<?xml version="1.0" encoding="UTF-8" ?>
<?xml-stylesheet type="text/xsl" href="https://e2e.ti.com/cfs-file/__key/system/syndication/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>C2000  microcontrollers forum - Recent Threads</title><link>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Sun, 08 Nov 2026 04:57:51 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum" /><item><title>C2000WARE-DIGITALPOWER-SDK: Request for official TIDM-1022 source archive or supported handling of DigitalPower SDK 5.01.00.00 installer signature issue</title><link>https://e2e.ti.com/thread/1696109?ContentTypeID=0</link><pubDate>Sun, 08 Nov 2026 04:57:51 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f7af540f-d072-456a-a1dc-ad81fb2c65fe</guid><dc:creator>Zhen Wang</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1696109?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1696109/c2000ware-digitalpower-sdk-request-for-official-tidm-1022-source-archive-or-supported-handling-of-digitalpower-sdk-5-01-00-00-installer-signature-issue/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/C2000WARE-DIGITALPOWER-SDK" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;C2000WARE-DIGITALPOWER-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/tool/TIDM-1022" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TIDM-1022&lt;/a&gt;, , &lt;a href="https://www.ti.com/tool/C2000WARE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;C2000WARE&lt;/a&gt;, &lt;a href="https://www.ti.com/tool/SHA-256" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;SHA-256&lt;/a&gt;&lt;/p&gt;&lt;div&gt;
&lt;p&gt;Hello TI C2000 Support,&lt;/p&gt;
&lt;p&gt;We need the complete official TIDM-1022 source project for software review and adaptation. Our installed DigitalPower SDK 26.01 does not contain &lt;code dir="ltr"&gt;solutions/tidm_1022&lt;/code&gt;, so we obtained the historical DigitalPower SDK 5.01.00.00 installer through the TI download process.&lt;/p&gt;
&lt;p&gt;We are requesting either of the following official solutions:&lt;/p&gt;
&lt;ol start="1"&gt;
&lt;li&gt;&lt;strong&gt;Provide the supported handling method for the historical Windows installer&amp;rsquo;s signature-validation issue&lt;/strong&gt;, without disabling security protection, changing the system date, importing unknown certificates, or bypassing signature verification.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Provide an official, statically accessible TIDM-1022 source archive&lt;/strong&gt;, including its license, dependency versions, complete project configuration, linker files, required libraries, and build instructions. Normal TI licensing and export-approval requirements should remain applicable.&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;Installer and checksum&lt;/h3&gt;
&lt;p&gt;Official historical download page:&lt;br&gt;https://www.ti.com/tool/download/C2000WARE-DIGITALPOWER-SDK/5.01.00.00&lt;/p&gt;
&lt;p&gt;Filename:&lt;br&gt;&lt;code dir="ltr"&gt;C2000Ware_DigitalPower_SDK_5_01_00_00_setup.exe&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;File size:&lt;br&gt;500,208,600 bytes&lt;/p&gt;
&lt;p&gt;SHA-256:&lt;/p&gt;
&lt;pre dir="ltr"&gt;&lt;code&gt;df5cc461ddbc868d5d2a2e3b0aa30e33c79c0316ce9ac6d5228578976d220bb9&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;This matches the checksum published in the official TI download page and our local file.&lt;/p&gt;
&lt;h3&gt;Signature-validation results&lt;/h3&gt;
&lt;p&gt;Windows &lt;code dir="ltr"&gt;Get-AuthenticodeSignature&lt;/code&gt; returns:&lt;/p&gt;
&lt;pre dir="ltr"&gt;&lt;code&gt;Status: UnknownError

A required certificate is not within its validity period when verifying
against the current system clock or the timestamp in the signed file.&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Signer: Texas Instruments, Inc.&lt;/p&gt;
&lt;p&gt;Signing-certificate thumbprint:&lt;/p&gt;
&lt;pre dir="ltr"&gt;&lt;code&gt;969595CE7D915766D67BDC0D231D3126C35EB87A&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Certificate validity:&lt;/p&gt;
&lt;pre dir="ltr"&gt;&lt;code&gt;2021-11-09 00:00:00 UTC
through
2024-11-08 23:59:59 UTC&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;The certificate chain builds through:&lt;/p&gt;
&lt;pre dir="ltr"&gt;&lt;code&gt;Texas Instruments, Inc.
&amp;rarr; DigiCert Trusted G4 Code Signing RSA4096 SHA384 2021 CA1
&amp;rarr; DigiCert Trusted Root G4&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;At the current system date of November 7, 2026, native Windows/.NET chain verification reports &lt;code dir="ltr"&gt;NotTimeValid&lt;/code&gt; for the signing certificate. The native retry did not report additional chain errors.&lt;/p&gt;
&lt;p&gt;We inspected both the outer SHA-1 signature and the nested SHA-256 signature. Neither contained a countersignature or RFC 3161 timestamp-token attribute. Their signed &lt;code dir="ltr"&gt;signingTime&lt;/code&gt; attributes indicate:&lt;/p&gt;
&lt;pre dir="ltr"&gt;&lt;code&gt;2023-12-14 19:24:56 UTC
2023-12-14 19:25:06 UTC&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;We understand that these signer-declared times are not equivalent to a trusted timestamp.&lt;/p&gt;
&lt;p&gt;SignTool was not found in PATH or the normal Windows SDK locations, so we have not claimed a successful &lt;code dir="ltr"&gt;signtool verify /pa /all /v&lt;/code&gt; result.&lt;/p&gt;
&lt;p&gt;Microsoft Defender completed a targeted scan and reported no threats. We are not treating either the matching checksum or the antivirus result as a substitute for signature validation.&lt;/p&gt;
&lt;h3&gt;Static extraction attempt&lt;/h3&gt;
&lt;p&gt;Without executing the installer, we tried existing local archive tools.&lt;/p&gt;
&lt;p&gt;7-Zip 26.03 can read the outer PE structure and extract an appended data region, but cannot open that region as an archive. Windows tar and MSYS bsdtar also report &amp;ldquo;Unrecognized archive format.&amp;rdquo; The data footer contains &lt;code dir="ltr"&gt;bitrock-lzma-4.0&lt;/code&gt;.&lt;/p&gt;
&lt;p&gt;We have not executed the installer, run any program from the package, or loaded its extraction components.&lt;/p&gt;
&lt;p&gt;Could TI please confirm the expected signature/timestamp status of this exact historical installer and provide one of the two supported solutions requested above?&lt;/p&gt;
&lt;p&gt;For the source-archive option, we specifically need the actual control sources and dependencies required to trace the interleaved operation, valley-detection path, variable-period PWM updates, and CPU/CLA implementation&amp;mdash;not only documentation or prebuilt binaries.&lt;/p&gt;
&lt;p&gt;We will keep the installer unexecuted pending an official resolution.&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H850TU: Getting started with XF29H850TU9SPTS || Railway TCAS application</title><link>https://e2e.ti.com/thread/1696108?ContentTypeID=0</link><pubDate>Sun, 08 Nov 2026 02:47:52 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c6d362d2-bfaf-4670-83fb-2dc40f00c677</guid><dc:creator>B B</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1696108?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1696108/f29h850tu-getting-started-with-xf29h850tu9spts-railway-tcas-application/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H850TU" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H850TU&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi&lt;/p&gt;
&lt;p&gt;1.Is there any video tutorial series either of TI or any other to getting started with XF29H850TU9SPTS ?&lt;br&gt;F29H850TU | Buy TI Parts | TI.com&amp;nbsp;&lt;br&gt;&lt;br&gt;2. If video tutorial series is not there, plz help to advise getting started guide for this&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800132: TMS320F2800132 - Error -1156 "Trouble Halting Target CPU" on one laptop only</title><link>https://e2e.ti.com/thread/1696049?ContentTypeID=0</link><pubDate>Fri, 06 Nov 2026 17:11:27 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b034c7c8-9310-42b5-b744-26ca0f3bb182</guid><dc:creator>Chiranjeev Sirola</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1696049?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1696049/tms320f2800132-tms320f2800132---error--1156-trouble-halting-target-cpu-on-one-laptop-only/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F2800132" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800132&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/tool/UNIFLASH" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;UNIFLASH&lt;/a&gt;&lt;/p&gt;&lt;div&gt;
&lt;p&gt;Hi Experts,&lt;/p&gt;
&lt;p&gt;I am working with a custom board based on &lt;strong&gt;TMS320F2800132&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;I can successfully connect to the target and start a debug session from one laptop (Laptop A), but I am unable to do so from another laptop (Laptop B). Both laptops have the same development environment:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;CCS Version: 12.3&lt;/li&gt;
&lt;li&gt;Same target configuration&lt;/li&gt;
&lt;li&gt;Same XDS debugger&lt;/li&gt;
&lt;li&gt;Same project/workspace&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;On Laptop B, the following error appears when I start a debug session:&lt;/p&gt;
&lt;pre&gt;&lt;code&gt;Trouble Halting Target CPU: (Error -1156 @ 0x0)
Device may be operating in low-power mode.
Do you want to bring it out of this mode?
Choose &amp;#39;Yes&amp;#39; to force the device to wake up and retry the operation.
Choose &amp;#39;No&amp;#39; to retry the operation without waking the device.
