;&lt;img 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***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***/bs2KXd82Zr9p5DGtssxyNooq7du6HL587pyp27AZaiSLzhRYAmngXwoBMHgMi7gSasQehRPrgY5mJIKjpoAi4GDRrkAVjDhg1/5hyOFQgnbfPbDyuAEMDAvShrht380ITex6pDmRpoIo9YwLBSRQdN6H/yjCM68cmzyUMw0MT7xRoFNBn/NixKPD99zjvvvOO9L/LOefJOX2WXs1/iCk0lOw9TyMLmfbV2dvKDJoTK6ySw2GVlC0NJ1Al7SI8GZKDJKCCUEQoiGGgCmAw0Md5uoInKTt16VtCEfxEKd/nyFVq9Yp42La2pH9f+TWfX/6fOrDWw9BudWfFrnVn+bzqx+F+1cui/qlP1/1Cjsr/TN3Ve0+iOL2vrqN88gqXpj2Fp8q90fNKvdGziv+iH8f9He0L/rnUzW2vxgtmaOnW698y0HwNN928f0MT+5fTZO5/o6wwZ9MVbrylD5TFa+324dGuRaufOrOwF2uj4TSn8zveaPrSSPns7lb7OmEFfvPOGvio3ULO3zlC5TNnUadM6rds/QFk+yq1hZ/dqYmh1ffJmSi9u6vfeUuoSfTRl01xVz5NFn6dOpwyZ0ilDmlTK22GL9pw5oPVLGqlQ5TZaef2ctg5vrqLpUyp1+q+VK18TLd54VBFmavz9O7q5a5aGlv1Mn6XNpK/TfqbcdTpq2t6runZnilo1qqZvDv2g2wrXoc1jVb1oBXXe9RM0PQi/oW0D6irLJ58pe7n22rqjm3J/nFUDDhzRDZ3S/u0NlLtEXYVuP6vdEzurWPqP9UW6r5W/cGMt3vzjT1P0rx/Rd+MKK0elxppz7aZOLhuvqtkLavzsXbp1dZu6VcqvNM2PaOHaQapevZYG674un1qpwS0K64NPmAGZRZWHTdbKtUNUq2huNdpzWKcjI3T36HqtrPOZPvkqkzKk/VJZi5ZT15UndfHOdZ1Y11eVi2RVmrRfK3v+Iuq8fJNunN6puXUzKH2GjPo6fRplK1lF/dcc16Xbq9SzdXk1WLpBxxShcz8sUp1MGdVg2UXtXr9Q3+T6UG9+WUGDurZVr+o5VLL/OB1itt/149rYu5LSpc+gDBkzKGuBomowZZfO3PlRM0Jrq3yngVp1b4061iqi+ovWaeepvZpY82t9+EV6pc2YX9XqDdHps99pWsciKtS2j1Y/iJC2jlfHyhXUfcUmnX9cfEkhoA/QC/61muh8Ge42+gSg4H+gCShgPSUbmgw4BYImIMsGpmcJTeSFZ8ICg05C95J//HwYMgNe2PIDX6Lx48dHC00ARY4cOby1DrHwACXmPjwvs+xID8FfCmDjHDP2ABqOswg1ri2sNcfwIEN6WLiIA4ThawQU4e8EQOHvZEMTTuekjx8Suh4fqI8//tgb4jNO70hU0MR7Ja88N8OVDE0CTazpyG+EYTrqBVYxk3ezt63/uQNJXKCJDXtLdBmhkPnN+mjNrIXJEpqcRC2247ctgYApuUATwMIzrFy1SosXL9Oqxf20f9nHOu1Zlv5TZ1b9h06v+LVOL/93nV76bzq95F90euGvdGzOr7R7/L9oSf9/16rBv9GB8f9Hx6f5rEuTfqXjE/9Fxyb8i46N/1f9OO7f9H3ov2vjyDRaNW+4pk+f4SlHyuKnJQju6+7tazrvDZme1/lz53Tp2m2FeV7T4bpx5bIuXzWLB9zXvTtW3Ku3dDf8jq5duqSbWAkjbunShSu6/SBCd+9e/1nci1du6k7YXV2/fFkXzj8epj13XlduPdCDyPsKu3ddV67d1D02Lb5zU1cuPIpz7uJ1hYVb9gmm8V+7oHOPh3ovXb/1eEr/Hd24fk03I+4z+KWI8Nu6dvWaZ6Uyo5KUf8Tt67p84azOX7qme2Hc65JuRUSw/KbCw6/rypXruh0Rqft3b+nq43ycv3jt5/mIvK+I21d0+doN3Y2M1P2w27p2+Ypu3w1XZGS4bl67oks3InQ37JauXbsuPKEeAkU3Lz8eoubZ7ygs4rau82VqFgR9EKEHNy/q/LlH971w+ZpuRzzK/0PiXr7wqFzOX9JNb8X3B4q4eUkXHsc/f/m67kQw9Bemmzeu6vq9MFEaD+7f03WGDe490P3wMN28fF5nz13UjevXdev6ZV29defR/Sn/29d+Su/SFd0MgxSpK9d17eYt3SPt61e8tCMiH+je9UuP38UFXb52S/Ke84qu3LypMDIedlNX6Rzu3EtSlqYXAZoQZtgCCeTRfxzIAExwFseRGqsbwMA58o9zN9Y4ygRQQK8CTfbaT0ZmzZrlpYegm81xrFD4E3GcfKC/6QNw/i5atKgHRpQTcSlrrFhYgnA6B6o4h4WLcge4WOSauPhoAUzkB78l3p8/P/QpwI6BN79gMSpRooQHhAzrAUO8N94BQ4/mGvoZnMvJe9u2bX9RhoEkTtC0fK1KdBmukPlNHTS9iGJDki3JFZrosBl65P7Llq/UgrlTtH5eUZ1c9VudWfWfOrMS+Q+dXvbrR8C0+N90euG/eM7e28f8Sp1r/pfyfv13lS30vka1+7sOjPv3JxamE5MApv+jY+ORf9Oxcf+mH8b8m3YP/6NWT6qtJYvmeg0fMzeK1QUXXIg+vCjQFB9CuQBZDF35Z8Y9T8E/FrAjX7aV6XlKXKGpVJdhsYMmOj+mDOI4CwU6SboCpUcnKKVAwlg2ggIxygWlg6ICkAJBE183mHqpO4y1I8RjjJ6vJBQjZldma2DyTciAhQeFypfd/HlztGRmSx1c8q7OrvlvnVn13zqz8v/qzLL/q9NL/0Onl/xGpxf9WqcX/pt+nPN/NL7jvyv9J/9Pr77yijfdv1GVr7Rq0B90fMq/68Tkf9eJSf+hYxP+S8fG/1x+GPuf2jjyU62YM9Rbtwm/BBQ9q5C74IILUQcHTcELZcVwGOXEh699/nkI0ITliXzRJySWfMUFmuavWKuyHjQ16R00NFEAVFonSV+wCkUnNLxAwpi5WYgSU7ERFBsKC+sRlZAGgjkZ0DaQDYxhzkVQQCg39nmiogJVOA3yVZKQAWXGcyxYMF/zZg7StgXZdH7D33Ru7V90bvVfdHbln3V2xZ90dtkfdHbp73V2ye90dvH/6ti8/9Godv+jtKn+qPfee0958uRVs1p5tHTQ6zo54/c6Of0POjHtTzox7c8B5E86MO4lLRlZWksXL9TkyVM9pUzDTNB96VxwIYkHQAC9gr5Bl6CbpkyZ4ukQA03+BS6Ji04x0ESfFRU0Ee/LL7/0hoDMXql+YRN5W5jezrnogOh5QZOT4CUu0LRgxVqVY3huXuPgoclUBidJXxhijU6YWWaL34HcDOEhZkYdgkJCWRhowkyMYHVCqTHLhUrJ1yEKz6wKboAM61NCBbPEwIoVKzVn9hStmtdAx9an0aWtH+vS5pS6uOkjXdz4kS5u+EgX16XQxXUf6uLaD3Rxzfs6v+o9bZn4rjrUeV/FC6RWnWoFNbxLDu2enFLnFn+ks4s+1pmFKXVmYarHklJnFiEfe+dOLUih7RO+0oIpvTVj2lTPwoZTJbMYA6/d5IILLiQkNHEtVhCcnBF8c/xiHKZt4QOP9O3+0e4nHTQlXokLNM3zLE2xhCYnyUdsHyZbbF8mxA9HgXyaELPGk4EmA0tUxKi2UEEZYq1C4SWkTxOAsm/ffm8tm8Xzhmnfqgq6uDOnriA7curK9hy6vC2HLm99JFe2ZteVrdl0ZUs2Xd6cTefWZtOeWVk0b2hWLRieU7tm5NDp5dl1cXVOXVidU+dX59K5Vbl1bnVu7/8La3Lqwtpcurg2py6tyaEzK3Jo3eTyWjBjpKZOmar58xd45eqsTS64EDgkJDQZXWYW9PXrOvpDWyfaYutUIw6aEr/EBZrmrFirMh40NeqtNTMdNL1oYisAW2xgSg7QxLpTa9eu05LFi7RsYai2LmmmXUtqafeS2tqzpI72Lq3ryf5l9XRgeQMdXNFQh1c21HerG+t7T5royOqmOrKqib5f2UTfr2qm71c00+HlzXRoeVMdXNZEB5Y01r7FDbV3YUPtWVhfexbW0+4FdbV7Xh3tnldbm2bU1ZLZoZo+fZpCQ0fryJGjCbeZrwsuJPGQFKGJc+QH30Us504Sn1CHWKaAdbCChabZQBPrNM1t6KDpRRRbAdhiA1NsoYkhOaAJ58yooMn4VvmhCSfPhAp8/eFHxerSU6dO0cRxozQhdKgmjh6qyWOHa9r4UZo5abTmTBun+TMnadGcqVo6f6ZWLp6j1cvma93KhdqwarE2r1mqLWuXatOaJd7vtcsXaPXSeVqxcJaWzJuuhbOnaO70CZo1ZZymTwzVlHEjNWn0ME0MHaKJo4dp6pTJGjN6jLcOC51B4D3pXHDBBfQBegGfST80MRnFDPEHgib0U3TQhMQETXEFJ+5p9mBjqw8niVNYDoEJSP6h1mihaflalQaa5jTopdXxDE1UUCoyQgWyz/uFiow1wj4en8IMChqQ+U1l554mjzQ2Gop9XTBC2lhV7OPBCGUOWEQ3Po6QPvexjz+N2I0fAXB4H8kVmhie27FjpyZOnKQBAwaqT59+6t2nn/e3X99+6j9goAYMHKSBAwdp8GD8GoZqyNBhGj58hIaPGKkRI0dq1KhQhY4e/UhCQ729kEaMGOnFGTZsuBf/22+HaNDgwRo4cLCXXv/+A9S3b79fCKZhysFBkwsuBA5JEZq4zq8TnSReoZ7432NQ0DSrfg+tmvForxo7UlyESooT3VdffeUJy7qbHZwDCaTHolT28eiEzpjGYh+PSvr37+8t2GV+00CYMcF+O+SR2RBMYbWvC0ZYodUsNhZb4TlYuZXdne1zCC+TF8jKquPGjfvF+acR0+gpR+7B/6z+yqyu5ApN+A7xbNyX922WSjDC79iKPU0ZJ/NH8stzfuH+WJkoS7f0gAsuBA5JEZqcJF2JCZpKfjNMIVPrdNfKGfPjDZrofNivxkxtB6D8K4/aAgz4N/ALRgAtFsqyj0clmOIAAvObBgKsMOZMHikodkZevHixd86+PjqhYcZ1wS6sXawTwmKH9jmEd8L6FqyIGldrVlRiGj3lyNpI/I8SQrkkV2hilhrghMXJ7KuX0GLPWvQLi2zaG/i64IILPwUHTU6epQQFTRNrd9GKGfPiDZpYPp29YMxvUwHNbxYUoyGwuCEV2w9NptPEUYsGwTEqPnE5ztc76TEsAmzQkPjNmj+cZ1aUGcYyjngcZ7l39u0xeaCBsAEg6wfxm8rPtexvY4bx6MS5FqGDJ6/EMSutAgSsPUQ8FkrkGNYD4nNfGinHACOTDvFNHsw5A000btYxomFzPWlRbuw9xIaIKAwaONNdSYs1jXh20mCxSKwXTNvHcRIhPsqDhSVRJtwP8OIZuB6lQzkAk+wZBMiQBuVu8gCc8r64D89JPjdu3OgtQsl0+dhAE+mi3LgPYm/Wy7vE4paQ0OSCCy4krYA+QC+gH8ymvX5oQpegV/g/EDQhwUKTH5wcNL2YEhM0lQCaJtTroGUzZgcFTVRAs/ihXwxUEId9ZhhOGjZsmCcGKKicrE0DrLCiKkNiOMux7gXQRKfcvHlz71yxYsW8lVdpIAx/EZfj7AQNBABNH374oQdcgFSNGjW882XKlPHW22A4EOsJ+9NwPEWKFN4mguY5bGhCWK06derU3jMCByxFz7UIw280xn/84x9PwIdGy2Jn7HVTpUoVbzYHe/cQn/syJMjwC/kx6WCBo0Gbe/qhCaVAOTANkutr167tASjQlDJlSk9RYLEDAEkLS5nZ4ydVqlRePKxSH330kZdmq1atvHwxDMmmhygMZqtVrVrVu55NEoEkYPLTTz/1wDN37tzexov46ZAHhk1JAyjDIpUzZ05vzyGOM+yKEgNSeXcoNoRnYaNI4Mpe1JIyezSE9WhYjAoKlJnVwnk+ZjO44IILLhAcNDl5lhIdNM1ftU6lOg9VyOCaDTRj3PigoIkKyxAWnSRAYITjVELikA4dJACEtGzZ0uuQqbysvgpoNGnSxOu08SfCgx1YYLO/zJkze+fYufn111/3OnCsLKRPhQfAcJ4FFoAgGgZxCxYs6F0HELz99tve/YELGhPXMbxlD89FB00AG1Yn0kQyZcrknccvChgCCnguOnjgAUsN+WEokvsBQ0AMFrIMGTI8SQfo4HnMPW1oIi7XYZ0Bttgokd/cA8sN1wIZ3AOl8cYbb3ggyv0pf6AJWMLCQ1lgLQKUypUr51UEFAvpkZe8efN6u0bzP8coE6CJaZhAFDCM1QgFlStXLu/ZeX9AKxYrngXoBZoAZSDJBiWz7Qrv34CSWQGcegTwYTEDlgAz0qYMXXDBBRcIDpqcPEuJDppWbdisWn1HK6R0pswaO3xk0NBE5Q0LC/N8Qozgn2HiUJH8aWF9AUKovDhely5d2gMOhE4eWDIWFuDEnMNahVWC3Z2N07dJG2iis+d/szOzua5Dhw5eJ44lBnjgukA+TfbwHB03UEA+gQj+N2kCLcAHjQ6rF7CE9Qp4IG2ghXxw3KRHwyN9wND/TAxtmXzY0IR1x5zDSlegQAEvL1i6ABgsaZQJ5wGUf/7znx40AUjck/Js3769pxA4xlAcFYDrUDj4bZEH8pIvXz7PykQ5Aq5cDzT16tXLs1ahiHgGhkqzZs3qQRPxjaLhnWHp417EM0rH+DrZw3X+NZuwBD6PFcFdcMGFpBX80GQ+0HEbCARN6BU/NKGf0T1m/zn0tx+ciBMTNDlwerEkOmjavmOHBk+Zq5DSGXNo/pQZsYImHFztc0bo+BhSo6IiwARgQeXFeoNFgeNUdKw2DKPRATOERKfOOTpXAADrBBYj/HM4jvUCCww7xdPZU/H5O3r0aO88fjIABhBi/HQ4DvTY0ES6pG8sJe3atfPSpRF17drVsxyZZwAOsLxwHXDHObOSqIEmjpE34mMpAjKw9ABCJh2sK1jPTD5iC01YmkiDtLDevPnmm0FDE1a6dOnSeQqItCh3LE1AFFDLcxtL02effea9a5QOCorj0UGT8WkiX7xnrjNbpwTyaQKUeFeUKfdBGRqfJr4iXXDBBRcIDpqcPEuJDpr27tmjJStWK6R3zVZaGuTsuWCgiYoLSOTIkcMTrBpmajVDMViOOA4QYFUADuiASZvhPM7RSbMwGB0rnShxOQ6c4P+CZYJOnM1dGQLC74bz+Orgj0NnzTAPQ1Acf+edd37h05Q/f34P4jgPVDA0ZM4b/yrzDFhfzAw5YIXhQBOXZ+X+QEnNmjW9+NwXqxNQAFyZdPBT8i9tEBtoovwYmmN4k7SIi/KgPIKBJpyuyRNWuezZsz/x8yLfgCdDZ5Q7wMuwG5Yo4mGxA9TwaXLQ5IILLjzL4KDJybOUmKBp9ep1CuncsIcWBLlOUzDQhFCRsbIgWIn857DucBwfISotFR4fJM4BK5zDGkXGOYZVhLgcp6FQoTlupqnzGxDhPD4yNBDO01EDDSYfNCaTByq6uQYhTzQifz6xmJnz/jWhgAH/LDg6frNkAMNxxOe+ZvYcw1ImHeMUb4QGyzWmYTPkZs5RhtyHMuceJj4KgbTMrDbS5/48E2BEufAuOYYSoYzxwTJj/JSRWUoeZURc/pr3QLmTd54BKxYwxX1QWFjkDDRRZsCrgyYXXHAhoYKDJicJJbw73rn/HUYHTdS/hYuWKaRmw16aMTN+oclJ4ha70dtCXTDKw++vhKBkjN+SAaaYoMn4MPmhyb/vHJURZQeUOWhywQUXTEAfAE3oB/QE+gJowuIfCJqIS8cXHTQZcEpIaGINNieJV2AY+iFGv6gD5r1FB03bt+/QuKmzFVKmUW9NCXIbFQdNyUPsRm+LgyYXXHAhMYSkCE03btzwJkeZyTBOEp8weoR7j/FNNu8uOmjavGWreo+YqJDSjXtp8iwHTS+S2I3eFgdNiSGwSniE91UU/iDSPhl0ePgwUhER93QvPELBbdbyQBHhsYkfX+GhHjx4NCs37AH5ts/bIdKLf/vmLa+Dunvvju7cDVNE5H2F3burexH3FfdScyGxhISEJs4ZFwEj9hqEiNndwgjuBn6YsvWrH5ps3eokcQj1hUldsYGmNRs2qXmfkQop5aDphRO7AtnioOnZh8j74bp764ancG/evK2wiLuK1BINGdBfc46fsaMHHR4+PK0NywZqwJxlOmyf9MJDRT4I190793Q3HFI5oWWzBqjvjKU6YkdN0BCh40emqEvnnhp/RAq7b5//eYh8cFU/HBinOqUrq3XnDuo3pqNa95+orRf3a9KQbhq+YrPO2he5kORCQkITaWTJksWbcGOEST62MHnGCGsJMuHHD0S2fvVDk33OSeIQwCi20LR45VrV/GYw0NRTkxw0vTBiA5ItxiQdDDT5lZANTf4tVGKCJrPv3IsMTec2zVHbwqn12aefKG2WSgpdv0N3NUgVSxZXtz2BcSeY8PDhIU0eUloluw3RBvukF8J17od5alm/ozoviJC0V0M7l1SRjoO1xY6aoCFce7a0Ubas+dR4i3QnBmi6feagJrcsrg8Kj9Sm7bt1+Md92vPdj7p8b6VaVsylqiOm6Xv7IheSXEAfoBfQD+gJPzQZfRIImtBPfmiywYnzzApmljCLEBthEpItTIoxwqxtZmk7aEraEhdoWrlstRq0H6CQko17OWh6gcSGJFscND3j8CBc+xZPVb0c2VS1ZTfNWrVayyf3VpdB03TmSi9VLF5YHdet98r01Jnzunoz7NHYVdhtXbtw5lHHcOaiboVHKFIMxd3Q+dOnHsU/e1GXb+x5Ak3rH97T9asXdPrsFYWFQyWRinxwXXvW9FW+TEVVst9JXbm2RUO+KaHCLbtryeP0z1y6qXvhDzDv6P71Czp3hvTP6MLlGwqPfOgNJJrw8OFtXb10Tqe5/+kzunjtrh7cD1fYzQs68zhfZy/e0J3wR49x//ZVXThLnflRyxY2VOav8z6Cprt3devy2UfPcfq8rt8JezJcyAbHx7asUpOcmfV+ubk6euqCrt28oktXrylMPmh6GCnduvQ4/TM6c+6qwiIjf5ZfFxJ3SGhoAoCYCWyExYNt4V5GWNPuWUMT+TWzpo3wG32MDvUfZ6a5vYE8ZcAsbb/DM8JsbnOdWQiaPPtnnSNm9rYR4lDG/jisoWj0uZ1/hPKmLO0ygSdMGmaPVOIya5t3ZuLBHrx/O924SlygadfK1ZrSqW/ygSYqBNNTWavICA3OH4dKRoXwVwIqJB709stkuj9T9QM1iqiEtCkf85vKi7MZeWETXSoD5cx02X79+nmroVOm/jSoKCwHQH6ISz6Iy2KUdqUhLs/Msgx2XqISG5JsSShoYgFS1npiHSkWEqXCssQB62oZpfgiQtP9C3s1tkUpZSnRQPNPX9Ldhw91//YFHT95UvfC+qtsjnQqVaOYKpQro+Ily6nNiHW6Hn5Tl9aOV5/GFVSqXAWVKVFHQ9cc1Lmbx7Rl/QCVLFhR5ctVUMX6XfTt/CWPoam/Zp9aoB4dGqpMnZE69MMlSfd058Y2damYWW/+/Q29mbmphk4J1YD2hZU969eq3LC8KhTPrfw1v9XK/WcUduk7bepRVTWqlleZkpVUr9kAbTt304MYAEy6rhNHR6tN01oqW6aCKlSppR5jN+jc4TWaM6CKipepoPKlCql0vZ6atOmKbt+8oL3j2qtiuTIqW66cCuX9TCk/ya7GG8N0dus8jWlVSSXLV1DJQlXUa/paHb+NJewRNE1uV1tfvPw3/fadgmrbv5+GTWirhl2HaKdWqgXQNHyKDl0/oSOD66pB9XIqXbqiypVsrmXHrijsKXzEXHi2wUHTde8jk4WJWTOPfVYRtgbjOVjPkJ02zHHWAuSYHzhYfoadOAwYIfR57K9qrmNhZtwp6BvZEYKFlM054vrzQxzW6WMtQBOH/qlPnz7ewtB2/hHe0ddff+19LJtj6H+2/TJpkG+elXfJThp+AGPXCuLa6cZV4gJNe9as1eae/ZMPNAEOVGYWwGQRRrNFCJ21IWwqGRvYAhrmOjp1KiMv1Z8eq4hTCQI1CltoWIDAxx9/7C1KaY5TkcgDeWH1be7L+lCswm3yyLYvNHbi49HPMSokFYcvARYHNXEBDpSESZ/4jMlT0ew8+YX0qSA0JBuSbEkoaOLd4BPApss0NsqLLWU4xlfQiwpNl7YvUrM82VWh5Wxh+/nJCnJP0iAVSPexMhT9RjcuHdeiXvmVo0ZLTflhjfrXyKUqHYZo5d5dmta0pD7MN1Cz5rdVify5lLX7eZ2+eEM3bt3WnXv7NXlIKRVuXUvlW5ZTrgqjtO7QXd33wOGhHkbe1nfbhqhQ1lIqP+yq7t7boSHf5NBLr2ZXv7ErdGNzO+XLkEENZ8zUwZlVlPrTEhqxYoM2zh6jRtkyqPWI3XoQ+VB6GCHdm6YaBVIqR50Z2nvshm7cvKk7Z/dobf8CeuuL/Bqw8ZyuHJiuLlXSK03DsdqyuJuqFcqoot+u16lzF7SydXalSJ1VDRd/p9EtiqpErU5adOCAlnSupq/zttHUtY98u4Cmk7s2qWGOrEpRZbnOXtqhCUMqKk+11lrzGJqqDA7V5lUd9emb2dRj1lKtWzZbvbP8U8Xbrdal6+G+N+BCYg4Omq57a9qlT5/ec0JH95pZf9wbSKlevfqT40AJe4WafoK+wezmwIe7SZP9SNmRw1xHP0k5AkQscsz15hx9gD8/cACLK1O2/vyw0DOLMdv5B0LoT1lMmfsY1iBfiEmDxZdZH5F3CQjyv0mD6+lD7bTjKnGBpv3r1+vgyNHJx6fJbDOCs6A5xhg1jnuGuhmfpuBZ7ZuGyDE69YwZM3qrbpvrWDgSKmYl8ECNwhYKGjhi5XFWIjfHixUr5jV2/qfx8xUAXZMPKqJ/RXDKnwb67//+795K5VQcrFQ4HVIh7b3nEKCJTX6pXCgB05CAG1PROYbFjC1XaEAGgozyMNcgVB6Omes5Z34bMRXcD00GmBBvOCUANJF3Fss0C1vSuCdOnOg5X2JNQ9lRDi8aNF3dsUit82ZT2eYzFBYAmsoXK6KOm/ZIkTe0aWk1ZSteS82GTlH1lH/QG+98rAyZMipdmq+UKndnza2TQ4XzVNScK2EKe5zQI5+m/Hr19/9Pv/+knIbM+V6MtP0UwnTiwGgVz1lBVccCE/g0FVf+ln21/t4d6f44Vcj9mYq0HqGxZT7Qn/7wij79Mq0ypEur1OkLqPuIdY+gKeKeNLeJ8qbKrG9mb9YNc48T27SySV6lKzlMl26G6eGDMC0Z0F7ZygzT/NZVVa1oDa3ZeVKRkeHava65smTJq6oTtqlJ+n/q1dffV/pMmZQhTWp9mr2ZFqw5+iTX5w/tVvM8OZWy1kZdv71fk4dW+hk0Veg7XGM6FtHffvs3ffTpl8qQIZ3SpE6ram1n68qNu0/ScSFxB/QBegH9ADSh6/zQhD5BDxpoQq/7ockbXj5z5qmgyQ9OzxOa6H/Jt7+TN9DEcQSwMtBEn8Izvvfee97HPFuaGQOCgSZznen/DTRxT46j8+1nJB/0bZStv98JBE0cR7/TN7K/K7tnUP6cY9s0oMnOA+8yZcqU3rs05zAYPG9oOrBho74fP9FAU9Jf3DIYaMJqM3ToUG97EDpsjtGpv/HGG94GveY6XjzwEiw0GSlatGiM0OSP74cmFAAVA8sTeQ4Wml577TXPWsM57k1ctkJhexXisJccz/q3v/3NazRUCCox8REUkGn80Hz9+vW9ewNNWIBoCA6aEi48OLVdY+oWVuYCzbXm6EUPQCKuHdPe/Yd1624/nyP4DW1eWVPZitVSy9Gz1DBbKlVqHaqth47p2JY1Wrj9hHaH1lChXKXUf+9d3b1/V5cvH9fhw5s0eUghfZTyHb2VNr+adZyqi1du+3IQCJqMIzi/J6pSns9UtM0ozWqQTm9/Ukpjl+zQsYN7tWfNau05ffvR8Nz9MGlDJxX6Iq0ajVyrS2H3FR5+REfXLtXSZrn0Sb5vtO/8PUXePqPpXWorU8XhmtC2qkrlKaGxq39QWMQ9rZlYRV9lyKUaU3epQ+HUKlitu9YfOKGT29Zp5ZbvdPzKTxaimKCpYv8Rmj6oov75amb1nbJO3x08pCMr5mr9kWsKi3DDc0klOGh6BE3sB8p90aNY6c05oAkgMfqcPhADAM8LQAElWHfoh+hbzEgIQ27oenOdGQoDmvjApl9iyzP2Y0Xv+/MDBzBcyOb1XGtGZAJBE/0AZcbesrwrhuAYauMcBgSMDSYPZmcN3uVLL73kbXVmzgFRzxua9qxZr0NjxicvaIKweZlAkdk3jUIAJEJDQz1ooiJhSWI8l+ehU+c6KiLmQxopligqREJDE75O3IPp+ZQrJk8qFnvLBQtNDAkyDMh+cTwDDaRhw4ZehSAO++DhE/Xyyy97MAXtMzxGfISKSMOgbKjQjG1TbgAP6VN+8QFN5CNVqlSeZYyvHEDJQROmoOvauWyUymUqqFq1O2vWrNma/m1btegxXqcv9woITT1X7dHkVrmUrkgNtR02U7O+6aheS37U7qNT1KJKPqWoMF2Tpo3V4HF91XfaQm94rkTXtmob2krZUhdQjz4z9OPlG3rkIRSuM4dnqUrOfMrWeIl2HFiibzuV8EHTJA+aSnWfpsPLuyr3J++oRLvhmjZsuMZ37qulx8OEoUkP70sP16tfvUzKUqKjho2brqkzm6j/qBnaOKq2cqb9StX7TdXM4a1Vq3wuley/TId2TFGrMpmUsV4fjZ8yTQ2yva+3Un6tRitPa26vssqUu6jqDZ6tuV07atC0Tdp75adiiwmaqgwZq517QlXio78pZ8M+GjlsjGY0qK9JB+7EODPPhcQTHDQ9giY+6gEPdCZbYZlzQFPOnDm94wh9Bv5B6F6cs8mryScf0EAV1/EbaDHXAS/0jUBT6tSpvX6M44xSBBqewxpFv0Ecyi0qaOLd4E9FfohDH4T7ickD6Zs81KpVy/tQ512+/fbbHoyZc+y5+ryhadvyNVrfcziLWyYfaAJSoGzAAeF/Y/7jb926db1GRsXgRfKC6NSBEV4m/kE42GE2xGnZhibgpW3btl7Dse+PBANNpEdDBnSoxMYfCVADWqjImTJl8so5GGgiLmmQrtmwNxA0vfXWW55SwY/olVde8cAJwezLdVimACesc1iEUDKBfJriCk18uZAvGgLPxfM5aPop/LB5lTrXKKOyZcqocq1Omrv7O93TMo34drDmn2TFobs6cmCseg4eq0UnI3Vp+xINaFJJZcpWUJUmQ/TDyatS+E2d2jRKNSqUU5kyFdV8wBhtfnhGm1cO1ZD5K3Uo4pQWh/ZSzcodteTwSRl7073Lp7WgdxOVq9pYgyfN0pKZgzRozgod9bysNmlkn/YauvSArly/oc3966tO5bIqU6mR+oze9HgW3k8h4odZ6te+tsqWKafKtdprwZkLCrt4VAeG1Vfl8mVVpkx5tRgyW3uvPpo9d2DWYDWpVk5lypZVxTp11aJ1D006Kl04uEXj2lZXmTLlVKZWD23cdfJn97l+5oSm9umlNmO/152w09q8cpT6hM7QIR3UtJG9Fbp6q07fu6PvQls+Sr9iHdXvsli37z5CRReSRnDQ9Aia+Nj074FqBGgCNsxvyoSPbsqF56N/MLo+a9as3vAYZcIohxmBQdDP+NDSN9JnGD/bQAIH4Bvsh42ooIn3xrIOwBp5yJMnj/eb+5MP/KJMXM4xmSqx+jTtWb9BW4aNU0iZxj00ORnsPRfd8BydN5737777rleJ8GH6/PPPvWmbvCBghOfCdEkFJI1A0EQZAVrQsX1/JBhooqICMaTNvU1cKjSEz6yB3//+9x7AxBWauBY44blpDAAa0ERlAJr4amFKJ4LlCdMs1i7SxgKH4uGesYUm8khDIC0/NHFf8u4fnuOrJhA0jRs3ztabL0SIvH9f4U/2RgrzHLUf6r4iwsN1P/KR03bkgwiFh0fofiT/31d42OP4YeGK9JyxH8Ux+yuFsar3w0hvyn/4/***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" 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" width="264" height="158" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;在Uniflash中进行更新亦是如此：&lt;/p&gt;
&lt;p&gt;&lt;img 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6pX3YoBpjkwgIHAgDnXX5MTEgUNi3NMGM9Jw+u44zXmnCfuutBbPtxYSWfKzLD7XmkG+vvCwkj138+Cv9uPgUA/2pLFjuvRWe6VSaC1HtUvvBaVz7sRnRWe3YG2GtSahvV6BHqD4u6a56Fx8RYMBFgfPWie+ZLhe/dWoCmjxCurxtJn9snIRLjx5ehvLUFbfh1aX/7CUHhndTtqbk9DoH8Age521L/qxcFz16B+zhL0+/tNubYlvT4UJxAIjEg70N+Byptejt72XgyYNtOPBvf+iqIoiqIoygjsubK/odH7PdCLupddg4Dfm4Pv3NmNuuvD40YXd89DzSv+znvn7TrvmxohcXf9jai58cWo/Tue/1tUTkBIRSIQXG00GqGvC41/fxOqXv4G+Dv9w+H+DtRFWL3rauxFUwQ7ql/2CmNn9Q3XovKaa9GwYDl64mej9u9ejpqbb4e/LsOc57V8V9HEeenfouqml3r5+9uXhdKqetHfeGGGVwavfXmwHF4x5utvFRR3HYuWhZ0YndjEHQuod5snHqtfNQsBCo7e6lCcyxF3bBDNqQtQbbbrXYPWjdXmfMOLef4G+AMUl0We2LvmeWiKT0J1cE+wJ+52or90E6qvuQZVL3st/H07sTPQFnbfK01HRSv6ijaj4fX/MBx+/d/C392Fppn/gMqX/SN6O3rQ8I83oC69BH3bE1A141rU3zkPVdc9DzXrq9C9eZGJVx+XEExjWNzV3LkOgfpC1N74AtS+fhb6/X1o+BvvPhS5HSmzUHXd9WjfUQ3/tshitiFhKTo2bxpJxsqw6640dQuK0bVsLipfn4ZAQ2YonOLOX7Ye1dfPQJ1vCQL+DlOv1a+IQ6CjFnV/fwOqX3kL+jr7QmI2orjjPeYvRl/eq8PurSiKoiiKorjcPELceQygK30e6hZs9BZagjS8dnhBIUQUcdeytRKts16L2tfNhb96swkTcVc3Jw07exqNyKqPX47erCXhaU+E6/4GfmoZLvq8QRYLZqDqjYtNXgb8Pah76fPD49GmpK3orytEw+uHF6qq71yG7i1LUP3iv0e/v9csnDTEL0T3TG9BqfLl/4hA1bDW6u/1tEZ7QRP6qzaZhZvWzBK0vfbl5tUts/hy/Q1oL2lEW9wrUfV3r0d/xUZUPu8aNMR53yGJhhF3O1fEMmmPVdz5UfuS4a9b9jRTFXvv0JHRxN0ImnLMuXBxN5K6O2ab820vvckIv+5WKvN+dG9JD1uhEnFX/4/DX/lprWg3Yc/8FzSvQf3MOPRUt6K/qQq1VPG3vAkDXU3o2rbN0NPcjY64W1D1yngM9LSibfFwZVbdnID+jka0pc2z0hwWdx21/WidO/znLRq3t6It5Q7ze2CgfziObzUG6jdGsI8N/0Z0cXskV7hIXxvqXz5cVhXPEL09Pai/yfvt7/WbpxP83VHVhsYXXBe6rqu5xwjd2i216EibHQqv8W1Hz+IE87u/v39E2v3+dvN/7bzF6M19ddi9FUVRFEVRJiNh87RnlX8Mm5sHmopR/arbvUWbEeJuWCyFSMhFX+E6NPp8QbYHxd1L0d/dGLzuGvS0dqP2ppHirm/LLcHz16OvqzVsPj8hrnv5sLi7ddje6rhlQXHXi/pXjv4V0NrX3IHu6lb4y7PMQkN3Sy8agiuWbWXdaHvD+MVd6/O9sPr5S9C79h9Red3z4S9Ya8Lq1mxH5xx+yObl8Le1oX1FSpgtkTDirnfh6Ptew4lV3HUY8SLX9DSNT9xVv+hFw9x4vTnniruam+eiv8fbYmc3LE/czUDl81+K7oYuEzYwEIC/ZkdoKTPSO3ct5c+WuBumaWMp/DtWoO5WH/rL00bku+q6a73rnv9C1M9div4+P5pv8sqi8gUvRMP81Qj4/Wh6MdMaFnddTTvRGhe8jo0jtwntqXea3wMD3cP3f9MqBOpGEXdsHNdch+6OAAJ97ah72bCweuaYZ1bbbDpX32rOUdzVWeKuo7EL1dddi9rcRrSm3BkKr3lNLnqWJpnfI8XdrSruFEVRFEWZdrjzt2eCMHHX3oi+uuGPkXh0oe6F4XFHX7l7FQLdtdbc9yZPLFnirnfTa4NxrkVfZ8cVeVdtoH9YNwwE+tD0qheh6m9vg7+n3wrvQt1Lw+PatGU3oPkF16G3uwcNI+bv4xd3LcGwkLgz4XXo7+hAX8XwDrbKa5+PuoTVZhuprasiYcRdSVJq2Ilo9HWzUFrDwv0sjPaK0PHliDs3bTJC3F37QvTzfr2NqHq+tzJYd8e8keLOorOwzpzr3eCtYD2X4q7mJS/y9g1f+wK05jWgd1McKl/2GgT6O1H7N54oq7rxRai8dgaqbnoJql74fG9b6eqt6FnxYlSasOvMnt7GrCp0reQeXmtb5qLt8G9fjarnXYOq61+EPn8Aza/37j1C3L1x5Qhx5zqL8iA1Lx3+XfYM0lLSiva0v7PCZsPfUmHu21bZgu7NM1F+7QxUvPx29PX2oux5M1D194vRV5uLiuc/D+XPvx4d9T1omv0aE7+3rw/N/3Ajyq55HupW5qKvt9WEV89diN6iheb3M50nRVEURVGUK4XMx2yeDaHXlNUwUtx1t8HfLF/P9OjNG2Xb5Kjibga6attR85IbUXnNNai+6UYTNmJbZkeF2alVffNt6K/wtm1eLk2ZwXcGo9CXH/mVtZqXvgSVfDfw2heis6oVtc+/Fg3ppWhLfp0RplU3vMhcVxeXgp6U21B57XWofPEr0V/L+bb31feo4u6a58HfWoe6v/1b1Pzt36L6+mtNGtU38DsU16J5RwtaXhtul82ExF1rfo3JeNeqBNS+/CWofvnfoXmd95GOnoz40HXPqLh7/vVm6TTQsNV7p+55N6Cz3Pv6jSfurkVj3B2oen5w9etlr0WAlZXtrWA9l+Kuv6vPazyBAPpKs0Ph9cnpCPR6L3MGOptR94oZqE/dgoH+gPloTH9zFWpecC2qF+dgIBD89GxjefAphvVBleteiI4dNd5HZAJ+dK0drpNI4i6SoLNFT+mzwovQ09URFt7R2oW6v38hWiua0JCeg96ePvR2daAp/ubgNdehaUM+ent60dfbg/bMFaG41YnrzNOUvp4etKenorenxTt34z+iq7UTvb09qAuzQ1EURVEUZXITSew9oyLvedehq74zJH76a/PQvrE+dBxoqxp9y+TrEtEy+2YrLA6tCfInr25E25p16NiwAW1Lkk1Y85oMMz8zK3ebF6EjYwM61q5ETaRVwYlw3QvQmbUR9a9+A7pq24bzUF+Amr+/Be0btqLuRRHi0bZlq42tHRnr0fialwbDn4emtBVeeLq3pZJ/7q111Tp0ZKw2xw2Jy8x5/m5L975F0pi8AvXBdGteeztafS9F9czN6E6PM2FVL301An0tqLzpb9C+PsMro9TZYTa5TEjcVV73ktB2Rxt/6WZUW8LoGRV3M65BW7H3xUiKH34Zsic/3wg4T9zdaFb2dg4EvPMD3EPbiYa/8bZ0PpfibrJhC7togq5kFIoVRVEURVGUK4o73xLc+ZmIPVfkufO9y+b516N1/fawP2Leu20FqoPvjl1JjLhbJ9synyGSt4Xy0TUr8kcGn01aCrvQ8ko5vh6Bvoawa8bC/CmE4nhPKcdK9U0vRs1LX4qal7wE1TeFf+Sk+sUvRc1LR75YWf3il3hLmvY1LxneRlkVTNNNy3DdTd65a4IfaLnmecH0Xurt051xDapf8lJUBc9XXX8jql8SPP+Slwy/w2buE7TD+pxp1HtPQ9zVOlfU2cKtyKFQURRFURRFecZx52Cu+HtWBR657gXe+2U33TS8Q+4Z4FkRdzOeH3pXrvJab9vkc8rzb0JvUzv6W1rhb6pC9Q2jf9hlNIy42zHL/uqicjXgrta5gs4WcDsstiuKoiiKoijPOvZ8zBV+nLu5Iu8ZFXjKpMWIu20zh9/JUqY/7oqdLexcUUdnUjBjBvIt8hRFURRFUZRnDXsexnkZEcEnIk9W81TgXd0YcRdYGcvfuVOmOpG2YtrC7oPbtuFgTQP2v+527L95pqIoiqIoijIJObhgKX59z71jCjx3LqhMX4y463rjK8NOKNMXdzumLez4FOjUrt1hzkNRFEVRFEWZfBxcsgo7rrkmtPPK3qJpv4PnzgeV6YkRdzmve0PYCWV6Mpaw43L/2Z88FOY4FEVRFEVRlMlJwTXXmK2ask3T/tCKirurCyPuiuYmhJ1Qpici7qTD8+mOvF9HYZer4k5RFEVRFGVKkXfNNaH38WSLpr09U9+9u3ow4q4kcUHYCWX6IR3bXbWjsKMz4Au72SruFEVRFEVRphQ511xjHtBT4HEnVqTtmSrurg5U3F1FjCbuZDsmncI2FXeKoiiKoihTim3XXGMe0PNBvaze2R9XUXF39WDEXWnaElTfeKMyDam64YYQlTfcgIobbkBZkJIbbkDRDTdg+/XXI//665Fz/fXYev31Ku4URVEURVGmEJy/cR6Xd/31KLj+ehTecAOKb7gBpcE5H+d/nAcSmRe6c0ZlelCxeAlmtL79Xdi5c6cyDRkYGAgRCATQ39+Pvr4+9PT0oKurCx0dHWhpaUFjYyNqa2tRWVmp4k5RFEVRFGUKwflbdXU16uvr0dTUhLa2NnR2dqK7uxu9vb3w+/1mHkhkXujOGZXpQfs771ZxN52xhV0kcdfe3o7m5mY0NDSgpqYG5eXlKu4URVEURVGmEJy/VVVVoa6ublRxxzmgLe5U4E1PVNxNY9xVOxF37OTs7Oz0FHd0AnzSwyc+ZWVlKu4URVEURVGmEJy/cfWO4o67sVpbW83uLD7I5wN9FXdXDyrupjGuuGOnZue2xR2f7FDc0RnwiU9paamKO0VRFEVRlCkE528VFRXmFRvuxuIrNyrurk5U3E1jYhV3fOJTUlKi4k5RFEVRFGUKwfkbt2byFRsRd9ydJeKOr+SIuLta37uzd7JNddy82ai4m8aMJe74RIfijsv3Ku4URVEURVGmJsXFxSFxx1dtVNyNRObCbvhUZKy8qLibxoxH3HFPtv2lTDoHFXeKoiiKoihTB87f+N6dirvITLf8qri7SolV3HGvtoo7RVEURVGUqYWIO/lzCPwSuoq7YaZbXlXcXaVEE3fyN+4uW9wt2IQjeYUhDufkhV8TCzPjTDoH3hjhnKIoiqIoihLGaOJO/hyCirvplVcVd1cpz4a4O/DOR4ELZ3D+f39pOLfv4bBrYmFwwSoA53B4Ufg5RVEURVGUqcwTazfg+N3vw/7X3R52jhzOK8JTA2/F/tfcGnYuGkVFRSruojDd8jqJxV0AdTX1CAy44ZOTns5mtPf4w8InK8+auDv51xFhh8vuAc6fwND5IZx8UyL47+JTT2Foz4dwsOuzGDp7Ebg0hIu/e9Bcf+Z3ZzB06BguXQIOJK1QcacoiqIoyrRkMHUpTn3iUzjxgQ+FnTtSUIxTn/4sjrZ3h50bCxV30Zlueb3i4q6vtRrJCfFIXLAILT2jJz4ayxcmIT4+HrX+XixLTkV3f/g1V4LSrOXYWt4wImxlWry5d0JKGmpaesPiRKNm+yZsKWsKC48Vf2+ZscFm5YYd2Nldi4T0ohHXthetRUpa+oiwnvZSxC9aEzou2rgM8fEJWLetFAM7d6K/p91KOwEF1Z0jxF1Hcy3mpq4OibuCjctw5513YuGaLOMcYhZ31r9zHw+KO5zBwVlvwv6guDvVl2+u578z72/D/ptXY+gCcGZnUNz9/uteekbcPYVDEe6lKIqiKIoy1TmYtAinPvUZnPi3j4bCjmwvwen/+m8c6w2EXT8eVNxFZ6y89nZ3mg8LVtY2jwjvLMnAslVbRoR1t5Vh4apNoeOs9JVYuHARtld5cfu727Bw4cIgi1BS3zPyXh2NZs5tjgcGUJabYa7Lqxy+d1NZnom/PrdmRFxhTHHXFoO466wvRnzKYnT2BtDdUoXE+BS09XoF1tnaZP62Rndfvznu62xBa0cnmhob0Njc7t2wpRzJ8fHmup0D/WhsaET/gFforU28rhWtTU3oNZlvQXuXJ8BaGxrQ1bcT3e2taOnqRUNDown393Z5f8+jtSNkY4exoxFFmZHFXUOvH/3drVi6IAmFtW0mfGAggOamBjQ0NRtb/F2taGnvMud62xvR3N6DbtrT3WfC+vu6zX2b2zpDafd0tZuwti7vGoFpN7V497Hpri3AmkIrfBRxt2BBChr6hsM2LYpHYlDcla5LQV6Dd7/O6lws3FJtxN2i9K2hjpu3OgU76nqC4q4Xy5MTMT8o7ppL1mLR+u1m5W7jkgSsK5iAuDs5iMP5OwyH0kTcHcIgrwmKu6OF6eZ6/jvRfof5feHUeZz7QpsRdxcfbvbSjFuAsw8/gIMR7qUoiqIoijIdGExaiFOf/DSOv++fcXh7iVmxO9bbH3bdeFFxF51oee1sqPGEXYhq9AeC5yjuli1Ds3/4+q2rFmJRUNxtWLIIzcE5ek3+JuTU9xpxt3rL9tD129cvRXmzaIMA1i1fhkVBcdddug5bKzyNtH39SjRTd7TVIX1biQlrK8lAfm34YtSY4u7N77o77MRo7NiwBJtK6oLHA6gq2W4ET0vZJiQvXInc7CwkJaWiLzCAxoLVSFywBDm5uUiMj0dl107UVXi/t+/Yjp3+TiyIX4Cu/p2oz1uNBYtXe/ET4lG9cyeqs1dic6GnWNfFx2NH006UZK1FYmIyNmZuMwItNTkV2Tm5WL4gHvm1Xeiq34GEhIXIzc3BouT4UcUdf7dU5iFheZZZ7cpcsQDpm7ORtW45UlcVoLutGknLN5hza5ITkNfoR8nWNdhcypU7P1ISk7E1JxfLUpOxvcmP7pYKJC9cjtzcXCTEx6Oxd/iegf4e5BeWhpXleMVdVkUt1m4r98IC7UhdthGpQXFXn7MS63LL4DeNsB+t7d1h4q6xcB22lbeYTl2yaTF21DQgyVq5M9sya6qxKnUesrZPQNydfgJPllYbjhSVRhV3F88D577zWRypvAtDF4ETm7yVu5C4u30ujr/z7Ri8LfxeiqIoiqIo04XBlCVmi6ZZsevoCTsfCyruojN6Xv2OsPNobPMWeCju8qpqsaWg2rs+0I4V6VuxPCjuCtKXorCyHgN8xczfi46eQJi4ayzZhMIabxGqctsaVDa3Ypms3Il9AT+y1q5AJxe06rejoKLFhPf7G5CRXRlm95ji7u13vzvsxGjkpKciuyp8a2JqYgIqgoIme/USbKwMGHG3PqfChGXEx2NLOQuqDQvi4714lrjjal55l1fwyxelRBV3CzO9Aq4vzURS6mKsWbMGq5YswPL1ucjLWIGMMq8AR9uWKeKuo7YI8WkbMbCzF/EJiVi9Zg3WrFlhtjPuDPRgSUIy2vr6jFgL7Nw5LO5qN2HRiq0mDX9XC+pae1CcsQBpi5cZWxYlxWPdjpHLupEYr7jLrPFj5cJl6BnYidL1i1DR2RMSd6S+uhxLUlOwdPlqdPcHjLhLTEkztqxZvRqpaSvR7Q+gt6kEizaVo7e7dYS4q6uuxKrlSzFrTsJlb8u8dPbJqOLuwLJ8nD9yFrh4AWc+2mXCbHF3IHEbLl04iUMLwu+lKIqiKIoyXTicX2RW7CjuTnzw38LOx4KKu+iMntfuMGFH6ls8LWHEXX0f1q1IR+/ATpRtWoHqrp6QuOMuxNrKYixfugTrMrIQGBgw4m7xspXYuHEjNm7YgOUrM9AX2In+1gqsya3Hzv6uEeKut6sV2Vs3YcXqjebYFncBfwvWbSkOszu6uHsXZtz17vGLux2bl2Hddtn/OYDM1Wmoau5CUmICaoMfRslfuwzryvuNuMvIHRZ3m8u4hTGyuDPv4AXfvRtL3C3K8sRdzY4NWLa5ONRQA4EB5K5fjqw6T22PJe4ay7YhcXUuBna2IT4pzUrHK7Adm5djR/5GxC/LN8chcVeVgSWrckekm7c6HllFtcNpjNqIhhm3uKvdidqiLSiqacOCpCXYGegNibuqSq98uWc30FWFhEXbjLhbuDbLdOL+YLnQpuWp3nt48+bNw9y5czF3aeaID6qUZa1E8rrCmMSdoiiKoiiKEhuHgx9POdbeg8HgO3jHP/SRsOvGi4q76ETLqyvsSHt38JUziruGnagt2Yryxg4s4fw70BsSd9XVwd2MAwPoqcnFyoJWI+5WbS6wytm7z9rli7BokQffp1u0YeScv61kIwpa3JW7OmTkBFcNLcYUd2952zvDToxGX1stkhISUVnbgKriHCSmLDUfRKnKXIq0lVvQVF+F1OQkdAe3ZY5X3JVvSMOilVvQUFduPtZCcddYmonUVZvQ1FhrRIkr7vra6z1b6hpRXZSF/JpOdFTlIT5pGZoa67EiNfK2zOLaetRXlSApIQk1rd1e+IJEZGSXoKmhCsmrvKXUbr5fGB+P4k6vAIe3ZfYiMTEVNY1N2LA8DRkVvWir3474lGWoa2zCjozFaLLekRsI9KOhqTWsLGMRdzv7WpGalIisqq4R4q5w3VJkldWZVbjG0q1I21wZti2TsBGEvpZpr9yVbkbqqkzjENYunI/03NhW7hRFURRFUZTxczi30BN2XX2hsMHkRd47eP/8L9j/hjeGxRkLFXfRiZrXQD9qa+S9u2q0dAyfE3HHefjyxYvMKp4t7jasWoqqxlZ0dnagIicD22r7wrZlhmGt3HVXbcHmHfWmjnLXrUTjgLcrcMW6rejq6UbF1pUoawkXcmOKu0DgHWEnouHvaEJuTjZyCnaY7X4SXl26Hdk5OWjs8F7848dXyms95VmenY3KZob3ID8724vT34v87HyzVMlCL92ei7wdZViSloQ6ng/4Ubw9FzkFRajeno2Gzp1oqirF9qphQdTT3oCcnGwUlAzvR60p3Y6c3Hw01JahOrisKhQVZCM7Oxs5eQVo7/E+/EIC/X4UFuQiJ3c7ekIF1ouCnGyz8sXjpuoSVDZ5H1Dp62wy9y2qGBaPrfWVyMnORnH1yG2rgYAfBUXBFTYLitOSBusLOn3tyCn1PhQj9DSWoqrd+11RVIC+/gFTLvnbvRctSWNlscnTjrIa82clAv4ebC+tjiLuOrA1e3toW2ZxfhbWrFmLTdsKYt6WqSiKoiiKoowPsxXzU5/B0dbOsHPmzyR8/JM4/v4PYv9rbws7Hw0Vd9GZaF57m8pRFxR7lWWF6KcmCPhRWDw8r68uK0ZBQQEq61vNKl2grwfFlfVhaYUI9KGwpMr7PTCAhsoSFBRsR12rt/OQdLbUmzTLgh9+dBlT3PV0vyXsxLNNa+FaLF+djvV85y1pWdh5JXZGFXdR/s6dijtFURRFUZRnhkObtuJoE/8kVPg5MrhgCZ56+7tG/SPno6HiLjrTLa9jirv3ve+fwk4827DQ+/1+Iz6mWwU8V6i4UxRFURRFmf6ouIvOdMvrmOKupWnk32VTpgcq7hRFURRFUaY/Ku6iM93yGlXcvYPirnn43TNl+qDiTlEURVEUZfqj4i460y2v0cXdO7lyp+JuOqLiTlEURVEUZfqj4i460y2/Y4q75kbv774p0wsVd4qiKIqiKNMfFXfRkbmwGz4VGSsvRtw1Neg7d9MRFXfPDAdmpeCJlPiwcMMts/DE0qVh4QeXrcEB99ogg8krMfiaW7HftwgH50ZO90DKahycExcW/qzx2tvxxNLl4eHKlOfA0ko8/ZacsPDnmsHU1Rj03RkWPh4G01ZjMC48fDwcXLw6LGyiPP2D/8H+190aFj4RDi5Zg/2vDw+PlcHkFXhi+erI/ujOVDyRlor9N/vwxLLx9Xf1C4oyOVBxNz4k/1OZserNiLtG/kG+CCeVqc2zIe4OvOm9wPnjODRnOGxwcxv47+B8ip0kPP3zv2Do2FMYOvR/OLKJE4c1uHjuIoaOPmW4+KsHMTh3WLgMrmvH0BBw4I6Z2D9zFk796Ne48JeDGHrit3iCad48E0996nsYOjyIoScP4vDSlDC7PN6OS+fPDt/nyB8jXBM7BzOrcbxtc1i4Yc5KnPznt5rfJ/eexIkmL/z4v30Cg+61QU59ez+O33YnBld14Kkd28LOk0MdH8LR3LSw8GeNO1Mx9NQfwsODnHzsJI7XhYePl4sATt/dYIXNwblD53DuYxux/+Zb8dTHH8DQ8RMYOn4ap99Wa645/h+/xdDx4179Hn8STzVmjUy35YPA2VOh+r+w+7+x/+ZeXLp4PhQ2dPQvOPjuH3m/z5zHpRNeemfu7g6z8cQDf8ShW+4IC7c5F0qX6V3ApcHvjjh/4Et/wKVTJ0LXnLunC4cKv4hLp0+Hws4//Ckcf+A35vel88DQU174U0nJYfe7bG5NwPm//haD7GvuueeYI/4P48j6pLDw0Xhi3Xdw9n29Xty3/DueTA+/Zjyc/evJsLCJMpj1Vlx48J1h4RPh3JGzOJQcHk4OZX8fT7+tNSw8EpcunMHxd9wVWdytrseJgRrsvzkTQ2d+H/kaN73jvw8LUxTl2UfFnSIYcdfWou/cTUeeLXE3dPIwzryFEwIv7MTDRzD09Dkj7o585S8482/BSUfyJgwd+21Q3B0MTRyOBD6K8/fXe9fcMhdn/3oQF5+6YMTd4LKP4vyXPmDODb77QZy77x3Yn1KGoSOPe2HpNbiw62Pm9+l7v+rY93ZcfPDLI8IGF6Xj5Hvfh1P33I/9r7sDpz7+MZz64v0YnDcb+xPzcOrL9+PUf38aB27n35e5Aye+8EWceM9/4uTAglAaTxS24eTOJOx/03yc+sD7cOIz9+LMl77g5ScxA6f/8/3Y3/h+nH/yPM7vvR9PpM7Eic/f58W/dSFO/OcXcea++/HkJi/NkLhLvQvHK7dj//omnL7vfnMNObp0MY6863M4VjITh/LrcKKtBafvuR+nPv7BkE1H7/o4ztx7H566+/040bTYKYdVOPWl+3H6vz+Fg0ERfvoL/4UTn/wSznzxczhwx1Lv/Gc+jsGZwfOf/YgXd3UlTn/szY64S8epz9+P01/+Ig4lxRsRdf7oeZzfcz8OpvB8Ak7+N8vkSziUlGDiPPUf9+H4Oz+IUx/swJG3fQpPVaaPsPHiuadx8cjPQ21icH0nhk6f9cTdzB24+H8/DF57Jy6cOY8jQXF3cukSLzwuHRfPHMOB26x8t3wQQ3s+5JRFL4b+n6Q1kmMf+zrO3h155XT/bem4+NddYeFPvvWjOHPfV3G8Jds5l4Lzh8/iUPzI6ynuTn+wekQYxd25QOS/eXT6j0M4viM8nJz4+Bdw5t6v4Oi2NcGweJz87L048+Uv41CaJ4qe+vhXcPzt/4RT/9rjHX/4czhz7z04usFrIwdrvozTdzeH0jz+8S9559ODDxJ8C3Dqc/fgzJe/hCeC1zz5oc/h2F3/bPL9VG0Bjr71I6adHtvm1fXRD38OR+/6oHe+MhdH7/qY146zvLI9+tHP44CPD3PehBNf/AIOMi+fvQeH2j7gpVPo5efoP30RT2Z59zz6rk945dxVOJz/T38RZ+65B0+u5wOjYjz9g0Fc/PVPcXTFMhz913twdJN33eGmd5n+dPJ9A8G4WTh978dw4tNs/5/HYNwbQ2mSkLh7QwKOf/xznu05C7E/aS3O/Ne/eudum41Tn3if+X2k4/3GthP+Mq983vkJHO8I4PR/ev3z3JGnTR7te5z+wmeDvzfi9L0fx/6bZ+Pkf38Kx9/3Sc83ZMwLnl+KU1/+qumbtrg7SdvvuQdH1rCey/D0T57Axf/dh6MLvXp76qNePT+5eqQ4PvGZR3Hp/DGc+sRdnu29rMf7cfI9fu+aLD9OvYf+2hJ3t8zCyc9+GWdYV7e/yVw3uHQHTt97P07969tU3CnKJEHFnSK03/VOzHjve98fdkKZ+jxb4u78jx/FxSf/1wu7fR6GDv0c5wY9cXcg+8MYevKvOLrK26p44E1zwsTd4eqP4sI3vVWbo5//JU6+rQznD5/3Vu5C91qIp//vFE5Wx2F/QSeGfvl5L3zeagw98Zj5/WS7t6IzTLi4e2JTIS49+RscTE7G/lvuxKVTh3B4cbLZOjV07iwOz07AwfK7MXSEE/k7cf40cKK5CIN3Dv8x0SNv/g9c+PoyHJiXhksn/oonUhPx5Ocew7l7+7B/RSkuDT6C/TPjcHLfSZzonIv9r52J86fOe/n77u9wrHgbDsQlYujUQRMm4s6sPLy3F/vfEIfB2YkYXLENQ+eewME33o6nfnwMp++aiSf7/hmX9j9izp/YcxhPNWRhf84/49KRvSbs+Ld+i3Mf2zAiz+cPncETcxJwMK8JQ7/5ugm7dP40Ds5JxOF3fAqXLpwwcZ981w9x7gOeSL907Fde/O1349If7x8h7s7+9TiOzEnAgTWNGDq8x6yunnz8JI63eXk9d+wsjpck4UBaES6ePm7Cnv4LcOYjvRiMm4MDs7bj4BtHbre7eP4Ynv7en3Fk5SKvTH56Ck//4AueuHv9nRi6+DROvd8TQAfeNNf8P0Lc3bYGF84dxeAzJO4Ot3wSJ4u3jAh7IvBfuPi1nTgQF4/TvzqGQ6soMrxzx7/1Gzz93tywdK6UuDv+jV/hzM71ODB3Gc6fegqHZs/E2YOncKIiCQdS83Hx1Ansv3UmzvwJePqTb8bgrDk4dv+fcPrNW3Fg1lKcf/IM9r/hVpz67Xkc2+ptGzyx6wROf6DMnL9w7GkTdu7EGRzNW4rBOaUYOn/Ku+6XR3G6NQeDcxdgaGgIJzqLMDhnPS6dO2HOn/zNMZyq34zB+MXm/PHmAgzOycClM0fM+VO/fwoHEyheZuH8mRM4zDZ67GmcfmcuBlN34OK5J7D/DcGV7+aZOPzmT2No30e9cv75URzZvAynHjuMk2WJODBrIy6ePoz9r3sjDm17AGf/5c3Y/7rbcOoXZ3GydiYOFvVj6E8/xAHffBz9wi/x9FtasP/mBly6NIRDcxJx5C2fxYUH+kaUrYi7w/f9AifaS3EgLgGXLpzG/ptvx7knzmMw3ocDnd/D2U++FQfr34uL3/tnY9upvU/iyfw1OPHDP+Hins9hcLbXlo7d/1ucecvI+rtEm83vClwa4o6CBFx4+gKO5q7H4NxNuHRy0Jw//cvDOLE1DYMLN+PiBU/cnf7NSZwoYt634OLpQ9h/8xtxuPiHePrdvSbvT33/CE71bMGB2ctx4fiZEfc98MZuXDr+cxx4Yxz2Fw9g6Kf34MCd8/DU9/+Ko2WbsL/lS7j4yL+PEHdPP3EKR9cmYHBZI4ae/gP2z0zAxbMncWRVIgbXvVPFnaJMElTcKULbXe/AjLqarrATytTn2RJ3F/7nP3HiJ3/BkytTcfDjv8KZ99WFxJ25LnEVzjzyCww9fQGnA9xmR3F3CZfOncOls2dx8c+/xBPxd+LA7Hpc/P23TJwR4m7+apz4zy+ZCeeJ4nnh4u7JX4TZ5fF2DB09gKe/+0PD8RJP3F347tu887fciYu/9cTO/js+gKE/evc29z92NijuTprJp52uLe4uPv4ZL7z9K7jwww8PiztnW6aIuwNp+Ti//yguHjqES2ePmbAwcRe8z9m/PI2nKlleM0eIu3Of2GrCDn/qFzjeVYbj9+7F0/1enCff8hFH3DXi0sVzGDp50uOQtzp26dT/887nvg2X/u8b5vehklac/wonv9HF3eCGPlzkNtdDR3Dp1K+9vIa2Zcbh0tDR0P1PPXAAT93yRjz9lws4utmtn2EuXngKTxa9GUM//ST2vy4eQ4M/w5Nv+XBwWyavmYXj//1dXDh8HEO/+aYJo7i7dP68aUdDTx3Fye5c7H/PN0w+L/7xUSPuLj3x21D9H1pN8dWLodNHQmEn6jyhSEYXd7fj6b8cwsE7R4af+sHgcLmePImTm7zVyIM5/bj4m+HtmIe/8Vtz/sLD/2bE3YXf7gvdn+cp7i7++lfBsO/jyfXD9xhN3J174mkMjrAnDkMXvPZETn71zzg+ay7O/Okijm3zwigebHv3z7wD504+jSeDcS5eHAq7z9CBYV9w9vglPBUUd4eWcdX5dpw/fcqsovL8pYvsM564eyIt0azM2f3n0jlPHI4m7uQ+FCTcJiri7uR9f8KTs4briRyYvQXnDx7FxSOHcOniKSMG7W2ZIu6O/dP/4nhmhhdv8SZc+r/ve+JuiDsIZmJ/+Vsw9LP/HJF2aOUufgPO/ekwLh4+bPoQw47+84/xdGAtnj54AUcXz8SJT/0eQ6dOhcr0VE2hEXen261y/MjDOPflkdt8I4u7Y6HV0TN/vYhjW2bi4qnT2P86L0xW7g7M2YrzTxzFxcOHcGnIs9Xeljl06dLIerbuu//mVlw6/lPv92t9OPmtn2Lo+DEMPXUWx2rzI4q7S0MXR6R3IH4Jhv4Q9L+6LVNRJg0q7hTBiLva6u6wE8rU59kUdwey34yh334BF86eMVuQRNyd/P4eHJkn188LTmpGrtwJpx75NS788f8MQ+eGcOH//R8O+HbgSPqq4DXvw8VHv4T9Wa0Y+kNQlC1YN0KUjSTyyl1EcXfzW3Hp4MPB32/EhRMXnhFxd+YPp3B4FVcvZ+JCFHF3+AO7cf7b/xS6ZzRxd+y/H8HZf/LeOwwXdzUYOvO7EfaTyxF3F89cCNbdRlw87oo7TvKHVwvOPH4YR95wx7jE3SGzyvg0Dn3oFzjz7oJhcVf7SZy8y7OLnHt6CE8td1buInGFVu64Enb+a94WPJuT392Pk0uHV3Q9FuLi6adwKC3yh0Cu1Mrd0389jcE4795PZFdg0DcTQ+eHy/30owfxZNzsEeLu/OnzeMJe2aSQOTos7i5cGAq9F3oot9z8f+nwz0LXnjtzCUefA3F34ku/x1Op3jbFwQU5ODQvHueOnsVhXzBfTx4fVdwdvWsXTlV6K64HlhVg6Df3jFvcnfrlSRzN9raaXgiKu/0LajF0eBcuHff6wvFP/Bqn8rzVZiGSuDv72eFt62QscXf22Dk8udArC1fcnT87hENBYX/hqePmf1vcXbw0hIO3WvcfwbC4O+z/MM7f67XFI12Pji7uzOqglca8RRj687DPVXGnKJMDFXeK0PZ2rtxVNZqJvjK9YKcW2trajJBraWlBU1OT6fgUdHQC5eXlKCkpwfbt25GdnT0hccff5w6fwcW9nBgMi7snyv4DF3//GE588MM4ee9uXPzZ/aOKOxtZuTuQsB0XD/8OxwfeidO/PIRTA+vMu0XnjpzCyffchdPf+x1Ov9ubOD394I+cdN6Oob/8Cic+8GGPf35vFHHHj2Gcxal//Sec/MajOP+duy9b3B35xl9w9nufxsH4YXF3/Pt/xdmvfR4nv/IwcP6EEcJh4i69HZcuncbxLj+Odfnx5KbkqOJuf8J2XHp6ECc+8BGc/dNTYdsyz/z6GJ7+wkdw/EOfw/mffNqEjSXuhi6cxckPfhhn9v0JcMQd3yE68/GP4cwPfglc+JOX12/+FWe/+ykcnDcTpx59Amfv+RiOf/SruPjnh7D/NdyWOSzujrzzGzhelznCRhF3hz/wHVy6cMGIjJC4e/0aXDx5DCc/+jGc+MinMHT+hDk/YXF37E/DbeID7w+dG03cHfvWX3FsS3j4YM5duHTiz+bjFE8//nscXpxgtg5f2PcDq829Z0Sc0cTdhR8+EIpz3F8XOjeauDvy/vtw4dF78NR7PoGLh/9g3pU8+cM/4ex9/47jH74XF//yqBEFtrg7dNf3cfF3j+L4O96Lc3/+q9mKfHzPMTxV7PPO3/0gzu/7Jo7f/R8YOvZnE3Zqz0E8/fl/x4mPfhND+72HH5cr7p76/M9x7gufxolPfAmXMLa4G9zSj6FDv8TxnXfj/KEncXjxHJz65TGc++qncOprD+LS0AXsv2UmDq7+OC7s/TGOpKWFxN2B5DJcPPpnHH/Lm/H074/gePn6cYu7Y1/5I849cB9OfvmHwNB50z4Zfm7wFM791w7zezCjHUMnDuD4XW/FmUd+hSc3Lw4Tdye+/xecLh9Zf+dOnMfpj3wYp773c1yCiLshnLnnEzj+b1/G0F+89zuPfXEvzn39UzjxH/eYPklxd+r/nsbZ+/4Tp/7nUVwa8vzKE5n/hfOPfB9HEpNw6P2P4sIvfozj73w/zg0eGHFfW9wNFr4dQ0d+jRP/8glcPDmEk03FEcXdib2HcO67n8fx930UF/c/iP2veRNO/+5JnPn0v+PkfXtV3CnKJIHzt/z8fCPySktLUVlZaeZ5dXV1aGhoMGKP80DOB4nMD925ozL1qQ8MYMa73tozQgjYKz7K1EWeztirdnxy09PTY57ksK4p9tjpa2pqjMgrLCyMSdztf81cDM6Zb34fmJsaeudpMHGRedfKhM9JwcGUxTiYJO8k3YHB5OhffjTxXxOMPysYP8H6OMDtc72wxOEPnfB4ZDpzvGtCLDSCbnCut3Jm7hPPSWjw+tfPwsFk2pkWsn0weeRTecMb52Nwzu3mzwMMzg9O+u9IwODceeb9sIOJwa8avm6WZ9MbrHR4nvdITDFhB17L8knDAeb1DUkYvHMW9r8xfoTdg3FvwoG5CzH4ppk4cMdcc2zSiluAA3d4E3OWPa899r4v4ty/jRR3+18XvCdteMNtJuxgcrAuZs7BwYRgGdzKd/28r5YeiPPKfDAuyTv/mtuG62+mV/aD8xKtfM0O5ZWT/sGkRTiYvBD7X++tLg0mLMaBW4L1ybzc6dktDPJa85t14K1CHnjjPAz6gh+7uHVuKA8H7vC+WHmA+Q+mH5Hb5+HgfPkwheDVyYg2ETx3wJeIwTd55WMzdCR85TMUZ84CryzmePcZmfbI9A2zU8Pyzi9WjqjveG+1iJhyG2UVZjBhIQ6mLMKB2+SDIFLui3DgDVa5Bz+SY47jGWdxyIaD69+Bsx8PWGkG498aLNfX3RFKU645EM969crJ7h+0JXT+dRHOy+83xAX7QCoGE73y4T1CNvD3a2biwPxFOHB78J7B9j3omxW8Ltim45OHfcVrbzdhB2a+EQfiWS7BuL6kYHuVco3DwZSg37htNg7O9/xX6P5Mz+T9jUE7F2CQ6QZ9wtN/PIYDwdU0k37QPw3O83yB8YPW+8IXTgRX/Wzu8Pr44Nz5OJjCfuWt3B2e5+XzwG3SDt9o7s2+x/r2VvEk70nD5Ra09UDwa65e21iMwTe5K8hxOJg0/HXhUHvwJWHwTXHYf3sCBuexPJhesL+/5rbhdnVL8M86zAz6yvhEy68rivJccjkrd/K/YB8/E+dc3HPjTeeZOOfinhtvOs/EORf3nBy3ve0ubsscFnYq7qYPz4q4U5575lXg4plzOPuTPRg6+SQOJjyHfw9PmWLcgTO/OYjDC0Z+MVKJRBrO/uEohn7vvfM5Hg6/5TM4+yF5bzQaI7dlKoqixMpExZ0y/Wh969sxo6szoOJuGqLiTlGUMXnTcjxVsDI8XLlsnnrz8AeSFEVRnklU3ClC61vvwoz3vOc9Ku6mISruFEVRFEVRpj8q7hRBxd00RsWdoiiKoijK9EfFnSKYbZkq7qYnKu4URVEURVGmP5y/8SuZVVVV5guZ/DI6v4rJryfyz1/xz2BxHsj5oIq86U3LW1TcTVsmIu5i/Tt3iqIoiqIoynOLijtFMOLunXe/W8XdNETFnaIoiqIoyvRHxZ0itPCdu4G3v0vF3TRExZ2iKIqiKMr0R/54eaziTpl+GHH37ndPbOWucksqfD6fx6x5KK7rQCDCdcpzg13RrrhjR1dxpyiKoiiKMvUZTdzJB1VU3F09GHFX2epN9Cci7havzTENpqOpAvN8PuRUjT++8sxiV/R4xF1FRYWKO0VRFEVRlCmGiDt+LZPijl/LVHF3dRIUd90TFnfL1heEjvNX+rB8YyEqNi2Bb/FazIvzoaJtAGW5WzBnlg9xs+cjc0dVUHj0YllqAnxxs7Bm9RLEzVqKgb52xPt8WLEoBbPnbEZ3ax0WJc83K4OpK9bDz897lmyEL2EpUhPmwBc3G1sLdmBh0jz4fLOwKa8izMarGbuiRxN3ra2tRtzV1tYacVdcXKziTlEURVEUZQph/ykEFXdXN1dO3PW1Yf4sH7aUNHvibs4KtHd0oLelCnG+Wejs7UNfVzPifXFoaO9Fxdq5SF66BX5/P+rzVo0QdzuqG9HR0Y3s1UnILKpDINCPJJ8P26q7PXHnW4I+fz/qSrLg86Wgs9ePjqYi+BKWGAHo2nm1Yld0JHHHfdgUd42NjSruFEVRFEVRpijutkyKO87xKO7knTvOAW2BpyJvemLEXXlDy4TFHVfeZs+ebdi0o96EG3G3MN/8bizaDF/KptC7eBlL5iCvtg3LfT5sKu80YZ1lGSPEXUuX3xMnvZ1YuyQZcXFxZvUuq7IrKO7WmvNdDSXwJa5F/8AA+rrq4Zu3EL0R7LxasSt6LHFHR1BZWYmSkhIVd4qiKIqiKFMIzt/cP2LuflBFxd3VgRF3Ffn5ExZ39rZMwRZ3ndV58M1aYm42EPBjeYIPZY2dyJzvw9Kt1d41pesjiLt+pMf7kFnSYK5JU3EXM3ZFSydmp7bFHTu+iDs+7eFTn7MPPRLmNBRFURRFUZRJyMw7jbjjh/H4DQUVd1c3z7i4G+C7dUnzsGztBqxftQTzFqxEb/8A/C3F8M2ai4wNG5A0b3YEcRfA1hUJSF60EhvWrzIrdxtK21XcxYhUtC3u2MG5/5pL9ez4/KISHQGf9vCpz1P792NwdmK481AURVEURVEmFac+/yXzcJ6v11Dc8VsK/GAe5/T2O3eRxJ3y7GLPyZ8pLkvc9bQ3oaXN21o5MrwZ9c1WeL8fjQ31aGhsgr8/GBYIoLu9BfX1DajPW4642evNyl5jfT36+r0/qhjo96OpoR6NzW3obKpHS3sP/N3tqK9vNef7e7tR39hqtnwG+ntR39BshJ5rz9WMreRZ4a64Y33z6Y79xUxed/zAAZzb9zjO7dmnKIqiKIqiTELO/+EP+Pa3v20ezvP1Gn5DYTRxxzmgirvpT/Nb3z5xcXc59DUVDP+NPF8c6nvCr1Eun9HEnb01kw6Aq3eyNZPL+vywyo4dO5CXl4ecnBxs27YNW7duRWZmJrZs2YLNmzeH2LRp03PChg0bsHHjxsnPuqV49atfjTfckRh+TlEURVEUJQIy35H5FudgWVlZZk7GuVlBQQEKCwvDtmRyTsdvKsiWTIo7WbVTcTf9MeKubMeOZ13cKc8e7tZM+aiKrN7RAdird3zyw+V9Crzt27cjPz9/hMgToUfoZJ4rKDLp6BRFURRFUaYb9pyHcy4Rdbm5uWZuRmHHuZq9asfvKNh/BoHijnM+3ZJ59eCJu8ZWFXfTmEjizn3vjqt38mEVvnvH7Zl0FnQadB5cxbOFnkAH81yRnZ1tnJyiKIqiKMp0ROY8nHNxDsbVOs7JZMVOhJ18JZOrdu6WTIo7+507FXnTGyPuqrv8Ku6mMePZmkmBJ6t3fPJDJ0FnQafBVTw6EBF6IvYEir7nAnFyiqIoiqIo0wl3ziOCjn/PjvMxzs24FVOEHR/Oy6qduyVTVu5scacCb/oSFHf9Ku6mMZHEnbt6x3qnM+ATHwo8Oglu0eQ7eFzFowMRoSdi77lGHJyiKIqiKMp0ReY9nH9xLsY5GedmnKNxrsY5G+du8q6dvSXT/VKmCrvpjyfuulXcTXfGI/Dkj5rzqY8t8riSR+fBJ0N0JIRPip5rxLkpiqIoiqJMV2Tew/kX52JERB23YnLFzhZ29qod53mRxJ3y3CBz8GeSoLgLqLib5kQSd8T9uArrX97Bo8ijwyAUenQgdCQi+J5rbCenKIqiKIoyHaGQIzL/cUWdbMXkHI7CLtq7dspzy7Mi7t6mK3dXBa64sxuXvH9nr+CJyKOzEKEnK3o2Iv6eC8S5KYqiKIqiTDf4YN1G5j8yB+O8jHM0V9jJFzJF2Km4u7poeuvbVNxdLYwm8GR7pgg8OgVb5InQE7E3WRDHpiiKoiiKMt2hkBM4D+K8TOZp7gdUVNhdvUQUd+4kWpk+2I5BnIW7CidPiPjUaLRtmLJF4Lkkc0cRtgRxzymKoiiKokwH3DmYzM3sFb5Iq3qRBKEy/anxBzCjukffubuasFfwIq3iyUqerOYJfBoUCT4pei64aVk6rl+61uDapCiKoiiKMpWx52A2MkdzV+dkPifzO3vut3PnTuUqofXt78CMml4Vd1cbkcSd+5KnK/QmGzetWI/rl68ziK2KoiiKoijTHZmr2XM4e27nzvtcAaBMX1TcXcWMtoIXSei5gm8yYIs7105FURRFUZTphjtXG0vUEXfyr0xvPHGn2zKvWlyBF03sTTZuWrkB16/IMLi2K4qiKIqiXA24czvBnfS79Af6sbV+G1ZXrplyZNZmwR/wh+VJ8AcCWF1ahfi8omlBenk1AuOoUxIUd/q1zKsZ10mMB1doPReouFMURVEU5WrAnbuNhTvhj8TWuqkp7ITNtVvC8iSsmkbCTqDAc/MZCU/c6Z9CUIK4zmQyc9OqDbh+ZYbBzYeiKIqiKMrVhDvJHwtXLE1F3DwJrjCaLrj5jIQRd9XdfhV3ShiumJpsqLhTFEVRFOVqxp3Yx4IrlKYibp4EVxRNF9x8RsITd529Ku6UKceLVm3EDSs3GNyGrSiKoiiKooyOK5SmIm6eBFcUTRfcfEai5a1vx4zq9h4Vd8qUQ8WdoiiKoijKxHCF0lTEzZPgiqJIrCmrQmWbp3uKm1uxqrQSNe0dYddNJtx8RqLlLW/HjKq27gmLu6bKIqSvXYuMzBz09YefH5s+LE6aj8puN/zyqS3Nxdq161Df3hd2bsDfg7Vr16K9J3jc122OO+Q4SHvFFsxPWmx+r1/oQ251Cwa6KzE/eQn8Tpot5bmIT14dfi/lGeFKi7uBQD82bNoG/4hwP3K3bEB3XyDs+mcKbjnt6OgwfZG/3fMCy4B/zJ3X8U9DSDg/lcywzs5Oc41cy2OG82M0ci3/XiDDmI6drvgC+1r+QVWG8Q+oShjtYxjttW2NZJcyEpZzWVkZcnNz0draGnZeURRFUZ5JXKHkUttRi7rO+hBVHdVh15Cq9qoR162pXBt2zTOFmyfBFUUuOxpbzHVbquuwobIWufVNEePm1jWiorUd5a3tyK9rCktHWFRYhrKWNmRU1ISdi0ZGZa25vxs+Gm4+I+GJu1ZvIharuKvJXQ7fvFTUNDRie0YaZsWnoS/CdR418MWnho59Ph8ag7+7ujrRH3b95dHVUohZCQvRVF+GWb5ZYecH+jqNDU1dwePeDnPc3DWA9u3LkJi63oQH+vvQ2dVjfofEXaAfnV3dJqwxbwl8vo3etX5e2xt+L+UZYSLirrulFvHx8ahv7w07N9DvR3zSEvSOCO/DipR4dPQMi5xnGk705b1C/mZe3WsIBRTFE89TXFGIMU5bW5sJo8hjuKTJY4aLkOAx02AY0xGB19LSEipjSYvnKe74m/9TFEpaYiuvZXyKSLFrLIF6NZOZmWnKivVGgSd1pSiKoijPBq5QctlUuxmBgeExnH96wL2G9Ph7zJ9USK9aZ3DPT4S1leno6O3Auqr1Yeds3DwJriiySSkoNn9WYGlReSisum14DLavbejswrbaBqQUlKC8pQ1FTc1h6ZH6zi6sKa1CYn74uWjkNzSjoDFympFw8xkJI+7a+949IXGXlerD2uzK0PHSZUtR2zGA/r5urFmUAJ9vNvIqGhEIeELKsHAdFibNCR4noH1gACnzfagZGEB94Qakrc3EqtT58M2ah4YubzLa29GAebN8SFiUjlWLE1HY0mkmjIVb15p0Fqbnwh8YaVtHdSaSl65HX08r5sTFIO6qt4dsXZZRgK6KzfD5FplrQuIuKFR7GgpD16YtzUdbRRZ8Pm/lrr+3E+mLE+HzzUJRbYcX1teB1aZcZiGzuBYBx2YlNmIXdwMo3ZiGVStWYuGWilB4V3M5kuLjsWx9QUjc9fe2ITUxHgtXrseSZE/c5SyKx7rMXMSnrUdg507UFmUaobhqy3bjJAb6u7FuWSriExJRVNdu0u5urUVacgISkhejpduPnQN9yNqShf5AZMHGiT4n/HIsk//m5uZQvkXw2as97A+8lqtqFG0SLuKM8SWMwoviTNJmGK/htbZIIxR8tmC00xVxKGGyemffi+nb1ygeLJfNmzeHjlluDGMZ19TUmF0EhYWFI8pcURRFUa4krlBy4Qpce683nyHRxF1mXVboOKN6A/r6+0z85u5m7GjaYa5p6/XmGXmN+ea6/KYCk2Zvf58RhVn1W9HZ581NKOw4Bnb3dYfdz8bNk+CKIpuGri7UtXeGhUeC4i6rpsH83lhZi6aubiQYMdcJf38/cuoajfjjPJB/W4/nevv70evvx/LiCpQ2t6Kvv9+s/pk0qmrNcUdvH1K3lxhxx3swrLGrK+z+Lm4+I3FZ4q6zoRhz43xYumYDiivqg+EBrFwwD6tzq9Db1YzkOT7UtHHla/SVO1vczUlahNbOHpRsWIDkxekYGOhFwtw4bCqqQ1dbA5Lm+Iy4667NwrzUlUbUbVyxCMty5f4eAX8Pkmf7EDc3CdWtEVbTRhN3zspdNHHHMHvlLiTuAv1Yk+zDutxy9HW1YrbPh+quAWxamYyV+bVmNXBRSgoqWyLYpYybWMUd22ZywgK09bYiJSHZCw90Y3FivGkjfR21IXG3cmEyMivb0d/TgtSEYXG3JD0L7R3d6KnbiuSlvG8AmasXYVtdF6q2pGF9diV29ndg7erV2LmzH2tSmHYf/C1FSM/IxM5AD7K3ZCIQCLeP0KFxZUyOKYzsFTmKMgo45t8WdzymWGNceyul9GeuxkkYRZmIO1lV4zUi7mwxxvRcwUdE3NlbNEUI2vdy01M8WHZZWVnmN8ururra1AfLiqKO4Q0NDSbcjasoiqIoVwJXKLkUNPHhtTdP4P/RxF2Xvxtd/i609LSasPLWCjT3NKM1eNzb34sttVuwrnq9+ePpFIDd/m6zQrelNtOIOoo7EXMUexSI66szwu5n4+ZJcEWRTUF906jbJym0ai3hx+PylnZk1tSjq6/PvKfH7ZcUdDzf4/cjuaDYiL6lxd5KIIUawzKr60JpcWWQf1SdInDB9hKsL682wpDijls+eU17b2+YPS5uPiNxWeKO+Hs6UVqUh+Q5cUhYtBZ+fyvm+3xIT0/HunXrkBI/G1vKmsYt7hZn5JqwvuY8zF2wDAMdVYjz+ULxVi7wxJ2/qwGz4+Zg5eo1KChvCLNre/oSpCxeifmz5qCuow+5K5JR1Gi9e/cMirtAvx8+XxxWrFlnyiDZ58PaohZU5a3HrPkpSE/PQG2Lt8VNmTixijt/fRYWLt9ofq9bsgDbGgPY2d2M+Pgl6B0YuS1zYXK8WZ2zt2VS3G0o9PZkl6QvRHxiMpJTPJbn1qOvrQZpSYlYvmotCio8gVNblIXE5BSsXbcB9Z3DK2qjMZq442+GywoaUXE3dWEdbdq0yfzmSipXO6uqqlBXV4emJq+NsXy5XdONqyiKoihXAlco2TT1NJuVttzGPOQ15mFzzRYj0NzriLtyRyjOKOKy6raaY8bdWLPJ/KZI5JZPij+5nkKO4o4rhRL/mRJ30ej1+5FXP/xuHcVdQUMzNlfVoa2nx4RRhDV39aCxq9vA9+1scdfj7zf/lzS3orVn+Lp1FdVGHDbzGwY9vVhWXDFiWyavde1xcfMZicsSd4mJiShr8bYScbWK4qiitQ3xPh9aW9tC6XX3cXvlBMVddy1mRRB3/N3v70V7axOWzJ+DlI1VI2zjltCm/gF01ubDN2suZvnmoKnPsr+vC3N9XFX0BF+gp/0Ki7u5qGoeLtOuXm+LaV9PF1obKzDHF4fiBu99J2VixCruVibEm22UQkLyGuzsa0dKfBI6+0aKu8ULEtAwwHiRxV39tmVYsDw48R4IYGBgJ0q2bUVjxwB6e7qRnBiP7v4+bN2Wjx4Kts5yJC5YEmaTi7stU96l42+KudHEHUVUpG2ZsoXT3ipJYTfebZkiACe6LdO9Rhlm69atISHP8qS443F+fr4J4/bM+vr6sHiKoiiKciVwhZINxRVFWE1HzYgw9zoSSdw1djWiprPGrOjxmOIusy4T66syjOijaGNYeuU6874et2G64o7bNZ8Jccf35+S6ZUFBRrh1kitr9rX2tkwKOAq0spZWFDW1mLDcuuFzrrjjx1ragqtxa8oqsaCgxGgiHnOLZ1VbxzMn7tp6756QuCvOSMbsxEWorW9ESdYKxM1KREf/ADKWJsOXko7WlhasTotHbRu3HzbCNzsBta2eMKOQyq9pMR9SiSruBgaQljgbKesKUFueZ+JR3HWUrMPc5KVobe/A5tT5SN4wUtwtnTMLaauz0NpYZ97Xmz0/Jey9vKyV8ZiTuhqNjU1Yv3g+5i32BF1P2RrMTUhDW3vXmOKupXAVfL40tLZ2W+/cBbBl0VwkL8swZbBs/izUdQ4gY1k8lmQWo729FYlxcSiqV3F3OcQk7gINRtANh/Wb49bATpRsTffEXlJKSNx1lmUigWGJSUi0tmWKuCOpKcnBa5JR19mH7vo8JCUmYEFyIlIWcFvmTuzYtAyJSUwjASu3lGNnbzOS4+PNl2XDbJRO2dJiRBIRcUYxJqt48uENHsuHTdhv7e2bDOOKkFzLMPnIif1BFYo3O337/nKtpMXz/G3fd7QPqth2yeqgEk5RUZHZ5VBcXGzKi2GNjY0mrLKyMux6RVEURblSuEKJ8D05bpkcjUgCr62nDT39PSG2NWSbVT+eq+6oRklLqRFyTd1NZiumrOZtq882WznbezvM8Za6TCMKJd2K9sqQ2BsNN0+CK4psKO4o4vqd+YnZTplfPOLaytZ2bKqqM79XllSitdsTawzv7PNjR1CYcdvl4qIy87ule1ikbW9sMtdRyPF4fUWNed+OYpB2bKttRHZdozlX2zH2e4BuPiPR8ta7Ji7uSFN1Mdanp2P9xkx0WStjpXlZZoJSWjP8IYji7I1Yn+19JKCtqgDp6zahe2AAWzako5kTxZpCbCv0PtDi76g0f17BxO3vweb16dicU4SlyT6UtHqTzPqKAnOPrQXDH3URuHqWn7UR6enrUVzTioIN6cgtrgu7rrIwJ5iGN7kSMtfz+hr0NBYjPX2rCduxNR2VzZwMNyN9Y2bw2j5j29b8GnQ1liI9Pd8LD/hRmr/VK4O6YJn2+1GwddPIMGXCxCTuphAUQxRl9p8XsL+kKCKL8DfPuX8KgWFyHcP4P0WXvRJIKMLkWgnjtXJ/+1quKjHM/VMIrq1io2uXoiiKoiiTB1cokewGb+7tXmvmEX2doXfqYsXelnklce0UXFFkk5RfjNWlleb32uA7dPz4iXvdZMTNZyQua+Xu2SI9NR6r167H2pVLMCthMXr83qqCcnUzXcWdoiiKoijKM40rlMho4k6YqLjjlzEjrfpdLq59giuKpgtuPiMxJcQdV8Ha21rNe3z+fhV2ioeKO0VRFEVRlInhCqWpiJsnwRVF0wU3n5Ew4q61d2IfVFGU5xIVd4qiKIqiKBPDFUpTETdPgiuKpgtuPiOh4k6Zsqi4UxRFURRFmRiuUJqKuHkSXFE0XXDzGQkVd8qUZTqJO34EhcgXL5k//s9jIufGc17KR85HSvvZOB/JtrFsd8/baZPx3vuZPm/b7taloiiKokwF+CcIXLE0ldhcuyUsT8Kq0qowYTTVSS+vDstnJFrechdmtPaouFOmHtNJ3CmKoiiKojyb8O/NTVWBl1mbZf4On5snwR8IYPU0EngUdvzzDW4+I9Hytnfwgyoq7pSph4o7RVEURVEURRnGiLuu/kn+tUxFiYCKO0VRFEVRFEUZxvwR89YeFXfK1EPFnaIoiqIoiqIMY8RdS/dIcdfayr8ppyiTm5ev2YQ7N2/DqrztqKurUxRFURRFUZSrmvLOHsxIK+kOrYAQd4VEUSYj9lcUJxvNzc3o6+tTFEVRFEVRlMuip6dn3DQMvEXFnTI1mezijp/OVxRFURRFUZTLIRaBp+JOmbJMdnHn2qsoiqIoiqIosRKzuNva1qXiTplyTHZx577gqiiKoiiKoiixwjmvK+JGw4i77HZduVOmHiruFEVRFEVRlOnOaOKuu7s7LKxh4M0q7pSpiYo7RVEURVEUZboTSdxlZ2cjMzPTfEFexZ0yLVBxpyiKoiiKokx3XHGXl5dnhJ3AeaeKO2XKo+JOURRFURRFme7Y4q6jowNNTU1hhMRd4M2YkVbVruJOmXKouFMURVEURVGmO+7KXTQa+ndOfOWup70RdXUN8Aes8P5e1NfVoamzL+x6RbmSqLhTFEVRFEVRpjuxiLv6vgBmLK1omJC4q9ySCp/Ph7KmrlBYU0mWCVuU1xp2vaJcSa6UuOvt7UVxcTGKiorMb/e80NXVhcLCQlRUVIx5bxV3iqIoiqIoypUgZnEXX1Q9YXGXmLIAieu3B8MC2LBkLlLnzg2JO393G9atXoEVazajr9+Lt2HtcnR21WPliuXIKqxCX3s9Vixfjs35paG0u5vKzfmMbUXBlcEA8tYtR2lFOVYuX4GidcuRtaPOXNtZvgWr1mwOs0+Z3owlsMbLhg0bsH37dpSUlGDNmjVh54XFixcbYbdp0ybzIqt73iaauNuyZQtWrFiBtLQ0tLS0oLKy0vxesmSJEY+Mv3DhQqxatQorV65EIBBAenq6icNwisz6+nrzW+KwLBYtWmSuZzyWD/O1fPlycx1FK+/DPPA6ilnXrmjQJt6LaS9dutSkz3Jg+gsWLDA21dXVhWzKyckx9+S9Vq9ebeySOJJ3ft2pvLw8lHeKa8m75IN5Z50wDtPiJ39d26LBekhNTcWyZcuQm5tr0mM6TJtp8njz5s3mvFu2LCu2C5YtfzMOr2M+Nm7caOIz77SppqbGpMuyyc/PN85V8k4Yx7UtGlu3bjVlS9u5j57ps5x4f2l7YhOv43FGRkaojbS1tZl2QRt4XVVVVahseQ3bE21iORNex/NlZWWhNsL24toVDbsNSp5pE+2j7WwP7D9Mn3awv7HspD4kztq1a80x47AcS0tLzTVsIxKH5cL7rF+/3sSRvsJ0Y20jzLO0QfYLlgOPI7VBpk+bpL6ZF8aRts5reC1tom3S1nme+eA9mAbvSTulnzOOa1c0pH/TRmmD1dXVof4nbZDHLFfbJimn9vZ2Y5PEoU12/5M4jC/9j/ngfSTvjO/aFg3pf7afYl8SPyVly7QJ2zDvabd1aVdMg+2AeWe7Ept27NhhwljujMP2xDjr1q0L5b2zszPMtmiIj2b/pk8Yy0cz/YaGBvObcWgT47h5Fx8tbYT9VPof/aH4EbmPa1c0mD59W6w+mnFsH82ylby745PbP5iWfR/mhflwbYsG05P6Fh/NMZP3t8tWfEJBQYHxPe74NJqP5nX0oZJ32m7XB8uB+aUPdW2LRm1tbchHc6yxx0zx0faYzLKlb2cbps3i13mOdku7lbqnrcwnx0xpI6wblocdx7UrGpHaoD1PoL+126CUE9s6f9N220eLP4zko6WN0VZ5UM44hHXj2haN8cwTWB92G+QfAOc520fLmCl5l/GP8Zgn10czjrQXhjOOa1s0xjNPEN9GmyL5aOaLfmIs6vv6L0/crdqQjfm+OCPA+rtb4YtLQ9bSVE/c9XVgvs+HgvJm1OStwrwUr9Olxvswf2U+WuvLEOfzYd7iTehoazIrfjvquzHQVACfLw4Nbd3YvHIBZi3casTd+mQffLPisX5DBrobczB7wQqvsBPnY1VxZ5h9yvTmSog7dk52Gjobdn52bHZodmBOYuhw+alZnud1jENBxs7ppmUzmrjjOQ6qdEa8hmnLQMD7c2BgOAUG80jHyw6elZVl4tOZ0+Fu27bN5F+EBwcJDni8ho6a6fM+TIPOgBMS3ofXM4zOwrUtGnx5Vyb7HEA4oDA9psV7Mx+cwNBZMYyOnfY0NjaaOCxP5kNs4jmWrRyzHmi35INhnIzxPhQ6TINOjgOba1s0eA9pJ6w/1h3rleeYPsucZcv70VapD4YzjBMDDsIShw6YNjFdicPrOcFgHqRsOblhPfKYcdh+XNtGQ+qO/7PcObFh/dEmyQdt4kDB9Hme+ZI2IvXNcJ7nvWkDbeJ1DGM7Y7lwgGEc/s9yZ7viPXgu1jZit0GmT/uljdAmtg/mS9og2y3bubQR1j/zS9t5Xto640hf5UAsExpewzjMH69hGrw+VlHKOpc2yPRpj7RBTmKYPstF0uf97XLi4Gzng/niOWkjbDucXNh5p/9gmYifYD5Yv65to8F07DbI+mMbZBoioJi+1DcnIyxbKSe2HU6u2Ld4nv2WEwrps9JuGS5xmAfm5XLaCO2hXfzN9Gkr0+P9WIbMk+2nUlJSTBmx7TIO64f5YH6lXbG9MJ7dP2gn+wivYb7YXiQfbB+sR9e2aMjE2/bRtInpU0RQCEj/Y/qc4IqPZjy2CfHrkg/GFf/HtFh/dt45uZO2KHFimUzyvraPpj2RfLSk7/po8W3iiyL5aE7cWR+Sd04+iT0+sS26tkWDZcnJKX8zfd6XXwIUm9hfpb4ZRh/NOOKjmQ/XRzMPbCeuj2ZeGIdt0e4fUh+ubdGQ9G0fTZt4P/mSoZSTW98Sxx43xCeIj+b1bD9u/5O2zmuSk5PD7IrGeOYJdhuR/ic+Wtq6+GjaS7sZzut4DePYPprjOH0oHyLwPM/F+nBrPPMEtw3a8xGZy0n/EH9o+2ipD2kjMj6xD/E878G27toWjbHmCXYblPoQ/8h+y/gyLo6FWbmbv6Ny4uJuUynWLUlCXksvGorWY/mG7di8JMWIu9baXPiSl4cah883Hy1+T9zVBNNYm+ZDWTO3dQawIdmHzOImbE1LQkKWN7kd8Ddjrs8XEnfbyryCCPh7MNs3G/WdXZg3y4fuCPYp0xtxipcDhRwnWuxwTI+/6SjocORpCTsVJyWcJDAOB8CJijuB9nPCZV/HDimOnNAO3ocOmMdMVyYqkgYdjR2HgxzjyDHjSv4kDh0anYZr03iQJ3J2+py42E/C6fQ4mNlxeA3vzWPJO8tUjulY7cGUTk4EAo9ZNzKRd20aC6ZPm8T5E7ds+b8IN4nDsmVZSRzemxMJOWYceQopYTKxce8jeY8FxuGgJwMroWO38yFly7bBY/7PfMhgzzQ4GbJFMducTC55LA81JA2G8x6xDlwC2yDrTo6ZLvuR3QY5gLF85RqWE22QYylbexWObZbtRI6ZD3nayWO2Ed53om2E9tj9gv08UhsUmxiHbdbOB9u0m3dOLOy8s33YK+ds63afjYVIbZB+hHUux9KXpJwYh/UvKxOSD9smnmNe3bJ1/UisqzKC+FDXJvpaSZ9+zfZtzKPreyiA7DbCPNh9lvmw2zrrQyaork3jgWXr+oRIPlrS533ZZik0JM5EfLSszrj2jAdJ3/bR9COx+GjCunZ9tJ13thGWre1DmYdYRZLAdOg3bB9Nf+iWrUyGSSQfzf7n+mjbh/Ic72O3Rdah+NBYobAREUfYpl0fzXzY4x8FiT1u8Jzro2kjy1ji8Hp75ZwihH3WtWc8jNYGXR9tC/VIPtr1ofTRstrHY+bdHsclH7E+kBNG89F2+mx/tk2sV9dHs37svNN/2r6NbY7lL8fSrsRfxcpY8wRpg5F89LjFXW8/Zqwor5mwuFu2vgBd1VvhS1qHpfNmobzNHxJ3LZVb4YtfYJ4ge2Sho29scbc5NRFpOZ6IG+hviSjueJy7JhGrVy6DL3H8NivThysh7tg5RcAxPf5mR+M5djYukfO3TFjl9+WKO25PtB0aHQ7vxXxJmLvszyfE8gSb8CkUwyQOBwDaZa8AcOXPFge8pz2wxYKUiZ0+7y9PowkHGK52yDGdFJ8mMq6EMZ/ylJWwrOx88H86TrkPjxnHvk8s0DFztdGegEmdyzUsE7s+eC/bJokjgyvhU2V5qkdYHwyT40h5jwVOEGxRxnYnW3UkTLYuyjH9rF22/C0rUzyWNmJPEjjRsCcyvKcdJxbc9AnrzhWo9sDGa5kPqR/CAdq2iU8xmTc5lsHVLluWjTyZjRXWI/uk5FnSt9sg69bOB/uirI7ymH3VzTufKtu+gGVrT0Z5LQWLnfdYcNOP1Aa5+mWXE8/L6hlhnux8SFu388772G2d7UpWvF2bxkIeotm+jU/xbZv4JN2ub9rE+rDLie3Wzjv7LP2dHPNalq2dd+bD9qGxwPYoW8wkjD7a7n9sQ3Y+WGa0ye1/0XwoV61sccDy4n0m2kZok51nlpnro902Qptk9YxQbLg+2h6feMx82vlgu7L7VCzQJrZBWzi4IoDpj+Wj6Xtsn8DfbAP2fVwfzTixbhMU6KNl+56EydZhOWa7tsuWAoX1IfUbScjRt9n+kD7U9tFM3xY5sTLWPCFSG6T4tMU/2xj7sRzzWsaxy5b5tOuD95GVQwkbL5F8tDtP4G9ZIeRxJB/tjuMy/slxpPGJaUxU/Efy0W4bdH0047DdMK8xibsl69ddlrgbGPBjVpwPcxLTEOCe7aC483c1YZZvDkpqW+Hv7cCq1RnwB7dlRhN3XRWb4ZudjI5ePwq3rIIviRMaV9wNoKO20GzlzKpuD7NNmf5cCXHHNPj0n05AnlYzjE9t5N0fnmOnkqdUfDpFZ+imZTOWuLM7LqGDd58C2c6WyDYgOaYItQcN2m07W0LbbadEh2RPLGKB+XInz0zftolCys4H7+3mI1Le7Yke07Pvw2M377HAMrKfWtMmNx+00S4nNx+R8u7a5OYjUpxYcMUsbbLrO9I1rk1ufbtthNe6dejGiQU3fRIpfXtw5W97cCXu5Ipp2jaxbN37THTSTtj3Y22Dbhuhfa5Nbt55fqy8x4KbZzcfkdqg2//cOOwHtk2R2ojb1mOBNrl5dvufm/548+G2Efc+bpxYcOubuL7NbSORfLQ7Nrg+2s3H5bYRt+7cfIzXR9txxts/XH81Xsbro+30I7UR1ya3XUW6j5v3WHDrm7h91LXJHZ9c3xap/7k+mnli3uz7xILbBt30I7VBt5wi+Wi3rY8VJxbG2wbtdjue8Wk8Ptodn2LBbYOR2q1bTuKjact4xV1djx8z7lh1ueJuAGXpc7Ak19urL+KOv3va65EaPxu+WfNQ0+rtkR5L3DG8pTIXs3w+pKzYjB5/IKK4G/C3I9HnQ2cvz4fbp0xv2NBdUTURuITPp15cmpeOx990OrLVgb/pqPikiE/+eI2bjo3r1Fxk5U+OudxuP81j/twX6PmkzI7DJ0zs6HLMAYJPMt00bEfFbU5j2TYazLO9DY7IVlU5Zj5sx8dyo912OvYWFUIhbcfhOd5Hjnk/N++xQOdtb+ejTfaL50yfx/YgQOdor4DxnPtE1t62RpgPW2yxvNw6jAU+WLDzzK0c9koe721vFSEsJ7u+ubXGHjjYRvg0XY45oDOOPbAzjjuYjRcOpnb6kdog07cHWPY/+2k6cbeguTaxPuxVGmJvEYsVtg97QKW9bhtx26C8gybHHIDtJ9eMwzZix+Hqgz0JY324eY8Fe3sRYT7cNsh2ZF/j9j9uWbInoIxj2xQp77yPO2kdL5zM2k+umT77uz3hYfq24GAc92MRbttnPuw4TC9SnIm2EfoE10e7vs3tf/TPdp9lfdvtlmmwfuwJLrdf2W2d/cNeaYsV14+4+Yjko1lO0do6y9BuV5HaCLcMTnS7HcvQfg+L6bMMbOHE9O18RPLRrm9jPux+zjbi5t3tH7HAuo7VR9Meewsg69sexyP5aG7ztdsIf9urTbEQyUe784RIbdB9lzKSj+ZKmn2N2/+4ajfRsYZ15LYRtw26bZ2+1/XRbhyWo2yHJJF8NFfy7ONYGM88wW2DXFCgv41F3NV29mLG3M1ZExJ3zyX9Pe3Ytn4pEld7S9PK1ceVEnfPBBMVUIqiKIqiKIpiE5O4a+/BjE3ttVNO3PV11GBTZjZ6/OHnlKsDFXeKoiiKoijKdCcmcdfRgxnJuXlTTtwpioo7RVEURVEUZboTs7iblaniTpl6qLhTFEVRFEVRpjuxiLuatm7MmJdbrOJOmXKouFMURVEURVGmOzGJu5ZOFXfK1ETFnaIoiqIoijLdiUXcVTdT3OWouFOmHiruFEVRFEVRlOkO57z8ExPjISjuSlTcKVMOFXeKoiiKoijKdCdmcTd/e6WKO2XKoeJOURRFURRFme7EJu46MGN+YfUIcdfd3a0okx4Vd4qiKIqiKMp0JxZxV0VxV93Ri/b29hDuComiTEZU3CmKoiiKoijTnZjEXVMHZlSpuFOmIJNd3LW0tCiKoiiKoijKZdHR0REm4kbDiDtduVOmIpNd3LlPXRRFURRFURQlVmJeuVNxp0xFVNwpiqIoiqIo0x0Vd8pVgYo7RVEURVEUZbqj4k65KlBxpyiKoiiKokx3VNwpVwUq7hRFURRFUZTpjoo75apAxZ2iKIqiKIoy3YlJ3DV3qrhTpiYq7hRFURRFUZTpTizirrq1+/LEXV1xNhampWLpmg3o7Q8/P1Eq1vuwbEtlWLiw0OfD1qqusPDLpr8bGSuWIDVtIYqqW8LPTxIqstdiWWbJiLDyzeuQmlU98trGbMxOWhgWfzqg4k5RFEVRFEWZ7sQi7mo6+yYu7iqzFiIufjFaOrpQlrkUvrlJ6A0MoGD5QvgyqsKuj4XnQtwFetuQEOfDmpwKdLbWIXFOHDYW1YVdNxmIJO4KVy+Bb1152LXTFRV3iqIoiqIoynQnFnFX1zcwcXG3baEPqzJLQ8cZGRkozM2Ez+czLM5tRKCvC5tWLjLHi1ZuQg9X9zrLzXHWusXw+eKQVdJg4vd2NGFR0jzMmp+CzGXD4q5yRxZm+XyYm5CG2tZuE2aLu/LtW8z5eSlLUd/mnU/z+bAxOx9z4nxIWpIBf9DG2pJczJnlw5zExagPpiVUZKdj9pJMBILHLZXbsWh5ljluqSlGwtxZmDUnEcU13ope4aYVWJyxDSlzfJg9PwVVdVVITZiDuDkJqGntxcBADxJn+1CSnWHyuywjHyV5G7yyWZOFvgBXCnuwZVWqVz5rNqOvP4C+7nr4EtKQuYbl48PWokZzP39XK5akzMWsuQlYv3rJ+MRd+w7MTljglVmCD4VFuaasFqzcgL7gSmt53hbMnuVD4sLVaO8Lr+fJioo7RVEURVEUZboTi7ir79s5cXHX3VKJ+bN8SF2yElsLhkWFvXJXunUtFmZsRyAwgPQUHzbk14bEHYVYW1UefL45GAgEkJE8C6u2FKGvrwerEj1x52+rwPx5SWbLZ03hZvhS16PfEncdldvgm5WKzt5+NJRlwzc31VxLcZeeU46+3m7Ez5mFvMYBdDeVIy4uGW1dfjRW5GBOysqQ6CN5GxZjxbaKsHwODHTBN2seqlo60d1aa2xv6fPE3bzFG+Hv60PummTMTlmOrp4+lGakInnxhpC4K6hpR09HPeb7fNhUWIu+ng4k+nwoaexB+YZFSFyZg4GAH6vS5mNTeZsn7mYnoK61C52NBfDNmW/s2LgsCYsyCtHX24uNy5MnJO42FNWgr6cTC+f5UNrYgf6mfMyJT0VHTx+qclbDl0i73fxPTmIVd7w+Ly8PCxcuxPLly01bd6+x6ejoMNc2NTWZ49zc3FDctra2sOttoom77u5uZGdno6ioyOQjEAggPz/fpE8beU1NTQ22bdtm7m3HKSsrC+V/+/btJj+Mw+OqqipzDW1jnK6uLnNcWlpqjmlXQUGBicN7unaNRX19vUlPbJL0i4uLzTHT3LFjhwmTfNAm5kPKQ/LBOJJ32iP5iBRH7lNe7rVt166xoE0sWzo8HtfW1o5In+E5OTkjbGLZMg7LTOLQBonT2dkZMe9MR/JRWVlp7tPS0hJm01iITUzTtamvry9kE9NvaGgIxaFNJSWeX5CyZZ1LPioqKsw1bPs8ZlvhMcuccXgd2yKJtY0wPvNspy/lZLdBpm23QWm3ra2t5pj/M1+sbx5L/2AcyQf7gX0f9lUeM3+xtpFobVDqzm2DjCN9iTYxTMqWttg20VYeM2037xJH+mwsSPqsbx5LG4nWBm2fYLcR2mXHsevDLVs3765dY1FdXW1skvTpE2iztNtIfor+kDZIPsQmaVdik+1Daa99H2mL4kNdu6Jhpy/9bywfzTDx0YwTzUdLHUbKu9s/YiGSjy4sLDRhUk5SH9F8tLRbt3+M5qOJ5EPixILro3t7e8N8tPh1aYN1dXXGBqmP0Xy0nffR+rm0RdeuaEj6tFPaCG2K5qMZJvlgHnns+gTx0eyX0j9sH80w8YesO9eusRjPPMFtg2LTeHy05EPqw/Yj7vgUC2O1QdtPyRxJfJv4aNsn8DjS+CRxJB8yPjEfrk1jYbeRsXy0O44T1q8r4kaj3n8Z4s40tL4eNNZVIHXuLMxNXoY+R9yR7VvXm0lxwlwf1m2rDIq7OO98Tz3m+HwYCPQjzudDZZvXWO1tmW01xViyaCFSUxLhS1wzQtzlrV2C5C3BewW6sWC2D+3dfiPuipu9+6+cPxdrijtQlZ8B35x4YwvfE/T5EtBmrVSNKu5qt2Be8qLQ8UqKtPIuI+4WbPIGyYbiTVi0Ltv89lduQMLC5SFx127i9WHpfB+aOrii14/lPoq+Dq98Mr3ymT93FtYWtnriLnlZ8H4dRlh2D/QaQVbTyfgxbMt0xF2L35uIrF/oQ251C0pXxWHWnASvTFKTjXAdEX8Sw87Bzjhe6HCXLl1q/ueAtnLlStPJ169fbxwrnQI7nVxPEbdo0SIzWLCzLF682MSlU1m9enVY+jajiTt2VKZDB8FBlgPPxo0bzSDAAWDt2rXm3Jo1a0xfpA20LTEx0Rxv3brVDHwbNmwwToFxVq1aZeJw5ZzXpKWlmfuwTumQGIfp8zzzLXFc26JBJ0ibRPCyHJYsWWLuS6fDspMJOcNYzhSDmzZtMnGYZ+aD5Umb6HQ5mNAm2kP71q1bZxxcenq6yceyZctMnOTkZHO8ZcuW0CA5Xph32sQ6ZFnSFtYd/6eNbEOpqamhfLBMeR867sbGRmMD7aVtjMNraZPUIdsL42RlZZk4DON9mJ/Nmzcbu6XduLaNBts2bWNZsIxYVkyf92G7WrFihUmXdcj/2Y7p9FNSUswx80FbaAfzwPbKPPE364P5YR1KG2Ec5o91zPbH9kVYD65t0aC9bJdMj+XE9KW+aT/bg90G2Z5YTrRNypb9jO1K6lvaBeNKG2Z9ymDLa1m2dhthPl3bosH07TbIMpY2KP5CypZ1yrZEn8F80C7mg/eU+l6wYIHxAax32ijtlmmzXBmHvykOWC7MO/ss47i2jQbbraQvbZD34f+sB7YJ3othdhvkfXjMySSvpe20TXwK88688RqWLe/D/PCYbYdpi+2Sd9e2aDAdKVu2DbZ12sR+wzplurwP2yztYv+jTbSN5cR6YP+TNkKfw3pgHMZlPbB/M4xla+ed7Uvi8FrXtmgwfZaRpE97+T/TYz9ju01KShqRPv06y5hx2FdZV1K2zDPz7vpo5lP6B+tQ+izzLu3KtW00pA3aPlomsgxjGfI+tDOSj6Ywpf+hTaxrwrpjG6CfYD7ER0vepZ8zjtQhy8m1LRq0heXF/5m+1B3vy4k3fVtmZqbJD8uHfVTalfQlxpG8S1tnGYuPZrr2+MQ8M474Q95HhMt4YfrS/+Thse2jOWmXviT1IfmgT6Fft300baIPlT7LtkNbmU/bR4vI4TUJCQlhdkXDniew7tx5AuuO5UTfFslH037GoW38X3ybPFixfbT4UMZh2qw35ptlxjDXtmiMZ57AfEgbpJ/ivVi2vEb6krR1sYn5EN8m5cxzkneOs5J3lgmvc22LBtMaa54g9S3jOPua+Gi2S1fEjcZliTsKgaJGTxHLcXnrSHGXnb4QS7M8wZS7Irq4S2L8Fi+98nWeuOuq4cpeoglrrd4eJu5KMlZg9rqgwvW3I8HnQ0dPf0RxV7djM2Yt32pWEc31waceQg23TC7ejP7g+YaiLfDFpyPQvgNzktJC2zW56ratxn9FxN22BQmIz/Ce9G1YkRJF3A1gWZIP1R09XvlsW3NFxF3NhjgsWJ4ful7KZioQq7gTgcLf7KTs2PxNZ8CnJHRydMAM48BGxAHJhInn2EcY7qZvM5q4s2HH5lMcOaaDsgdC5pEdmx1VjmknHa8dh4OCHYdOwr6PG4cOhA7Rvma8MH3ez34ay7Tl6ahcY9sgcWyB48ZhfTCvdhyWhTzN5DHFMMvMtme80F46U6Zjp2/ng4OMPMGTOGwjcsw4IggljIOHPPG0r5Fj+hg377HAdsTJiRxLPuSY9+MgxnYrxxwQ7HxwYOIEzo7DAUqeTPKYAzGvk2tYH2zvrj3jgenZ5UZY1/aEmuURqd2y70gYV7btOOwHtuCk/WzHEodpsM/GOuAKkdogJ2dSd5K+/YCB7dMuJ17DSYCdLtstB2Y5ZnpuP2d92HmPBbZBu75ZLnYbcdsg78cJpT15ZfvhpEyOeY3dz3nMiYXt11gfl9NG7P5IaA/7oBxH6n9uG2Ec+wk649g2SVnY+aA/ZJnZ9owX1rf9YIzpsU3KigmP6Q/s9CO1dda3nS7juD7a9iOR8h4L7Eeuj3bL1vVTjMM+KMesb1vMM47ro3m93dbd8SkWmB7vZ9vk+ttIbYQ+YSwfbZe/m3cesx3acWKB97bHV6ZHH835x2jp897u+MT6t300hTnnHhLH9dG8hg+BXXvGS6R5gjvWuG2QbcqOwzZi+9BIPtodx5knii7blvESqQ266bttkNdQQNnpuO2WeXf7uZt3zt3sOLEg9SvHkXy0O47TR/NBryviRqPefxnv3JVnLcXs+FQUFZcgJ2MJZs1ZgK7+AZRmLIEveR1qWnqRl7EY8xZnoLxshxFxa7PKI4s7OoaNqZifugIlpYVmFY/irqe+AHG+WSgrL8eqhfPhi19ltlKG3rnrrDXv1RWUVGDT6lQkLN1ixF8kcdff3Yz4OXHIzCtG6Y5sxC9KN9eG8uRvR+q82Vi+MQclhbmYGxeHvCrv/bqU+XFYu7UQO7LWwDcn0dhwJcRd3jJu51yL0uICs8V11fbmUcVdyeaV8M1dhNKSIiTN9kUWd4s3oqy0zKO2ZUxxN+BvwhzfLGRtL0FR3gbMXpIzIs3JzJUSd/KbT954zEmuTGxscccwnr8S4k6eOInz5v90Hrbz5qSenVmO5UmaxJGJvj1oUKjaDkGeAMuxPJm1B7/xwvRpky02WDauk6JItoUCn1ZxUizHzCPtlnywvJh3icP7cCCjk5Y4dNasO55z7RoLpk9HLXUi+bCFtTxtFZtkcmULa9rEp2kSR1b27Ptw0LDzzvqw8xEL8jTdbSOyPYTINjw5lnYqcWSVw84HB1J7QszfnHxI2Uoc5se1aSyYBp9E2sKBYsttg2wj9oSbNtmTTw6a9iSBtjCOve2INtv5YBvhRHuibYR5tvsS69ue3DJ92iTps42w/u2JvazW2HHsSQLzzjZi552rHLItL1bYBu0JGPNBcWm3QdaHnQ+2Edok+aAtbFf2AwI+xbdt4kTfLlvmg/1DJlWxwDT4MMG2SVYu7LKlTXY50Sbbj7Bd2ZM26X9Sh4Ttys4H70MfOpE2EslH0x9Q9MqxrOzZPpo22r6N/tCe2DOO2z9sH804l+NH6PdsP0XbmL7dRli29lgz2vhk50O2jUscWcm1fSjbprSrWGD6LFu7viP5aLf/0SbbR7O+Y/XR9K92W4wFKSeuzEiYbAWVY56zfTRtYv1LHN7X9aH0KVxVsvufrKxLHPqmiT78HGueIDa5/tAW+5F8NH2bOxbYPtQdn2KBaYw1T5A2Yvs2d/yjTa6Pdscn+vVo41MsjKcNsi2wPiQf4qPZNl0RNxp1vf0TF3ekrbEauTnZyC0oRI8/GO7vRi738DZ2mXfJirfnISe/GG31ZdhRXouBXm7BCIoIf4e51vwO+FFWVIDc7cXoqi9CSU2bCW+pLkF2di4aWxgv33wIpCg7G7Vt3j52f1eLsaGguAL+4MpTId+P6fJ+l+bnobzZ287Y39uBgrwc5ObvQHekj4f096GoIBc5Obmob+0Mhff7e7EjPxe5+YXmoycMa6ouxY7gn0vobK5GUYX3Zc3+tioUFFF4+VGQm40ek0Y/ivOz0dXLlckASrKz0dDu2VScn4P8HSVoqCxFTmkD+vs6kL1dhFsvsnPyzHZXHpcX5xvbm+urUVLTPML2prJi09hDlNRioKcRuQXeeztFBdnoDtpeWZSN+nbvgzJ9XW3Iz81BXuFIsTjZiVXcsdNycOBvDhQi0OgQ6ABEvFHkmW2qQdipOGGQCa9MqNz0bcYSdyIs5ZgTEHcbiC2aiO3MCUWcPUmgjXz6zrKRMNppP/mkqIl125og5Wenbz+VI3SAtuPkvd2n1Jx82nE4YNgTYg567pM2N++xwPq1Jy7Mh+04CSdk9iTEzQedpZt3W3gRDuLuqqpbh7FgrzgQtg9XBLB92scsJ3vCzfq2B3y2EU4S5Jj2u0KOvmOibYQDlj0JIWwjdhvkBEzeiyEsd3ebMLfY2GnQJjsfrA9326hsNbXDxgsHVnu1heXhPhV326Dbbjl2cjJj2+2WLSfR9sSP9eHmPRboR+z7cTLstkF3ld7tf24c1pW7QuPmnXFi3doocPLnPqhhf7cneEzffirurlIQ2dooxxRZtk3Sz904dt5jgX3PfnBGXN/GY7utu32W9e0+gGA/t/ssxYm9Osz+4eYjFlw/4uYjko92y8n1h7TfXdVx20ikMW280CZXYLk+2k0/ko+mTbZPcPtspLy7/SMWWEa2CCDuKpHro9lmbRHrrqLTfpmrSBj9ut1G6E/50MDOeyyMNU+I1Aa5zdK+H/2666NdAcSysOuDft3ORyyMZ57gtlv6aPtBJnF349jvv5FIPporpBMt6/HME9w2KHFopyviRqOux3954k5RnitiFXe8ng6KjpMTHjp5diw6CHZmDh4c9OzrZeWOx3SAjMv/ORF007cZS9wpiqIoiqIoyniIWdyVddepuFOmHLGKu2eTscSdu3+bT5jslQPmz34yStxVMgpR+8klnzDxqZSdhmwvlTA+kRvLttGgELa3cxFZwZRjdw++bIuw03GfCnPVxH7iznPufnc377HgvttIm9x3nriSQIcoYW4+eM7dzkXhbx+Ptdc/VmQlWY7d+ua93XfbWE52ffNpqv0Elm3Efv+OTz/t7VcSx15ZiwWu3HH1So6lHbs22U9G+VTYXYXjC+/2sbuayPqw2zpxV1Jjge3DboO0120jbhvkKoDdRjh22u+ORIrDXQH2tj5ZyZHjWHFXHZgPtw26T9zd/sdVbTeObVOkfHClYaJbwFh3bvrs7/ZqhvvupKz22em4bZ/5sOMwPTfO5azucqXIXvWRcrGvcftfpHcb7ZVz8dH2qglX7tyVbXcFJBZcP+K+cxjJR7OcorV1lqG7su22Ebe8YoFl6I4BrEt7y5+bj0g+2vVt7nu8shvFvrfbP2KBdW2vitIWd3eF20bcdxtZ37YPjeSj3ZU1julccbLvM16kDUabJ0Rqg+67xe5Yw/qw2zphn3VX7iY61oxnnuDOq8bjo+VDMHIcyUdz1dI+joXxzBPcNig7GWISd919mFHWU6PiTplyTGVxpyiKoiiKoijjIRZxV9ul4k6Zoqi4UxRFURRFUaY7Ku6UqwIVd4qiKIqiKMp0JxZxp9sylSmLijtFURRFURRluhOzuCvtrlZxp0w5VNwpiqIoiqIo051YxF1tZ6+KO2VqouJOURRFURRFme7EJO46elTcKVMTFXeKoiiKoijKdCcWcVdjxF2Xijtl6qHiTlEURVEURZnuxCTu2rowo6q/IWxyqiiTHRV3iqIoiqIoynQnFnFX3dyp4k6Zmqi4UxRFURRFUaY7sYi7quYOzKjy14dNThVlsqPiTlEURVEURZnuxCzu3nn33WGTU0WZ7Ex2cRcIBBRFURRFURTlsujr6wsTcaNRxW2Z//RP/xQ2OVWUyc5kF3fuUxdFURRFURRFiZVYVu6qW7tU3ClTExV3iqIoiqIoynQnJnHX1qPiTpmaqLhTFEVRFEVRpjuxiLuadhV3yhRFxZ2iKIqiKIoy3YlN3PVixl3vfl/Y5FRRJjsq7hRFURRFUZTpTmzirgcz7n6Pijtl6qHiTlEURVEURZnuxCzu3nX3e8Imp4oy2VFxpyiKoiiKokx3YhZ39Z19YZNTRZnsqLhTFEVRFEVRpjsxibu2bhV3ytRExZ2iKIqiKIoy3YlF3FW3dam4U6YmExF33d3dqKioQG1tbdg5m46ODpSXl6Ouri50HzvuWPdWcacoiqIoiqJcCVTcKVcFYwksF16/dOlSFBUVYf369cjPzw+7hlDELVq0CGVlZUhPT0dJSYkJX7JkiYmbkZGB7du3h8WziSbusrOzjR0LFy5EW1sbampqkJaWhsWLF6O0tBSBQMCcX758OdauXWuON23aZMJoA+1ramoy8SUO7ylxmLeBgQFkZmaaMF7T19dn7sPfjEfh6toVDaa/YsUKk/6qVatM+lu3bjXp03ba1NDQYMqN92D58J48z3gsR4mzbNkyc117ezuqq6tDeWd5SznzmnXr1pm8b9iwwRwznE7LtS0ara2tJn3GpU1Mj2kxH2vWrDHH27ZtM+dpE/PR2NhofpPi4mLTbni9nXeWLdNh2rSpvr4+lPfCwkL09vaG8i714doWjby8vFDZtrS0mPQlHzt27DB20x6mv3r1anNs1zcfTrA8pY3Iwwz+pt0sU9rEMmY6jMfzVVVVoTbC9uLaFQ3pX3Yb3LJliwlj2bA9sL75m+nzQQnLTuLQFsahbTzmdSzHysrKUD4kDo95zebNm00c3o/HE2kjzLO0QfaLsdogbZL6JozDvEkc+gfaxD4rbZ3nmQ/eg/fiPWkn49BuxnHtioaUrd0G+SBK2iD9FO1k+mwjYhPj8H68prOz09gkeedvybtdh4wreWc+5D6EcVzboiG+jenZPkHaLW1m+vzN9OnbeE/pf+yzjMN65zHbAfPOtio20V8zjGkw79LWWR/SRrq6usJsiwb7j/Q/+oRoPpr3ZfocA2gf48gY4rZ16bPSRngf6X9sV+JHGIfl5doVjUg+Wnwb71FQUGDuybqI5KNpA320jE/Mh4xP0kbs/sH7MFzuw/i8F/2Qa1s0xLdJffOYY6b4aJYtxz+7rdP3uONTVlbWqD6aPlTGp5UrV46oD6bB6+hDXduiwfFP6lt8NG2yfTRtkjbCsqVvt/267Xuk3Ypvs3007RMfzfJgHJ7fuHFjmF3RiNQG7XkC/a3bBhmH95FyEh8t/Y/tNpKPph+R/sc2wrYkbYR93rUtGmP5aN5f6kPaoNS37aNpG4+ZX563xz/myfbRtj9knUoc17ZojGee4LZB10fbAi4a1a1dmFHb2hk2OVWUyU6s4o4OhZ2Iv+lYZTLBzk2RxYGEAwUdLjs0r6NT4MAiDpRhPC+OdjRGE3c8x8GTzogDFNMmDJeBlnHpYMWR0FY6Ican4+REgYMEr2cZMB9MixMDXkPHwPR5H6bBCTUHDt6HcRhG5+XaFg0RC/zNcuLEkKKIaXEgz8nJMeKJZcyw1NRU41zFaXNwYz7EJjo5ChhJg/VAuyUfDONAwvtwQso0mO9YRWlubq7JM8uX9ce644DFc0yf52Twob3MB6E9DFuwYIERiBKHEwfaxLKUOMwHHxTQoUrZMt88x2PGiWUyKXXH/1lmzD8nYrRJ8kGb6OhlgGK+pI2w7bAuONnked6b5U+bWFcMYztj22FeGYd54Dm2K4YTDi6ubdGw2yDTp/1Sv2yDHMx4LG2Q7ZbtQNoI47Cd0RaeZ11zAsA4zDfzz/7LumB/5TVsM8wfy4tpcOIdq+CQNinpsxykDXLizvQ54Nrpu+Vk54P5or3SRng94zEfvJ5h9B+8B+8leY9losB07DbI9sE2yDyw3GmTpC9tkGUr5ST1wXzxPNsuJ7nSZxnGNsNwicPr2bbsvMfqR9hOOYHib9pEW8UG3pd5sP1USkqK8Ye0l3FY38wH2y3P0x76Nref83q2R17DfLHPSj7YfuhLXNuiwfu5Ppr3YPqcVLI9Sv9j+qxv3k9sYpsQv85r2M4YV9qe9Fk775zQSVuUvLN+XdtGg/e1fTTTjuSjJX3XR/Mcy5VpsJ4i+WhOrFkfknf2V44T9vgUqx9hWYqfZ/q8r/gy8dG0y/bRjCM+mvlwfTSvZx9xfTT7LeO4/YP54/WubdGQ9G0fTZt4P/pw1r+Uk6TPvNjt1h43WNY8Jz6afYPnXN/DdijzjeTk5DC7ojGeeYLdRqT/iY+WviQ+mvF4DX0e889r2NZtH83rGY8Cked5jnMK17ZojGee4LZBez4icznpH/RJnPvZ45NdH4wj4xPrgefZzmN9cDHWPMFug+ITmA+eZzxpY+PBrNwV1erKnTL1iFXc0QHQifC3rM7xNx2RPFGSazmYsPNxUKbz4aSEkwSe4wA4UXEnsLPSFpncETo8OlY5po28Px0wj/m/OABJg45MnD9hHu3BlNfQKbGzyzEdBgc716bxQMfHCZedPsvNfspJp2Q/QWQcliWvlTgcgOmg5ZiTAtsmN+8sUw4SzJ9r01gwfQ5c4vwJy4PlJOnzGk7k3bKlY5U4nEzYgyevYRq2Te59GIf5kLzHAuNw4LKfanJAc9Nn2bJ8eMz8MB/S/pgGBxSWr8ThRIjtV2xiXBEkEodtihNU16bx4LZB2sT72W2QgxQnCHIN88HJrBzzGubLFsW0h3mRY/ZDmSTzmPazrU+0jbC+bZt470htUGxiHAoe2ya2HzfvTMPOO+/BPijXMO+xToCFSG2QExURo4T3ttsgbaIv4+RL0uDEhhM7icP02K/dsnXr0M5HLIj/lfT5P21iuByzbG1/GKn/uW2EPpQTNDnmObutS97ZdlybxgPHCjt9KVvXR0v6vC/7np0Pt3/wGrdsWa62X2feKWJce8aDpG/7aPoRilI5juSjOT6JjyacyNo2RfLRLFvbh7LPTnSsieSj6Q/dsrXbOvPhthHaaPcPjk8isiSO3RalDscaw0eD/tpN3/XRzIc9/rFd2fmQOYbYxLjsj5zzSByWK/utxKFfZ15de8bDaG3Q9dF8IGDHcfuf60OZD86t7LLlsdSH5CPWh7bCaD7aTp9lZNvk9j/GldU+iUOfbot7GWflmNcwDfFXsTLWPEHaIOedPGY4+xJ9oiviRsMTd5XdYZNTRZnsTETcscPIbxF30rHYmXlMwUUHxPTZmfgkhY6Tzo/nZXLspm8z1sBAR24/9aET5KRcOjehMxGHQ+gM7K1yvIe95Y+DCJ0U/5drKFLlqRtxB7ZYYL6Yb/vpMdOybeKEkWUsx3RSHGxlUCK0SZ6yEpannQ9xnHIfHlMs2vmIBda1bIvhMfPBcrIdMydf9gDDNmDbJHHsfHByJE9+CeuD95HjSHmPBdpkCyxOmjh5stuIbLeSY4pRu2xZZvLkj8fSRuxJgi0GiaxM2fcZL5HaIOvOFqgc2Ow2yLLlpEHqhzCf9sSSTzftySivtSdMhE/57fqIBbZb2aoj6Y/VBnkvefrMY7dsCdO0H+C4kzhey0m7nfdYYPryZJmwHu2n4JHaIMtRVs8Iy9nOB8uU/tDOu3sfloOseLs2jQVtsSdThO3Ntontxa5v2mRP9AknyHbZMh/21kVey7K12wjzIauAsUIfLdtCJYxt0O5/9NF2PlgfsuWPx5L3aD6Uv+kj5Zj28z4TbSO0yc5zJB/NB3Z2G2Ec2x8y73Y++L89PvGYNtv5YN3YfSoWZMJtCwcKS3vMHM1HR/M9nCy7PjopKSnq+BQL9NH2AydCH23ng/MJu2wZxx6faAv7n+SDabFd2z5aHuDIfVgPzPtE28hY8wSWLfNhp882ZPtoqW855rWMY/c/1pddH7yPrBxK2HgZj4+WccP10XYb4Xnbt7k+OtL4JCvYrk3jYTzzBObD3oHCOLSTdrsibjSMuKusbxoxMVWUqUCs4k6cJgdjPs2hw2Q4J9F8eiRPoehw2Hl5jk+ipFPJkxp5785N32Yscecu5/N6ewAg9iSBcECwnSAHaftpLG20HSehg7CdEh2wPbGIBebLtUm2ncgxB087H5Hi2KtIhHm3J0hMz56M8NjNeyxQ3MkqBaFN7gSPNjJcjpkP+2kv244bx7WJ+bAnrJHuEwvuBIN5cFel3Gtok13fHLRsm9hGbAFE+906ZJyJthE3fcL0XZvswZW/7UkhcdsI07Tzwfpw2/pEn/4SDtR2G6S9tk2R2qDb1llm9iSBuGXLfLh5n+hDC+LmmfkYqw26ZUuf4MaxbYrURtw+GwusOzfP9FN2/3PTZxy3jbg+NFI+xooTC259E3cLsNv/+OBqIj7a7bNuPmLB7X+ubxuvj7bzPh4fHclfjZdI7db10W764/XRdrsaT95jwbWJuH3UbSNsH2wncuz6tkj9z20jzNNYc45oRGqD9hgQqQ265eSONW4+iNv/LmesGU8bdNs67zWR8cn1V7Fu67YZzzzBLVsZn1imrogbjWr+KYTa1q7QpFRRpgoTEXfspBRpfALLjk6nKk9S2aEo5HgdtyhR7PE6DmqMT0fFuFzpYEdz07cZy9HK9lA5plNyJ1R8ymXH4ZNTOw4HJdsp0E57G6GkYT8R4kqkLXRigWVkPwUjTN/Nh+3Q6Rhpt52OrJ7KMcvdjsNz9lN73s/NeyxwoLKdMW2yt40yfR7bgwwdvm1TpLzLy+VyzHzYKwmM49ZhLMgDBDnmAGxPRHhv910FlpNd39xaY7dFthF7WxkHNXkh3Y4j20FihQOpvDNAIrVBpm9PZtiX3NVkPv22j918sGztp6tEPr5gh40Xtg970Ke9bhtx2yAnKnYb4STN3n7HOPIAScK43cee7LM+3LzHAn2Rfcx8uG3Q/ViL2/+4OmyLUsaxbYqUd97HFbLjhRMPe0sS02ffsvsf07efjDOO+7EIt+0zH3YcpufGsVdIYoU+wfXRrm9z+x/9s91nWd92u2UarB97Minvfcsx+4e9khcrrh9x8xHJR7OcorV1lqHdriK1EforVxCMF5ahOwawDOxJMdO38xHJR7u+jfmw+znjuHl3+0cssK5dH22v0hC3jdAeW/Swvu1xPJKP5vzE9odsL7G+IyhE8tHuPCFSG+TuCvt4Ij7ajRML45knuG09ko9247Acx/LRfPhvH8fCeOYJbhsUfxuzuNOvZSpTkVjF3bPJRB2WoiiKoiiKotjEJu56VNwpUxMVd4qiKIqiKMp0JyZx127E3eSdJCvKaKi4UxRFURRFUaY7MYs7fedOmYqouFMURVEURVGmOzGLu/e99x1hk1NFmeyouFMURVEURVGmOzGLu0BTUdjkVFEmOyruFEVRFEVRlOlOzOLuLa3lYZNTRZnsqLhTFEVRFEVRpjsxi7vA3e8Om5wqymRHxZ2iKIqiKIoy3YlZ3FU1NIdNThVlsqPiTlEURVEURZnuxCzuGvTv3ClTEBV3iqIoiqIoynQnZnHX2B0+OVWUyY6KO0VRFEVRFGW6o+JOuSqY7OKura1NURRFURRFUS6Ljo6OMBE3GirulCnLZBd37lMXRVEURVEURYmVmFfuGrrCJ6eKMtlRcacoiqIoiqJMd1TcKVcFKu4URVEURVGU6U4s4q5GxZ0yVVFxpyiKoiiKokx3VNwpVwUq7hRFURRFUZTpjoo75apAxZ2iKIqiKIoy3YlJ3LV1q7hTpiYq7hRFURRFUZTpTizirlrFnTJVUXGnKIqiKIqiTHdiE3ddKu6UqYmKO0VRFEVRFGW6E5O4a1Vxp0xRVNwpiqIoiqIo0x0Vd8pVQazirqGhAUuWLMHixYtRVVUVdl5obW3FmjVrsHDhQmRkZKC7u9uE79ixw4StXLkSHR0dYfFsoom73t5eFBYWoqKiAgMDA4aSkhIUFxebPPEa2spraIsdp6amJhSnrKwsFIfH9fX15prOzk4Th3bzuLq62hzTrtLSUhOH17t2jQXzZNsk6VdWVppjplleXm7CJB9iU1tbmzmm05E4o+V9tDiSd9eusaBNRUVF6OvrM8eNjY0j0mc4z4tNgUAgVLb8HSlOpLwzDtNhOTOsrq7OXNPe3h5m01iwvpkWbbfrm2FSTmKTtDVpI2zbEod5YJ2LTbW1tSPaCNsxj1nmvJ7XsT5IrGXN6yXP0dqg1LekL/VNW2ybWN88Zh2ITZIPpmffp6uryxwzfxOxW9J326DUneTD7n/Sl2gTj6VsaYttk+QjUtlKHMl7LEj6rG8eS7uN1gbt+pB82GVr1yHj8NgtW96HeWcc/pZ0xov4Nkmf/Zs2S7uV9KX/RYrDepe823GkfzCM5S5ly+NIdThebJskfdtH81j6n122o/lo1ybJh90/xPe4bTEWIvkp10dLPlx/ezk+mtj9w7VrLFx/G81HS/pNTU2h+uBxpLwzjp13t2wlH1Ifrl3RkPRtHy02jeajGSb5kPHJ9dHS1tkv7TYifoRIW6f9rl1jEclHu/MEt5xG89F2fbg+Wu4jfoTI+CRtPRZibYM8Ft8mPjpS3l0fLXHER7MMJB+uTWNht5HRfLTbBonY5Aq4aFS3qLhTpiixirtFixahpaXFdCIKPMbfsmWLcT4cEDIzM42DXb58uelwPJ+fn4+srCzTWRiHzpmibO3atWHp24wm7ujEKDA5oObl5Rnns3nzZjPgsjOnp6cb+yggOcAtW7bM3DMpKckc81raxv/ptBiHQpQOjnE5mKSmppr7ML+8D6/l/xs3bjSOReK4tkWDznDVqlUm/bS0NFNOzAcd7NatW80AmpOTY5wSw1iGtHf9+vWmLGgL88H/GZ6dnW3yTJtoD+PzWuZj9erV5pqlS5ea+yQnJ5tjXsv/XduiITbR4bNMWdcrVqww+aD9rGPmhzZv27bNOHnmh86Xv3kt64PlxTgLFiww+ZA6ZJvhdYzL+mA6vA//54MBxmGeZbAfD3TmrHfW8/bt281DBUmfAwrrgQON5INlzUGKtrF8pD5oB23joMA2zHqgTbyGDynYRph3psH8sY5ZB6wXwt+ubdFgH1q3bl3ENrhp06ZQHUobZHvluQ0bNoTiSNnyWobzPG1mftjvGMbfLHd5WMOyZRthGpKWa1s0mL60Qf5mPqQNMn22wZSUlJBNLEfmg32XcZgPu2xZD/QB9BeSP4bzPPMg92H9slykTzGOa9toMM+SvrRB1jHbCNOl/WyDUh68lvmQ+ua1jEPbmXfWSVt7Ozq7u5VJAuuJiB+RduW2hdHgta6Pzs3NNf6EYfQxTJd91vbRbCtsr/SdbBdso4zLdsJr6aPpg2wfLeMTr5Uxh36HcThWurZFw/XR0m7ZrukHmSb/l0k5/R/9Idu8+BEZn2iLtHWOOfTrzDvTF98ieWcc+kWmwfRFFI4Xpi/9Tx4Auz6atrGcmD59geSD4xPLlLbQ7/Ia2mT7aJYjy8b10YzLeQzjJCQkhNkVDddHu/ME3lN8VyQfzWvFz9i+jXFpk+2j6UOZhozjLBPWC8uM7dO1LRrjmScwP9IG6ec495Oylb4keZc4zAfLVeYjzBvPSd5lHij9knFc26LBfEabJ7htUPoc/2f5cj7qirjRqG7pVHGnTE1iFXfsNIxD6BD4Pzs/J0fS0eg0RMQxDjsbOwodAx01w3gN47vp24wm7uTJG/+nU+HkXY55Lzp4Olx5kkWnxEFBxAEnlOzodhw6STsOnanch8fiqCUO/6f9rm3RYDxJn2XF+0r6FBzyJEqedsnAZMeRMuU1dhyeZxlTYNhxeMxwuYbXx/q0zM4zJzNu+syHlC0HGlnlkjhsM3bemYaddw6s9qoHw1j+ch+GSd5d20bDbiMUGpxkufmwbeKAxEFf8sG6Zj7kmOd4jdjDMLv98pgTE4pYuQ/tZXt3bYuGXbbsQ3YbpD0sXzsfkdqt9Gkes1ztOLSJkw3JB2EadhxOXDm5cm2LhsSN1AY5gZB2K+nTT4hNbAssJzsOJ2N23jmYs53YeXf7ufgj17bRsNNn2na7JdLW5djuf4zDyQv9Au/J8xT2rW1t6OjqUiYJnDiyvtz+4baF0bDbCPuE66PlAY+k7/poWVGw+x/7gx1HfLTY5bZ1GZ9c26LBeJI++zvvK+m7/pb/uz6a9xvLR9M/jZZ3HstDMde2aNg2sT/bNtH/UuzZY41tE8PZZ+36lmOxieMA5x52fYjvkXwlJiaG2RUNu41Emie4Y6bro935CG0SH8pj4vpoGcelLFguFFCubdGI1Abd9MWmSHMkaTMSh3Xh+mi2iWh5531k5XK8SPqSnqTPMLcNyjgux5wHFhQUhIm40ahScadMVaSjjRd2aPktk1vp+Jxs8ZjOU54W2nFtccdJ8ETFncCOKgMMj9m5eSxbDAgnknzSKsdig8ThfeSppaQhT4bsOLaQY5mxHJg/16axYPoUo3wSKmG0l+nJMW2jsLPzwUHJzgcnkuLYJA7zLtsSeB8+oSIShxMdOj9xjLHA9OWprqRPJ8mVU7lGVnPtsmW5sZ4kDu2xnzBSeLl558Te3j7Fp292PmJBnvS6bYR1KtfIqpwcS9uUOKxnxrHzwes5aEgcDlCcREnZMg7rkGXg2jQW0gbtiRH7gtsGZfVX4tAm1olcw7qyxSXzw7KWLT6EqwN2PthGWM8TaSPMK8vJ7ktsH7ZNbhuUCZls8WE4n1a7Nrl5l5UFOw77umvTeGAbZF3JMcuJ6dttkPVh54Pn5AEBj5l3pqHibnLBPsA6IpfjR1jfbhuJ5KOJHLNNRxqfbB/t+lDaKxNiHsv4ZPfZ8cL0OdbY4wbvbY8bTN/tf7RpLB/NY7t/8MGWnQ/aK+LMtWsspJzs8Z/+gA+Q5Zg+xvbRzIes2kka9Ie2D6WPpogRm8Svi0BiOFeaZHthrIw1T2D6rh+hvbZwl/HP9dF2PthGmFc3HxQjrk1jwTTGmieIjxabGM66cG1y8x7JR7M92nF4H9em8TCeeYK0EcmHjE+sJ1fEjYaKO2XKMhFxx0mubCtgmDhyeSrDgYIDH//neTpVLpuLIGEYO7b9VC0SY4k7d6seBwA+ObOv4f3sY9ppizJuH7CdFPPClT57UKLztVeNOIhxxdBOd7wwHXtSSHhs54P22PkQ522nQ8dpx6EYZV7kmM7PHjR4PxHcdjrjhSsttuNkOhQOdj4oCmSSQJgP2yY6Szfv9kSD8Cm3vZVH2pkcxwpttPPMbRl8Wmhfw0HCPmYbcevbXu1kHrnNQ45pv7siwEneRNsI2yDTd9uInQ9O2OztLLTJHSi5hcdOg3HsfMgqnh1HHt7YYeOF5crylWOmY4vLSG2Q7daOw8GavsK2m/Vhly0nSLY4Z3m5eY8FWSGVY4pEtw3aExfibgFlHOZDxd3kQsQdx6xYV9FtZCVLjjnW2A8gIvlo2eUix64/pF3s1/ax2z8ijWnjhfem3Xbblq3jcuymH2l8koewcuz22Uh5d8enWGDfc30007OPXR9Nv2aLJtY3x3E5po92/Qj9Osc1OeZ8gwLEznssjDVPYLm7bZBbG+37MY69kiWreHYc10dzrLHzEQvjmSe47ZaiiSI42vhEsW/P3yKNT9yGPNGyHs88gW3GLieJwzbgirjRUHGnTFliFXd8Gkanyc7NbRKMz+0AdMacdLFT8zo6Wj5dorOkU+X2FIbTCfBJFM/RYbjp24wl7hRFUSYDnKRwoqTibnIh4s6tL0VRrk5U3ClXBbGKO1mZI/xN5F0l+S3X8ekZj9lJ7PgMk3fg3PRtxhJ37rY3+RKYHLtPRon7FJJPLe2nUvKytZ2G7HeXMK6AjGXbaPAJk7s1UlYw5Vg+RCLHfCLmrhy4T6W4cmDH4Tn7SRnv5+Y9FuTDJHJMmyjQ5Zjpc+WOdS1h8rEaOeY5ezsJ4dM2+9h934vlFev7JjaMa+fZfVLNe9tbjoj7hJcPLOwnsPL+nRzLU2F7BZJxZAtrrPDJKFev5FjasWuTvXrF/uiuwnHlzj5mHHu1j/XhfvBF3vO0w8YL24f91Jn2um3EbYPyRTM55jY3+92RSHH4gMnejsP6cPMeC+6qA/PhtkH3ibvb/7iqzf6n4m5yIeKO/cNdAYkF14/Qt9ljTSQf7a7uum2d/cxd2XbbOldN7FWyWGD/c8cA+mjZXk6Yvp2PSD7a9W3y8RI5ltU++95u/4gF+mfXR0faXWH7Q9pDu+SY9W370Eg+mitetj9kW4n1oyTCeOYJkdogV+7s40g+2t4lQuQ9TznmdsRYP0oijGee4LZ1+t6xfDTL0d6yHMlH8+Mt9nEsjGee4LZBLjjIe4quiBsN/VqmMmUZS2A9l0xUQCmKojybcIJzJVfu2i3cc8r40ZU7RVFsYhJ3+nfulKmKijtFUZTL43LFnS3m2vlnZTo6DG0dHeZYhd7EUHGnKIpNTOLOrNx1h09OFWWyo+JOURTl8rgccUfRRhEnYo7/5+XnY+ny5ahtaAgJPXM+KPTcNJTIqLhTFMVGxZ1yVaDiTlEU5fK4LHHX2YnK6mqsWLkSFVVVaG5txdx58wwFO3aY4zXp6Vi+YgWa29qMwHPTUCKj4k5RFJtYxF2VijtlqqLiTlEU5fKYiLizt2Bu2rwZKQsWICU1FQ1NTSFxl1tQgOraWrzpzjsNFIGt7e2hrZpumspIVNwpimITi7irbu1WcadMTVTcKYqiXB6xijvZitnU0oKWtjbUNTQgOSXFsC07OyTu8goKcKfPZ4QdxV9jS4tZyWMcXcEbGxV3iqLYxCTu2iju9IMqyhRExZ2iKMrlEau4ozCrqaszWzHT161DVU0NsrZuNeJu5erVyN++3ZwrKSvDncFVu7KKCmTn5sIXF4fFS5eGVvDctJVhVNwpimITm7jrUXGnTE1U3CmKolweExF35ZWVWLJ0qWHxkiXIzMpCYUkJGpub0dLebsQb37ErLCoyK3hcyXvDLbcYZs+ebVb9VNxFR8Wdoig2MYm79h7MaOoOhE1OFWWyo+JOURTl8piIuKN4q6qtxbIVK4zAW5+RYUSdvd2S2zf5Th4/tHLLzJlG2M2aPdtsz5Rr9d270VFxpyiKTSzirobi7v3vf3/Y5FRRJjsq7hRFUS6PWMSdEWzt7WZbJrdj8iMpOwoLUd/YaN7Di3Q937Hjyt62nByzPZNx+OEVCr9oq3d8l4+rgj6fz7yzx/u51zzXpKenm1VIN/xKoOJOURQbFXfKVYGKO0VRlMsjJnHX2YnqujqsXrsWq9esMaxbvz7qO3RcpducmYlX33wzXvXqV+PVr3415sfHm/DR4pg/qTB3LqpratDn96OpuRlz5swx93GvfTahiE1JSQkdFxUXP2M2qbhTFMVGxZ1yVTDZxZ0bpiiKMtmgH+3r6xu3uKPAWbtuXUjcbdqyZUxxt3HTJiPqRNzxHTx3G6dNTl4e1q1bh47ubnPc2d1tPtLCv53HY95v1erVRmiVlJaG4i1dtsysKi5duhSLFi8OrSZmbduG0rIyrFmzBqmpqeYaicMVwrRFi0wce/WR1/DaZcuXm9XHptZWJCUlYdasWUhNSzP5XbRokXnPkGKUafAjMrSJH5iR8uD/LCemxXcVV65aFZbfSDQ2Nk7qMU5RlGeX3t7eMBE3GirulCnLZB74dOVOUZSpQEwrd9Y7dxQ8FDYUXGZbZoR36BhG4bMlKwvFJSWora83WzLNHzTntswI9yAZGzZge1DICd09PegMbvOcN2+eWdXr7evDggULkJefb66h+OIxry3Yvh1JyckmfMPGjUaUMX5dfT3mzJ1r8lDX2IiExER0dXejkX+jb+5cYzO3j3KlsKe3F7W1tSbc/F2/tjaTfk9fnxGctMN8RKa11WwfpR08xy+H8p1EpkUBuHXbNmMrRV5aWlpYfiOhK3eKotjEvHL33ve9L2xyqiiTHRV3iqIol0cs4o5Q5FBgFZWUYMOmTQautFEsGYEXhOKN1/Ermn/7ilcYuB2zsqYm6pZMQnEnq3QuXB1btWqVEWQUWBRBycnJJj2Kudq6OhPe0dlpBBpX/2gjxZ4J7+pCfHBbKFf/Nm/ZgsLiYsP8+fONAOVqHdNhXMbh3+9jfihMKe7ElpC4a2sz4q6LArS7G5s2bTLvGPJ9PKZJUcnweq4SqrhTFGUCxCzuAne9J2xyqiiTHRV3iqIol0es4k7+FIIIu42bN5svYnJ7pNmiGNzCSGHDLYjp69fj1ttuCwk8/uY10cQdP8CyJTNzRBhX8vhRFb7nxpU4CTcCKj4+JO6qa2s9Ozs6Roi7/IICE87rKO4oRvnBli1btpi0BQo1bumkkJN7iCgcS9xJOMVddk6O+TIoVxMlrxSOKu4URZkIMYs73ZapTEVU3CmKolwesYo7ChWKFq5McRWN2y75h8u3Zmeb1baEpCS85nWvQ8bGjXjRi16El7zkJSgtLzdbM//xVa/CgrQ0I4aiiTtukaQwk22bvNZ8hKWtzWyrtAUTV9y4ksffsYq77Oxs80EYijfC7ZW8nu8IMn/m+q4uLFqyxFwfq7hr7+gwK3e8huG0TcWdoigTIWZxV69/xFyZgqi4UxRFuTxiFndBgcQVPNmqSCHE98r4cZLnP//5hsytW42wo8C78847Qx8eke2bbrouO3bsQFxcnBFN/D83N9c7191tVtsYTnFFKKIYHqu44zZKbunk+3j84+r8zWsYznQZxnvzAylMp6293bs2KDzHEnf8zT/kznOEQk/FnaIoE0HFnXJVoOJOURTl8ohV3Aki8rhaR3HH/yn0RNzxC5X8kibF3cte9jIjusxXNYNx3fRc+E4dP0LCP4XA/ym45Bw/mMIwwo+eSDiPZQslkXO83o7Pj57Ilzh5jUnL70e3lRbDI91b7sv72Pfj75B9vb2htChkJQ7f41u8eHHoumiouFMUxUbFnXJVoOJOURTl8piouCMUaRR0pRUV5t03btd84QtfaMRdTm6uOV7APyewYoVZtRvPit10guXDvwnIP8HAdwgTEhLMlzjd6yKh4k5RFJtYxF11m4o7ZYqi4k5RFOXyuFxxF9qiGfyKJv8GHv+8AP/MAL9IScxWTP7pg6tM3BGu+vEdwpqaGlMO9spiNFTcKYpio+JOuSpQcacoinJ5XI64c6F4a+3oGBZzIgAjXKtER8Wdoig2Ku6Uq4KxxF13dzfq6urQ0tIy5rVtbW3o6+sLHXfxj93W1RmRJnHZYerr682gO1Z6Ku4URZkKXElxp1w5VNwpimKj4k65KogmsCjUFi5ciO3bt2P16tWorq4Ou4a0trZi5cqV5loKOoaxY/Cld8bluxIVFRUmfMmSJcjLy0N6ejqKiorC0rKJJu4KCgpM+ubFen5tLviHbRctWoTKykoz0aJNvN+GDRvM8bZt28z1y5YtM/bRbtoscXjPFStWmDibN282k4KcnBwTZ+nSpaasKEx5zHjcIuTaFQ2mv3btWpMW88/0+fU6pkcbaBPzzN9Mv6SkxNQB88E4zAfjsPxoI+N1dnYamyTvVVVVI/KxceNGk/esrCxzzLz39vaG2RaN9vZ2Yw/vR5uYHj+bzvQyMjLMcX5+vjnPMOaDDwMkH1L3bEPMx7p160Jly+t5HW3iRIy/SVlZmck788E4/HJerJM0filQ6ooPHpi+5KO0tNTYbdvEY6kP2sWyZXlKHLYx5oNlyPOZmZnGJtrGY9rK87W1taG8M45rVzTYxtw2yE/Ni008zwcmTJ91zjbIsnPLiV9C5PUMYznSJmnrEofnydatW0fEWb58ecxthDbRHtopbZDpRGuDdn3Tt9BOiSNlS9skH8w7bec9eC/ek+kwDs/TfteuaEjZ2m2wsbExVHfSBiV9uz7EJvo7lq30PxV3kwu2Mdar+FC2RbcdREP8re2j6dvErxQXF5t2OV4fzWMZnyL5aJ6X8Yn3kT7LPuXaFg3xbUxffDTHTKbFMD60FR9NysvLTZ/lWD0eH0276EPFR9Nm5sOOQ5h317ZocPxzxxrbpkg+2h6faJPte8SPsO/yWHy0+FDGY92wPJgHpkGf49oVDcmz7aPdeYI9lkk50TYe2z7a9oeRfDTj8Jj5YxuR8Ylx6Ltc26IxnnmC1Ie0QXt8or+lTZxX8Vh8tD3+8bfto8WH8n8e8z7Mu2tbNMYzT7DboOujWR+uiBsNFXfKlCWauKODYufjbzobOlc6U3Es7EwUVvzNDsQBTsQdOxMHF/6mI+UAw3PsbAyj02B89542o4k7nqNjoTNiR2dHpoNhXtjRaTPjUlSwo69fv97YyYGX8ekQOAjQUdLxMB4dMdOSQZRpMH1xYAwvLCw0TpZxeI6OwrUtGrSBkwH+ZtmwLGXwYVlz0OIAzHJiWGpqqhEHLHuJwzTEJpYrRRVtoj0yyZd88BqKSN5HJjW8P8vFtS0aLF/WMcud9cdJAcuP55g+y1wmNbSJExvWB+PQLv5NKwppicN2Qps4kNj5YDwOsgzjwMBwtiMeU0yyXFzbRkPqjv9z8Gc5M307H2IT0+egwGNpIyxzikN5MEB7OcmgTYRxZDCTyQDrjwMs7yttMdY2YrdBps97SxthOB+I2G2Q+WDbkQcNbLdsIxQgjCNtnWVNm2Siy8kc65HXsD+zbDngMg3eI9bJJG202yDLQdogH2gwfZaxpM8JLuOwjAj7n50PlhvrSdoI2ywnezzm9bwX88r2wfqQvMcyUWB52G2QD6JYh9JuaZOkz2uk3YqIlPpgufF65lHF3eSC7dD2obE+3GIbtH00fWEkHy39xfXRPEe/wz7LtGSiy37OPsBrxEeL72E7Z/90xyfXtmjwYRbT4W+O20yHY7Dkg+2cPoL+Vnw044iPpr91fTTzQT/t+mjpsxJH+gf7DvuUa1s0JP1IPpr9jD5Lyon3ZfrMh+3X7XFDfIL4aOaBdeL6aLYPeRDHv//o2hWN8cwT3DZo+2jWNeuKccQm+lD6PM5jbB8tZctxnO2HcxueZ7nTz7q2RWM88wS3Ddr54LHdP2gP49k+mmOY1Iedd/YjxpG27toWDbZdtw3a8wS7DbKNcByXuQDbCfuvK+JGo0bFnTJViSbu2Lk5MPA3BwRObmVCRGfDTm1fb4s7dlg6Cv7mAEvHQ8fMaxjGCfdExZ0NnRJtk2N2ctonx3QydABMj8d0AMwHBzK5hvm049CZcdC278P80qHIMZ1YrE/4BDoZDiC0RcLo9GybWGYseznmtbSJcSWMZWqvDNFRU1TJcaS8s/zpXG17xgvLWUQcj9kW+DRM0ie02S1bmdQT2p+YmDgi7xyQ2R7kmHmXAVziMB923mOBkxoZkAgHNTt92s98MD88pm3Mh/0klAM2J/JyzHbOQVtsYhwOdpIG4SAS6+RGiNQG2UbsNkh77PqWSZpdtrTRfnrO+uDAKsfyxNrOB9v6RNsIB3hOWuSY+YjUBm2bOHmz43BQdfPONmLnnQM2B3k5pv2sQzvvscC6s9sg27q9ykP77TbI+3AiLz6Kx8yHirvJhb0tk3XHv8E30TbCCbft25g2xx85juSjed720fRD9rgRyUdzgmq3RY6lEx1rIvloCgKKJjlmn7XbeiQfzbHa9dH0q3LMa3kfu39wnI11NUlgv7LTj+SjmQ+7bDn2y6oYj+kvXB9NP2I/AKJ/pp+WY8ahD3XtGS+R5gmuj05JSYnqo1kfdhymJw/6eMy4bIt2fTAfIuZjZTQfbY8BfEho2xRpfKKNdt45ZtpjDe1nHDfvsTy0tRlrniBtkP1UrmFfYlm5Im40VNwpU5Zo4o5Ohp2Dv/l0RH7LdhH+b19viztOIul8+ZsOmEKEAwqdH8M4SF6uuKOzsSfcdJAcGG3nQTtth0MRx3zJMfNA2ySOPKGyn+7yqY8tDmQl0rZlvNDxMN90HBJGkWzbRKfNCbcc0zaKQVs4MI7tzOmI7Xzwf+Zd7sNjPvmMdUVGYL1yQBHHyf9ly4Ncw8m2bRPrj21GbJI49uBK4Wdvb5U2IseR8h4LtMkWWGwjLFu3jdiDK4WGPMEmnOjLdhIe0xYOSpIPhlMM2oMI28tEtpJK+myDdjnx/nY5cSLjTn44KeH/EkbxYU9+RpuM2mXLNGPdbiyw3cp2Yx7LYOu2QbsvcYCWp888jpR3DuD2AxzGd4UXJ0x23mOBacmTZcI2yLYux5HaIPNhP3GmH2EbUHE3uRBxx7bhipxY4Lhh73iI5KMpHO02QkEmOzWIrP67PlrGJx5zrLF9NH2o3adiQfyt7du4cmXbNB4f7fZZjt1j+WiOT7YPjQWOKRwj7Tyz7ux8UDTYYw3Pcf4h45P4aBnHmRb9jC02XR/Na20xGCtjzRPY9uhv7TbIsrd9G+vDXoGjbfTrdtnSH9o+mveRlUMJGy+j+Wi7DbIPyTZdHrvjH6EPlR0UhOXgPkB1xyfWV6yvLQjjmSewTChK7TjMB+12RdxoqLhTpizRxB0FAzsxr+F2CU56+ZuTRjpXCin7elvccQDgIMHrZeuEOE92GjpmWRUcjbHEnbsqQifprji4T7P4xN923nRc9tNY2mgLLSLvBsoxHastGGOB5eHaxCdctk10eHY+IsVhfdjHdKz24Mf07MGVzs/NeyzIO2tyTJvcwZs22s6V+bCfLtKpunFokz0oMR+2YIx0n1iwxT/h4G7bRFj+9rFbThyo7PpmG7EHP17L+9hxLqeNsH+4IjxS+vYDAtrkbm9x2wjTtG1ifbht3e1TsRCpDdqDa6Q26LZ12mdPkIjbP5gP++ELy8HNeyy4eR5PG7Sf9hPWB/Oh4m5yIeKO7cVui7Hi9j/Xt0Xy0W4bcccn2jWWj47kr8YLxyy33bo+2k1/PD6a+fj/7b1nWxw7tv69P4H33oAjjgRjG0ecA8YBZzA2YGODyTkHVVV3V3XgPGfOmTkzJ/y/8f1ct6rVrVY3ob09swGvF78LKkilsLSkW1J12e28Ut5d31MNrDM3z0yDe2yXEwfu9njB9W278dHMky1QqmWncUIlG3TLye1r3HwQ11+5YaphN+ME19Z30z8xTTv5aE402MfVsBsf7ZYtJ/BYx7zXFXFbIeJO2LdsJ+4IZ/k4s0MhRmNno+XMEsNxRtH8WAaxxR1hg2dY3kfnw3N0VBR4FIj2vZXYSdxx1o33mWM6HHsmiI7K7L028NgOY7+zQ5hO2+mYOOwwdCJu57Nb6KzNewzmnBs/82HPMLKs3XxwRtAOw3K1w/CavdW0Uj6qwbzDaI6ZJnurEOM37xmYc7QVuz54zbwYbs7ZK2KE+XA7aTfv1WC2Dptj1re9SsNnuz+y4JYTBy72NibaiN1xsFMze/rtMPakQTWwXdjxV6o7xm8PFNk27a2NhDPV9rGbD9aHvbWRsE3Z+agG2oc9AcD0ujbi5sNts+x87UExw9BG7DD0K3bHzvpw814N9rZhYt51Mce0QdqRfY/b/jhoYz5E3O0tjLhj+7C3lVWL60dc31bJR3PlYjtbZzuz7apS+6BAsFd2qqFS+2MZ2D6a8e/ko13fxnzY7bySj3bbRzVU8tH2KhBxy8m8P2aOWd92P17JR+tt1JY/pL92JwN3S6W6c8cJlWzQ3QFUyUfbWxuJ+fETc8wxmh2mGirZiJsP19bpe10f7YZhOdoTAJV8tP3aSbXsZpzg2iDFJe2kOnGXxC/z676OSBD2EzuJuz+TncQdHZzdCfF/99gdqFYbxhzb97jH1bCb+HZK0/eEqfTcavie+LcKY59zj7cKY46r5Xvid8O4x26Y3eSrGr4nfjeMucc93k2YP5Lu7eKvlI/vCeMeu2GqxQ27U5pMGDdN9Fn8ALkrMIQ/DyPuKtVhNbj1/T02slMYc+zeYx9Xw/fEX+ke93irMPaz3TDV8D3x7xRmt/lyn7Nbvjf+Sse7CbPdc6rBjb9SPvi/e7xTGPfYDWPusY+rYac0kUppINWIuzmKu7GF7VchBGEvsp/FnSAIwl6BgwnO/rsCQ/hz4MfgucpgD/AEQfi5qVrcza2qssGpIOx1RNwJgiD8cSjuOCBQnlcmNIR/PesbG7ofEXEnCIKhanG3FOzdQbIgbIWIO0EQhD8ORQT9Ft81EYH358EVu7WNDf2+krtVSxCEn5uqxd2Ckm2Zwv5DxJ0gCMKPwQg8Cgv+uAp/5IjvfQn/ItbW9A8N8QcWWA+yaicIgk3V4u6vfysfnArCXkfEnSAIwo/DvNxv/Bh9rPCvwZS5+2MKgiAIhH7CFXFbIe/cCfsWu0Pca4i4EwRhP2J+mU34c3DrQxAEgVQt7uQ7d8J+RMSdIAiCIAiCcND5DnG3dwfJgrAVIu4EQRAEQRCEg46IO+GnQMSdIAiCIAiCcNARcSf8FIi4EwRBEARBEA46Iu6En4K9Lu48zxMEQRAEQRCEPwS/Q+qKuK0QcSfsW/a6uHNnXQRBEARBEAShWqpfuQv27iBZELZCxJ0gCIIgCIJw0BFxJ/wUiLgTBEEQBEEQDjoi7oSfAhF3giAIgiAIwkHnO8RdVDY4FYS9jog7QRAEQRAE4aBTtbhbU4mywakg7HVE3AmCIAiCIAgHnerEXQK//N/oaNngVBD2OiLuBEEQBEEQhIOOiDvhp0DEnSAIgiAIgnDQqUrcbYi4E/YpIu4EQRAEQRCEg46IO+GnQMSdIAiCIAiCcNARcSf8FOwk7r59+4ZHjx7hzZs3SCaTZddNHMvLy/jw4QMSidIfFuIxw6+ururj8fFxffzixQsEQVAWl8124i6KIszMzGBpaQm5XE4zPz+P2dlZHZb3rK+v63t83y8Js7KyUgizsLCAubk5HYbHfCbvYV4ZJgxDfcz88TibzernMAzvd9O1E0qpkjSZ+JkPHps08ZybD5YXjyvlnekx+agUxjzH5N1N104wTSxb1jWPNzY2SuLneV43aWI5mTD8v1IYOs9Kebfr0NQH7chN006wnBgX47Tru1I+PM8rhDH1bZct69zkg7Zs2wj/8phpNXk39VFtWX+vDbrlxL88ZlpNGJMmkw/agv0cUx8M8z3pdm3QpMm1QRM/MflgmnhsypZpsdPEtPKYcbtl69ZHNZj47bLdyQbt+rBtpFLeTRi3bO06NPVRDaZ9m/iNrZs0VbKRrdqfa1d23k3Zunn/Hj9i6rsaH81zP8JHu+VVDZV89OLioj7n5uNH+mhTXnaYanDrezc++nv6p63aubFFN13bYeK3fbRJ01Y+mufcMK5PqOSjbRshxh8yfjddO7EbG3R9gkmT8W2VfMJOPtrYld0/VUO1Nshjk4+tfLTd17h5N/lw+6dqsG3EtUHXT1Xy0a6A2w4Rd8K+ZTtxR2fa3t6u7xkaGsKnT5+0MxgZGdHXh4eHdeOk4+/v78eTJ0/KxN3Lly91HLyPDY7/8+/k5KQWjO4zbbYSd3QefBYbN5/LuHp7e3W6JiYm8O7dO905PXv2TDumjo4O7bDv3LmjG3dXV5du9Aw7ODioBSfTwjBML8M8ePBAP4fp5XMYhnn4+PGjzrcJ46ZtO1g2TBMdE+NnuZp89PT06LR9/fpVQ8f0/Plz/czXr1/rMEwL8/H48WN9L9MyPT2tRfXY2Jimu7tb1xvD2nm/e/euPn779m3VDpVl9OXLF0xNTWlRznw8ffq0kCbmg4KdaWZaeP7z5886HOuDYVi2nZ2d+tq9e/d0mpg25v39+/f6/MDAgA7DeBiGnQXL2H6Om7atoDNnWTMuxjs6OlqIn/lgPbNDYz5YLvxLZ37//n1dtswH//I+1jUnOWj/HDCxPniNeaaNPHz4UMfB/LHzYh3webRH5s1N23aw7owNMi22DdKuWXdMG22Q9c1zdjnRrti+aCOMg+d5nekwNmJsjenkX9YDy9a2ka3a3lbY8TNeDsiMDTItjJ/1btJEP0L7ZbmafPAcr5m80wcYW+d5ponPYdkS/k/fw7DMO+uhmgEO42feGb+xQdYxfR3b1atXr7SfcG2Q9c40shz5l89nHpgm5ol5p/2avPM5zA+PaTu8btchfYubtu1g+zNly7TQ1k37Yz6Mb2PZ0naZFtot7Yr5YD2b9sc4+HyWY19fn04T2yzzbMrWrkPaF49Zx2bAv1tM/Mb30yeY9se00G6ZNmObjJ/1YfwIw7DNmrJlWph310ezLzA+muVNuzE+lDb4PTZi+2jjD1ne9DGMn7ZSyUczLbQl2gXtg2liOtnOt+qfTJtmedEWGYZt0k3bdtBG2LcwTabuaCMmLXwu/SH7GpYtfRfL1vho2ivDuD6a+TY+mvea/olil/EzDMuA8fM5DOumbTtM/EynmQC2fTT9K+vd+GjGzzCEdkUbt30008L6NnZr+i/mh/7Z+GjmzfjD27dvl6VrOyr5aHucYPpc40dYtrR10/54nfVN+6KNGB9q2qbto40PNXEyP6w/2gn7XDdt27GbcQLt19gg82bKlvcYH828M42m32A+WK4mH/RHvLZV/1TteMSMLbYbJxgfbfpxlqPx0cyPK+K2Qou7/xVxJ+xDthN3bDxsyPyfzpsdGB2AESTG4Zj76extcUeHwA6E97MB0zHQmfAaBzg87z7TZqsBJjt0Onn+peMwjZXHTB8bPMMbMcCGz/vNrBGdoZlFMmHY0dphmDfzHB5TELDDMc/hvUy/m7btYCdgZgVZVnRyjI/HLF86RJ4zgw/jqPgsE4b3m3TTmTGMPavHzs2UH8+xzkwYHtO50em5adsOO8/sYJkmU07GJkz8jJtO1A5DR8u/Ju8sazvvzIcdhuds2+I5U15u2rbCthHaHTsENx92fbMT4mDT5IP2Tfs1M4EcZLCDsOvD2K/JB59BuzbPZXqZVzdt22GniR0g4zHxc/Bi2y3vZfx2mkwnbcqKeWBe7DSZOqOd8Rzj4LF5DgclrBM3bdth2yDjt9NEm+RzzT2Mn/butj87DIWanXfmg520nXfahFsfpux2gx0/88tnGBshxtZtG+R1E4Z1QV9i8sW/9Jdum7XLlr6Kg5EfZSP0p6xH225pJ5Xan+3b7DQxH24Yxst7TN55bLdZ3k9/6KZtO0z8jJflYqeJgz+2NZMPE78pJ97n+mjWN6+ZMLzf9dHMq5v377WRSj7aCBoTp+ujGYb2btf3Tj6avtC2dZYXbdFN23YwbuNvaZN2+6Otsx+oZCMmjFvflXy0EY22rdvtg3lgGDdt22GnyfhXU7YUYRQkJh8mfhOG97GcjN3yHuPnTZo4HmF/4LY/O0y14s62wa3GCbaNuD7aHY8YG9nOR5t+3PRP7LvYh7lp247tbNDE79qgXd9mYsmkifmw+xreRzuyw7h5N7bupm07bBusNE6wbdD04yZf/CviTvgpMA2jEnRSFEb8n7OodAD838zS8a99vy3u2IiMUzPijjPzRtzRSX+vuDPQSZgVNh6zcbPD4XPMPWzYnMU2x3wuHYIJw790nByUmzg4C8hZbzsMB5vm2KzWmI6wGhi/WXUw5ygcOGNm30NhZ+eDDokzueaYzzYrRzzmX+adHZeJgwMRdmYmDK+ZAZGbrp1g/GYlw8TPfNizhax7e/WEf/k80wExDAc6nE0zYZh3zkaaY97DOEw+CGeXq52VNLCcWLa2jbD+bdtix8rZRnPM9JoZXx7TFlnWdj6YHubfhGH7oG2bsjVh+NdN004wDtYby8qco33aNsh4afvGBk2a7Pqm3dIm7HgZh9lyRWhTdj5Y7mwP32sjfJ7dlpgHtidzD23atkGG4aDBbAviebZXN00sS3PMvJvVXzsM7cRN026oZIMsW9sGmQe7bOnfjPjmMfNBmzFbx3ies8tstyYMfSDzaoehLZqBSDUwDsZt55n5MKLYxM802uXENHE23oShLTCvdryMw9QhMTPl9nPM5Jebrp1gGKbJbn8cFNq+jWlyfTTblu3bmG+7bCv5aNqMnXfWIVcC3TTtBrZ910bcvobpscuWz7b9oQlj58P1oWbS084726PdZncL4+fg2c4z8+H2G277Y79h+8NK/RPjsNsH7cN+DgfvbA/fayOsf3tFx6wemmO2P9tH8y8FkQnDONhemRcThj7a9m30I/aOEJ6nQKp20sJQyQbtcYJJk13frFemwRzznko+2s4HbcT2I6avMQKmGkx9bzdOMDZi0sTzrGs3TW7/xJU910fbfQHDsJ7dNO0GU07bjRPoV20bND6avscVcVsh4k7Yt2wn7jjDbGa+zLI7/2eHxEbJv/b9trhj46fDMbBTM502r7OBmbi3YidxZw9cCGd7Kebse1znQadlh+FMmz27yPRzptPulMwspjmmE6l2S5KBz3YFllm1MMcc7BBzzGt2B0Bcccl8M//m2Dhkc8znuXmvBubXHkgyHlcEUPyZQQJx08QytDslYg/iCG3K7lz5HFugVItZOTHHFHK2aCL24JYwjfaAmwMXe7WTNmJvyWX63RUBdmLfayMsQ8bv2ohtg4zfCG3Cjp12asfDwagdB+vPzodZxbPDfK8gJWxHbE/mmPHYq1KVbNANQx/B7T92ut0VOfoW2zewPty8V4Mt0ggHLa4Nun6E7c9OE8PQtuww3EFgjhm/mbU252iH1W5bM9A+Gb+dbtq6PcBj/PasOMO4q4Rm9t0cc1LLTpNp524YO+/V4Ppb4rZv1rdt66wLW+yzvmm3ro922ywnH80xy8XNRzWYlUxz7PY1lXw0j+0w9Om2PzTtwT12w9h9QTUwTa6/Zd9m+2imx46/ko82k7DmmPm222ylvLv9UzXQ/lwfTaFgH7s+mnVtT0CwvplXc0wf7foR+kPbRijUOfFo570adhonVLJB5st+HvNgt1mzimeHcX00+wI7H9Wwm3GC24/TR3MsaKebcdhhKLJscV6pf+I25O8t692ME1wfbcLwnCvitkLEnbBv2U7cscHQadN5mPccaPAcpHDGhH/pfMz97rZMEz+dBRs6j/k/Gz4dL52G+0ybncSdIAiCIAiCIOwGEXfCT8F24o7QwCnMuITOeyneKOx4jec4C2ju5cwXBaEbP0WaEYH8y2PGsdOzdxJ3FJ68zxxzZsaePeeskD0rRdxZSM5I2bOQzA9XDuw43JU1it2d0rYVzD9FsDvr5ebDnr1jmdozvISrTXYYd5ae1/gcc2xm5Oww1cCZQXuraqWVCc4w0l7MOc7Q26sAvOauNrjbu8z7WOaY5eXOdlYDw9p5rjR7bm/5I+4MLycj7FUy2oj9foOZFbZXIN2Zy2rgzKj9IxvGjt002VvCzIqzHY+9jcyEMb9oRlgftq0Te6tTtdA+7JVBpte1EdcGueJl2wh9ir39qlIYblMy2x8J68PNezW4M77Mh2uD7qyz2/44426/p8gwdpoq5YPPqfbdRoO7MsH43fdSGb+7clBpFcA+Zj7sMJVWDuythtVCn+D6aNe3ue2P/tlus6xv+wdGjI+2Vw64amK3P7PaZz+nGlw/4uajko9mOW1n6yxD264q2QgnQL93myDL0O0DWJf26i7jt/NRyUe7vo35cHcAuP2s2z6qgXXt+mh7yx9xbYTpsbcJsr5tH1rJR3Mrou0PaS/2KxzVYGxwu3FCJRt0VyQr+Wj3x3TsbbWEOxnsMNWwm3GCa+v0vTv5aJajvbW7ko+2t/pWy27GCa4Ncts0/a2IO+GnYCeB9WfyvQJKEARBEARBEGxE3Ak/BSLuBEEQBEEQhINOVeJuXcSdsE8RcScIgiAIgiAcdKoRd7PrgYg7YX8i4k4QBEEQBEE46Ii4E34KRNwJgiAIgiAIBx0Rd8JPgYg7QRAEQRAE4aBTtbj77//+n7LBqSDsdUTcCYIgCIIgCAedqsXd//7v/5YNTgVhryPiThAEQRAEQTjoiLgTfgpE3AmCIAiCIAgHHRF3wk+BiDtBEARBEAThoCPiTvgpEHEnCIIgCIIgHHSqFnfhX/5eNjgVhL3OXhd3URQJgiAIgiAIwh/CFXDbocXd//yP/FqmsP/Y6+LOnXURBEEQBEEQhGqpeuUu9//9R9ngVBD2OiLuBEEQBEEQhINO1eJuyQ/LBqeCsNcRcScIgiAIgiAcdKoWdytBVDY4FYS9jog7QRAEQRAE4aBTtbhb3AjKBqeCsNcRcScIgiAIgiAcdKoWdyvKLxucCsJeR8SdIAiCIAiCcNCpRtzNUdz9/d9U2eBUEPY6Iu4EQRAEQRCEg07V4m56dLRscCoIex0Rd4IgCIIgCMJBpzpxl8AvuTURd8L+Q8SdIAiCIAiCcNCpWtwFm/9ZNjgVhL3OTuIuDENsbGzA9/0d700kEiX3sHG4YaMo0uc8z9sxPhF3giAIgiAIwo+ganGXyebKBqeCsNfZTmBRiLW3t+PTp0/o7OzEwsJC2T2EQu3ly5d49OiRFng8R1H4+PHjQtipqSl9/smTJ+jr69P3T0xMlMVls524Gxsb08/r6OjQz+S9Dx8+1OeYzmw2i1evXun0f/z4EblcDkNDQ/r68+fPdfqYbl43YfhMpsvkmWG+ffumrz979kxfX11d1df5rOXl5bJ0bQfT1NXVpcO/f/9exz88PFzIB8tbKaXLjfHPzMzo+jH56O3t1WFGRkZ0GJZlMpnUaXrw4EFJ3k19sKwZZnBwUB+zLvgcN23bwfI15TQ9Pa3je/PmTUnZmvpgmli2zIcpJ1O2b9++1ec+fPhQKFsem7xT9Ju8z83N6byb+ujv79dh3LRtB+2LaWL4IAh0/DwmLFuWk0kT64PHpmyfPn2qy3ZpaUmnh/fQxngPy5D3fPnyRaeJaeN1ppXXV1ZWCuW1nQ1XwrbBz58/l9gt08TrJn5jgyw7124Zlse0dZYjw5i8M08Mw/h4z9evX3WYgYEBffw9NmJskOEXFxcr2iCfY9sg68OUE9PEdL548aKkbGm3vMe0P+bX5J3PZDwMY8rLTdd2mLJlWGOD6+vrhfiNDZr4TdmaMEwTBwAsW2MjTB/z7oZh2TJfPM84zXN4rlo/wvjoExjWtAvbbk38pi2xbFl2bps1ZcswzDtt1eR9fn5en2NdmbK1wxgf6qZtO5gmY4MsW9tH2z6B11m2jJ8Tg7xOmCZjV3bZmjCmfdj5YNnaPpS26KZrO+yytX00/zc+ms98/fq1jt/46NHR0UIY+hHTP/Ee20ebNJmyNe3D7Z/Ypty0bQfjM77N1Pf4+LiOy/hoxk8b4TmWLfPx7t07Haanp6dQtjyu5KNnZ2cLPprnTD7YpzGM8aFu2rbD9BtMk/HRJk1b+Wj6djeM8SNsd0wTbYX3MK22D+U9rBuWB22ax2zfbrq2o5INuuOESn2Z8be09d36aPpFHhsbsfsnti83bdtRyUe74wS7PmiDJh922dr+0O2f+L/ro+364HMYp5u27djNOMHYrbER46NNPlwRtxVa3C2vy69lCvuP7cQdnRI7Av5PR04nyw7BdOxsOGz8HPyzE2ZDNeKOjoYdAv+fnJzUjZrXzDk6P+MIt2KrgTGvGUfPRkuHR+dEJ8J00ckwLAf3ppNj+ji4YXieZ5o4oGADZjimi2miCOU9zDfjNyKMooYChs9hGKaBzsNN23YwDez4+D+dHcvDdKJ0OHTghJ0Vz5mBGTssE4ZxmDRxkEDHygEF08p0sW6YD+aP93DQweew7hgHBx0mvt3CuqODpK2wnFi3jIfXGD/Lj2Vs0sQOgk6Wz2W6OOinQ2b5MQzTyGtmQGfywc6C53mOZcvzdN48pm1VM1Awdce/tFHWG+2EcbDumA+miflg/LyX9zEfDE975yCCx4yD5c68sp5MmmgjLBMOnhiG6WfZs06NLbITctO2HbYNMo18trER2iAHaKxvY4O8h2liehmGaaL9mM6a99MWGIZpZTjaEc+x7fAe0wF2d3frOJhv5tFN23awDIwNsq4YN/PB+DmwZvyc2DDxM72sf5aRaX+2rbMTZv6MjTC9bLd8DsPwGts5B6XE5L0aUcrysG2QbZN1yLQyL6w7Ez/vod2ybGkrDM+00qaNnTEcBxn0m2YSxAzCTBgOOvgsO+/V2gjbH+uV/zN+Pptly+ex3pgP20/dv3+/4BMYxtiIGfQzH2wHHHAxDMuF97COmFbew7Jm2zT5YFwmvt1Cn8D8EuOjmQ/Gb/oW46Pt+jZpoo0wjHku7da0XTsfdt5pR6Y+TN6rsRHGYfto+hD6N/oDnjM+2sTv+mhe4/1sf4xrKx/N+jC+hzbF+Oz+qVoboS9jO+P/LFPaGv8aW2eaWN+2j2YY49dNX263D4Zh/l0fbXwPw9jtg+3G9He7xcRv+2jmg89jPfDYlJOxddqV3T8Zf8gwZrLD+GjGT9/k+mjebwT0nTt3ytK1HTuNExi/7dtcH007J7QRkyaWJf0nbde0P9tHs56YZtap6Z9M29ktrg1WGie4YySmx+SD9W+3D6bX5MP4aJa/6cdN3plWI8KMrbtp246dxgm2DfI87YdpND6aYw0j3nZCi7sVL65IQdhPbCfu2OjoSPk/nRMHacZRshNjw7fvt8Ud72MDo1MyDZqDEt7D6+zIjXDciq3EnQ0HNfasJv+nczHHdErGCfGYDoBOkJ2EuYdO0g5Dx8TOzn6OEWPm2AyY7Xt2C53M3bt3dVrMOcZvz7zR8drOmvdyIMGw5hwdMevFHNOR0Wma40p55+CTZW+nZ7fQsZtBJI9Zx2YQbu5h5+OWremQCNPPztPOOwc7dhjm3QgBE4bPsfNeDbRTMwAhtCs7fqaf8ZsZRKaNabZXVNgJmcESoS2wbE2aGMaIPXMP7+eAyE3Pbqhkg6Z9mWN2pPZKBNPCgbxdtqbtmWOWg73Cxc6OHbCdDz7ne22ENshBozlmPirZoJ0mDgpsu2Wn6ubdiAtzzPqw88H0s33Yea8Gxs/BrTnmANC2W2MjdjmxfdJWzT30l5ycMcfMh2sj7iQFxU21K44Gtm83z0wTBzfmmGXLgY05rtT+WP92fdOnsM3Yz+EA1c4HB4PVrhRsFT/bjGsj7Hfs+GlXZoBOKrUP2pXro+0wlfxuNbD/s9NEP8JyMMeM1/XR9DO2j6bgsdtsJR/N59i2yMF0tSuOhko+mv2yW7Y7+WjareujjRAgbt5NHVa7Km1g+uz4K/lo5sMuW/b9zIdJN9uZ2/7MKrUJQxFjt1mGoQ9107NbKo0TXB997969svZn+0O3H2eazGQzjxmWtm7bCPsaI8yrZSsfbfsE+jY7H5Xan5m0Ncf0bXZfwPQzjJ13I3TteHbLTuMEY4P05eYetiVOsLkibivmNhL4ZWkjnhEWhP3EduKODYGdF/+n42Snw//N9jb+te+vtHLH+DnA5WwLz5mlezqmPyruOAtnb6GgE2T8tvNgOm2HQ2djzzgzHXTIJgyfS0fHhm3uoVOzV7vYYdmdejXQ8TDf9gCPjtxOE52dPVPLtLGztTslDghdsWHng3+Zd/McHjMf1c6SGVwRwL+sX9sxsy7sNBkxb9Jkwtj54ODLLlt2cm7eb9++XdVsuw3TRDsxx8wH43dtxO5c2dnb+WDnYIta2gjDsIPjMc9zIGIPZDibyHP2c3aLsUETP+FEgi1QOaixbZBly0EJw5pzZqXRHLO9stM2x0wbw9iClELAfk410BYYv13frg0yH3Z9s4NmOt2yteubaTKrc4Rla098mEG7nfdqcMU/BzW0U3NcyQbZlszqGaEfsfNh8m78CM/zOfaKKO3FrKa4adoJ5pV2bPsR+lgKfnPMsrXr26TJLicOhu00MR9s5+aYaWPZ2jbCNms/pxqMH3Hbn+1H6NvcsrX9SKW804favo1ly/7KHJuB5ffaCPsNO89mK6A5NuVk2wjrw165YnrtfPCv3T/xmHZlVu4Jfajt16vB+Fvbt3Fga6dpKx/t+h67bHfjo1le3ys2jChzbcQWGxxTuP2f3T8ZP2K3P1douz7aTJaYOKplp3FCJR/N9s90mGMzHjHHTBvFoOuj3eeYlUNzbrdU8tHuOIHjMLYlu/3Z/R9xfRv7HddHMx923umbqt1ubNiNDdInmN1ChPbDfPAeV8RtRSzuZOVO2IdsJ+7YgOhkeQ87BTps/s8GQgdgxJ7BFnccLNFJ8X86CjpRM0PEv+zA2PjdZ9rsJO7sWSHCAaA9m0XclRN2uLbzprO3n8MGbQ8sCMUB02OOmR9bMFYDHYu7p99Nk5sPI5DtMO5MLsvb7vwYH+vMHNP5uc+pBg4C7I7R2IR9D9Nod0LstOzZ3kp5N3vwzTHzYQ9GKoWpBlvYEXYm7ooDy8U+ZprscqKt2oNP2og90OO9fI4b5ntthB2tO3iuFL89uGWa7MEOcVeWGaedD5ata+tum6qGSjZoDyQr2SBt3bYRlpm73c8Nw3zYky8sh+8dSBI3z5Vs0LV1t/3RJ9hh2A7sNFXKu1te1UAf6uaZkxJ2+3PjZxh3m5y9QkCYD9dGXLtyw1SDW9/E9W1uOdHv2CukrHt70EYq+Wi3zbp5rwa3/bm+bTc+moNf26/TJmzfVslG+BzXX+0Wpsn1na6Pdv1hJX/LNNk+mnVo21Wl57h5rwbWt5vnnXw07cPun2jrtm+r5KNdG2Gevndii1SyQbsPqGSDbjnR97ntz7V1118xzPf2NbsZJ7i2zmft1D8xTTv5aHtVvVoq+eidbJCCmHVMe3VF3FbE4s6PygangrDX2U7cETYYztJwBooNlA2dMy5G5LHDMvfa4o6NjU6IYXmenRrP0+FS4FH40Ym5z7PZSdy5Dp4dlT0IoKNyB/euE+Ksl71szwbtDspcp03H8r1bCcwgwO4s3TS5HS7DuPngAMt1wHYYXrMHGyYfdphqoHO3V0/cDt0MVOyZM1c485qbd3fg4HYklfJeDRzwuvVtr7Dx2W5n6dY3O2l7MOMOLrcaONidTzXsxgbdgQkHM7sRIHY+Kg3c3TZVDbQP2waN/zDHlWyQ9W3bCP2HXbaVBhuVhK2b92pwB46uAKEN2lu3iNv+6AfdMO6gyc27+5xqYN25wtkduLuTRJUGQK7tuwLEbecmzPfaiCvUtvLRtq3TP9ttlvVt2y3jqCRs7fbH9uHmoxpcP+Lmo5KfcsvJtXVes+2qko24z6kGlqHbB1Ty0Xb8lXy0mya3r6mUd7d9VMP3+Gimx14Bcyc/KvloM9g3x7QXe9W0Gir5aHecUMkGd+OjXUHo2pUbphoYj2sjbjm5NkLf6/poN4w7uVnJR7uTj9Wwm3GCa4PG31Yt7hZF3An7kJ3E3Z/JTuKOzsPuhOgI7Q6e19wZLTcM77fD0BmwUbtx2GHopJk+O97dwnjoHO343Ph3kw92GjuFsQfAlfJRDcyvPSioFL+br63StFPe7bKtlPdqcON367tS/G4Yt77/2Tay2/jtjov/2/VB3AkIN02Mz34OcZ9TDVvVt33sxu+G+VF5rwa3/ivZoBt/pfa3XZhK+XDDVEOl+N225cZfqZx+RN6rwa1vUy72PW45uW3WzUelsnVt3Q1TLW78u8mHW06VwuyUDzdMNVSKn8d223Hjr2RHO6VpN3mvBre+GY/ry9w08X67f9qtH7FthP/znP2c3bKb+CvZoJsvN4xbh2Sn51SDG3+lfLj1vduy3clHu3mvhkp+aicbNGGYF1fEbYWIO2HfQkN3z+0VdhJ3giAIgiAIgrAbRNwJPwUi7gRBEARBEISDzneIu3hpVBD2EyLuBEEQBEEQhINO9eLOE3En7D9E3AmCIAiCIAgHnarE3Xog4k7Yn4i4EwRBEARBEA46Iu6EnwIRd4IgCIIgCMJBR8Sd8FMg4k4QBEEQBEE46FQj7mZjcZcqG5wKwl5HxJ0gCIIgCIJw0PkOcZcsG5wKwl5HxJ0gCIIgCIJw0Kla3C0oEXfC/kPEnSAIgiAIgnDQqVrcza8HZYNTQdjr7HVxFwSBIAiCIAiCIPwhEolEmYjbCi3u5la9ssGpIOx19rq4Y/oEQRAEQRAE4Y8QhmGZiNsKLe5mlzfKBqeCsNehsbvn9gqyLVMQBEEQBEH4EXDM64q4rdDibmZpvWxwKgh7HRF3giAIgiAIwkGnanH3//3lP8oGp4Kw1xFxJwiCIAiCIBx0qhZ3//u//1s2OBWEvY6IO0EQBEEQBOGgI+JO+CkQcScIgiAIgiAcdETcCT8FIu4EQRAEQRCEg46IO+GnQMSdIAiCIAiCcNARcSf8FIi4EwRBEARBEA46Iu6EnwIRd4IgCIIgCMJBpzpx54u4E/Yn24m7lZUVtLe34+nTp9jY2Ci7bsIHQYCxsTGMjo4WzicSCbx79w6PHj1CX18fwjDU52dmZvS5V69eIZlMlsVns524M+ljunK5nIb3r66uIpvN6nuYLt7DRmqH8TyvEGZ9fb0Qhse+7+t7mF7jCHislNLHvM88h/e76doJlgvjY97t+JkPHps08ZzJh0mTyYcdxuSD6bHzvlUYk3c3XTthyollyOOtytZOkwljnmfybsJEUbTrvJv6qAaTJsbppsnkw60PE4b1bZct69ykiWXIe5h+HjNtPGZaeb+xEVJtWds2aOLfjQ265WTSxLSaeN32wfjs55j6+B4b+R4bdNPEY7ds7TTxuFLeTZjvsRETvynb3digXR9b2Ygbxi1bO+/VljUx7c/EX8lu3fjdNlsp766NuGXr1qGbru2oFL9J01btj+eq9dGV8u6GqYbd+Gi3bCv5aDfv1bYPN1074frb7Xy0id8Ns5u8b5UPuw53ix3/bn00z7l+3bXbnXw0MWGYfjddO+HaYCU/5dpgNT56Oz9ifE+1ZW2nya27rWyQx27/5PqR78l7NWxng5V8gl1OhPfYAm47RNwJ+xY2AvccYYOlqGOntby8jM7OTt0oRkZG9HWeo1DjfW/evMHbt28L4o5x8v7p6Wn9f39/Pz5//qzDUyyy0VAMMoz7XBs6CLdhm8bNtE1MTKCnp0c/h88YGBjAt2/f0NXVpdPd0dGBqakpPH78WKfz7t27Oszr1691w+f9DDc0NKSFKMM8f/5ch7l//752HAw7Pj6uwzA9FKpfvnzB4OCgDuOmbTvYOT158qQQP8uGx4yfZbGwsKDTwmewLFmGdGKmLCmKGYb5mpyc1PmcnZ1Fb28vvn79qsO+f/9eOzrGy3uYfoZh3nlMUb1VuW7F8PCwfgbr3ohyxst8ME2sK9Yr65RpWlxc1Olh2bI+GIZlyzpjGKbF5J31QftZWlrS5frp0yedd4ahI37x4kUh73yOm7atoI2wLpmmjx8/6r8mTSYfHDSYfLBMaZ8PHjzQaWLdzs/P67SxXGkrhJ0F08SyZJpoIwzDOJg/2vaHDx/0s5gfPttN23aw7rayQaaZ9mDbYHd3ty6nly9fFsLQ1k2+mFbWN9sJ08QwTB/riDbNfDDvLFvWC8MwLj7HTdt2mDyzrPgs2wZpG6zve/fu6WPGz8Gi8QsmHzxnytbOO+vDpInP4f18Fv9nO2a5MN0PHz6sahDMPDPvtg2yjmmDtBGWjylb2qDJB+udzzNtlm3OpInthAOWZ8+eFfLO55i8M3+8zjrksxiO4d20bYftR5hn2rppf0wT08xyJawP5oN2a+zKtD/jR1h+9Oe2D6X985yxK5N3Po/HLC9ed9O2HSxXxk9/YvytsVPXR5v4aefGjzBvbLMsW4Zhu2PeXR9t8sGyZRjaDcudYVgP1dgI73V9NNNifDTLlHa7lY+mXbOfNG2WYXnO7Z+Mjzb9k6lDlhnrkH7VTdt22D7a1B3/Ms2Mi/lg+ZiyZT2zbI2PZjlV8tHGhzIehmF5s2zNpK15DuPgc+bm5srSth0mTSZ+10fTv9IGmSYTP8uH7Y52ZWyd9VHJR9N2WDb0HawPwv+ZN+aR8d65c6csXdvh+mh3nMB0mnJiGlwfzXyyvo0PZRj60Eo+mvXCMOY5/Mv801b4PDdt27GbcQLtz9gg7dbu/1wfbfon9nnMB2E+7P6J9cC8GxthXNX2NTuNE2wbNP248dGEeXFF3FaIuBP2LWwI7jliOh9epzM0jpXOhoMIdgJslOZ+Nhoj7jh4YYPnYJnHDM8GyE6QzpXn6CToWNzn2mwlQtihm5klDu7YWM2MHB0HHTv/mlkcMygwM0t0TOyMTBxGyNphmDbzHB7TcdBZmOcwfSwTN23bYcqS/9MZ8VmMj8d05OycWO5m8EFHxXvMDBnDsA5MuhmGg1CTRl6jE+X9Jgzri88097Du6OzctG2HnWdTTnyWiZ/HpmwZN+2AYZgPhmFnzLybMLQBO+8caNhheM7YD+Pms1mnJvxusG2EaWPnZ8rW5INpMvVtRLHJBwcN7KzNMcOyo+D9DMdzxn5NPjigpI2b5/JePsdN23bYNkj7Yjwmftof7dDEb/Jh2wjTxGOml8fsdG1b5zV71ZznWB8Mb55Dm2KduGnbDtcG7TTxecZu7fjt9mdswoSh7dt5d/PBtJsJJzvvpm52A23BtkG2DWODfIYpS8Zp26AJw4kVpsvYCMuU7cFOk/FFJgwH0hQtP8pGGD/Ta8rWpMlus2x/dhiTLzcfdptlfTCvJu8UMXYYY4tu2rbDpIlpYXx2mozYM2Xp2jrT4fpoHvOayTvtw/XRRjTaea/GRmwbpABg/VXy0SZ+10czDP26Xd+8h2kyNmJ8tMk7/Q79j90+qrUR299StPC5Jn7aOtugXd+uj3br24Sx8277aB677YN9AduUm7btsH20qSuTJvpolond15g2a9sI7zdp4rHtoykMOG5x25+xdd5z+/btsnRth22DlcYJpr257c/4aI5HbFvnNfrQ7Xy06cfNiirPVzsBUMkGTT5M/K4N2vVNAWW3D3dcxbQbOzJh3LzzOdVOABi75f9bjRNMmkw/bvLFPIq4E34KthN3tnPl/8Zpmq2Wdlhb3NH5cmDKe+04zSoU/2dj+15xZ2AD5+wR7zXnGCeFpDmmo+VMEhs+j5kvM5vOY+MQ7NkjNn7OOpljCkM+x8TBvywD0+lUC52gverHeNihmPgJy8/OB8uWM3vmHuads2B2PhjGLjMO2DgLasKwzOkMjWOsBsbBQYI96Gc+aAcmfubDrg/TKRlHS+ho7U6oUt5ZP3Y+ODiyn1MNzCtnYm0bYSdlrzqwE2Oa7HxwsGPCMA6myXRIhPbBgZ4Jw7qi7Zmy5XmGMZ1atZhZRnPMZ7s2yDTaNsj7WU7mmHZrRJI5x2MzOCJmdcfcw7qy81ENxgbttsT63s4GjY2YzpeY1SNzzDS5eeexnXczm+umaTdUskGWk22DTI+dD+MH7XwwX3bZcjDMvJgwHIixfOwwLGvWk5um3UCfwDyb+DlwMbPpJn4zKWfCME32SiHDcLbezbtdh7Qr2om5h/HRtr/HRgjzzEk5c8yBre3bWB6ujzYr0CYM68NeqajkoxmHnXeGqXYl3cABJP2IXU5uX8P64EqFuadS/1TJR9u+jbZOO7LzzgGybVfVQB/NVS277tx+g/Hb7c+sipnjSu2DabTzQbuyn8P4q11Jt6GPpjA2x+x32Gea+Fkfto/meQoUO4xZpTFhWFdu+zPiwIShHTL/bnp2QyUbdMcJZpXRHLP9mdV3c8710WYV2txjJt5NPkz/9L1+ZLc+2k4T2x7zYo4r9U+0M9dH8znm2LRzO+/VsNM4geNT2wZNfdMOmK7dIOJO2LdsJe7o8Mx2DjZCOhOeMw2SS/RbiTsjoMzME1eY2FmYeHiOjfKPijszK2uOOUhwZwp5j31sZp/sMEy3OWYaudJgOxwz+2SOmVfmyY53tzC9zLcdPx2nPZvMDtnOB6/R4dvxmNl4OwydtDmmQ+NzzDGfZ2bN7Hh2i9kiZY75bKbbzofZfmmO2UnaHSWf7ebdFRLMN/NiP4e2ZI6rxazumGOuUtjCgbATso/NTK45Zidmzy7SRjiQMMdMv1nlNudYVt9rIyZ+10bsfFBc2gMZtjXeY8fDLTx2HLRbOx8sW84Q22HMthb73G5x65tt2F5xqGSDtFm7vjm45Uq7ayN2mig07EE1y8vNezWYFVJzTH/g2qDrR9xyot1yIskOQ9szx4zfTHiZcxwQc6bbjne30D4Zv51uCiCzM4Awftq7OWa5uytA7uCKAyR7RY7pdcO4ea8G198St3277Y9lxLyYY+aRduv6aLfN2hNRvObmoxrMSqM5Zl3b+ajko93JHYaxfbSxCfvYbR+uX68Gpsmsbppz9Cu2j3bjr9Q/mdUvc+y280p5d/unajBbLe1zFA72sWsjZsuoOaaNsD8yx6Y/tO2W/tC2EU5ocOLDzns17DROYJpcG7QFEWG+7TbLMmS7tsO47Y/5rnanhWE34wS3vmk/nOh1bcSubwpSewKnUv/kTpZUw27GCWY12hzTztkGec4VcVsh4k7Yt9gCzYUNmI6DsyGc8eQ5NlB2tmaWzNxrizvCAZh5D8+E4Xl2Zub9CfP+3lbsJO4EQRAEQRAEYTeIuBN+CrYTd5wN4ZY1zj7xf87mcFaN17h0b4s7bjnisr0dL2dueD+vmfNsMIyTK0HbPZvsJO7srTuEQtKeCeeskDtTZlYLzTFnf+wZd85K2VsmGYe7ssZVmZ3SthUsQ3fG3Z0ZZT7cFRZ7do3YW2sIZ9ztMLzmrhy4ea8G2oC94uXOKDJ+zqazfs05zq7Zs5C8xjB23t1VE+bDnu1kebkzftXAsHaeOQNpz/jx2e6sszvDy4kKexsnbYQr1+bYzH7aK5Du6lI1uO9PGDt202RvnXNXEwlX7uxjhrFnU1kf7o8C/ZHtdrQP+31Opte1EdcG3dUl+hB722ClMJxssreRsT7cvFeDuyrHfLg2yFl5+x63/bmrAAxjp6lSPvic751xN+/3mWPG765SM353dbfSSq19zHzYYRifG+aPbLejT3B9tOvb3PZH/2y3WdY3JwftOMw7SeYcJyXd1V17JadaXD/i5qOSj7a3DRLX1lmGtl1VshGuNlT7bqOBZej2AeZdLnOO8dv5qOSjXd/GfNjtvNKKsNs+qoF17fpolqV9j2sjTI+9usv6tn1oJR/tri7RXuxtg9VgbHC7cUIlG3RXJCv5aNvWib0dnHBrth2mGnYzTnBtnb53Jx/NcrS3cVby0dwObh9Xw27GCa4NmtV8EXfCT8FOAuvP5HsFlCAIgiAIgiDYiLgTfgpE3AmCIAiCIAgHnarF3V/+7b/KBqeCsNcRcScIgiAIgiAcdKoSd2s+fvm33N/KBqeCsNcRcScIgiAIgiAcdKoWd7ItU9iPiLgTBEEQBEEQDjoi7oSfAhF3giAIgiAIwkFHxJ3wUyDiThAEQRAEQTjoiLgTfgpE3AmCIAiCIAgHnarF3d/+8T9lg1NB2OuIuBMEQRAEQRAOOtWJOw+//PW//rtscCoIex0Rd4IgCIIgCMJBpxpxN7Oq8Mvf//GPssGpIOx1RNwJgiAIgiAIB52qxN2Kwi9z60HZ4FQQ9jp7Xdytrq4KgiAIgiAIwh/C87wyEbcVs1y5E3En7Ef2urhzZ10EQRAEQRAEoVrslTvf93HhwoUSent7HXG3JuJO2H+IuBMEQRAEQRAOOpW2ZV68eFELuzdv3pSv3KlEWDY4FYS9jog7QRAEQRAE4aBTSdyR169fl53T4m56fqlscCoIex0Rd4IgCIIgCMJBZytxVwkt7qbmFssGp4Kw1xFxJwiCIAiCIBx0qhF3cyLuhP2KiDtBEARBEAThoCPiTvgpEHEnCIIgCIIgHHSqFndBKiobnArCXocGHIbhnoQ/U8uGKAiCIAiCIAh/hCAIsLGxsSsmF1fxy8ziatnAWRD2Oslksmy2Yjump6cFQRAEQRCEPYY7ZhNKoWhbWVnZFWOzi/zOnV82cBaEvU614m58fFwQBEEQBEHYY7hjNqGUasTd6MyCiDthf7KduOO2SPec60gEQRAEQRCEPx93zPYzMjMzU3bOUJW4m54XcSfsT7YSd4ODg9q43fOuIxEEQRAEQRD+fNwx28/I/fv38f79+7LzpHpxtyriTth/VBJ3X758QW9vr4g7QRAEQRCEfYI7ZvsZobi7cOEC3r17V3atOnE3J+JO2J9UEncUdiLuBEEQBEEQ9g/umO1nxIg74l6rTtzplTuvbOAsCHudSuJufX1dxJ0gCIIgCMI+wh2z/YwYceeeJyLuhJ+CSuKOrK6uirgTBEEQBEHYJ7hjtp8Rijv3nKEqcTe3JOJO2J9sJe62wnUkgiAIgiAIwp+PO2YTSqlG3I3NLYu4E/YnIu4EQRAEQRD2P+6YTSilGnE3KuJO2K9UK+4EQRAEQRAEYb9RtbibFXEn7EOUUgiCQIs8EXqCIAiCIAjCzwrHwhwXTy2v45fJxTV9IAiCIAiCIAiCYPA8r+zcfoe/ru6eOyhMr2zgl7k1H7lcThAEQRAEQRAEoUA6nS47t9/hSpd77qCwoBIi7gRBEARBEARBKEfE3f5CxJ0gCIIgCIIgCBURcbe/EHEnCIIgCIIgCEJFRNztL2Jxt+ohm80KgiAIgiAIwk8BB8LuOaGcKIrKzu13KO7cc/8K/hU2J+JOEARBEARBEISKHERxx88GuOcOCvMbCfySWJkvuyAIgiAIgiAIws+NiLv9hRZ3maXJsguCIAiCIAiCIPzciLjbX2hxF86PI5PJCIIgCIIgCMJPAQfC7jmhnDAMy87tdyju3HP/Cv4VNhdvy5wdK7sgCIIgCIIgCMLPjYi7/cX8RoBf/JnRsgsHBbU4jcFBWZkUBEEQBEEQhGr52cUdPwXhntvu/J/N/HqAX7zpncXdl553eP78+ZZ0vnyDoEI4MvP1I27duIrW1la03b6PsQVVds8/i9n+TrS2Piw7LwiCIAiCIAjC9vwZ4m76SzfWkuXnfxS7FXeJRAJPnz7Vf+3zk5OT6Orqqlrg9fT0lJ370Whxp3Yh7u7evombN7fn00J5ODX7VYu6uQ1fF+TC8Ae0tl5GWOEZ/wxE3AmCIAiCIAjC97F7cZfEq45HePSoMiOLQXmYtI/7d+/g1bu3eHT/Dj5NrurzX17cxkLgxv/j2K24IxMTE+jo6CiEmZmZwePHj+H7ftm9hoWFBdy7dw9v377F3bt3sb6+rs/znHvvj0aLu7WpUa08t4Pibnpmekte3L6FT/Pl4T48v4UrnV+sc0l03L+Dz8v8P4JansWdG1fQevkavkwsIYri+ygIh2fncOf6FVy99RAqEerzYcJH19N7+nr7q48IkvH5KBmg7/Ujff7Ry48IUpE+P9MXizv97CjE/EgfrrS24trtx1j2EmXpFQRBEARBEAQhhuLOPVdGFOlf1dyaCmHSafS/7MBsfiyfTod4cv+Bvj8Wd/HYffDdEy2KPo3NIWJ6kh5ePXmE+/cfYnJJ6bCfOm+jp/sVHvfOlD2jElyJc89tx+joqBZ0FHbt7e1a2Ln3GFhevIdikMcbGxt48+aN/p/54F+GZ3w8Xltb0+c8z8ODBw/w8OFDLQZ5LggCLSwZH6+7z6rE3LqPX1Ymdyfu3HM2XXduo79M3IV4cacVnZ9ny+4n/so0Wluv4OPQJOanh3DzciveD8/raxRpt5+8xcLCPDpuXcPVm+/0+Tftbbj97COSCQ9v2m+hrbNPV/TTNt7/BgtLC3jbcRtX29r1eVvczXx9h8s3H2BmcQnfel+j9dpdqFR5ugRBEARBEARB2KW4CxN4WmG1zjChKoRJp9HZfgdhFC/I2Ghx56cx++kVplT8/P7X7VjxUpgf6sOaHr+HaL/Xoa99en4LY0u7Ez+kWnFHuKWSeTFibCsoyLiV0z1PKOZYnk+ePNH3UcgaIcjX3HiN5z9//qzvp9jjOV6nyHPjq4QWd8u7EXe3fry4m/jYjusdXVqE6ePeDlxuj/evUtwNLcXnF/rv48q16/r/Ty8faIHW9eEzllWQj2tFi8SFZD7uaF0fzwW2uAvx8lYrbj98gtevX+P1yxf6GRPLJg5BEARBEARBEGx2Je6iCGEqhdQWbLVyt5O4e//sET58/FBgw08isTiEZy9e4+vgMB7cadf3f3p+B0tc6avwjEpUK+6mpqb0Stu3b98Kwsy9x8Brz549KztPKO54nULOnOvu7taCcX5+XotHvstnVum4pfPDhw+avr6+svgqocXd4sRIheXTUiju3HM2sbgrP/+hk9syB6xzCTy+dwu98xFGu+7h1vOewrXpgU60PnitKzkWd/F5I+70fWEKG6tL6O5sj7dmdg8iiubR2noVy9YzeG1SRQVxF0VJPG5txaveYSwtLRXgtk43zYIgCIIgCMLBhgNh95xQTizOys/bUPhsxXIiWXa/QW/LTJj4Q3RY2zLn/Qj9z9sxH5aGeXrzJlL5/zvut+u/FHeLQXn8W0Fx557bitnZWZ0PCi4ej42N6VU0s/LmwvLiapx5BrdYclsm/6e4M6twFM2EQo9xc8sn71FK6ZU/Xrt9+3ZZ/Duhxd38+A8Sd3Pl59dnvuByaysWVjcQJALMDr3Xq2qslLXZQbS2XsfCeoCEr/D4ais6P8ZpoTgbXIzjmC+IOw/3L7fi89SyzvDkwFu03nmt47p2uRXP+yZ0Qc5/forWq3HFT/cacRfhy9sHaL3Wjg0/gUTgY3hwCKlQxJ0gCIIgCIIgVGI34u67CRUe3ruDV2/f4PHDexicW9HnjbiLkou4d+cWPvT14eH9J1DJEHP9j3Hv0RN0PHqAW3l9Uq2420qYuVB0UdhRcNnnuYLX2dmp9YgbhszNzWkhR1F3//79QniuxPHv8PCwXt178eIFPn78qM/19/frc9xh2Nvbq88NDg7q5zMervC5z6nE3JqPX2Z3Ke6oVLfi2S3+oEp5ODI58AE3r8efQrh59yHGFjby11IY6n2D61cu61/QfPyiG4m8Oq8s7iKsTA3h3q3r+c8q3MP4/Lo+n1ibwcM7bfH5Ow8xvhKrZVvcRSkPXc/btdhsvXINne8HCspfEARBEARBEIRS/qni7k9it+KObCXgtjr/Z6PF3czYzuJudmxIv0i4FR/7B0UoCYIgCIIgCMIB4mcXd/sNLe6mdiHuBEEQBEEQBEH4uRBxt7+YW/Pwy8TocOGlPkEQBEEQBEEQBMIfAHHP7Xco7txzB4XZVQ+/jI2IuBMEQRAEQRAEoRQRd/sLLe5GRdwJgiAIgiAIguAg4m5/ocUdf47TvSAIgiAIgiAIws+NiLv9xeyqwi//+Mc/yr4kLwiCIAiCIAgHFQ6E3XNCOfyGtHtuv0Nx5577V/CvsDkRd4IgCIIgCIIgVOQgijvf98vOHRRmVjZE3AmCIAiCIAiCUI6Iu/2FiDtBEARBEARBECoi4m5/ocXd3//+d/2ypCAIgiAIgiAIgoHvp7nn9jue55WdOyhML2/gl2Dzr2UXBEEQBEEQBEH4uTmI4o4rd+65g4IWd3/729+glBIEQRAEQRAEQRD2KROLq/hl1Utic3NTEARBEARBEARB2KcsqAR+mV/1yi4IgiAIgiAIgiAI+wcRd4IgCIIgCIIgCAcALe7mVjbKLgiCIAiCIAiCIAj7h4UNrtwl/qPsgiAIgiAIgiAIgrB/0OLu3//ff5VdEARBEARBEARBEPYPWtz9d2617AJpaGzGu/5B/b+/toL5+Xls+KnC9TDY0OfW/eKvbUZJX59bXFkviSubTmJxYR6ptPWMXAZLS2vI8XqUwML8PJZW1pHLWfdkUlhYTxSPsykdvx335uYa7t27V6CpsaHkmKzl703N9OHdtBVfCVksL8zr+A1+Kl3hvk0szc/DS2X0/7lcFsuLC5hfWEKUyZbdm04qHdfymlfIWzadwuL8PBaWVvRxsDqDq5fO48OsXxJWHa5B8LITWX8d6anpApkVD5uZZPHc7Dyy6Tg92Y3F4vmVuHxNfBl/LT6/4RXOZ9ft+9f1+WjmK9SRwwiUkxc+2w8Lx8y7PpeM4uNsGum5mTg9+bLIeqvF+BcWkc2WxpldX0I6/95nLpdDZmUB6Zk5ZNK54j1BnP/Mdr/smvZLyig9tVZ+z3eQWRmEqrtRdj4mA+/cYaQSUZz3+WV9Pj31CqrxWYX7SRLqtxr9f6K9Ff5X155j/LvHEHxbKjv/r8RrrEE2b+cu2aRCeq3UXr+HzMo0MqpyvWb9WaiTtfDav8JrPoLkRuX79gdLUL8fqXA+JjM3h0ym/LxL8vlVeB+nys7/c4igTh5GWhX9/m5INJyDP1d6LrMxBXXiMLyeibL7tyMzN41cNofNyIc6dB6ZCvdsRXZtGemp+ZI+JbM0r/1D4Xid99g+MSr6kJlZZMr6gDTSUzPImmek8n5ndaPgU3PZCOnZaaSXVkv7M96fWInvn55BxkuU+GeX4MJZJKLK7W/35JBZmEY2Ku+bNNqHz2+bDptsYhXq3HGoJ71l176PHFIfHsL/tohssIz0TGlasor1s5g/l0NG5ctvzfxWQNwHGTKqQv+eTZX2DfOrOr7S/mIauSgoO6f72nw8uUyI9NRcsR9n3U/n6z5/LpdOIT3Dul/Jpzmrjwv5Sa4jvcjxkVUvmUTpcxfLX5XRfe2i1aeZvnfDym8uo9OTScQ2G/dJs7Ed5+s/G+TLj8wtFPppmwzzZJdBLlc6TtDjgAiZxdL7SC5T7LdjckhPx+OcrchlWa6l8WRTpekqGwOtJkrzQtZ8ZNVMWVwZPwnvyiVEW/RlhXSkk3HdLSwVximJFzUIvqwgszIMVXetLIwmsQh1qAnZiv47X8/pOD+q9gTSZfdsjXe8AVH3U6RXk8jQZyRNHuL6d++vRHDjHJKrQdl5kosSSC9tPVYKbjUgOfIYCSt8erYH6lpX2b3l5JCZn0YuP5ajvWTDcnvbDTna9txi2fkfharZul6yahYZrzju3ZIM/cyybveZvnvwn4+W3/MvQou7tfHxsgukoeWy/rs09A5N1x+h530XLjWfx4IXYTOzjqbzl9DT04OrF5uxkMwgnVjBhZZWdL/vwYMrjXgxEA90w9UxNDY04HXXe6ynivGn1mdw/80XbOYSON/QgHfve/D07nU8GZgr3LP45RV6Z1Th+MvLe2hoaChLq82VS+fLzsVk8PDeA7zv6UFPTzduXG7T6Sf9AyyDNAZ64+Oenvdou9SAseXyBhEufdZp+DgVO/3HVxvR/robb58/RPON56X3J+bR2HBex3n76gV8nNxALpvB7YvNePHuPd48voG2Z9/0va/bb1QUd/wb9b+EarqO1ItXMV9nsZmYhDpUo48Tj+9BHW3SjjX59jJU8x193rt4EuphXxzHyBuo481IPH8J7/wZ+D1j2giTLy9BXbwX399yHF7HgL4/aDhVJu74PHWlKFqyq1/1uWCUdZ2BOlEL/8kLJJ4+hjrRrAdiUU871IU2HX/w4CZUy73CwCjHAdvhGqj2eKCQfHcV6up9pDqfQdWd1eGz/hzU8XNIdr6COn4EqdUtGpn6DHX0dLGMXoyV3/NPhJ22amorO19OUdztdbYTd9HYO6gn/WXnq0XbVOPtsvMkaDoHb2Q/Czqb7cVdcPY0Aq/8/H6kkrjzztQgGCmd9NsN3rkaZMPMd4m78NktbV8RxaE+l4V36qg+p69/eALVchOpzpfwmk8h+DwT19OvtdqHJJ89hfr9OMKoGGfy+TWoQ0cQ0n+lVqBqjiPx4hX8C+cQfIn7Lu9cHfwnr+BfbYT3vlSIh0P3oY5c1c9UZ+vhf+Izy9NOfpS48y/UIFyJJ+DKyEZQhxq2HNi4JF+egff2xw1assEi1PVnuk8Iv7RBHTpc9PG5HLyGWqhDrfp6NPEC6nQrkuyrLtTDe8/BbVLXZ+LpCyRZpvVHEIw4k2LJmUJfqfn4Tfd96tfDuu7M+WxiKe6nbjZCnb4Wnx8sjkcSj85DHTqLtJ6k9qFqjyPR+Urbjj+usJlLw2s6gaDjBfzr5+B1jmBzM4Q6WvT30cRLqNYXcb1crEG4HGLTH4b6ta6Yvv7J8nJa7offa00E6nqrgbr0pCCGM8vf9DlvWOnr3rnj8B89R6rzOVRtPaLUJsLBO1Cn47FE4uFtqDOX9aSq/Sy/pg7e7WeF9LD92OMEEi4ECPvi//lM2rsuQ2cSIbP8Eerj9pOU2cgr5v3FE10vKb/U7qO+F1BNN4rPH17O5yVfT2R0AdHUW/1/0Hwa6vqj+N7VCJn1Mai2ri0nMbQdHj6B4PkrBPdvQrW2I5srijv3/hK2FXdZeOdrEK3H7a9qcVffGIs7lYZfexjBmBHzSahfdzeO2E7cZVZGoK4+LTtfCNtxQYu7pFec4Nu9uMvqMQTTzmP/Sg1S89VNFBpyOQ/qXGvZ+R/FduIu2X0S/oddCEtvCurQrb0j7ianZ8suECPuPr1/hZn8TNCHjssYmlMIBh/i+pNYlEx/eIjLPYvwF7+h+3NeKE6/Rtu9T/r/h9dbMJ8o76BG397E+FqEzXSAmdm48XtTH9Bw+0P+nhye3ryGIK/6EysTaGt/iYtNO4u7Rx3lqybfuu5jeMGIpwhP73WW3WMI/WU0X3+MTG4TK59u49FLOmleC9HS0ITn14y4i/C443F8LbuOSw2N8bPe3MCH4UVsjHfhyacFfW7u00vc7J7R4m5mPu/sUlNobrmi/99R3D0y5ZInL+7i4xy8puNIhWkt7vyO4XyaVqFONsfC69RhJPOzPrloTQ806dTptP2Xcb3lMiuFBlRR3P1aC3XkJKIwPvaajsC7fzUv7pahao4VBl+p0VGE2WZ6PbwAAFLYSURBVFjceZ2xLeRycYcUbeQbe9tZeB0PCuIuPT6BTH4gpeoOI8W66H0K9SpeQY4GOuA9G8Rmcg7qTFNJ2rS4ayht/JnJj1ANTVC/1yKXVVBH66GOHtGOLvHmClQN81OPYIIzV1l47CxbmqHaY4GrWWeH+TBepeP1iy15kfskLgMtgNJQjWegao5AtXdjc/4N1JnY+QUPr0OdPqvLLaEnKoriLuy4gmB4Gcm38YDTwJWK4EENUhMqHgy0XNMrqYwjVCldb15ro64Pr7UZ6vdSW04v9Ol8qpqj8LrH8gOBI1BNp6EO1cJ71g11/ChU7TEkFgM946QONead2wLU8TNW3jLI0mnVn4A6cwzq2hPkUgrq9AmooyehBlbiFbb647F9XI/bQ/juCdSlyzo/WX8Rqvle2cA8s/oF6nQH1OGjCBOl16Kp7rh+zp5DYjoJv6VGzxan+q5DXWyF+o2d6aIeFKkTx6B+Pwq/+zlUTQ3UsTOI/DSC+6fhjyeR9eagfm/Ss7GJFyeRGOJM7Lc43NljUHc69eDRP3IMqu0GVMsdbG4m4DWfjeukqQ0Za9dBZnkI6uKz2IkPvYDX8SW2f97LOGuOITEZz84nnl7UnbBqYj3F4i7Z3Q518qQuf//LHMKvnVC/U+Q2IJXYRDTeHdd3zVH4b2LbL5TLi+sIPnGQ50Odroc6Vw918VbpwGJ1AOrQBajDtUitbyLReTuO/9hpJOfoYzLwGk/H9cU8Pv+qw6kj52IbCMagDnG1OgPvbA0yQQb+zRqoq1e1EGdZeeeb4vyeaUY6lUEuE8R5rz0OVXO4RNyFY53xvafPIVz0keGk0LEjUL8dhvf4vS5H/1oNVGsrVMujwgAs7LqfL5ezeXF3Eqr5lLZhvzsWTeHQS6jDdXFZfiid0KG48x5chOqKB8WZlSGoG+0Fv8lBvD8c71zJJDeQnKZfLhXhwd0GqI9xx55ZG4O69rwg7vQqzHwsWNOj76Da6aM9qMMn4zyEs7pdlaSJ4u5s7BtyGV/7ApZ5NrEM7xzzVgN1+a5uKxR36ioFBcvmkS734HYtgvF4gOedPRGnI7EGdfKE9j8UPUF+YjWmKO6i0adQF67F5XX0FMIghEe/dagWqul+HH/75bjMj59BaiOF7MYw1KkzULV1yLL8jtZA1Z9EMLqE5AdOKh7V9e73xYIkPf8F6thRXYbeq3iMkKQPr62NB8+jpQI/7LmDxHA8eNbi7v59qI6euHzos0/T38bizr9XA78rL3zSCslhrgLH4s6saKTH30O1UTxZ7SEv7krObTOgC4fuQl2P02DIrg1q31cQd5GH9Ew+3d8eQd0b0CtJ6uS1vJ9LQJ2+sHtxV3O0LB026tRRRHYb1z79LFTTicKKVKLjAtTtFi3ucqEHdegM0vn+NDUxjMhLx4LoRnGM5TUcRSIsXZ2muCuKiBh7nODCsk0G5ed1XBfOIO3s1glHXhTb7JfSnSv+xdPwesvFoBZ3+XFCIR6dl9J6KlzruAxf+0lzLgt15mi8C6DC/aknbfA+5Cdicmmoa+cQemFR3G2MQB26r68nP7THfRPtecovEXfeySMIRosrYan+O3GfdPacFr7a550/E/fd7+LyTE9a/XV+rGNIT88hu7Gq464s7rh7qAaqIe6rvNvxAkNWTUAdqYM6XBzz5MLF2E+cOQ51+RE2s2mos3E/pF58RS4TwdPx1EI1xm0uszav7TpnrfBqcXeqUfcv6sgppJbZp8xDnTinr+v282wUyd5bcd7PnUNqqB2qlv3FOaS9NBJPrsbXjp5CYjr2CXqMcjn//IfsU4vlwD5A/X4Y6kkXNtPrcd/H/uvqA0dUbxTauu7jr8VaQI976F9/q4P3LhZd0acXsa872VzwBSH9OH1a/RF4T3uwuTYMdYI+7zSS4+vIqMn8WKcO3v2XhYUKagGv4STUoTqopjda3KnGi3rsycWJSN8TwrvcmO83W5HOj6P/GSxsBPhlZrHyrIQRd4Z0YgMN528gkclhvqsFN/viBrj6tR0Nr0pnJ1saGzDqsRF5uNzQgMbGBr3adeVxd3xPLodLV+8UZ1FyWTQ1NaGxqRUq76gy3gJuvvgU35PL4N75S1iPkmht3lnc5XJpPLvaiCXL4WSzWWvWZntxN/S8BV0jcblwO0Q27xD6H93ENy+LdzeKK3eGsa4O3HgbDy4o4LL2bFguxO2LDVgqLO2m8eByExobm7CcjO/bUdzRkGncvx9Gaq1U3KVXRrXxcunfFnfB8xaoSy/jAUdeNMRx5+CdrEEqPyNnnLbf0Qh1/W0ctpK4++0woo+P4X/mbGaoG0TiSUte3G0i0X0jTmdLG6L8NgRb3EWrY1C/N+hOKrv+BartA0LHaUdvH+gGqD7GWw7CV/fg98UTEJnRV/AeftL2k8s4EwYUd2w0+TLyN3KxuLvxRIshPVA4eV7XSy63qhsnt9Lkwjk9W2zEXWoxUTqT6Yi70GP4nJ6BYyduxF3Jyl1B3OWQS6fj7aaLA1A3KQjLxZ15VnCnCV7vtE5Xibi73qttN9XRBv/LAnKJIajGa/q+zPz7MnHHvIU6n0moupr8QKAeYYrn5qHqTuiwqW/tUB2DO4o72nMuy/pkvmv1gNJeuaMASM6Hul5UTR0SS3lx19EXl32+vtxZ08TFRnjzOYQfHsJ7kZ+QsAgazxZEQom4u9Gfj3dRiwnmJRx+DHWP5ZRDigKobw65xY9Q1z4i+voK6vARpBIh1KGjent4nCfGwXM1SCdicecPcWt4DqmXV6EGORufQ+rxFQR5f0C2E3dMS5odwqFr+hnqWBPSOq0LedHAsohtIhuuQDVfj/NaWLkL4Z2oQSbM6i1exXqJMeIuGn+q86YF5PQ4wvy2bI0Wd5diu+N2yIaH2u717PXVx7FNNbzU6Q+HXuxa3Hks01wO4fADqKejsU2+uguvfx6JF4fhdU3o8g/OFevNwLaTnI5XYb3jR5HQZZ+DajqCVBBqcRcMLsX1aocrWblrzpflLNQpTlol9cCZW8tyodKC1p5AoLjzByiwavVx8tFVBIvMW77zTy3r9kF/4w+ZgWBR3GXTCahjh+Gv0R9k4TUdRjqZKYg78xz1ex1U/XlEEe9b0JML8bW1MlFhizsdtrZOT2Il2y8jmIq30XtXa5BaSGlxx1cD4smcGiSXg4riLvn6Kry3I9r2/Gc124u723Gfmrx3Bf7IWunKXXparyoynogDuKvvYnHXcqvQjhNPauDnfbNu0/Sh3jTUoTYdr16B8vN1+3tNPBF04kq+3hTUqdKdNT7zuhH7W4o77+UAVG2j3qKceHcW/hf2c/FAM5uJ4p0eHKB9NqtbRXHHvtq/eRrq5VDJM4y4M31D8ClejbPPqWdmAreyuONgPqMFk1m5o3hXcd0fb0Y6m9Xbt9TFB8UwJ5nXXYo7Ky2JBffzVCHUWWdXkK63U/A/PdSTDzn68BMX4d+5Ea/c0W995ipYLdTpiwjzA0lb3KXXxvVzzZZBA8Wd7oN1elp1HeuVO06k5dMYD1bz+dxS3HlQrU66dXs5mreHNZ0+cz781gnV8KCsnyBa3BXGQMcRJvN5oRAwaVop7vIoF3ebCC42IlFhG6q+1nYOwVT5zgJX3FEAqSPNiMw4ou5EQdx5509BvZtx0u+s3P1+PA4b0K6bsKknvCnQ822m7lTFCQeynbiLvCgOf+gwQn8TwfkGeHNZfc6/fjYWd3Y/fvKo9h32yl3y/Xl4/XM6/f7FM/Dny9NAtLi7/FbfF3Ey5Q7HjOXibsuVu4jt8bS2q6z2HRf0/3qMost1qcxv2it3QUtjIW+Ju62FCbqYLcTdr0fydeZrURm3n8MIg3y558Vd7NNyeos2+xv2J/bKnX/xHBJ8DSeXgWoq5k3jrNypZ8M6X96vNQjm0ogGnkC9yQvLD3fhv67uFYVq0OJuq+/c2eIuG3q40NSCWS/OyGJPK9rexwPu5S/taDTiLhvh6c3L6BwxccbiTu9HzwS42tCAjRTfv/iCR33F7Q6FBH19g+YH8TbCid7H+LYYN9aFvke4++IzFhen9crd0pLdeZVib8sc6n6OvrnyBrutuMum0HjhWlkDSy4No+nqUywsLuLZlQa8/DQRz0jlclj49h6td17plT43PjaozlsX8HG0fDYqOf8JzRfu6f93FHdbrNz55y/qAUoq79j0tsxjDfCbm6EOXcw7moSOK1NwbNxCWaONXTvtE43wmzkT31pwTFuJu2ywpFdhkn23oAbWEDxu0OKOTi+bnwEMp/qhfqtFKr9yp46fhX/+Evx7j+NVv2wIVVeHcHYWqef3odo69WC28KxsSnemYWYT4esH8Hpi+8qMvIzFnVOOmq1W7m7G9azF3SnOpG5i0x+B+v1m/r5UvpxjcVe2fckRd1G+E+N2LNrItuKO23TOHIf/7gMCitZtxJ1eqboQz57zuETc3YxFVPjkJryP08hNP4PXmhfESx/KxR1n8DoewM8TOzKz4srtJ/XxM0ce70rcpcdfQLVcR2KgT89EueKOgsmsvAV3j8L/tBKLu2els282uYzSdpuZnUX4rQ+q/kpZ+9lK3Hltn/P3LMadq85LR5wX/v/qhhZ3nEThzKB/qwmpyV6o3jmoo/kOiAOf81eRGPhQIu6C0Xj7SuLKeahbdwtlmJgpzsZuJ+70Pdl1PYOnbe6c8aNGNGThXz4L7+lrBH2vysVdxLA18NtN/XUUB5OWuNNhnl6DOnUK6tqjwgSURou7+P2Q9NxHqPqmQj78tx8QfrkJ1Rl3LNG3l7sWd0Y0JDsvQF26VYzz2wL8thokJuOBR8VtmZa4U0dqCn4mcb0J/lygxV1iuPzdj8rbMud0njZDlnmtVVZPS1ZYtbj7sgj/2jEkFjagjl5EJr2Qr6ccsql4FVzPWF8/B/WQA/p4YKH91ZUbSMzH7z+Fnx5DPe7W9spBQdKZFE1+YFtie1jS28P1+dyKtgP7vlJxx0FFrRZ3FDnq9u1CmaYW/JJtmckHFxGMrVYUd8H9GiQn43QmXu4g7u7FuxJS96/CG1gqFXcLXVA1Z4v12tEfi7uLXMnO15cl7vzL9fDuv0CihyuzeXF3KE6TuT/rL0AdOV2Ms7PUV/mtNQjz/YwWd69GkXzahmCGwrgW6STrOC/uUim9VY7v8Pu3zkM1M65Y3PnNF+G3XEIwEE86JN/fievw8as/vHKXfH4ZqmcMmUkO8E8inC++X6mvv78Jdf8bsmoO6vydvA/nALoo7sz9W4q7bVbuUn1t8Fed83lxlw59PWGanuuB1/4FyTvX4pU7TjCHcV8WcgD/ey2Sq5lYEB0+E5fNzQd69Zb36OPzl5DeSP2wlbtwoAP+tPv+YKBFYtHGYjGcC2gnJ5BmW8/fm3jUptMUfF35ASt3m0hcaoK/voW4u9UIf9yIhBwya0t60qhM3HHC7UxxnKTR4o47I47AL/NhW2zLTFAI1Oida/Qnnu3vK6SP+EcPF/onV9yl89tYveYahEshgsZTSJi85bdlZha7tEDS/fjRujJx59+ogbp+p1AvidkK76862zIznLA/z90WVYi7lU9Qh+KdT/bCgx6j6HNWX5rHFnd+QzFv4bP7UG9tu9xC3HFCIX8PJ+zCkjFP0RfobffXHyPR311R3LGsvUf3CmVU8j76Ftsy/d9inx0+vQV1+XohbDC0u3cmv4ddibtsuIFLTU2YXLPedVr9hEvXYyfd9eA63s6k9BLv20dteDVgz1xkcftyMxaCNKJgCS1NVxCkN/HyWgM2zFLq+hAam+7qgZ031Y+G1tfaMd26crtQ8GPd3ejWvMX5xga8/8AZ6/I0k63fubPZWtxNdF7How+W8AwVVoM01mfH8mnoxq0LDbj75BWS6U2sT3xEa1uH3oJowoTeKgLtpDJ4efs83vIdufy1TKTQ1HpTh43UJBrPxwb7veJOX//2Dqq1I55hs1bu+GMf/ljsXINbTfDeDesZ/HDoLdQZzsaWOm11sgbBRPyO41bijn/9q6f11iu9deh2/M5dZu0rVO1F/eI2XzxXRw8jkSpduSsQrSH5rFMTXLmoV6FCxRmxOiTmvHhbRO1hJEOKng9Q11/Eq1n3G+APcJtrFmH+x0sKVCPuuKXt1zq9LJ5ZHoQ62vJjxN2Zq3HHbsRdggPJU8hmcgi/PN5a3GU8vQIVBsWOZ1txx+1epy7o2e1woL1c3NXUIOC2wFwWyW/TuxR39Yj47uxyf5m481nHn+b0JI8W3Ubc3e/Oz/IdRfB1Ma43DiL8/MpdXtzxxf5oOf4RA5PG6OsLqPNtBTvgtiOuTNj5+OPibjPeRtZyC1mK+FMnoK7Htpi42gxvdAO5KO5cXHGX6rkLdSXedhHNTyFjDToyayNQx9u0MEi9vVki7lgnelvlyQfxyl3taYTJTLwFleKOW/F+rdFlHXH7rCXu/CXWP7fKHEFimj/SkEVqZLy03PLiLvm5HX5v7Ff8lpNI5AdpGkvcZYN5qF9PI0pxdStAam4DmcU+qOPXdd5S3Q+K4u73ekRhFulpdmxbi7v0FN9tatM+O7M6jSiVRqq/Fd7Dj8hRvJ4+ua24804fg7/g6x8w4A+2RMn0tuKO8VcUdxw4nziM5FJC21hqbLqkrIy420xOa8HFrUebAXc55AdF548hMcY85RAOvoBq4ypD5Xcjw4HYTrWtHqpF0NWHaPIVVEuHfmY4/Bbqzru4HGuOIYo2kZ54B3W29BWBgrij7Qx0Qp2J6ynZ2QbvGVekuWo2jEw23pbpjXJLVAjvdA1S6ykE7XXwe/jDFUmoE/EKYqr3Prz2D/EsMVdAqxZ3pxBRFKfjrfUcYGdTCqm15Lbijqv47MfSs9w1kRd3Z+qQmPWQTftQZ0/F71X/dgLhekr7h+RY6SSnf6sGqdW4bRlxl9kYhzp9GurO11gc5sWdOl0DfyD+wZX0xBuoGvrz0m2ZFfmD4i58/zau+ycdUIeOIfF+GLmV91BnHsT+4dszqIauOK+1p+M2xEm3lngbH0V4wK1nXGl4eRPqGdvbbsVdFurE2fLzBXFHkX0S6uxhpJKbSN68pMWdbvcnWuK2w77tdA2SU76zLbMyP0bcZeBfai75YbTi/XVILPv6h4eSE4t6FcQ/fwrBcPkEuOFHiLvgQoNeuculQ0QbpX1NOPgaquVh7NMo0mvrkUllysVdJh2/HpFII8Otj5zQ1eKuQY+V1W9HECZtARmLu9RSXJ5l4o5bI0/WIDER94/JgeIKskuyuwXq9ls9wZFeZJujXcTiLsnXK3KpuK2F3AV0Hl7vgi5jr/mEFnf+wxr476eQpZ3a4q7loX52NHAL6saLOP65obLXKAxa3J28rq+nPnZAPWa9rOhJHLaH5JvrRXHXVINwNfb7nMBKTCpsRpz0Oo50htu4P0Odup1fudtB3J2+oNOp89bDXSQZBFfOIrB+l0OP7X6v0WkLx7qtlTu+x5lGhiuFvx3FJvvmE3VILiaQjVTBF3jNR5FYTyGj/Y4Rd6fgvYwnQ/1rTfD6pmP/PTmmy6rwbC3u4pXuiuJu+A3U+Ye6jNJr80jnX3f7Z7Arcfeh/RYaGhrR3NysaXsdb3n4/PYRGhsacf/FBy0YvKVBvfXS3Nd85Za+L1TzaLvQhKYLlzG2QKHhoeFC6Quco59eo7mpAa1tD7ESREj7k7hf8aXt1K62ZbrnytlC3GWTaG5oQNISamufb+H2q1KnZm/LZJ4bm/J5bm7G3OYmBl9exfuRZSTGX5eWSfNtbRTTgz1oaW5Cy+UbmGOntxtxZ72TxfdGSt654wrRuRMIFsIScZdNLkAdbtQGym0bwfPbcfjbHXpAxXtsp51JzEEdiwdQ24m7aKIbqi12qkbc8f9wuFfvVeZedL8vv/xcSdxZ2E5bO1VubTjK8Pkyz6WReH5Xb19Sj9/Fv2IVMl9Oh2e2ZRa4sY24o/P6DFV/GKrxMqIN1sEfE3ccXPpXzkDdfl2yLTP59n68uvD2DdSFe8hVEHf6nTtuOTl6TJPKZLcXdxwkdHfE208775WJuwxfDr9wBurYSQRfZ3YWd9zK2P9Up8t7y/fxnHfuWC8nj0BdfahFdyLJ7axr+gdu1KcVLZC8a41QdUfhD+TfhbLEXdZfgjrTZnUWWXgXjiIxV3TKqd52qHulg44fIe5SPVfhvc47WbaRxfy2bzUNdbJOv9+kGuIOyBZ3FFmJV3fiLT8PO5Ep2bqUgX//kt6e5796XCLuvGsNUCeb4sEsRcPYey22vVddBdGQGngVl/XrT1D18VbCaLJHD3r4zp0u75ZTUHXHEQxNVRR3XN32712COn4M6nlP6TZwS9yRcPxz/N7AuUtI5QV04vlNqMPH4T24URB3yT6+U1QHr5v+Zmtxp8P38EePaqHa2hFF3MqSjvNe3wy/7dS24i6bWoO6eFq382A4ngzcStwlex7H2yorijv+2uU0VONx/f5nYjTeUlTItxF3elB1FKkgY4m7+F01/078Xqi6cTe/ilFZ3NkUt2VmkOCKPN+1vXoPUSL2HdFUL9Qxvs94FZHzvrkWd3wetxY+eYN03q4odP2HN2I/9+yD9nMUd0H/a+0b/NcDOm85lh391oWberJC/7BLOgX/Vot+p5LvpVUl7vRWy6tQh2/EQmWsTwtmnXbzzt0W4i4aea/z4j99plfsctxu7y9DXaTvOYXEbFyf0fywft9J1Z9DYrZ0J0305Qn8/DZJI+6YZu/scaSi/MpfXtxRPPmP+IM2/CGRO4h8lvcfEHcl/UXxuivuCuiJoOK2zMTrR3oHirp2H+kwv7V0rDd+X7b5MsIg7mP1u3itZ2Mf//h13pfsTtxluMX7ZYWxkCXusskxqOPxeMuIO8YfjQ/E7xQfOgKva0CX4R8Rd3ZZea+K77fy2BV3GW5RfdhT0h4L19amoZrqtWhNTC7H4xSnLlxfsKW4s8PdLm53Lhd3FLiH9QpRZq4f6mE8EVMkh2Rv/OMwfFcqlV+xd8WdTsvcMNTJY3pXBrdD2u/cReOvoC7For+QFr4XfKgufufOFXf6/bgFeBdOQx07pvvrSmUWk0HwnH1SjW7/kaK/isWd3x6Xhf8p7n9zXBFsZhovwb/coMUdf6lXnT6i2w7fGwsCjguT8M7XQ3UM6MnEBMcT9OsPK+9EI1rcXX8K1XA09hP5X0sPHl2J36N8dicv7tjX8R3lOv1jf9EMd8nU6Xfu0hOcRK7Tu2ei/OtK24u7XFxGt1/pnV/e7UtQdUfgd3+JdwZa9ybfPYpt9Nnzorj77TD8x9f12Mf4oPTyuBa56lZnQdylZwd136zuPtU7ktJJtq8lvcuI79zlIgWvrSUe67xznp2L4Leegap/UVHc6f7iPSfj+cx2/a66ne4fyfbirqERj99svUL23eQyiMp+LrcUDpQzW7z4uhN/SNz9SajFUbScb6wo7tTdyr8k+M8kHOvRs7KuuBP2BtrRPYk7zuBuI9T7rWc8hX8V5R3SfsDelinsTzh5YibYuCqc0O8Ilt+3F8mmNvQKlz0YForo93O/cyz0Z1J8v6v82p9BeuELVOfQNsJpv1K6LVOojL0t82dgW3EnCMLeJZz6BL+lBf6HrbdxCP9K1uA3cnuve35vE018hP/+X/vZEOFHk0Wi+zH8xlYk5iq/J7OX4U4Q33p1QRB+KHzt4PpNvdW57Nq+J4PgZgvSFX6RXijin2/9ucTduog7QRAEQRAEQRCEfY+IO0EQBEEQBEEQhAOAFnfekv1LM4IgCIIgCIIgCMJ+Q4s7X8SdIAiCIAiCIAjCvmbZT1Lc7bwtM7OxKr9mJfxworXynz6vhmzK198Vc8+7ZLz1fWu/2ShAusK3goR/HdmUh0z+Y9KCIAiCIAh7lUWV2FrchcMv9AeLvc9z+tsYyVT5PfuF7Oog1I3HJef4XaVo+cf/sljq0w14byp/7POfy+o2P8UeQh2r2WM/qZyBqjv9B37BKAPVHH80PdX5BKH+2eVQf08r49gqvz3CD6qXx7H3SfbcgepfLTu/V1B1h5GqcL4q+O2u/Lesyq5RnA+/R3LE+Wj9Lgk/30U4X/qJkWrJJvldthv6ExTuNUPyaTsSt+8i8eQZwvx3ewzhxGck7txFcij+BlFJ3IlVJG4/ib/fqL95NIvE2/hbZDrs7BASd+8iMRB/Mye7MR0/x6a/6G/Si8NIvP9WTNfbuwhXA2wmppFof1Ys47WvSHbGcSY7TFz3kBiaLNyTuN1R8iHb7MYsEq/jby6S1Ie7he9B5bIpJF52IPGoA+FGaf7T8/1laU6OriEzNYREb/EbXunhXiRH4896uPeXxDf7AcmB+BtWySd3kSp84yyNxMO72s+54ROP+embhHP+mS73wvG9h0jOx99A4jfwSu7tjL+hlVWTSNx/WZIefh8q2fsSidsPkJzP74RJe86zOku/ffXxeXz+YXvh24M633fvI0zm70st6nv4f+r9s2JcA6NWHd2Nv8+0NIjEg/eFeNLTn5EYWsgfZ5Ea7NH3Jr/F36grpD0dOum8i8TL99gMVwrP1vgzSNzOf2+zt7Pk/nC+mH5tn2/6CsfJ13cR8gPL+bwU8ryW/+bh7Nf8+ftIjJr05uE3+Jg/L67faPJdWVrDGQ/Rpw8l55KFfAuCIPx8LKx5W4s77/caJGZ+vPj5MxBxtxfF3R8j8eY0goW40w/On0Eis7W4E/55/CvEXbrrFvzucmG0G/jRZfeDuN9DauA+1FBlX0m8syeQ8Dykl2egjtQhuRYPeFPv70FdvI9oQ8G7dxbqRvFDu4RiTn84tzv2GZnlIahrz/X/0bcnUGcvI1pX8J9cgjr7BLlMhKznITvWCXX8bvx/Kv6IrA4z3gV1623hWH8cfHYDm4ofNucHefMD37kX8M7HH2r2TtcguaGQVQre1Qaot/GnEdSh0smXzOIg1OWiHw3u1iAYphhL6w+1+yMLSK8uQB2uRSL/oWfCj2wzneGbe1DtXXGawwzSn1/rDx0X0t71EN77yfyzjyHkfXnMPSQcvAvv2XCc9jM1UDXN+WtFP6fDrYzrPGeUh6zP+lD62MSZ9QL9EVqeS7Hu1pf0R22D9fyH5A9dQtrcG8R9RdB0BurQYYTWjgH9YeB3g8hsrEEdOQJ/KoXNKPbH6XXrWVYeEveb4PeOI7uxDnWiFsFgLFZVTR0Sfv6+IE6/fu7tBvgD0zouv+0kvKfxBACv88O/0WT8AWZvNv5wdjjwBOp1/EHwoL1Bf/yX5eDdqIX36EshHZyw0Omb6df51f8nkthMTpf2J2tfoQ61x2l/2Ay/Z7xQjrn8h9hJdvEL1JVHhWP/Mj/+u1HIC+9Pr8zGNpLJIjP0AurWU33eu3UM6nbRdnPZ+NuR3vM4vbkooe9L3r2s24t5dqrjrv5WY6Few7gMBEEQfkbmtxJ34dTbeMBxrQ3RehLe4SN6ABf1PIM6dQrq5Flk1yegag/DO3UOqrYG6vZNeKfP6a+7h5ksUl034X+eRy4RO3V2bMn7F5FYUAjHnkLVN8C7eB6qOe4IEs8uQJ0+CVV/C7nIh/r9WBzfr3VI21+Bz6xB/XoU3s0rUL8fQSaVRVYNQx09Hqelphb+HD+gmYKqr4vPHTm8pbjLJcagauvh3bwEdaQB2WwOmf578J/lvy7/ex0SS5uI2AmdPhOnqaYGqcUUcpkA6lBdfO73E/pbIxR36uzZQllE1rdVoolOqFPPdIfrXTyBxHoCmYV+qMP18E6dgTp7TZdT9OoGgr45HYZiJbW2idTdG1AN56AaL5Xkw7tWB1V/Ft7x44XOOBzkwI9pPQPV8gi5/KBH33fyFNS1J/o5/OBtPDCPBz06jSNv4vScPqvPJYPisziwVL8dhnf7CtRvtQjT3PI4F5e9LoOjSGeZzy6oo2fhXW+GOncd2dwm/Kv1UJevwzt9HN6HeCCrDp/KP/MV1NHT8E6dhWqKv0cT3D8O1dAUp+PXWmStAYQO+1uNFgPhyAc9mFZ32xDmxZ060wiPdtr0UN8bNJ5CUs/490LVn4N3tRHq+PmSwVZu4glU7dG8zdVCteXLoPYcMukcMqtfdHq96xegjjBsBt6xGoQrKeRS41DHmkrTd6gW6twJeO9HEI49hzrOsj8Nde2FHlCmPtyBOsY8ny4M0ILbjUguxDP/6tBxhKlNJF+1Qg14yCx/gzp2HOrEGYSc0W5vgTp5Lq73D6Uz1domLl+Bd/oYVP+CngEP7p+Hp+8/BtW7iKj7gTWIP4xUuIlo7B3UsTNxPZy/petNt52TJ+B1fEbi6VWok+fhXTgNdf9dbENl4s6HOnVe/x9NvoZq60U2saIHrbotHjsC791EPOi8fC7Ow4n6grjzbhyFamyB11AP9W4cufQcvOYTepU2uZFA6stDqBMsy5NQdz+U5Dv1+R5UfRO8i+egrnUiuzIIda4GqvUqotUEorEXxXq48rwwsFdnzsKrr4e6xNWdHBIPL0JdugKv/rj+8G0c/5JOo/28kjI/e0LbmM73+GuoK6/0io46dARhvg3xw77q0ClEljCIxV0z1NFapKJsibijDSU3ivcyrlSUP154C1VfHEQbthV3R4/r1fIolS0Td6n8B4fT85+gjj2I63aX4k77taMdhfPh+GcEk+X9SvShHd7z4qrO9uLuuG4Tbhw6flfcXTsO1UXx70xipRbjvqfQfxT9nA3LOcz/n3jcDO+rnxd3V0onHLIeVM0RpD7dgteVn8DLLmp/ae5JL36C96S/IO6yW2wbp7gLBhf1/1lvHurMdb1Kup24C8biFXxdD23sRxxx13xFH6czRXGXy6ahfj2NKC+2c5kEgoHBsvRsrn/T+S0c7yDugoHKq2M7iTtzPrjcAvVVxeLu/qvCee33wnzYR7XwByahjl1CxpqYTD26Du9T8fla3L2lTylPjyAIws/GwrpfWdwRDpKTc6n4f1vcdcSdsxZ3F+7p/8Ovt+E9ibcCJS42wV/jIOUb1J3XSL67DO/+OSRWQ6jTx5BJ5fRsYTQxjLDvoxZKOtyzC/DfxbPzwctT8O6/Qtj3Cf6ZengTxZlpkl6e1tc4aE+sJmJxd+W+vpbqOQPVOYb0TJ8e4HGQstPKXTQ/oePz6o8ilc5sLe6exTOIyReX4H+YRrLnCtSbmTiOr31IzXvxyt2ruOMPGs7AX7LLNZ0XpKtQdS16SxDFoRFQ3sl6BCvbiLtu90OvaajDp/MDkPzKXS4e4CS7+3WedGeZtgY92QTUr4eRTmbLxV0uFw8yV+LyLhN36VWok82IFlf1+3JRyG1RF+C1v4nLr7kGiTEPyc7bUE96kFYJhCsrcT6PHkZidArpRIBwPV7ViMVdFt7ZOkQpzrZm4V85huS8p8VdMBzbpt98EomS2dikTrs5dlfu0vmVO3W8SQ+YjLhL9dyD9+gt0l4+XVZZanF3JR4UBw3n4E3Fq4LMUyYRxTY7MxqXaV2dHgymPrRDvR1B4sV5eP2l2wb1oD6R/7+uDom+Twj7eqEO1+jZZj1Qz2+/Ur/X7k7cXYoH3blcpOs9peN8owV3ybNrapEYm0QUeAjXvHiy5Oi5/P2voepOILs+BdXSjmxmGerohbgemo4g0dOLsK8P6vcaRF5WizsjWnLZENHIF4Q93VCnrury27W4O3MjX94BVH0zsplVPUmjw1grd3xGOPQF4bunUIdi/2Kv3LG9xGVZ9B0G/8oZeN2DSPsBwpVVPai3V+6Yl8DUw5EaZCOKreP5gX1WxxdStDccRnJgDOkohXAt3qanw/9WLgwMtrhLc4B76G5e3J0pCiR9zHIthovF3RWEC71QJ24iKhF3RwqiIz6OfYE+/h5xd6YFYV8n1N1u5GZLxV3QS3/RD6/lLLzeeKC8W3GX6rsAdTdeSYqGWb6f4q14btoqiTuKa4uiuLPOXy9uNySuuEulI6i64wgTwa7EXeFZD+Ny4v+0qdSH91BHT+iJjljcFe9NfF1F+Pkp1KPPyIUK6lR+pdkbgjoaT1KVkBd3hWfd+VhyvUTcJdehDrXsKO68J+/yfrYewZe4f+D1grhrfYHUl7tQd98iZcQdJ+SON+u4Myvscz8hHCxuhS2whbgrpSjuCudqT5bYyE7ijs9PfeiBquNERX7lrkTc1SBU/D+t/2fcwfWzSCwUxykVxZ2VzsiUnyAIwk/Iwtr3iLsnn/S5MnHXOaL/T1yKxV0u8qBOXYdqOIlcOAN15y1Uy309OA3unYP38jOipWmounJx57fVwOv8iGh8JEYVxV16uQ/q7C1ESwsILlE05sXdVUvctQ8iPdED9SgevGwn7qKRB1DXn+v4vLPHtxd3nfGMpxZ3r8aRfHkJ3uf4nRODvS1Ti7s5p1wv1sDregXV0auP7QFccPo0/Kn01uKuJ966UySAOn4u/39e3GWS+m9yKF9242PIZOwZ7QjeyRqk/UxlcXfoGCIjOhxxx1WN9MI4gmcP9MpgKsFBRw28N72FukqrFDZzGURDn+HdvAB16b5eicum1pF8/wbqzDH4H+KyjcVdBK+eA+145UAPesZXYnE3Gg8QtbjT4s+kY3txZ7ZlqqONJeKOKyepr33wrrdAnTdiI8YVd6be/POxuAs/tcF78EbbCVcKWWfZjRmoU7ehjh5FaK3Q6mezXk051nCAY+pjRNeDOlRfWJnYtbhrjQdNuZyCOnYOYSHO0sFaNlRIdr2OV9x6J5ELV/SKVuH+CdpnBt7ZY0j2XofXt6IHU7SL5NC3QjpZJxRERrwFl08h+DaOcGasenF3tlje6lgD0qkFqEMUlaXiTh2rRTAyhWjsQ2Vx92tdSVna+d7MpRF+6oVqbYC69UqvPJaIu7oaJErqgWKruEKkaut0XvgDKsmed1AnD8Pr/FyIf7fiLprqgjrfmRd3xwp2EK/cnURkVt8scce8B231UB1PLXFXh6Q1UDUrrPp4K3E30Q1183VhVdoVd7qez51E0PukVNz1f0L0aQDRwkohbJm4WxrSNmiuF1fuuKshXkmKZkbg3zwN9S72XyVpqyTufsDKHX12NPkR6tLdXYk7Nz6eS3waQHDjQmE1u3zlLgvv/HGoq7f1e3EMk1pMYDM9XbJyl1kbQ+LjSHUrd/4i1MmrRXGnxU0Fcfe0C9HH56VtyRF3tDmv4Qi8jhvFlbvfz+iVu8z6NMJh9p+Xy9KzlbgrHO925W75K9TlB4VjV9xpG/s6iHQQ9+nl4u6o9nt6NfjQUSTuPYB//lzJduaK4k5W7gRBEDTz/0xxRyHgtx6Duv46v/2pFurpV30PZ839bxtIrw4XBum2uMvOvIZquI4Mt6/1PyiZvU59ewDV9AzZdBLq1OEtxV3Wn4P6/SzS6SySXW1birvEaw6oPiPLAeaR2ljcfXsB1cZVv1BvP9xK3GUWe6HqLiHLFaebzfAXNnYUd9k1rqblBwYs27ZaeHx/gGK4rlaLBL1lrqMXuc1UfO+W4i4e8CVWUoimuvOdcQ7+jVNQ70b0IMx/8BDZ/HalYDERr9gcuajLlmUfzCaRXmTHHYcN7p2E92YI2XQ8ECpZuVNfoFrvxvFePgdvJovo6wuoiw/16lzy0yO9VTNx9wq8kTXkslEsYlIhVP0xXY/puX6o6y/ibV/5bZn+5Uaoz4vIhQm9tTMKsjuIu1yZuPNXudK2nbjLIfH4HPyvZsa7uBVL520HcRd01MJ7N4pMYlGvasVhc/Caj0EduW2lzdRLUdx5Z47CezOsRa///I1uD15TDfyBeWSjZZ0XDtASjy7B65vGZpbbfbcTdxQNtQimN5BN+/Be2+945qCOnEAY8UcVeqAuvoxn77niNaeQTXvw3sUD6OTLm3Fe8sI0uNGi311h/MGbp/FgsyDucvDO1iChIoQzH7cRd1ldrxxMBk8vF8XdbycRJjNIDT2AamR5ZfW2adpXNM/3wfLijjbHfH/qsMTdHXgv4rZH3+F9nMJmNoLX0V1S5l7DGQQraWRTK1CHGvTAOvG0Fn5P7Fe8hhNQr/L10BnXA58XzHlIrw7FQiCTgjp8AqHPeCagTucFKNti3ubCueH8SrP17Ly406swJw4jschJnxySnVehbnbq9hG8aIW60FGyHdgWd7l0QqfBiLuw9zbUxbv6F2ET3behjl0vht1C3GX9WajfjuofGdHl/vsRREHaEnebyAXxwL3StkwbV9xluePgtyNIrqfitP5+GKn1tBbVjC8xxTxn4N888y8Xd5yY8q/FW8mrF3exL8hlNvSrBnyuK+4yahqq9gLSaxvIrm8g/PAE6kEsOLRNfplFlrZz6hg8vpu5W3GXTcNrPAY/v1rqPzgOdeuNfm7i+VWoK/Ez7G2ZXmNN4X8tmCxxp9O6ll914zt33JLNdz0fdulyCBcH/rnijvb/2zEkN1LIpjdiW/SzZdsyDba4C9oboS4/jfuXplPwJ+Oyzq4v6r7R2OJuxF02XENi4ce/Uy8IgrDX2fKdO+LXn0ZyIRZ3/rmGWNz1v4H3Kh5k8VexvLYn+v9wuB3+u3iAmbx1FcF6PFAIu54h+BZvV0s8PYvUYvwLWdxWxu0/ftcg/JZzumNNvmlD8LG47TA11gOPK1nWL8EV0tZ+Gd6Newja78IfWUfWG4d392kcrv9SQWiG473wTp5FYm4S3oO44zME904jWo3T491shvfwJYKbVxCspXWH69+7CO/6IyTazyLJrZKj7+C9i+NNvruFIL+SkJruhVd/BsFgnPbU4IPCYDJx5RKChdK089fJ1PF4C44+l8vCf34LXmMLkuZX5jIp+G3n4d16ptOZWmcH9gBefzzTa5NNLsFrPINgeFy/vxWfTyN41gavvglJnccQXtNpJAefwzvTjJR5TrgGr+E0/N5BeI1xWG6L8+9cgHf3ZZm40/kbew+v/jS8busX+Qbf6WfzhX9zzu+4Au9UU2EligNDr+U0vJsPkc6vXHjnzMB5E/6TGzptybXY5hJPm5GYyP+IwbUWJN3B9LE6pPIDp8z6qE5TajPUdmvEndd4RZdz4sqFeFUll0HQcR1eQ7MWxHZ8uelX8O7E73Alrlwu1Ftw/TQyyUgLVe9qE7ynPfCamwsrKsk3N6GGyn+ww6tvKP7qnS6Pm/AaWpBciQVrLp2E19oI70V/YeUuFyl4zQ3wOnrg1zfH4q77FrwhH5nVMXi34kE/yYYBvLYWeJfvlIhUHXe0Ae/8WXi3HujJDX1/ytPvQHpX7hXvV5Pw6mMBZQhe3oF3ugGJ/K8Geg3nCuIt48/EbfLTBLz6S7oevbPF64bkt1fwzjUjOdYL7+FAYeUu6LwB78LNwqA9m1rS9RbQ/upv6QFtJpjS7zomRofg1Z/N37ehhRt/pITC0390DV7zJSRV6a8y6vTebobX1IrkRt7XhB68s2f0O3c89p/cgnfuPJJL8S9oUkQEgy/hnWtCMhHbWCa5Bu98I7xrtwvvzObW+Z5TLEySr24V6tHgtzbH7eLyNaTyzzbo9sFy6yl/14nvW3n1dwoiIj3cBe9ecVtlcrwP3tnTenW8JOzSB3jni/Zgk1bz8FrPwLt4BSk/v+vBG4J36UYx3nfN8K/Hv37oXzxdUdzp/BhOntHnMsGy/tEVr/kCkhvFHRVclfTvtcLjO629zopqnuhTJ/y3xR/zSA++h/e8+OubUe9z+H3xNveSZ9efLhF64UgH/PwEmn/pdCzumAb6wvrTlrhbjo8L4s4rizcT8llnCm0i+eEmvFu9yHoLJfUS9j6B/8a8f8lnrcLj9uJ0Pu/tbfDONiGYzPuCaM151sWC39PPeXo1Pt90HklryyFJdD+Kr739Ukh7ov0KEvm4M+tT8Jrv6rSZsolmuuHdeleM//l9eO+LgifZ+1z7aO9eR8k7nwU2xnR+C8fJOR134Xh9GF4930ll3NdK8hZ8KZ10zHhL8C43wbtwGUnjAxNTpfGZe9mv6njOwvua7z+ilbJ7E1cvwx+PfXbq+X34g/Gvqurjlx0l6fFfDyCa74X3Ml6FFQRB+JmYX91G3An/BNIKydf3oR7HK5h7kejbOwQfBhD2v4OqO1PyU+h7iez6CNTj4sDwzyA9+Rnq1Emkw/KBcTUYceeePyi42zL3EtutEBXJwb98HmFGvnUnCIIgCMLeJS/u8t/lEf75pBXCL4N7cpBr4Dsa4ehXnc7dfCD8zyQ18Bph8o8Jqz9CeuIzotU/9g01Evb372mb+KNwlTIcHCvZjrhXCPsGdiz79PIIgrHFPZl+QRAEQRAEgxZ3nog7QRAEQRAEQRCEfY1+5+7//u//yi4IgiAIgiAIgiAI+wcRd4IgCIIgCIIgCAcAEXeCIAiCIAiCIAgHgPlVtbW4a2trw+PXH8vO7282cKsn/qntvYS3OKrL+8ui8/PqLc3wW6+X3f/PJhrtgs/PBVgfUBaEvUDyy+uyc38+ERJz8XfHqieL5PTcnvixlnD80579ddytSE5NW586EARBEISfm23FXUNL/KFTfsOnp+MOGhoa8PLjWKEjnfrUqc89+TCCXC6nP5Y6/+0jmhobcPnuc2TMt4b48eOFQVxqacSUKsafywS4fv2JHkxszH9Fc2MDrt19jlTahNtEzp/CpRfFbyZl/Sk0NTSUpdXmyqXzZecMk+/b8W3dRyqVKiEM+X2rEG0XGnSeDP3T5d8vYz6vNzTg41T8CYl0UqHtYjOaWq5iXpV+38qQC9dxqaEBK/zmFD8quzKFy+cb0XzpFvz8d8het9/Ah9nSX15Uh+OPvkb98TfnDN6dj9hMTBbPHT+rP5rMukm+vVw8f+sR0pk4fv1h6o/t8fnO7kL9JF9eKt5/p6Nwf9BwCoFVXzo9fHZv8ZtGuXT8kfVgNP6WIb/ZpU4ehqo/q79JptPek38mabqElG99ry6XQ+LJFaj2+Bte+sP0N5ugjp6Ev5AXuryn91kcvmto64Gc+lxSRurQs/J7/iDBzRqoy0+QLaQhB6/lBNS1+EPD/LCz19YQP//jeJxWu54OH4c/vhS3FztufmDaTntbHzIzfaXnzr9A+OSmk8caBDP8cHRpOtVvh0s+Pl1GJiyLx7tX+nmOzNpE6T2t90vzorkZf9jejau5+GHqHwm/p+kNxt/f21OklrVdlJ3fBnU8/0HnbBLq4uUtP3a9Lfqj500/TJBl1qeh7r77IULT4zcyV8vPa7whqOMPys9XIHH7IlTdMQSzpd+5jMnq7xHyu3aZ/vvwn41WuKcU+jvvyx//hVtBEARB2IvM7UbcfXp+B7ffT2IzE+HRtWaMLPrIqa+4cLVdX39x5zLeL4YIlkfRcqMd6cwmxl9ex82O+IOvMx8f48qdxwii0m9Ebcx+weuBGWyG82hovIhUdhNzn1+g6fFA4Z7BNw8xo/Ifm85GaG9r1aLLTavNVuIunVzD/acf8j97HuHpvfiDrBXJRnh4tQUriYweQPmpYtrHXl/H+SYj7rJobGjAjJ9GamUUTQ0X9T1R0kcqyv9Efy6H9+1XtOiluKOAaWy+gvVUBv7UezS3tOn7dhR3j+IPbBfID7T5fyZYgKqtQSbKaHHndwzr86mB+1Bnbun/Ew9boB6+RyaTRZKC62JHLAZfXoL/Mv8B+v7bUM339f9biTt17kph8BcNPYCqO5oXdz7Ub0cQpTLIhBtQtfFHxinuvM5P+v706jhU7VltI/HxGNThowVx552vgT+0hM1sCur3Gv1h4Wi2H+piu06rf60ewbcVLarSa86vvFLcNbSWnMsF60gvLCEaG0UuFyGamEZ6dkKXkz4eH0E0PZ8XjDmkvw0jvb6CaFEhFwXIhKU2q8VdTR3Syfh8Vs1C1R3Ji7ssvIYaBCNLunz8tlPw2W6sespGAdSpowjWnY9vU9ydLX7QnWhxd+Np6X15/Js1CD7HgrqMaA3qUnfpuVwO6aUZRKPjOu8l1zIB1K+HkfJLz8fi7kbpQN/Ki0s08gbqTixyXTJqCdG3EaT9VD6+HNKL04hGRpFJx/dklxeQXvcQfYttlx9dj4aHkV40Yi4Ndaz4YWN+xJ3Xo8WVQhoz3ooOn1437Sil85xemEY0PoVsNhvX+VxcR5vJFUTjK0hPTSCaXkAuEyIaHUZ6JS+Yk8uIzIejZ6aRDrLIJTcQzS8hPTOOaDK/4hYFiL7N6fv4KZFoYgzR1GwhXdnQQzRSfG5mbkq37Wh4RPua6NtkbIOsJ5bL6FihnrIrs9rWdbqXHGFbIu4yiCbH4nxmctiMNvT/Oo5gCdEE202+jIZHkM771cziNNIbG7p+eBy0nUG4UWqf6fHR2G8yb98mdFp1W/H8uI4Cc39Wt69oar5E3KWX5+J68fnMjP6YuTp8BenZfNkG+TStl+5cyK4uQNXXIDEwqPOo62diFNHkdN6PZ3V9cbLEFne5dIBoZFiXV8E2VucQjU0g0XlBxJ0gCIJwYNmVuFtdXkCCqzm5LF7cPI+J5QSWP15FW1e8vXFpoB1Nr6cRJTawnB9Urfbexu2X7GgzaLvUiJnRL3jX1YP1RH72NZdD153LWImsZ+ZymOh9hptvxuLjbBK3rj9AlF8lmf3yAq8GRtHavLO463lxD4P51STDwLsnWlDFx9uLO29xCDeexKsPK303cKszHvikN8bRePMl3t0w4i6D2dlZfS3jz6K5Md5C+aWzFV3fFvX/ifk+3H7ZiwetsbjLZSPML+YHWmtfcf7SQ/3/HxF3sbA4glSYLhF3mxmupDVjczMJdbSmsCrHVUp9nMuViLtceg7qXCyQKoq73+rgXTiBcDUezKnawwieXM6LuwTUr3VIjkwjm91EJp3WAzBb3G1m4xWjSMX1oE4eR+J9Z0HcGbKhgvq9Tg/owrcP4b2f0Oczwy/hPfqMzdQcVN2pkjCVxF1m8iPUkXr4T18gl1Vx+u8/RSpIQZ2phf+qB8G9K1AP+PysHpCqS23wv84j2d0I73XeFvNQ3PlP7kB9jOs89eYO/BcdBXHnXzkJv7MH6XRWr3hn+NFrRxAlrl2AGnKF6Y8Td8lXV5AISs+FXx5B3XiM1NsXUMcbS+O6VA9/oDyuHyXusmoc6mgzUt1dUEeOI8rmkPr0CKr1HsKu11A1J/UqY/jiIdSJs/BfvEE2tQ516hxSXT3wmmoRTHrIrAxC3Y7bZC7tQx0/gcTbbnitJxB8XkBmfRTq8FmEXd1QZ04gOccyXoD6/TASb3vgnz8L1XgBqe738M7UIjnvYXP+NVRdPZLdPfDqj0FduYJU1zuo2qOIuMI89xKq6b1+ZvLaJXiTETKcbDjegOS7HqgTNQgmAmwqltUdfZ/fegr+07cIHlyBut6LTab1yEkk+z/Dv3Ea/uclpGeZ1hqEQ1+1CKNA48pd+Ok21KV7SL19CXX8nLb/6NUNqAvXdFmoQ4eRSlrla4k7/2I9/FcfkXz1CKrtDXKbEVTtKV22ifutUANryGxMQjVcRKq7B+rXWh1Xqv0y1Nkm+C9jfxj2PoHqK9267p05ridaNtMe1KEG/f1L3Vba2uO01tXHbfXLc6jzN5HqfqfthOIumngH1XIXqa/9ekU+SkUI+zugDl9EOLOEzMYYVP3FuN5OHUVqPT+ZRxtcmYnL+PMnpDcz8JtPIHjXi2TnLahbrJdIr4DmMpa4ywZQtbW6Tv3zZxCMr2EzMQN15JQ+p44dE3EnCIIgHFh2Je4MC587cPXBa70lbb6rBTf7lvT51a/taHgVzxCTaG0UDQ2NeiVuc9PD5YYG9E4sYWa0H40X7urzXDW5evt5Mf5cFq2XLqKhoQkzG3Hn7s0P4VlvflAf+Wi98QCZXGpX4o4rA6sTn3H9RbwKmI0SuHXrlsVNXDh/oeTcp9l4myV5fKkRI6vuNqAM7l9pQTKTs8Rd/lo2xKOrLfgy526Ri3ChqQVRNl0Qd4VraQ/Xmhsxn18F2lHcWdveUmvFgbbf1ALv3Dmoq0/0DLbelnn0rD6vjh1GMMLZfg7KavT2JRO3d6oGqWws7jiQ1PcfPYxgPBYelcXdYaQneqCe9mLTH4Nqeo7Ek5bCtsyMvwLv9nmomqPw2uOBuN6WeexMMZ35Vbjk8xb4YwpR34sScRf1P4eqq4W6G4cPX92D35cX0KOv4D3MC0UXZ1umv5GLxV1bbGda3J1qicVKYhzqt0txuBwHgyznWNyFy86qmgXFXTg7HwtLClUO8qfeW9syU0h0P4H6lVtQryDiqpRVT37jeajfTiCTziLgcVMLEt+WyrZlJtLZsm2ZieViOrYWdxmoE6XijTC81xA/T/1Wg2T+fKr3MdSlZwUBF756Gqfz6uuybZnJEQ6SS7dl+r1FEbCVuAvuH4Y/FK84ZVdXkMnkoH4/gpQf26LXWoPERBCLuxfxpER6+I0ejOu0nKmHan2HaOwZ1JvYH6TnPkPdeqnTncskkVn1kXxwFd5w/JxorBvqIVcvF3Q8Om/fHkDldxOknl1DMLAQi7vTj/W55M2rUCPxypF/pQbRSnJrcXf3RXzuTR28V2Ml4k6daM6vKmWQmV+I07M0Bv/iRfin6+Fd64/vM9syLXGnDtUhmV/V9s+chj8fiztj/3o1bLYofkpW7rIJ+Hevwm/gtuA2XTbepRok5zyoU3XIpDNIPG+Aqm+I7eBIDfxPK1rc+Z+KW63TU2/zkx3FOtxK3Bmb9M+dgb+cg3+pBqn5uAztlbtEz/P4mTU1iFajkm2ZyQfXoE42xf7h+DF4PcW+RMdzrgapVOyLM/4q/NuX4Tc1Qp2mny8Xd+FwB1Tt6Ti+UyehHnxE8t1xeF2T8fNkW6YgCIJwgNm1uAum3+HC1eI7Et7gQ1x/Hm+Bme9/hJZ38eAjm1hES+N5JAsiIhZ38Tt5KdxqaMBGahPB0AN0T+cHKbks0un8FqTVETQ0PNWreH2PL2A+vwLx2nkXrvlCfmBegdJtmUlcehAPpkrZeuUulxrHhWv3ys7PfHpZkgbCvOSyWby+0YR3Q/FAzubTg+tlYfQzMiHutTZiggPI/L07irstV+5y8K/UIRiLt3wVVu6ieX09o1c+03p7UypfzrmcrwdaWgyalbuS+7cWdxxEqpomeDcaEKxvIrhTq8Vd2ptHMB4LfuKdOIog6azcGcK5EpGghcJ8ErkoKrxT5x0+qn/QJerhoP6bPpce6oT3+EtpXIatVu5uxvUci7v86pg/AvXb1fj/XBKqzhJ3K5YAd9Dibj6A33IK3twwvLa3iIYfaXGXy0QIRicL5Zf6cA3evf5tV7sK/KCVu/TSAFR+EGujxZkXt0lTvhl/HurXemQj5/0/8/wftHIX3DkMfySeMMhl0trm1KGjSCXy4u4GxV0iFncv8yvkn59BPYzf/WJ6+bdE3M1+grrzKn89ixy3Gt+9Am8snlyJJj/oLchl4u5pLB7D55XFnTeW0P/7Vy1x1xhvcS0Rd/cscfditFTc1Rtxl0MunUbGX4Q63qpXs7MTT3cWd/n6obgL8uIusMXdTGVxpw7XIRnyPeXZgrjLzHzQK9GqqV0fJx7Vwu+N4zJocfe56Lu0uLtX6mso7lL6eduIu8Uc/As1SC3FPs2IO65uq7fcGZCF11xB3N1qhfoai3JT1yXPNuIuk9R2k05w98Hs1uJuoA3qajH9eiLpdV3hXWERd4IgCMJBZlfibm3qk15Rm5ub0yzxvYj0IpovXMX0zAxuXj6P6SCDdHIdV5sb0T8yGd+7EA/03zy6hs7PYxj52oOWa4/1NsvLDdaPAISLeqVvYmoGfS8f4urzQWQzIVpvdZSlie/Q7G7lrvx8KVuLu+eXmvBxobh6k5rrxQf9nlfxHnvlrud+C248fFcoH85wL3zrwtiCPYAortxxu96TtvN42jWQDzOvt07tKO6uPkZ6dCxmfqn0nbv1SajDTXpVxN6WmXjWBNUeC6tUfzvUmatIjYzCv9EM79mnWAxa2zKD9jPwnsWrnVuKO8b7+BrUbyfj+27nf1AlswZVV4fk1xGEQwP6XTT9zlwlcWdhr9z510/Be9aD9NhQ/P6eztsE1MmLiCYn9QpEciGBzYwP75FTfxR3JxuLZTQ6v7W404PrWgRfx5F8dQ/qxrsycRdNv0EwUvoLiEbcZTeGoA7VIrmSRjT8MF65y2XgXzwF/+UH/c6U11KHoH9uW0FUTPsW4q7lZjE/0/E7XWQrcZe424rQL195TL6/CHXhPqLJcXgNrcjlMvr9Ru/Ze8umSt/n2k7cFct4piAWtxJ32bWvUPWtCCdHoU7Ux6vFb69B3XuJ9Ogg1O/HdD3b4i6bWIaqPYbktzEk+14hmPaRoXC9F9tJjtt2D59AanQcwcMW+O+nkZ5n/V9EmnlsqUdiiu9z/UFxF4xBHTuHcHQY6vSxXYk7r/E4go/fkOxuh2p6mc/LWYQjY1AtdVBX4zyoE3VIjHFSpSjuEm8uQt15iXDkC9TReu0Xdi3ujh2B/3UMiRd3oA5dj4US3/HkxMnn/Mr3yjeoE+cRjk8geNKqxaAr7sIvz6A+ThefobfunoHXM4yw73XptswHbxCOfIaqPR5vrf3cCXW1A9Hot3iFmOKu6wHUzZeIvn3VK9rhcgqbyUmoupPa5tJLn6F+PYlwgmm6h5Tzvl9R3KWgDtci+XkYQXsL1CluNy8Xd9oPsZy+jSPV8ww+fxQrNaVX2cPRMahTx0XcCYIgCAeWXf1a5vzYN/T19RUYnIqFTrAyjf6+fkwuxrPlYbBccl/fQLwFituTRr98wqcvg/oHNjaDSVzsKP1Vs3SwjE/9fRgcmdLbPoPp13gz7G5xJGl8+dRX4XyRPyTuciH6+0rjD1fHMKzf3ymemx3sw3x+EFKS574+eNyqOjOE+XX7lzOzGP3Sh0SY0T+4UBrmk94mt524yyxOIfW2q8jgmB4U8v9COj/3ItxIIz3zBeG4ESVppLo+5lcS+MMGk3H4qYXCoD09NYBwysycp5Hq7tP3VxJ3qXfxKkbWX0RqPBYX0bcuRGvxoDibTiDV14NUTy+i/PuVmfkxhJPx+4eVyCxMITUWDy4pOsLBPqR6PiJKmvcDuSI1rdMdGgGSTSDV4wjG1FJpGb0dRHZjHqmheCUrl0sh9fFz4X593PseqS/DyOktxDmEb7uQ4Y/o6GcOIVy0tt4yr0NdyOS31qa6P8arI6ujSA3Gg2ed/tHPcVrn8hMCTj1VhGnvK6aNZNVCaX76i79mGQ51IVqKy9yQ46pK64OylQ9NLodo4qt+3yzyQmxmM05ZdSEcKopH/fzkui7DkvjyeSnyubgSuDaD1HDpqpAhvTSB1NtuhOsmzVmEowNIve9BFObDT40ipQVZ/vnBKlLd3UiNTuXTEEIdKU7sZJMbSHV1ITVmbSnkc97RTkw8PlLv48+56HqaiNtFZnIQ0ZKPTX8aqd54YiM99BXhely34VfaQWy/4cgnbTfR5BeEGxlkvUWkRuKtg+mZboRMc4plFQtHruCm+j8g9flbsY0xXe97kE4s6fP63DLT2qNFS+ptf2yDuVy+XD4gncy3n+lBRAuxHdI+08raLp6NdFi211ykdN6jxbgdxDadgXfuGKKg+GM56dXZuNzyn25Ij31ByLLIXw9uNyO1Vvqrv3zHUdvIzDxSb/v0KiTFXTC5quMKC74ui3CoD6mBEYSDXUjr9wOzCAc+IvVlFNHwB0R5G0h96UGYb/fp9Zk4/tn8D91YhH1d+h1W/p/1V5Dq6kbosf33IbeZQaqHec0huziCcCKu92y4gdSHLqSG8z9Uw7Y78w2pD/2I5ge23XotCIIgCPuZ7cVdQwNudrwpO7/XWV7aWkgUyWJ9tZJ4/HPYmP2qy7uSuFNnyt+h+mcTDnbqWXZX3AnCn0mq/x78iVLBLWyNf74F6lrxncqdyPoLepVtN/frVcSV8vOCIAiCIPx5bCvuBEEQ9hqJD/E2SuHHkxrq/mHfzBMEQRAE4V+PiDtBEARBEARBEIQDwPyKiDtBEARBEARBEIR9j6zcCYIgCIIgCIIgHABE3AmCIAiCIAiCIBwA5rgt8x///T9lFwRBEARBEARBEIT9w9zKhqzcCYIgCIIgCIIg7Hdml9dF3AmCIAiCIAiCIOx3ZpfW8Mv/+3//r+yCIAiCIAiCIAiCsH+YWRRxJwiCIAiCIAiCsO+ZWVzFL//2N/lBFUEQBEEQBEEQhP2MFnf/87/yzp0gCIIgCIIgCMJ+Rou7//zb38suCIIgCIIgCIIgCPsHLe74sTv3giAIgiAIgiAIgrB/EHEnCIIgCIIgCIJwAJjlr2XyJzPdC4IgCIIgCIIgCML+QYu7+ZX1sguCIAiCIAiCIAjC/mF2eR2/LK7Iyp0gCIIgCIIgCMJ+hq/b/eKNj5ddEARBEARBEARBEPYPWtxl1mVbpiAIgiAIgiAIwn5GVu4EQRAEQRAEQRAOAFrcrYu4EwRBEARBEARB2NdocTc9v1R2QRAEQRAEQRAEQdg/aHEnHzEXBEEQBEEQBEHY34i4EwRBEARBEARBOACIuBMEQRAEQRAEQTgAiLgTBEEQBEEQBEE4AIi4EwRBEARBEARBOACIuBMEQRAEQRAEQTgAiLgTBEEQBEEQBEE4AIi4EwRBEARBEARBOACIuBMEQRAEQRAEQTgAiLgTBEEQBEEQBEE4AIi4EwRBEARBEARBOADMirgTBEEQBEEQBEHY/4i4EwRBEARBEARBOADMrmyIuBMEQRAEQRAEQdjv5FfuvLILgiAIgiAIgiAIwv4hv3In4k4QBEEQBEEQBGE/M7ss4k4QBEEQBEEQBGHfI+JOEARBEARBEAThADC7vC7iThAEQRAEQRAEYb8zuyTiThAEQRAEQRAEYd8zs7Qm4k4QBEEQBEEQBGG/M7Mo4k4QBEEQBEEQBGHfI+JOEARBEARBEAThADCzuCriThAEQRAEQRAEYb8zsyDiThAEQRAEQRAEYd8j4k4QBEEQBEEQBOEAMLOwIuJOEARBEARBEARhvzMtK3eCIAiCIAiCIAj7H9mWKQiCIAiCIAiCcACQbZmCIAiCIAiCIAgHABF3giAIgiAIgiAIBwARd4IgCIIgCIIgCAcAEXeCIAiCIAiCIAgHABF3giAIgiAIgiAIBwD5tUxBEARBEARBEIQDgIg7QRAEQRAEQRCEA8Ds4ip+mVnaKLsgCIIgCIIgCIIg7B+m51fwS9/IXNkFQRAEQRAEQRAEYf/w8csEfrnx4gvSmWzZRUEQBEEQBEEQBGHvQz135eE7/HL2wUd0fZlCRgSeIAiCIAiCIAjCvoLC7k3vME5eeUZx14sz9z/gRudn5Db/Df/9P/+Df/zjH9+Nn0hhbmVje5a/Hz+RxN///vc/RG5zszxNO6L2EXF6553zPK7IqsLCqsLiqlfCgia+FuNhYUVVhuFXGEeR1XUP2SiLbCYHL5nGwrqP+VXPSld5GbtpK89X0RZmHezr847dzC+vY37JsIaFpTX9t3CO1/PEYfjXptK5CtdW8n+X1vRLrbPzK5idX8ZMBXh+diFmRrOCWcOiyyoWl1axtLSK5aVVrCytYXVpPWY5Zmllwyr/fD2ueVha97GyHmBlI8Dyuq9ZWfexuhFgQyUQ+QH+6y9/wX/99T93yV+35m/O/3/7K/7217/ir//5n/jP//gP/OUvf8G///u/4982/01PKCVTaXhBiHUviTWV0DBdhGk06V1mPgwldlpqcwsrGxWZL7C+NbreVuN6W1gprY88+tziCuaXVjFn1Q//d3HPLyyv6nDzS869S3F8C8trWFpZw8rqOlbWNrC6rrCWh/+TjdV1JJarJ5nHPe9i7vtR+CvrWF3dwCrzs7ah87a6uo71tQ1sMD/boDY8hErhLykf//Wf/47/+q+/4b/+9re8beX/t6Gd/eXf8Z//tom/anu27vvrX/Hv//4fCPwQasPXcW+sE4X1dYXkxgb+upmJ7+VzDH/7G3L/9h9QQRrrGwmsb/hY3/Cwvk7isDuyRjYqsvZHWf0xsI7iv+uYX1jC/MJioZ5+FN4KbWKtxD4Sy2tIrKxhfWWtPG/5/PGeONwakoxjCxJLq/CXVhEsrSK5tIbU8jrC74DhCqyUk7DQz13ZgL9ipzvfZvM2v7rG/3eB1c5LcK8z/vw583cn4npex9pKzKppl7tgZUvWNcsr61hcYV8a+7fFFfZF8XnC/3l+Zn4JM/OLmJlbxPTcQhm8PkvfuLyKueW1GPrjXRHfP7u8hpnFVd2fTs/zOZWfFTNf4Xg73PALOi9Liyu6T94rcIywO9aw6FAcF9njo+I4aW43lI2PfgyzS0V0HRdgva9r9H0VwpZh4lla0++nTc/TXmxWMLO4ghnaLcdyhbAcaxbDahZXMb1AViziY/5qZXydz9gF+fAcZ+iwhpL85scoGo4z4zz0fp3AlUfdqL/8HCevduL/BySkir6z1sRfAAAAAElFTkSuQmCC" width="387" height="227" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;若忽略更新 则显示未知设备：&lt;/p&gt;
&lt;p&gt;&lt;img 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" width="389" height="227" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;然后端口再次消失，如此循环反复，我已经尝试了好几块开发板，都是在GUI进行闪存编程时变砖的，目前想不到解决方法。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430F5529: 我的MSPEXP430F5529LP在运行PGA460 GUI的闪存编程时总是出错</title><link>https://e2echina.ti.com/thread/1061728?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 05:06:38 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:3fb008f5-db49-4038-b871-bffa39bb126f</guid><dc:creator>yf Gong</dc:creator><slash:comments>7</slash:comments><comments>https://e2echina.ti.com/thread/1061728?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1061728/msp430f5529-mspexp430f5529lp-pga460-gui/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/MSP430F5529" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430F5529&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/PGA460-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PGA460-Q1&lt;/a&gt;, , &lt;a href="https://www.ti.com.cn/tool/cn/MSP-FET" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;MSP-FET&lt;/a&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;a href="https://www.ti.com.cn/product/cn/PGA460" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PGA460&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;每当我使用F5529LP开发板连接到电脑，然后打开PGA460-Q1 GUI进行闪存编程bat文件烧写时，都会弹出如图所示报错&lt;/p&gt;
&lt;p&gt;&lt;img alt="unnamed (1).png" height="165" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/unnamed-_2800_1_2900_.png" width="296" data-temp-id="unnamed (1).png-53388"&gt;&lt;/p&gt;
&lt;p&gt;尽管我已经进行了one_time_setup.bat文件的运行，以及同级文件夹的检查，依旧会出现报错&lt;/p&gt;
&lt;p&gt;&lt;img alt="image.png" height="194" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/4505.image.png" width="370" data-temp-id="image.png-35701"&gt;&lt;/p&gt;
&lt;p&gt;报错内容为：&lt;/p&gt;