(Emulation package 9.11.0.00128)
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Regardless of whether I select &lt;strong&gt;Yes&lt;/strong&gt; or &lt;strong&gt;No&lt;/strong&gt;, the same message appears repeatedly and the debug session does not start.&lt;/p&gt;
&lt;p&gt;Since the setup works correctly on Laptop A with the same hardware and software versions, the issue appears to be specific to Laptop B.&lt;/p&gt;
&lt;p&gt;I would prefer not to migrate to a newer CCS version because the legacy code was developed and validated using CCS 12.3, and upgrading may introduce compatibility issues.&lt;/p&gt;
&lt;p&gt;Could you please suggest what could cause this behavior and what additional checks I should perform on Laptop B?&lt;/p&gt;
&lt;p&gt;Thanks in advance.&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28379D: Microcontroller Failures During First Power-Up</title><link>https://e2e.ti.com/thread/1696026?ContentTypeID=0</link><pubDate>Fri, 06 Nov 2026 15:27:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9db5b5d5-7255-4d99-86ad-a31a57bdbe60</guid><dc:creator>Zachary Acosta</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1696026?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1696026/tms320f28379d-microcontroller-failures-during-first-power-up/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28379D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28379D&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28377D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28377D&lt;/a&gt;, &lt;a href="https://www.ti.com/product/TPS62420" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPS62420&lt;/a&gt;, &lt;a href="https://www.ti.com/product/TPS3702" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPS3702&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;span data-teams="true"&gt;Hello there,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-teams="true"&gt;I am currently using the 176-Pin TMS320F28377D in a design and have been experiencing catastrophic microcontroller failures during power-up of the circuit card assembly.&amp;nbsp; These failures occur intermittently, about one-third of the time. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-teams="true"&gt;I suspect that it may be related to the power supply topology I am using for VDDIO and VDD. My current configuration uses a cascading power architecture, where a 3.3 V buck regulator (VDDIO) feeds a second 1.2 V buck regulator (VDD). Because of this arrangement, there is a delay between the power-up of the two supply rails, ~2ms. The microcontroller is held in reset until the PGood of the regulators is high.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-teams="true"&gt;I am meeting the power sequencing requirements outlined in Section 6.9.1.2 and ensuring that VDD does not exceed VDDIO by more than 0.3 V. However, VDDOSC and VDD are not powering up at the same time.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-teams="true"&gt;Could this delay in the power sequencing, or the fact that VDDOSC and VDD are not powering up simultaneously, be contributing to the intermittent failures? I&amp;#39;ve attached a couple of rise time capture between the 3.3 V and 1.2 V regulators. I would appreciate any insight into whether my current power topology or sequencing approach could be causing this issue.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span data-teams="true"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/11260.image.png" alt="image.png" width="608" height="373" data-temp-id="image.png-485652"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/P1V2-v-P3V3-Rise-Time-Setpoints.png" alt="P1V2 v P3V3 Rise Time Setpoints.png" width="663" height="373" data-temp-id="P1V2 v P3V3 Rise Time Setpoints.png-179449"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/P1V2-Rise-Time-Difference-10nF.png" alt="P1V2 Rise Time Difference 10nF.png" width="666" height="375" data-temp-id="P1V2 Rise Time Difference 10nF.png-179152"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28377D: sources and documentation for rts2800_fpu32.lib</title><link>https://e2e.ti.com/thread/1696017?ContentTypeID=0</link><pubDate>Fri, 06 Nov 2026 14:24:39 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:51a25f0c-1a52-4c2d-a12b-6bb97f2e9bd6</guid><dc:creator>bessiere sylvain</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1696017?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1696017/tms320f28377d-sources-and-documentation-for-rts2800_fpu32-lib/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28377D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28377D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I&amp;#39;m an aeronautic engineer and in order to certify my code with DO178-C norm, I have to retrieve the source code of the&amp;nbsp; library rts2800_fpu32.lib&amp;nbsp; in order to perform the required verification activities. Is it possible to retrieve the source code under NDA or to purchase it ?&lt;/p&gt;
&lt;p&gt;best regards,&lt;/p&gt;
&lt;p&gt;Sylvain&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H850TU: F29H850TU: MCAN remains in INIT after CPU halt and resume during CCS debugging</title><link>https://e2e.ti.com/thread/1695858?ContentTypeID=0</link><pubDate>Fri, 06 Nov 2026 04:28:16 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9ef64387-0c35-4644-9f8a-60e1a8b1d752</guid><dc:creator>Ren Nakanishi</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1695858?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695858/f29h850tu-f29h850tu-mcan-remains-in-init-after-cpu-halt-and-resume-during-ccs-debugging/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H850TU" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H850TU&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/LAUNCHXL-F29H85X" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;LAUNCHXL-F29H85X&lt;/a&gt;,&lt;/p&gt;&lt;div&gt;
&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;We are using MCAN on the LAUNCHXL-F29H85X. MCAN communication works normally, but it does not resume after the CPU is halted and then resumed during a CCS debug session.&lt;/p&gt;
&lt;p&gt;The issue occurs in both cases:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;The CPU is halted at a breakpoint and then resumed.&lt;/li&gt;
&lt;li&gt;The CPU is manually suspended using the Suspend button in CCS and then resumed.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;While the CPU is halted, the following MCAN_CCCR bits are set to 1:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;CSR&lt;/li&gt;
&lt;li&gt;CSA&lt;/li&gt;
&lt;li&gt;INIT&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;After CPU execution is resumed, CSR and CSA return to 0, but INIT remains set to 1. As a result, MCAN communication does not resume.&lt;/p&gt;
&lt;p&gt;Environment:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Evaluation board: LAUNCHXL-F29H85X&lt;/li&gt;
&lt;li&gt;Device: F29H850TU&lt;/li&gt;
&lt;li&gt;SDK: F29H85x SDK 1.02.01.00&lt;/li&gt;
&lt;li&gt;CCS version: 21.0.0&lt;/li&gt;
&lt;li&gt;Debug probe: On-board XDS110&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Could you please clarify the expected behavior?&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Is it expected that MCAN enters the Clock Stop state and sets INIT when the CPU is halted during debugging?&lt;/li&gt;
&lt;li&gt;After the CPU is resumed, should MCAN automatically clear INIT and resume communication?&lt;/li&gt;
&lt;li&gt;If INIT is expected to remain set, what is the TI-recommended way to continue debugging? Should MCAN or CCS be configured to prevent this behavior, or is another recovery procedure expected?&lt;/li&gt;
&lt;li&gt;Is this behavior documented in the TRM, SDK documentation, CCS documentation, or device errata?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H859TU-Q1: Is there a way to do some checks in the linker script and to report an error is any ?</title><link>https://e2e.ti.com/thread/1695767?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 18:44:46 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:93b0ddee-4da0-4ce0-99c6-ab3cc5134177</guid><dc:creator>Ronan DANIOUX</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1695767?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695767/f29h859tu-q1-is-there-a-way-to-do-some-checks-in-the-linker-script-and-to-report-an-error-is-any/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H859TU-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H859TU-Q1&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/tool/SYSCONFIG" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;SYSCONFIG&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I would like to add some tests in the linker script like checking if the size of a memory is a multiple of 4096, if its start address is also a multiple of 4096... and report an error if a test failed (something like an assert).&lt;/p&gt;
&lt;p&gt;Is this possible ? If yes, what are the possible solutions ?&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H859TU-Q1: The order of sections does not seem to be guaranteed with the option --honor_cmdfile_order</title><link>https://e2e.ti.com/thread/1695734?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 16:20:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4a729712-7381-48de-b53d-756e3d27c355</guid><dc:creator>Ronan DANIOUX</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1695734?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695734/f29h859tu-q1-the-order-of-sections-does-not-seem-to-be-guaranteed-with-the-option---honor_cmdfile_order/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H859TU-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H859TU-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;The order of output sections does not seem to fully follow the order specified in the linker script when the option --honor_cmdfile_order is used.&lt;/p&gt;
&lt;p&gt;Here is a summary showing a simplified linker scripts (only the output sections) and for each output section, how it has been mapped in MEMORY, and the order in the MEMORY:&lt;/p&gt;
&lt;p&gt;&lt;code&gt;SECTIONS&lt;/code&gt;&lt;br&gt;&lt;code&gt;{&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; codestart &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;: {} &amp;gt; 0x10001000, palign(8) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; [0x10001000..0x10001020[ {FLASH_RP0.1}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .text.cpu1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} &amp;gt; FLASH_RP0, palign(4096) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; [0x10002000..0x10027000[ {FLASH_RP0.8}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .rodata.cpu1 &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} &amp;gt; FLASH_RP0, palign(4096) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; [0x10027000..0x10029000[ {FLASH_RP0.9}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .text.cpu1.link3 &amp;nbsp; : {} &amp;gt; FLASH_RP0_LINK3, palign(4096) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; [0x100e0000..0x100e0000[ {FLASH_RP0_LINK3.1}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .text.cpu1.link4 &amp;nbsp; : {} &amp;gt; FLASH_RP0_LINK4, palign(4096) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; [0x100f0000..0x100f0000[ {FLASH_RP0_LINK3.1}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .text.cpu1.ram &amp;nbsp; &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_LPAx, table(.copy_table), palign(8) &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;gt; [0x10029000..0x1002e840[ {FLASH_RP0.10} &amp;nbsp; &amp;nbsp; &amp;nbsp;-- [0x20100000..0x20105840[ {SRAM_LPAx.1}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .text.global.ram &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_CPAx, table(.copy_table), palign(8) &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;gt; [0x1002e840..0x10035de0[ {FLASH_RP0.11} &amp;nbsp; &amp;nbsp; &amp;nbsp;-- [0x20110000..0x201175a0[ {SRAM_CPAx.1}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .stack &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} &amp;gt; SRAM_LDA7 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;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; [0x200e0000..0x200e2000[ {SRAM_LDA7.1}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .TI.noinit &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} &amp;gt; RESET_RAM &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; --&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .data.cpu1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_LDAx, table(.copy_table), palign(8) &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;gt; [0x10001020..0x10001108[ {FLASH_RP0.2} &amp;nbsp; &amp;nbsp; &amp;nbsp; -- [0x200e4000..0x200e40e8[ {SRAM_LDAx.1}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .bss.cpu1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;: {} RUN=SRAM_LDAx, table(.clear_table) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;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; [0x200e40e8..0x200ee774[ {SRAM_LDAx.2}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .rodata.cpu1.ram &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_LDAx, table(.copy_table), palign(8) &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;gt; [0x10001108..0x10001138[ {FLASH_RP0.3} &amp;nbsp; &amp;nbsp; &amp;nbsp; -- [0x200ee778..0x200ee7a8[ {SRAM_LDAx.3}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .calib &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} LOAD=FLASH_CALIB, RUN=SRAM_CALIB, table(.copy_table), palign(8) &amp;nbsp; &amp;nbsp;=&amp;gt; [0x101fc010..0x101ff1e8[ {FLASH_CALIB.1} &amp;nbsp; &amp;nbsp; -- [0x2014c010..0x2014f1e8[ {SRAM_CALIB.1}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .data.global &amp;nbsp; &amp;nbsp; &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_CDAx, table(.copy_table), palign(8) &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;gt; [0x10001138..0x10001178[ {FLASH_RP0.4} &amp;nbsp; &amp;nbsp; &amp;nbsp; -- [0x20128000..0x20128040[ {SRAM_CDAx.1}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .bss.global &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;: {} RUN=SRAM_CDAx, table(.clear_table) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;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; [0x20128040..0x20128074[ {SRAM_CDAx.2}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .data.cpu1.link3 &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_CDA0_LNK3, table(.copy_table), palign(8) &amp;nbsp;=&amp;gt; --&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .bss.cpu1.link3 &amp;nbsp; &amp;nbsp;: {} RUN=SRAM_CDA0_LNK3, table(.clear_table) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; --&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .data.cpu1.link4 &amp;nbsp; : {} LOAD=FLASH_RP0, RUN=SRAM_CDA1_LNK4, table(.copy_table), palign(8) &amp;nbsp;=&amp;gt; --&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .bss.cpu1.link4 &amp;nbsp; &amp;nbsp;: {} RUN=SRAM_CDA1_LNK4, table(.clear_table) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; --&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .rodata.global.ram : {} LOAD=FLASH_RP0, RUN=SRAM_CDA10_CST, table(.copy_table), palign(8) &amp;nbsp;=&amp;gt; [0x10001178..0x10001260[ {FLASH_RP0.5} &amp;nbsp; &amp;nbsp; &amp;nbsp; -- [0x20148000..0x201480e8[ {SRAM_CDA10_CST.1}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .copy_table &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;: {*(*.copy_table)} &amp;gt; FLASH_RP0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; =&amp;gt; [0x10001260..0x100012b8[ {FLASH_RP0.6}&lt;/code&gt;&lt;br&gt;&lt;code&gt;&amp;nbsp; &amp;nbsp; .clear_table &amp;nbsp; &amp;nbsp; &amp;nbsp; : {*(*.clear_table)} &amp;gt; FLASH_RP0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=&amp;gt; [0x100012b8..0x100012d4[ {FLASH_RP0.7}&lt;/code&gt;&lt;br&gt;&lt;code&gt;}&lt;/code&gt;&lt;/p&gt;
&lt;p&gt;For the addresses in RAM, the order is repected.&lt;/p&gt;
&lt;p&gt;For the constants and functions in flash (except the copy/clear tables), the order is respected.&lt;/p&gt;
&lt;p&gt;However:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;For the LOAD values, they are allocated before .text.cpu1. Why ?&lt;/li&gt;
&lt;li&gt;And the copy/clear tables, which are mapped in flash, the order is not respected because they are also allocated before .text.cpu1. Why ?&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;And how to prevent that (and using GROUP is not an option for different reasons) ?&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F2800137: Why I can not download C2000WARE?</title><link>https://e2e.ti.com/thread/1695600?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 09:24:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f7e9a5f7-5eea-4a4d-9c62-c728cf0490ee</guid><dc:creator>lin lin</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695600?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695600/tms320f2800137-why-i-can-not-download-c2000ware/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F2800137" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F2800137&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/C2000WARE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;C2000WARE&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Why I can not download C2000WARE?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28388D: How to setup InitAuxPll for EtherCAT and USB at the same time ?</title><link>https://e2e.ti.com/thread/1695553?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 07:48:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9960c9f9-83e3-49e5-ad13-46176f7d3381</guid><dc:creator>Duy BUI</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695553?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695553/tms320f28388d-how-to-setup-initauxpll-for-ethercat-and-usb-at-the-same-time/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28388D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28388D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;For EtherCAT I need to setup the Aux clock to 500MHz&lt;/p&gt;
&lt;p&gt;And for USB I need to setup the Aux clock to 60MHz&lt;/p&gt;