&lt;p&gt;Executing default command:&amp;gt; dslite --mode flash -c user_files/configs/MSP430F5529.ccxml -l user_files/settings/generated.ufsettings -e -f -v user_files/images/U2A_PGA46x.out &amp;nbsp;DSLite version 8.0.0.1202Configuring Debugger (may take a few minutes on first launch)... &amp;nbsp; &amp;nbsp;Initializing Register Database... &amp;nbsp; &amp;nbsp;Initializing: MSP430error: MSP430: Error initializing emulator: A firmware update is required for the MSP430 Debug Interface (MSP-FET430UIF / MSP-FET / eZ-FET). Click the &amp;quot;Update&amp;quot; button to update the firmware and launch your debug session (this may require several update steps). &amp;nbsp;DO NOT UNPLUG THE INTERFACE DURING THE UPDATE.Updating Firmware &amp;nbsp; &amp;nbsp;Initializing Bootloader... &amp;nbsp; &amp;nbsp;Programming New Firmware... &amp;nbsp; &amp;nbsp;Programming New Firmware...: 16% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 33% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 50% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 100%error: MSP430: Error: MSP-FET / eZ-FET core(communication layer) update failed&lt;/p&gt;
&lt;p&gt;之后电脑便识别不到LP板子了，设备管理器中的端口消失，仅能被识别为一个大容量存储设备（U盘设备）我从网上搜集资料，认为是烧录失败导致板载EZFET固件出现了问题，于是使用了MSPFET430UIF仿真器和FETPRO430 LITE对板载EZFET重新进行固件烧写，烧写的文件为&amp;ldquo;EZFET_LITE_Rev1_1_FW_3_3_0_6.txt&amp;rdquo;&amp;nbsp; 若烧录BSL固件文件会提示代码大小超出闪存范围 烧录固件后 设备管理器中出现两个端口 但是当我重新打开GUI进行闪存编程时 GUI中又弹出报错窗口，右下角烧写过程的报错内容为：&lt;/p&gt;
&lt;p&gt;Executing default command:&amp;gt; dslite --mode flash -c user_files/configs/MSP430F5529.ccxml -l user_files/settings/generated.ufsettings -e -f -v user_files/images/U2A_PGA46x.out &amp;nbsp;DSLite version 8.0.0.1202Configuring Debugger (may take a few minutes on first launch)... &amp;nbsp; &amp;nbsp;Initializing Register Database... &amp;nbsp; &amp;nbsp;Initializing: MSP430error: MSP430: Error initializing emulator: A firmware update is required for the MSP430 Debug Interface (MSP-FET430UIF / MSP-FET / eZ-FET). Click the &amp;quot;Update&amp;quot; button to update the firmware and launch your debug session (this may require several update steps). &amp;nbsp;DO NOT UNPLUG THE INTERFACE DURING THE UPDATE.Updating Firmware &amp;nbsp; &amp;nbsp;Initializing Bootloader... &amp;nbsp; &amp;nbsp;Programming New Firmware... &amp;nbsp; &amp;nbsp;Programming New Firmware...: 16% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 33% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 50% &amp;nbsp; &amp;nbsp;Programming New Firmware...: 100%error: MSP430: Error: MSP-FET / eZ-FET core(communication layer) update failed&lt;/p&gt;
&lt;p&gt;&lt;img alt="QQ20260304-203559.png" height="224" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/QQ20260304_2D00_203559.png" width="257" data-temp-id="QQ20260304-203559.png-145410"&gt;&lt;img alt="unnamed (2).png" height="158" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/unnamed-_2800_2_2900_.png" width="264" data-temp-id="unnamed (2).png-40214"&gt;&lt;/p&gt;
&lt;p&gt;在Uniflash中进行更新亦是如此：&lt;/p&gt;
&lt;p&gt;&lt;img alt="QQ20260304-194251.png" height="227" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/QQ20260304_2D00_194251.png" width="387" data-temp-id="QQ20260304-194251.png-200010"&gt;&lt;/p&gt;
&lt;p&gt;若忽略更新 则显示未知设备：&lt;/p&gt;
&lt;p&gt;&lt;img alt="QQ20260304-170659.png" height="227" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/QQ20260304_2D00_170659.png" width="389" data-temp-id="QQ20260304-170659.png-255432"&gt;&lt;/p&gt;
&lt;p&gt;然后端口再次消失，如此循环反复，我已经尝试了好几块开发板，都是在GUI进行闪存编程时变砖的，目前想不到解决方法。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430F1121A：CCS11.0 无法运行IF判断 ，之前用IAR也是无法运行。</title><link>https://e2echina.ti.com/thread/1060990?ContentTypeID=0</link><pubDate>Tue, 03 Mar 2026 04:54:41 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:b5d9cd5f-1cd8-4940-bb20-c6a72e846581</guid><dc:creator>songcai chen</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1060990?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1060990/msp430f1121a-ccs11-0-if-iar/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Other Parts Discussed in Thread: &lt;/b&gt;&lt;a href="https://www.ti.com.cn/product/cn/MSP430F1121A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430F1121A&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;部件编号：&lt;/b&gt; MSP430F1121A&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/55/_DE8FED7ED08F4C882A62FE56_.png" alt=" " /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2echina.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/55/_82665C500B4E2A62FE56_.png" alt=" " /&gt;&lt;a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/4150.MSP430.rar"&gt;e2echina.ti.com/.../4150.MSP430.rar&lt;/a&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: 我想了解到对输入到msp430fr6047的最佳超声波信号幅值</title><link>https://e2echina.ti.com/thread/1060923?ContentTypeID=0</link><pubDate>Sat, 28 Feb 2026 10:05:52 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:8bd59590-2680-473d-b6ec-dccabd27a3f6</guid><dc:creator>LT1 Shen1</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1060923?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1060923/msp430fr6047-msp430fr6047/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我知道此芯片可以调节增益，但我想知道对于这个芯片，最佳的输入信号阈值是多少，才能达到最好的测量效果&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430-GCC-OPENSOURCE: 上位机设置超声波形</title><link>https://e2echina.ti.com/thread/1057658?ContentTypeID=0</link><pubDate>Mon, 09 Feb 2026 02:11:53 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:d5c97ae2-6f5e-4a6e-9796-4385fdd075b7</guid><dc:creator>sam Leblanc</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1057658?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1057658/msp430-gcc-opensource/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/MSP430-GCC-OPENSOURCE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;MSP430-GCC-OPENSOURCE&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;如何通过上位机去修改MSP430-FR6043的J5和J6两个连接传感器的端口，实现两个传感器互相发送超声，目前文档没有说明&lt;strong&gt;，&lt;/strong&gt;下载的软件也默认是一个方向。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: 2Mhz的超声波晶片如何启用USS_Algorithms_User_Configuration::enableFilter</title><link>https://e2echina.ti.com/thread/1057080?ContentTypeID=0</link><pubDate>Thu, 05 Feb 2026 05:58:28 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:9ec9f266-d195-4f0d-b8e2-29df0d9baa96</guid><dc:creator>LT1 Shen1</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1057080?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1057080/msp430fr6047-2mhz-uss_algorithms_user_configuration-enablefilter/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;您好！&lt;/p&gt;
&lt;p&gt;USS_Algorithms_User_Configuration::enableFilter我想启用这个对ADC采集数据进行滤波，但我的超声波晶片是2Mhz的，当我将宏更改为true后，编译有很多警告，还需更改哪些地方。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR4133: Uniflash烧录程序失败</title><link>https://e2echina.ti.com/thread/1056355?ContentTypeID=0</link><pubDate>Mon, 02 Feb 2026 09:43:31 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:03923a52-9f53-4947-a6f5-2f7dc47aed71</guid><dc:creator>Q Hiijoe</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1056355?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1056355/msp430fr4133-uniflash/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/MSP430FR4133" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR4133&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;在两台电脑上，一台电脑可以正常识别芯片且正常烧录，但是另外一台电脑只能识别芯片，但是烧录时一直卡在初始化界面。两台电脑都是笔记本，这个问题如何分析与解决&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/_E770555F3159258D_.png" alt=" "&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: DTof不准确</title><link>https://e2echina.ti.com/thread/1054150?ContentTypeID=0</link><pubDate>Fri, 23 Jan 2026 08:52:44 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:0bae4821-6ba3-4a59-bfff-4f369c54cb35</guid><dc:creator>LT1 Shen1</dc:creator><slash:comments>11</slash:comments><comments>https://e2echina.ti.com/thread/1054150?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1054150/msp430fr6047-dtof/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;您好！&lt;/p&gt;
&lt;p&gt;当前我遇到一个问题，先描述一下我的测量环境，我的超声波探头使用的是2Mhz，为了保证USS_calibrateSignalGain函数的成功，我将USS_AGC_CONSTANT按照此前提问更改为了50。&lt;/p&gt;
&lt;p&gt;问题描述：我保持流量不变的情况下，只更改液体（纯水）温度，我发现顺逆流飞行时间都能和与温度按照理论变化，温度升高声速加快，飞行时间减小。但我的DTof的均值居然也在变，1500ml/min的流量Dtof值在声程约4cm的情况下变化接近3000ps，这不符合理论情况。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FG4616: 我想了解一下MSP430FG4616的定时器资源以及定时器的寄存器，应该看哪个文档？</title><link>https://e2echina.ti.com/thread/1054104?ContentTypeID=0</link><pubDate>Wed, 21 Jan 2026 02:53:29 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:6b29c35f-e4fb-40e9-bee9-a8688fcf26e9</guid><dc:creator>hhhh</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1054104?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1054104/msp430fg4616-msp430fg4616/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/MSP430FG4616" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FG4616&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;我想了解一下MSP430FG4616的定时器资源以及定时器的寄存器，应该看哪个文档？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>EVM430-FR6043: 请说明USS_Algorithms_Results_fixed_point和USS_Algorithms_Results结构体中各变量的物理单位</title><link>https://e2echina.ti.com/thread/1054082?ContentTypeID=0</link><pubDate>Tue, 20 Jan 2026 02:08:37 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:ea8014f5-6b32-4e9b-ac35-0a7fc6e0fce1</guid><dc:creator>Qin Liu</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1054082?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1054082/evm430-fr6043-uss_algorithms_results_fixed_point-uss_algorithms_results/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/EVM430-FR6043" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;EVM430-FR6043&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;EVM430-FR6043 water应用demo中最后的结果保持在USS_Algorithms_Results_fixed_point和USS_Algorithms_Results结构体中，但没有说明各变量的物理单位，请列举说明。谢谢！&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>EVM430-FR6043: 无法与电脑连接，设备管理器无反应</title><link>https://e2echina.ti.com/thread/1053878?ContentTypeID=0</link><pubDate>Mon, 19 Jan 2026 07:59:54 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:8dd42425-7f08-46c6-9869-d60014dc1591</guid><dc:creator>111 SPINECONE</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1053878?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1053878/evm430-fr6043/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/EVM430-FR6043" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;EVM430-FR6043&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/55/d7d769c96d9da398287ec4678b933436.png" alt="d7d769c96d9da398287ec4678b933436.png" data-temp-id="d7d769c96d9da398287ec4678b933436.png-57618"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430F5503: PSIEVM 控制软件二次开发</title><link>https://e2echina.ti.com/thread/1053595?ContentTypeID=0</link><pubDate>Fri, 16 Jan 2026 01:47:35 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:b604cd14-f694-43ed-9c22-8c69958170e3</guid><dc:creator>wang fei</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1053595?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1053595/msp430f5503-psievm/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/MSP430F5503" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430F5503&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;h1 data-skip-link-label="Skip to main content"&gt;PSIEVM 的控制软件想进行二次开发即自己编写控制软件， 有协议参考资料吗&lt;/h1&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430G2533: msp430g2  两通道ADC   转化问题。</title><link>https://e2echina.ti.com/thread/1053321?ContentTypeID=0</link><pubDate>Thu, 15 Jan 2026 06:48:41 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:73ede5cf-c830-4fc4-ba43-987ff6534442</guid><dc:creator>yao yantao</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1053321?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1053321/msp430g2533-msp430g2-adc/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/MSP430G2533" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430G2533&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/MSP430G2553" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430G2553&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;TI技术工程师：你好。&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 我在使用msp430g2553 单片机，现在要进行两道路的ADC转换：通道 0 （采集模拟信号），通道10（采集芯片内部的温度信号）。 代码如下：&lt;/p&gt;
&lt;p&gt;#include &amp;lt;msp430g2553.h&amp;gt;&lt;/p&gt;
&lt;p&gt;unsigned int adc_ch0_val; // 存储通道0的值&lt;br&gt;unsigned int adc_ch10_val; // 存储通道10的值&lt;/p&gt;
&lt;p&gt;void main(void) {&lt;br&gt;&amp;nbsp; &amp;nbsp; WDTCTL = WDTPW + WDTHOLD; // 关闭看门狗&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; // --- 1. 配置 ADC ---&lt;br&gt;&amp;nbsp; &amp;nbsp; ADC10CTL0 = SREF_1 + ADC10SHT_3 + REFON + ADC10ON;&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; // SREF_1: 使用内部1.5V参考电压&lt;br&gt;&amp;nbsp; &amp;nbsp; // ADC10SHT_3: 采样保持时间 64 cycles&lt;br&gt;&amp;nbsp; &amp;nbsp; // REFON: 开启参考电压&lt;br&gt;&amp;nbsp; &amp;nbsp; // ADC10ON: 开启 ADC&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL1 = ADC10DIV_3; // 分频 /4 (暂时不设置通道，在循环里设置)&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; // 配置 P1.0 为模拟输入 (通道0)&lt;br&gt;&amp;nbsp; &amp;nbsp; ADC10AE0 |= BIT0+BIT1;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; __delay_cycles(100000); // 等待参考电压稳定&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; while(1) {&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; // --- 第一步：读取通道 0 (P1.0) ---&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL1 &amp;amp;= ~INCH_15; // 清除之前的通道选择&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL1 |= INCH_0; &amp;nbsp; &amp;nbsp;// 选择通道 0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL0 |= ENC + ADC10SC; // 启动转换&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; while (!(ADC10IFG &amp;amp; ADC10CTL0)); // 等待转换完成&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; adc_ch0_val = ADC10MEM; // 读取数据&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;__delay_cycles(100000); // 等待参考电压稳定&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; // --- 第二步：读取通道 10 (内部温度传感器) ---&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL1 &amp;amp;= ~INCH_15; // 清除之前的通道选择&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL1 |= INCH_10; &amp;nbsp; // 选择通道 10&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ADC10CTL0 |= ENC + ADC10SC; // 启动转换&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; while (!(ADC10IFG &amp;amp; ADC10CTL0)); // 等待转换完成&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; adc_ch10_val = ADC10MEM; // 读取数据&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; // --- 数据处理 ---&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; // 这里可以添加代码将 adc_ch0_val 和 adc_ch10_val 发送出去&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; __delay_cycles(1000000); // 延时 1 秒&lt;br&gt;&amp;nbsp; &amp;nbsp; }&lt;br&gt;}&lt;/p&gt;
&lt;p&gt;&amp;nbsp; 我是用查询的方式对两通道ADC进行转化。 问题出在 通道转换上面。&lt;/p&gt;
&lt;p&gt;如果通道0在while（1）中前 仿真结果一直是通道0 。即使执行了ADC10CTL1 |= INCH_10;&amp;nbsp; 实践和仿真结果都是无法切换到通道0.如下图所示。请在百忙之中给予指导。 不胜感激。&lt;/p&gt;
&lt;p&gt;&lt;img alt="image.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/3666.image.png" data-temp-id="image.png-283696"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6047: 我想了解测量的顺逆流飞行时间的一个精度。</title><link>https://e2echina.ti.com/thread/1052922?ContentTypeID=0</link><pubDate>Tue, 13 Jan 2026 01:51:22 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:feb4743b-63f3-4061-8b29-074c0102a2c3</guid><dc:creator>LT1 Shen1</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1052922?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1052922/msp430fr6047/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/MSP430FR6047" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6047&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;从手册等得知Dtof的精度较高能达皮秒级别，我想了解UPS_TOF和DNS_TOF的精度能达到多少，0.1us?还是0.01us?或者与Dtof精度一致？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>EVM430-FR6043: 无法给msp430fr6043芯片烧录程序</title><link>https://e2echina.ti.com/thread/1052762?ContentTypeID=0</link><pubDate>Mon, 12 Jan 2026 09:53:05 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:7c9565f3-cc11-48af-8830-9ebae1f5b4a5</guid><dc:creator>?? ?</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1052762?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1052762/evm430-fr6043-msp430fr6043/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/EVM430-FR6043" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;EVM430-FR6043&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;a href="https://www.ti.com.cn/product/cn/MSP430FR6043" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6043&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;这个问题已经困扰我半年了！！！！！！！！之前买的开发板出现这个问题，自己重新做了个一样的仍然是这个问题，&lt;img alt="image.png" height="307" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/4885.image.png" width="455" data-temp-id="image.png-191342"&gt;，无论使用IAR、CCS还是UNIFLASH都是同样的显示找不到设备。我真的找不到原因了&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430F5528: 请帮我排除我的自制板的问题在哪里</title><link>https://e2echina.ti.com/thread/1051579?ContentTypeID=0</link><pubDate>Tue, 06 Jan 2026 12:09:20 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:e2ae9c1e-51bf-472d-85bd-0b3766c7f097</guid><dc:creator>?? ?</dc:creator><slash:comments>6</slash:comments><comments>https://e2echina.ti.com/thread/1051579?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/microcontrollers/msp430/f/msp-low-power-microcontroller-forum/1051579/msp430f5528/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/MSP430F5528" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430F5528&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;a href="https://www.ti.com.cn/product/cn/MSP430FR6043" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MSP430FR6043&lt;/a&gt;,&lt;/p&gt;
&lt;p&gt;我自制了EVM430FR6043的电路板，之前买的电路板出现了烧录不进程序的问题，显示的好像就是找不到设备。现在我重新做了一个电路板，和EVM430FR6043大致相同，我通过了python GUI重新烧录了HID桥的5528芯片，烧录后指示灯亮了起来，且是正常情况下的亮灯。&lt;/p&gt;
&lt;p&gt;EZFET的5528芯片我没有换，而是之前EVM430FR6043上的，我不确定这个芯片有没有坏，但是事实上的确还是出现了烧录不了程序的情况，我尝试重新给这个5528烧录固件，但是不知道通过什么方式才能烧录，UNIFLAH烧录的时候会显示no usb fet was found，且我的设备管理器的端口中没有出现&lt;img alt="image.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/55/3704.image.png" data-temp-id="image.png-11774"&gt;这两个端口，我确定我已经下载了USB FET的驱动，但是仍然没有出现这两个端口。所以是否证明应该是我的5528芯片坏了呢？如果我重新买一个5528芯片该通过什么方式烧录固件呢，目前我只有一个MSP-FET430UIF烧录器。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>