&lt;p&gt;So how to setup the InitAuxPll to use both EtherCAT and USB ?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>XDS110ISO-EVM: Failure of  XDS110</title><link>https://e2e.ti.com/thread/1695547?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 07:35:31 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:921d8f76-69f1-4012-901b-3e0d595eeb45</guid><dc:creator>Abhilash K</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695547?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695547/xds110iso-evm-failure-of-xds110/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/XDS110ISO-EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;XDS110ISO-EVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;We have 2 TMDSEM&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/20836.image.png" alt="image.png" data-temp-id="image.png-63920"&gt;U110-U &amp;mdash; XDS110 JTAG Debug Probe and which is failed to program.&lt;/h4&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TIDM-BUCKBOOST-BIDIR: Technical Clarifications and Hardware Availability – TIDM-BUCKBOOST-BIDIR Reference Design</title><link>https://e2e.ti.com/thread/1695508?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 05:46:28 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5aa2a710-96d3-4010-9950-8f7ae79ba091</guid><dc:creator>Vedhesh Hari  U</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695508?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695508/tidm-buckboost-bidir-technical-clarifications-and-hardware-availability-tidm-buckboost-bidir-reference-design/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TIDM-BUCKBOOST-BIDIR" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TIDM-BUCKBOOST-BIDIR&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/TMS320F28035" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28035&lt;/a&gt;&lt;/p&gt;&lt;p&gt;We are developing an automotive DC&amp;ndash;DC converter to power a separate ADAS SoC board, with the following requirements:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;
&lt;p&gt;Input voltage: 8&amp;ndash;36 V DC&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Output voltage: 12 V nominal, programmable&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Maximum output power: 50 W&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Topology: Four-switch synchronous, non-isolated buck&amp;ndash;boost&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Operating mode: CCM&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;We identified the &lt;strong&gt;TIDM-BUCKBOOST-BIDIR&lt;/strong&gt; reference design, based on the TMS320F28035 C2000 controller, as a potential platform for our project.&lt;/p&gt;
&lt;p&gt;We would appreciate your help with the following:&lt;/p&gt;
&lt;ol start="1" data-spread="false"&gt;
&lt;li&gt;
&lt;p&gt;Could you share the &lt;strong&gt;secondary board schematics and complete hardware documentation&lt;/strong&gt;, as these do not appear to be available among the files on the TI website?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Is the actual reference board available for purchase or through any other arrangement?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;If available, could we obtain the board for hands-on testing, evaluation, and development?&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;We intend to use this reference design to study the digital control implementation and evaluate its suitability for adaptation to our project requirements.&lt;/p&gt;
&lt;p&gt;Any guidance regarding hardware availability and additional design resources would be greatly appreciated.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280025-Q1: TMS320F280025-Q1  OTP Flashing issue</title><link>https://e2e.ti.com/thread/1695505?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 05:40:12 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0d73f32f-d555-4c75-9b19-6258b0226ff8</guid><dc:creator>Yelena Mao</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695505?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695505/tms320f280025-q1-tms320f280025-q1-otp-flashing-issue/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F280025-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280025-Q1&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F280025" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280025&lt;/a&gt;&lt;/p&gt;&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:12.0pt;font-family:Calibri, sans-serif;color:#0070c0;"&gt;The programmer supports flashing the TMS320F280025. It uses SCI interface boot mode to download the code, and calls API functions to erase and program the chip.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:12.0pt;font-family:Calibri, sans-serif;color:#0070c0;"&gt;Currently, there is an issue where the fixed OTP address 0x78018 cannot be programmed.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:12.0pt;font-family:Calibri, sans-serif;color:#0070c0;"&gt;In the older version of the datasheet/reference manual, this address was marked as &amp;quot;Reserved&amp;quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:10.5pt;font-family:Arial, sans-serif;color:black;"&gt;&lt;img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCADiAXsDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+/iiiigAooooAKKKKACv5f/2JPG//AAU40H4x/wDBVuy/ZR/Z8/Y6+JPw3f8A4Kw/tLz6hr3xu/aO+Knwv8WweJv+EB+B8B0+18PeEPgH8RdMuNH/AOEVg8KakNSl12C7OtalremfYBaaXZ6jqP8AUBX4/wD/AASV/wCRo/4K0f8AaYD9pj/1T37NlAC/8LS/4Lp/9Gef8E2P/E1fj9/9CNR/wtL/AILp/wDRnn/BNj/xNX4/f/QjV+v9FAH5Af8AC0v+C6f/AEZ5/wAE2P8AxNX4/f8A0I1H/C0v+C6f/Rnn/BNj/wATV+P3/wBCNX6/0UAfkB/wtL/gun/0Z5/wTY/8TV+P3/0I1H/C0v8Agun/ANGef8E2P/E1fj9/9CNX6m/ET4h+B/hL4E8XfE74meKdF8EfD7wF4e1XxX4y8XeIr2LTtE8O+HdEtJb7VNV1K8mISG2tLWGSRsbpJCFihjkmdI28a/Z5/a++AH7UsnjKz+DfivxFqGu/D1vDreNPB3j74W/Fn4KfEHw7YeMbC41Twbr2ofDr42eB/h546Xwp4x06zvrzwh4vi8PS+FvFEFhqD6Dq+ofYLzySPvyqxh78qNOFatGPvSpUqs5U6dWqld06dSpCdOE52jOcZRi3KLSJe5GnOfuQqznSpSl7satSmqbqU6cnZTnBVaTnCLcoqrTcklON/hf/AIWl/wAF0/8Aozz/AIJsf+Jq/H7/AOhGo/4Wl/wXT/6M8/4Jsf8Aiavx+/8AoRq+5P2hP2u/gx+zBP4bt/izD8aXbxXa6peaTL8Kf2X/ANpz9oSzjg0Z7RL865f/ALP3wg+J9j4WlU30DWtv4ouNHuNSiFxNpsV3DZ3jweBXn/BWP9gqz8E+AviKvxj8S6p4L+Inwtt/jhpOu+HPgH+0b4pg8M/Bm71rUvD1r8V/i1beG/hJqt98DPh1c6xous2lv4z+NVr4A8PTDR9Wuo9Qaz0y+uIFCUaqvTaqL26w14NTX1hwxVRYe8b/AL908DjaipfxHDB4qfLy4es4VKEovllGUZeyVa0k0/YyqYelGrZq/spVcXhaSqfA6mJw8E+atTUvGP8AhaX/AAXT/wCjPP8Agmx/4mr8fv8A6Eaj/haX/BdP/ozz/gmx/wCJq/H7/wChGr6t+KH/AAUN/Y9+DfxEtPhf8Qfi8dN8TSW/w/vNb1DR/h/8UfGfw/8Ah9Z/FfUhpHwyvPjB8WvBXgnxD8KvgpafEDUGSHwdc/Fzxn4Kg8RJNBcaVJdW1xDNJ6Nof7W/7OHif9ozX/2S/DXxY8O+If2hfCngvUPH/in4caHFq2rXfhnw3pWoeGtM1FvEOv2Gm3HhPRdes7jxl4Vmn8H6lr1r4vXTfEGlaz/YR0i8ivmqEXOUIQTnOpPG06cYJylOeW0nXzGEIq7lPAUE62Nik3haSdSuoQTZm5RjCVSUoqnGGDqSm2lCNPMJwpYCpKT0UMdUqU6eDk3y4mc4QoucpRT+DP8AhaX/AAXT/wCjPP8Agmx/4mr8fv8A6Eaj/haX/BdP/ozz/gmx/wCJq/H7/wChGr628C/8FAf2SPiT8aE+APgz4q3Gq/EW81/x54S8PyT/AA6+Kmj/AA58c+MfhaLk/EvwX8M/jZrngjTfgt8UfGnw/Wx1JvGfhD4dfEDxP4k8NJpOsPrGl2a6PqZtPsmkvep0a0feo4imq1CqtadelK/LVozXu1KcrO04OUXZ2ZUvdqVaMvdq0JypVqUtKlGpGTjKnVg/epzjKMoyhNKSkmmrpn5Af8LS/wCC6f8A0Z5/wTY/8TV+P3/0I1H/AAtL/gun/wBGef8ABNj/AMTV+P3/ANCNX6/0UAfkB/wtL/gun/0Z5/wTY/8AE1fj9/8AQjUf8LS/4Lp/9Gef8E2P/E1fj9/9CNX6/wBFAH8pH7CfxC/4K92f7T3/AAVYuPh7+zB+whrnizUf2yfBV18YdN8VftW/GbQdD8LeOU/ZP/Z/trDR/AWqab+zTrd54s8NzeDYfDeq3Ota1pvhi/g1+/1fSI9JmstPtdTvv04/4Wl/wXT/AOjPP+CbH/iavx+/+hGpP+Cbn/J4X/Baj/s/j4e/+sTfsw1+pHxJ+Inhz4UeCNf+IPi238XXXh7w1bwXWp2/gP4efED4r+LJIri8trGMaP8AD/4WeGPGXj7xJMJ7qJprbw74a1W5trUT39xFFY2t1cQzKUYRc5yjCMdZSk1GKXdt2S+ZUYynKMIRlKUmoxjFOUpSbslFK7bb0SSu2flx/wALS/4Lp/8ARnn/AATY/wDE1fj9/wDQjUf8LS/4Lp/9Gef8E2P/ABNX4/f/AEI1fRfhz/gpr+xR4i8JfGzxvcfFrW/AWhfs63Pg6w+MafGn4MfHb4BeIPCOqfEOwutT8B6Kng743fDL4feL/EmveMrO0d/DOg+E9C13WNaludNtdPsbi61fSobz0Xxf+3B+y74F+B/wq/aK8R/FBYvhZ8dLPwfefBa70nwb8QfE3jb4sP4+0JfE/hLSfh38I/DPhTWPi74w8S6v4dMmtDwnoPga+8T2WmWt/eajpFnDp989vT0U5PRU54GlUb0VOpmkZTyynNvSE8xhCUsDCVpYuMZSw6qJNpJNumkm3Vp4urSS1dSll/J9fqU0tZ08F7Sn9bnG8cNzw9s4cyv8X/8AC0v+C6f/AEZ5/wAE2P8AxNX4/f8A0I1H/C0v+C6f/Rnn/BNj/wATV+P3/wBCNXuOpf8ABVL9iPS/hd4h+MU3xB+J154K8E+INc8L/EqLQv2Wv2r/ABL44+DuteG/D8fivWbb45/Crw78EdU+KfwMt7XwzLHr8ep/F3wb4L0u90lxf2N7c237yqM//BV/9ii28N+BfFVz4m+Pltp3xNn8VJ8P9PuP2I/234PFni3TvBHh/wANeKvFfinRfAkv7Oq+N7vwFomgeL/DuoXnxFXw8PAe3UPIi8RSXVpfQWo2l7W7t7COGnWvp7GGMpKvhJ1b/wAOOKoSVbDSnZV6TVSk5QaYJNukkm3XliYUEt60sHKUMZGkt6ksJOE4YlQu6EoSjVUXFpeOf8LS/wCC6f8A0Z5/wTY/8TV+P3/0I1H/AAtL/gun/wBGef8ABNj/AMTV+P3/ANCNX6hfC74o/D341/Dzwd8WfhP4v0Tx98N/iBoNj4m8G+MfDl4t9o2v6HqMYltb6znAVhn5ori2njhu7K6ins7yC3u4JoY/l34u/wDBRv8AY7+A/wAV9Z+C/wAWPijrfhHxn4Xtvh/eeM9Rl+D/AMbtW+GPw+tfireXlh8O5/iV8b9A+HGq/BX4bR+LbvT72DST47+IHh7zWt5Gk8pMManCdOvHC1IShiZ1/qsMPOLjXlibyX1eNFpVJV7xkvZKLqXjJct0yIyjOjLEQlGdCFFYiVeLUqMaD5bV5VFeCovnhao5KD54+97yv8v/APC0v+C6f/Rnn/BNj/xNX4/f/QjUf8LS/wCC6f8A0Z5/wTY/8TV+P3/0I1fXd7+3t+y9Z/FrxT8FIvGXjTWfG3ge91bR/GN/4U+Bnx68ZfDTwx4n0PwY3xC1TwPrnxs8J/DLWvgxpvxFtvByrrf/AAri68fR+Opop7S1t/D0t/e2drPvw/tr/stzj9lQxfGDQj/w27byXX7LW7TfEkZ+LcEXgQ/EqR9LWTREOg7PBmzUyni8eHn+1T2uhbf+Egu7XS5pp/vownS/ewqSwcac6fvxnLMfbLL4wlG6lLHPD4j6motvFewrew5/ZT5am1TlKNR+zlCli684z92UKGAhGpjq0lKzjSwUJwni6jtDDwnGVZwUk38S/wDC0v8Agun/ANGef8E2P/E1fj9/9CNR/wALS/4Lp/8ARnn/AATY/wDE1fj9/wDQjV9WfEn/AIKFfsl/Ci41yx8V/EPxPe6r4e+N7fs4X+geAPgr8dfi34ln+NcXwwh+M954F0Twz8Kfhr408QeJrzSvhlOPFeuar4c03VfD+g2sN5Zazq1jqthfWFvv+Ff26v2TvG/gDwt8TfCnxk0XWvB/i/4zeG/2d9NubXRfFq63pvxw8W61b+HtD+F/jLwfP4fi8Y/DzxfPqt5Zw3ul+PtB8NSaNb3lnqGtHT9Oure7kKX7/wBn7H997V4CNL2X7z2ks0+pPLI0+S/O8xWZZd9QUbvF/X8F9X9p9aoe0Kn7nm9t+65IYupP2nuctPAfXfr05c1uWGC/s3MfrcnaOG+oY32zh9Vr+z+NP+Fpf8F0/wDozz/gmx/4mr8fv/oRqP8AhaX/AAXT/wCjPP8Agmx/4mr8fv8A6Eavtv4/ftnfs6/sy674W8I/Ffxj4iHjrxrpmr694X+G3wy+FPxe+PPxS1bw14fltrfXfFsXwv8AgR4D+JPxAg8G6Lc3lra6r4wvPDdv4Y0+7uIrW71aK4dYzzurf8FAP2PdH+BXgX9pJ/jdoWsfCP4n65D4U+G2reEND8YeOfFfxA8aSXOo2UvgHwX8LfBfhzXvip4n+ImnXmja1a638PtF8FXvjTQLjQ9ch1vQtPk0bU1tJU4ypurGUZUo1qeHlUTTpxxFWs8NSoOafKq1TERlQp0m+edaLpRi5pxKcZKcabjJVJ051YwaanKlTpOvUqxj8TpwoJ1pzScY0k6kmoK58jf8LS/4Lp/9Gef8E2P/ABNX4/f/AEI1H/C0v+C6f/Rnn/BNj/xNX4/f/QjV9ceDv2//ANkjxx/ZC6Z8V30O41fwF8YPic1h8RvAHxP+Emq+HvBPwB1LwhpXxi1fx5pHxT8F+DdT+G8/gO78e+Ejq+i/EC08M69JZazHqen6ZeabbX13a/RPws+Jvgz40fDnwX8WPh1qGoav4D+Ifh3TfFng/V9U8N+JvCN5q3h3WIFu9J1VvDvjLR9A8Tadb6lZyRXtkuq6PYzXNlPb3kUTW1xBLJpyTcedRk4KNKbnyvlUK9XGUKM+a1uWtXy7MKNKV7VKuBxlODc8LXUM+aN1HmjdyqwSurudCOHnXglvzUYYvCTqx3pxxWHlNJVqbl+X3/C0v+C6f/Rnn/BNj/xNX4/f/QjV4t/wSM1b9oDWv20P+Czt/wDtLeCfhd4A+K8/7Rv7KL+KvDfwg8deI/iJ4I03Ul/Yq+EdtYwaL4o8UeDPAmr6naTeDrfwfqlzcXfh3TpYdf1TXtJjglstJstT1P8AeivyA/YH/wCUi/8AwW//AOzm/wBkb/1gL9nypKP1/ooooAKKKKACiiigAooooAKKKKACiiigAr8f/wDgkr/yNH/BWj/tMB+0x/6p79myv2Ar8ZP+CUniXw5pXi7/AIKz22p+INE064b/AIK+/tMSLBf6rYWcxj/4VF+zfF5giuJ43KebFLHuC7fMjkTO5GAAP2borl/+E38F/wDQ3+F//B/pP/yXR/wm/gv/AKG/wv8A+D/Sf/kugDqKK5f/AITfwX/0N/hf/wAH+k//ACXR/wAJv4L/AOhv8L/+D/Sf/kugD4W/4KvfCz4i/GT9gH9oHwR8KfCup+PfG62XgHxlp3gDRESfWfH2n/DT4p+B/iR4k8D6RaSSRJqOreLPDXhTV9C0zSmcf2tfX1vpgybsA/lT+0fpXxI/ap+JP7XH7THwH+CP7WXhe48Tfs7/ALGH7OH7Leva18GPjJ+z38Rrn9r7wb8eviv8UdB+JmqeE/iX4E8O+NPDHwV+At5468LD4tfEXxz4Sg+Hes+Fj8QPCWnXfia3M1rdf0f/APCb+C/+hv8AC/8A4P8ASf8A5Lo/4TfwX/0N/hf/AMH+k/8AyXWcaaVanWc6kXQxDxeGlRnKjXw+Ir4OpleNrUsQnKUKs8srThgKlNQnlmYxo5rQlOvTdOekqjdCpQUYONdU4YiNWCrUa9PDY7L81wlGrQlaEqMcwy2h9cpScoY/L6uKwFVQ9rSr0PwU0a0/awT/AIJm/wDDOdj8P/j3pf7bf7Tf7RXi39mr9o/4p6t4V8Zalp/hDxd8TfGer/8ADRH7Wfhzxc2h2mg6f8ArD4P2ut6z+zv4h002HhPTRP8AC/4X2Uy+KtPvNOT5n/4KTfs2atonxW8VfDb4Y+BP2m/hB8PfAP7AXwx+B3wE0j9mb9nX4/8Ax3+HH7ccfhnxH4subf8AZL/al1P4N6VrGh+A/hV4NttJ0rwzbW+rax8FPGV5oHxh8f68PjPH4Fh8ReG5v6g/+E38F/8AQ3+F/wDwf6T/APJdH/Cb+C/+hv8AC/8A4P8ASf8A5LqqkfaSjUTWHrPEUqtSrhKdKioUMPw/WyLCYLCYaUKuBpYPLf7QzvFZXhsVhcfh8LTznF5dWo4rARp0kqU/ZJwtKtSjCr7OGIqVas3iK/EOFz7FYvE4lThi62JxzyzJcLj68K+HxFWpldPMsPXwuZVZ4hfzEfG3wX8eI/h1/wAFVv2YfEf7LPxof42f8FFtN/Z91j9n9vhz8IviB4++CmlXXiz9mD4I/A/xR4U8S/Hvwx4Z1T4R/CjTP2afH3gPxRqmpt8T/F/g1pPC8ema74Rg1ubVbe3b791/x1p2kf8ABW34GR2Xwu/aUfw/4W/ZI+N/wE8VfE/SP2OP2qrr4Qw/GD4kfFf9nPxP4aiuvjPp3wWl+FN3pesaL4R8RapqfxGj8ZT+A9Ek0m5tPE3ivStREdq/69f8Jv4L/wChv8L/APg/0n/5Lo/4TfwX/wBDf4X/APB/pP8A8l1rKUZ4rBYmdOKWDw+JwKo0ZVYRll9ThvHcJ4TDRq1J160KmEyjMsZKWJnUrVcVmP1bF1v3VCWFrc/srYCeAU242ozp1akablDFLN8mzzF15U6UKNKUcVmGQ5eoUIQpU8Hg5YzC4bleJhWofzafssfDz4t6p4W/4Jbfseal8Bvjv4Q+LP7C37YXxY+K37RnxB8X/Bn4j+EPg/pvgjwp4Z/ae8M6f4v8G/HXxD4Z0/4X/FqX4+ap8WPCN9oOlfDHxf4t1yWz1jxFe+LNP0RdA1Qw/wBOdcv/AMJv4L/6G/wv/wCD/Sf/AJLo/wCE38F/9Df4X/8AB/pP/wAl0KcvYunKznWxlbMsXUSUY1swxODy7AV61Kml/s9CeGyrBKOFU6kKdWNapCSVbkhpUSqYl4jVKGEp5fh4XbdLBUcwzTMqVOpN61qsMTnGNi67UHOgsPCcJVadStW6iiuX/wCE38F/9Df4X/8AB/pP/wAl0f8ACb+C/wDob/C//g/0n/5LqBnUUVy//Cb+C/8Aob/C/wD4P9J/+S6P+E38F/8AQ3+F/wDwf6T/APJdAH5T/wDBNz/k8L/gtR/2fx8Pf/WJv2Ya+8v2u/jX4t/Z2/Zs+L/xl8AfCbx78c/Hfgjwlc3vgr4UfDXwh4q8d+LfGfi2/uLbR/DunW/hjwPo/iDxbfaRBq+oWmoeKLjQNE1XUtL8L2esarb6fdvZCB/zs/4JxeLfClv+19/wWgln8TeHoIrv9vP4fz2kk2tabHHdQr+xX+zLC01u73KrNEs0UkRkjLIJI3QncjAfrz/wm/gv/ob/AAv/AOD/AEn/AOS6xxFOVajVpQqSoyqQlD2sOZTgpK0pQcZQlGai3yTjJOErTWqsa0KkaValVnTjWhTqQnKlP4KsYyUnTlo/dmlyy0ejZ+Nn7NPin4QfC/8AYb+Nf2vwv+1x8TPjLrZ1z4gftFePPE//AATn/b08H/EH4vftLfHLR9ctLzxR4B+G/jf9mfRPiH4t8LaHeWMPgvQW8BeG9f0X4O/DbRfBWk+LdQ8OadLptzf/ACx8GJ/GvgP4W/8ABE39pXXf2ff2o9a8BfsZ/s/+Of2cP2kPAI/ZZ/aBsvjZ8HPiN45+AHwh8K2PxO039n/xF8OdH+MXxF8KeFtX8G+IfAOs+LfhP4H8bW66f4zv9Q0KXWNJstdltP6Ov+E38F/9Df4X/wDB/pP/AMl0f8Jv4L/6G/wv/wCD/Sf/AJLrpjN08RjsRRjTpPFPI1QoRhbCYOhkeCzrLaGDpYeDhH6pLL+Is0wVGlB0ngaNPKXgp0auW+0xODgp08DTqyqVXhY577avOalicZXz+pl2IxeLrVXCzxKxmU4PGOU6dWniMRVzF4qlWp41U6H4PeIfBHxL+P3hv/gtX+054M+Cvxm8IeB/2kf2MNB+BPwJ8FePvhX40+Hnxe+Nfij4RfBX482ur/EC1+CPirRtJ+Kuhp4l1X4oaB8PPA+meMvB+heM/E0PhIXNtoMemXGitd9X8V/gJ+0540+Lv/BHyP4Q6/4w+BWr/Dr9lr4/eH/iR8WJvgmfiXY/C+71f4P/ALPulQeFvE+k+JX03w14T8VeIb/SNU0/QD4tleRdU0XUYI9C1Z7S8tI/22/4TfwX/wBDf4X/APB/pP8A8l0f8Jv4L/6G/wAL/wDg/wBJ/wDkus6cKVJ4tRjUdPF08nhKM6slO+UYPivDe0nUpKlzvGVOLMZiMRSjCnh4+wp4alRhhZOjGqkp1amFrTdP2uGlm7vGkvZzjmlHhnCwhGlUdWNP6nhOF8FRpTTlVqTqVcVVm8U3Wl5T+y3+zn4J/ZK+APw0/Z4+Hl/4g1fwr8NNFudOttd8WXlpfeJ/Eeq6tq+o+JPE3ifxBc6dY6Xph1jxN4n1nWNe1CLStL0zSba61GW20rTbDT4ba0h/JP4n/sLfFj9rD9uj/gop4N8W/ET4hfB/9kr40/CP9irwh8RrDQ/hTpcsv7RGg+HtI+LT+MPBPgv4y+Lbe80/wxa6ZBcR+HPHreDtE1jxHZ2Hiu3SHVfC+pSadet73+1P/wAEl/8AglT+2p8X9V+PH7Snwyt/iB8VNa0nQ9D1LxJYftSftC/Dy2n0vw3YJpujWyeGPhj8b/BnhK2NpZRrE9xaaFBdXbAz3s1zOzSn72+Cfg/4B/s7fCfwF8D/AIP6h4f8LfDH4Y+HrPwp4J8PXfxB1HxZc6RoNhv+yWU3iTxn4k8Q+KtZeLzHze67rep38gIEt04VcWpOs5YrFKKxkcXKrChTp06uCq05vEqU68ZRoUmuV0G8vlga2Dk6tWDny4Wi8QJyw9qGFlU9hLDUoyxM6lSnjqNelUwdePsJqVarzKrSrJZhHGUcYvZ0qygqmIqLD/kJJH4j+FP/AAUA0ay/Yj0D9sDQ4fjJ+0r9l/bp/Z9+KH7NnxUtv2NNT8Bx+DrzQfFP7Vnw3+P/AI18A6d8PfCfjy7s/C/hI6XZ/Cn4z+IrP4u3hg03xH8LovEEGsaxpv58N+yL+07ZWfx4gg+BvxWml/4I7Xv9q/sBTHwV4hdvjpp95+19J+1ZdaR8FSti/wDwnUq/szfD74Y/s7SxeFzqEj63rGteEti3ge1P9af/AAm/gv8A6G/wv/4P9J/+S6P+E38F/wDQ3+F//B/pP/yXWVBVcN9QrUqr+u5XTqVMtxVSKqRwOYQoYHC5XiqFGTtLDZFhqGYxyjL8VUxNLBTzzMI0akMJSy3CYGqio1Y4qg6MaeDxtTBxxmHofuZYrBUa+Pr47CVqsFbmzl4yhQzbEUqVGWNw2W4ONeFTEzxmKxX88lj4J+IfwZ+Ev/BLz9or4mfBr493XibxJ+3r8c/2zf2ovD/w6+APxn+NHxN+GF7+018Bv2qrvSNO8a/C/wCDngTx38SLBvAr/EL4bfCDUj/wi8sPh+90yxstUksYYXeLivi54K+LGt+LfjT+3Cn7OX7RHhb4TfEz/gpJ/wAE0viT4e+Glj8C/iX4t+PWp/DH9lyK08PfFD9oXX/2dfhz4Y8WfF3QY/ETXMdlbeH9T8Gx/EJvCvgPR9W17w5pqX1hbD+lD/hN/Bf/AEN/hf8A8H+k/wDyXR/wm/gv/ob/AAv/AOD/AEn/AOS61i1SxFCvQhGnDA5rk+Y5XhpOc6GCo5Jj+F8bgsBJqUK9ehRp8KYHAUo+2pUYYOtW5sPUxVLA4nCRPmrRrKvJzqY3JczyfMq8VGFTFvNv9aamMxsE4zpYfEVsVxZj8XUap1G61DDRhOnQni6OK/FXTfjzYfDP9vj4h/treIvgV+2D4k/Z6/aV/ZP+D/wi+HfjnQ/2Jf2sdc+JHww8ffAX4qfGu+8ZfDfx9+z7b/Bx/wBov4eaR8Sk+IvhnxL4P8X658K9O8C+KLnRZg/iBNukT3fyZ8NPhL8cvgN8Wv2eP2/PiH+zb8bpvgzq/wC2L/wUe+Mfib4JeEPhtrvxK+Of7O/gv9sPT/Auk/B34ra38C/h1aeKfG97rTWvw78QXnxH8LeBNF8SeN/AkXxt1OPU9Fe4sfE0Fr/S7/wm/gv/AKG/wv8A+D/Sf/kuj/hN/Bf/AEN/hf8A8H+k/wDyXU0F9VqU6+H0r4fDZll9CVb95T/s7Oc5hneZ4evRh7KnUrVsTCFChiqKw0sNh6cK0ac8z9rmVV1/9pdX2+sMRicDjq8aXuS+uZXw5V4Wy6rQnP2vJTpZZVdWvQrRxMMTj7zfs8A/7OX83f8AwUH+E3xj/wCCiXx8/Zg+Kv7P3wd+NVt4P+G37PX7T/iV/A/7Q3wb+JHwV+HX7RV54B+P37G3jrQ/2ePjTpHjvQPD3jHwP4L/AGhdP8HeI4PCml+PNO8H6zq974WXXNc8J694B0rxFoutf0M/BH4kxfGH4R/Dz4mxeBfH3wwPjTwtpmtXHw5+KXhDVvAXxC8C300Ij1Dwp4s8J63aWV9pWraFfRXGmzbIX02/S3j1LRbvUNGvLC/uer/4TfwX/wBDf4X/APB/pP8A8l0f8Jv4L/6G/wAL/wDg/wBJ/wDkuqoOOGwEMupKTw9PE4vGU5VZKdZYrH4/MMbjq0pxjTT+tLFYOjKioRw1D+zY1sHQw1XHZi8TNXmrYn63UcVV9jDDtU4uFN4ejh8HQw1PklKo08M8NiJxqxkq9f67OnjKmJp4TLo4TqK/ID9gf/lIv/wW/wD+zm/2Rv8A1gL9nyv1X/4TfwX/ANDf4X/8H+k//Jdfk7/wT6v7HUv+CiH/AAW8utOvbS/tZf2mv2R2iubK5huoJFX9gb4AQs0c0DyRuBLDLESrECSKRD8yMBJR+xVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfzM/sK/8ABM39gD9qv4u/8FXfiP8AtHfsj/BD4z+O9P8A+Csn7S/hmy8VePvBljrus2ugD4e/AvxSNIhvLj50sR4i8VeI9Z8kfL9v1m/n+9O1f0zV+P8A/wAElf8AkaP+CtH/AGmA/aY/9U9+zZQB1H/DjX/gkF/0js/ZZ/8ADZaTR/w41/4JBf8ASOz9ln/w2Wk1+rFFAH5T/wDDjX/gkF/0js/ZZ/8ADZaTR/w41/4JBf8ASOz9ln/w2Wk1+rFFAH5T/wDDjX/gkF/0js/ZZ/8ADZaTR/w41/4JBf8ASOz9ln/w2Wk179/wUX/aF8b/ALLf7Gvxm+M3wzh0V/iPo9r4O8J+AbnxJZSal4d0jxl8UfiF4T+FvhvxHrumxXNm+paR4Y1bxla+Ib/TftdsuoW+mPZSXEMc7SL8I3P7X37QP7DPxo/ab+Fvx68dfEP9tr4Y/Bz9nb9nH9qy8+JF94L+EXgX4u/Dv4c+P/if8TfhZ8eru90H4MfDz4d+CfG3hD4YWfgCD4s6Fo9p4StPHS+Ek8WaRd+JfF+p6dpcs8QqQlVVKU4UeadWjSq1pKFCpXw+Cq5njKTrXcMNHA5XRnmOMxOOeFwVHCe/9ac4zhGpQmqLrQhKsoOkqtOjFzr044jHYHLcJJUbKeIljMwzDD4PDUMGsRiqlbmToRjySn7h/wAONf8AgkF/0js/ZZ/8NlpNH/DjX/gkF/0js/ZZ/wDDZaTXm3x8/ae8T/Fv9ibxV/wUB+Hf7Sv7Rf7HnwT+H/h34n+J/h/p3w58Efsu+N9Y/ah8GWepQaR8H/GlppX7QH7P3xg1bw1L8ZNZtra2+Efh/R7nSb7W9F8aeHNT1yzkvdWs7LTPzs/as/bQ/wCChX7J/hf4NfD74z/tN+N9K+N0X7Bvgn4n3XiH4Q/CD9lzxJ4U1j9rjWfHl9oPiw/tyyeK/hxqNh+zt+yfoEmr+DfD2m/FrwnafA7wrq1to/xMuW+I9t4v0vRPDc9RcnVWHqU6mHxEsThcMsPiIOnW58Xl+dZlT/d+9L2lOhkdalisFb+0cFjMblmDxeCo4nFqnA5YygqtOrSrUJU69SOIozU6ElhsxybLK3LUXuypRrZ5ha9PGK+AxOBoY3HYXF18NhpVJfq5/wAONf8AgkF/0js/ZZ/8NlpNH/DjX/gkF/0js/ZZ/wDDZaTXxl+0T+2B+2P/AGF/wUd/aP8Ahp8fNO8A+Ev+CaJ+FNhpXwM8MfD/AOF3i34bftG6pY/A/wCF37QnxovPiV4v8Y+EPEXxTttB8WaN8Sz4I+Fkvwi8dfDGbQho9v4l1e48VS3sthH9z6J8W/2mLL/gp/4P+Evi74peF9T/AGePip+yB8YfjF4M+Efh74babod74S1fwD8TPgD4Y0XWfFXxC1PUde8WeLfFN7afELxWl9FpMvg3wXa2E2lWaeEbzVtNl8R32lOm6mIwWGTUamPoYnF4dyd4PCUuH8ZxNhMTKcFNKGa5Tl+LrYCCvXjUpeyzClgJSjfGVVQwksa4z9jF4eFrWqOtUzbKclxlD2cnFxqZVmGd5dRx7nyUmqzlgamN5JJYv/DjX/gkF/0js/ZZ/wDDZaTR/wAONf8AgkF/0js/ZZ/8NlpNY2ieNv2oPAX/AAUx+GnwGg/aj139o/4eeOPhN8bfi3+0N8LNd+FPwa8LeHf2YfC8Or6JYfs76j4M8UfDzwXoHj6yuPG+vzeIPB9r4f8Aiz46+JeqeMtM8M+KfFmlyaTHoVwsX641EPfw2ExS0ji6eInGD+OlLC4/GZbXpVGr0pVKeJwNeLlQq16Wij7X2kalOnpP3K+IoPWWHnSi5LRTjXwuHxlGrGEuWtCFXD4qjUpqvSo1ZU5xqqm6NSlUqflP/wAONf8AgkF/0js/ZZ/8NlpNH/DjX/gkF/0js/ZZ/wDDZaTX6sUUAflP/wAONf8AgkF/0js/ZZ/8NlpNH/DjX/gkF/0js/ZZ/wDDZaTX6sUUAfy0fsG/8Ei/+CZPxB/ah/4Kw+FPG37EH7PHifw38IP2zvBHgf4YaLrHgHTrvT/A3hG//ZL/AGfPGN54e8OQP8un6Xc+KfEmva7LbRfI+pare3B+aY1+n/8Aw41/4JBf9I7P2Wf/AA2Wk1y//BNz/k8L/gtR/wBn8fD3/wBYm/Zhr61/4KJ/Fzx58A/2Dv2wfjZ8LdaXw58SPhT+zn8W/HvgXX20rS9dGi+KvDHgvVtV0TVP7F1uw1TR9VNjf20Fyun6ppuoWF20Yhu7O5gd4XxxNeGFw+IxNRSdPD0ateai4KThRpyqSUXUlCCk1FpOc4Qv8Uoq7XRhMNUxuLwuDpOMauLxFHDU5TclBVK9SNKDm4xnJRUppycYSla9oyej+cv+HGv/AASC/wCkdn7LP/hstJo/4ca/8Egv+kdn7LP/AIbLSa+E/gj/AMFVdZ+DWjftffEj4vfG34m/tJ/s6fBK0/ZZ8D+FPFn7RPwh+Hf7HPx3039qf486zfaLqnwd8V+G9f8Ah3+zJpXh74U21jrvw08XW3xk+JHwm8BaDpei6x4mvLHxH450zw/dXcHuqf8ABcL4XX3wzl8S6J4D8A6z4zsP2m9C/Zd1y/sP2ofhPf8A7LOieKvFPwpuPjB4V8Wah+2Fo1vq/wAPrXwh4o0OGLwXof23w7Z+JZvi9dW/w7vvD2n3EsWqy9U6bjKcIv2sqX1WNRU4VW4VMbi8vweFpcsqcZSqYirm2VVKMaamquDzPLsxpOeX43DYqpw0K8a9KnWUZU4VqVWvTdXkjzUMPl9bMsTW0nLlp4ahhcbRxMpuPsMwwGPyypy5hg8Rhoe7/wDDjX/gkF/0js/ZZ/8ADZaTR/w41/4JBf8ASOz9ln/w2Wk15Z+1D/wWw+CH7LHxG134ceNfDfhIa38K/hj8K/il8e9H1z9oz4JeCPGvhjTvipa3Gp2XhX4JeBPEviCDW/2lvG/hvQbK58Sa/pfgQ6ZpE2k3OhW3hzX9e8Sa7Z+Hl6rxt/wVU8ReF9a/bG1rSP2RPH/iX4B/sOeL9L8J/Gj46J8SPBOmW12brwt8JPiHr2qeCPh9JbXfi7XrLwP8NfiddeM/GEl7Ho1tZW/h+DTtMu9XvNWvf+EeiC9pOVODg3Tjj6lWTnCNKlSyzGYPL8ZXrV5SVGjh6eMx+DoU8RUqRoYmVeLwtStBSlHaV4qi3GV8TPBU8NBQlKriamYYaWMwtLD0Yp1a9V4aEq1elShOphIJPFxoXSfU/wDDjX/gkF/0js/ZZ/8ADZaTR/w41/4JBf8ASOz9ln/w2Wk1xv7Qn/BZD4K/A34j+KPhfHoXhm+1Wz+Kvh34M+CfHXxH+N/w3+BnwW8VeNz8FrP49fEo6x8VvH86aJ4U0L4Y+B/Evw7068uobbxLrnifxt8QdF8L6D4ckaz1W/tMrRf+Cudr8cvAfw0n/ZT/AGdPHPxy+IPxD+Dvxp+MPi7wx4f+Jvwm0Oy+F/gv4J/Eq++CPi3UdK+IGo+IbjwL8T9Z1n4n6fqun/CiDwprEfhvx9o+j3PiW58V+GdKltZJ+XEYmOHwuIxSp1Kqw9GddUorlqVqcMnq5/7SiqnIpYZ5RRqY6eNv9So4aLq18RTim1rTpc88PFzpwhiZU406znGVFSqY7+zYU5VIOUY4mpjk8LSwbf1uvWTp0KFSdk/R/wDhxr/wSC/6R2fss/8AhstJo/4ca/8ABIL/AKR2fss/+Gy0mveP+CZ/xD8a/Fv/AIJ5/sUfFD4keIdV8WeP/iD+zD8F/F/jPxPrsqTa1r/iXX/Aei6lrGrarNGBHLqF9fXE1xdyIArzu7Dg19wV6eOws8DjcZgakozqYPFYjC1Jwu4Snh6s6MpQbSbjKUG43Sdmro48NXjisNh8TBSjDEUKVeCkrSUa1ONSKkukkpJNdGflP/w41/4JBf8ASOz9ln/w2Wk0f8ONf+CQX/SOz9ln/wANlpNfqxRXKbn5T/8ADjX/AIJBf9I7P2Wf/DZaTR/w41/4JBf9I7P2Wf8Aw2Wk1+rFFAH5T/8ADjX/AIJBf9I7P2Wf/DZaTR/w41/4JBf9I7P2Wf8Aw2Wk1+rFFAH5T/8ADjX/AIJBf9I7P2Wf/DZaTXz1/wAEmPgD8Fv2bP21/wDgtB8KfgL8M/CXwn+HHhb9o79lDTvDvgzwVpUOjaBo1je/sTfB/wAYXdpYWMH7uCG48UeL/E+uyovDajrmo3H3rhq/d2vyA/YH/wCUi/8AwW//AOzm/wBkb/1gL9nygD9f6KKKACiiigAooooAKKKKACiiigAooooAK/H/AP4JK/8AI0f8FaP+0wH7TH/qnv2bK/YCv5fv2Jfjr/wUL+H3xj/4Kt6J+zV/wT/+GP7R/gGb/grB+0vfX3jvxZ+29ovwD1Ky8Q/8ID8D9POgR+DL/wCAHxHmvLUeG9P8NeIv7bGuwIbvxHd6D/Z4fQZNR1EA/qBor8fv+Gr/APgsh/0iA+BX/i0zwx/9CBR/w1f/AMFkP+kQHwK/8WmeGP8A6ECgD9gaK/H7/hq//gsh/wBIgPgV/wCLTPDH/wBCBR/w1f8A8FkP+kQHwK/8WmeGP/oQKAP0Y/aK+AXw8/aj+CHxJ/Z/+K1rqd14B+KPhu48Oa82halJo3iDTszQX2l694d1iOOZ9J8R+HNZs9O1/wAP6l5FwtjrGm2V09vcJE0Mnxl/w66+GviHRPihZ/GL4+ftI/HvxT8b2+Dfh74yfET4laz8H9O8U/EX4K/A7XNT8QeFP2cdX0/4XfBn4c+B9K+DOv6jrviKT4kaf4W8H6B4z+Ia+J/EcHiTxpd2uqNbReaf8NX/APBZD/pEB8Cv/Fpnhj/6ECj/AIav/wCCyH/SID4Ff+LTPDH/ANCBSjGMZuoopyk6DfOlON8PUdSm1CfNCLlzSpV2or6zhp1MJifa4WpOjJylKUFTbahF1GlFuDvV9i5PmjaTcamHw2Iotyf1fF4bDYyh7PFYejWh7rp3/BNX4H6Z8Lvhl8C4PF3xZk+B3wh/aisv2ovA3win13wlJ4L0y80DxJqXjvwR8EpIP+EIXVbj4BfDv4jX9r478EeCH1Uato+q+H/DWjP4puvB2i2fhpGftC/8E6vCfx5+JHxS+JGk/tCftEfAq5+P3wh0D4E/tDeGvhBd/Ba58OfGX4ZeGP8AhMYtF0jWf+FvfBb4r674L1W00zx94u0E+JPhXrngTWZtH1y5ElydXttK1fTvDf8Ahq//AILIf9IgPgV/4tM8Mf8A0IFH/DV//BZD/pEB8Cv/ABaZ4Y/+hApThGpTVGrFVqPtp16lGsvbUsRWq5ZhcmrzxdOrzwxjxOWYLC4PFrFqssVSox+sKrNyk6hOdOpKrTlKnVcKdNVKb9nOnClmlfOqCoShyvDvD5ria2Nw0qHs5YatKLoOnGnTjDtfGn/BJT4BeKdd8XQaN8S/j18Ofgz8VtE+Cnh/49fs1eB/Enw/X4O/HfTfgBoOgeEfh5F46vfFfwz8VfF7RPM8FeFfDPgnxr/wrH4q/D8eP/CugaZpXiwamqXMt17BrX7D11rP7X/hb9sU/tZ/tNad4k8GeF9b+Hvh74SadpX7KC/B2y+F3irXfBfifxb8NWivf2W734rXHh/xJr3gDw5qN5rdx8VpPiBpphubTw5400TT7qS0HzV/w1f/AMFkP+kQHwK/8WmeGP8A6ECj/hq//gsh/wBIgPgV/wCLTPDH/wBCBW3tavt6OKlUnPEUKuKrUq1WTq1FUxuHlg8S5SqubqRqYKdTAqnU56dPAVq+BpRhhcRWo1MfZU1h54WMIww06OFw7o04qlTVLBVKVbDRhGnyqm6VfD4bE89PlnPE4XCYmpKVfC4epT9z/Z2/4J+3P7Nnxe+IPxW8Mftl/tYeNbT4s/ErxR8VPij8OfiTpf7Huu+G/H3iPxFYXOm6dZ+IvHuj/skeHP2hZvDngOwfTdO+HWg2fxts7Lwno2gaL4cs1k8NQ3mj3v6HV+P3/DV//BZD/pEB8Cv/ABaZ4Y/+hAo/4av/AOCyH/SID4Ff+LTPDH/0IFZx92jh6C/hYWhRwtBPWUMPh6UKOHo87vUnChRp06NJTlL2dKEKcLQjGKuXvVq9d/xMTVqV6zXuxnWrValatV9nG1ONStWq1KlWcYxlUnLmm5NK37A0V+P3/DV//BZD/pEB8Cv/ABaZ4Y/+hAo/4av/AOCyH/SID4Ff+LTPDH/0IFAH7A0V+P3/AA1f/wAFkP8ApEB8Cv8AxaZ4Y/8AoQKP+Gr/APgsh/0iA+BX/i0zwx/9CBQAv/BNz/k8L/gtR/2fx8Pf/WJv2Ya/Rn9ov4G+E/2mvgL8Yf2ePHeo+IdI8F/Gz4c+Lfhl4p1TwndadY+J9P0Lxlo13oep3mgXmr6VrmlW2rW9reSSWM+oaNqlnHcKjXFjcxhom/mt/YT/AGjv+CoujftPf8FWNQ8Df8EyPhB438TeJP2yfBOq/FPw3qP/AAUO8P8AhC0+GHjGH9k/9n/TLLwho+vzfsya3H8RbG88KWOgeKZPFNvpvheK0vNeufDh0iaTRX1S/wD04/4av/4LIf8ASID4Ff8Ai0zwx/8AQgVM4RqQnTnFShOMoTi9pRknGUX5NNpmlGrUoVaVejN06tGpCrSqR+KFSnJThNX6xkk15o93+Nn/AATW+BHxy8ZeLfHut+Jvit4Q8TeMPhf8Ffh7e6j4A8ReG9El0/xJ+zf8T/8AhbXwD+NulHUfB2tbPjH8KfFE2pWvh7WNRGpeEr/w7q+oeHvE/gzX9NNtDb6njj9iv4i/Eb4Oav8ACLxl+3l+1Zrh8Tanrf8AwlvjW+8FfsR3WreJvBPiLw0nhfVPhlqfhC6/Y/n+FH/CI/ZxLrVnew/D6Pxpb+JLie8l8WXOkv8A2HXzp/w1f/wWQ/6RAfAr/wAWmeGP/oQKP+Gr/wDgsh/0iA+BX/i0zwx/9CBSqU4VqFfC1oxq4bE1K9XEYeqvaUK1XF4n61i6lSlO9OVTGVOWljJuPNi8HCll+IdTA0qeGjFBvDVMPVw/7irhKeGo4arS9yrRpYLB08DgqcKsbT5MHh6UPqkXJrC108XQVPFylXfrXhb/AIJoeCvhLrPhrVv2a/2if2kf2ZotO+DnwW+BfjXSfhxffBLxfp/xW8D/ALP2hXPhf4YXvjNvjt8Efi/f6f430Xwxd3Hhq58aeBL3wdq2qaHLHa35mudN0G90f6I8HfskfCnwhB+1fp8h8QeK9F/bK+Iev/EX4v6D4sutJvdJ+2eKPhH4E+C+t+HvDsGn6Lpctp4ZvfCPgDS5Hs9Wn1vUP7U1DV5v7UNnNZ2Fl8O/8NX/APBZD/pEB8Cv/Fpnhj/6ECj/AIav/wCCyH/SID4Ff+LTPDH/ANCBV4n/AGz648V/tEsxoZjhcdOt+8nisLm2MwmYZhhq05XnKhicbgcLiHR5vZ06lFeyjTUpqU0F9WWFWHvQWBq4GvhFSbpxw9fLMHXwGBr01FpKvhsHia2GhWt7R0pqM5S5IcvYeAf+CS3wV+EnwV+A3wu+Evxk/aH8BeP/ANnD4g/ED4m/Df8AaZt/EHwy8U/HifxR8UtO1bQfH0fji48d/CnxR8L/AB1oXifwpqNl4Q1DRdf+GM8MOg+GfCZ0yXTta8P6frMXoXxB/wCCetn8RNd+HHj29/ax/as8O/GPwZ8L/HPwR8ZfGrwhqXwD0Hx78avhF8Q/Etn4t17wP8RbKH4Ay+ANFhsNcsLW48JeJfhD4I+F/jXwagn/AOEc8S2Fxd3NzL4b/wANX/8ABZD/AKRAfAr/AMWmeGP/AKECj/hq/wD4LIf9IgPgV/4tM8Mf/QgUYj/a5VJ4pvESqSnKUqzdR8tXL6mU1qMOa/s8LicrrVsuxWEp8uFxWCq1MNiKNWlOUG6aVFKNH9ykmrUf3Scvr/8AasKsuTl5q9HM7ZjhsRK9fC46McVhqlKvGM1+jX7OfwM8Jfsx/AT4Ofs7eAtQ8Rat4J+CHw38H/C7wpqfi69sdS8U3/h/wVolnoGlXfiHUNN03RtPvtYns7GKTULqz0nTree5aSSKzt0YRr7PX4/f8NX/APBZD/pEB8Cv/Fpnhj/6ECj/AIav/wCCyH/SID4Ff+LTPDH/ANCBWtatVxFariK85Va9erUrVqk3eVSrVm51JyfWU5ycm+rbIpU6dGnTo0oRp0qUIU6dOKtGFOEVGEIpbRjFJJdErH7A0V+P3/DV/wDwWQ/6RAfAr/xaZ4Y/+hAo/wCGr/8Agsh/0iA+BX/i0zwx/wDQgVkWfsDRX4/f8NX/APBZD/pEB8Cv/Fpnhj/6ECj/AIav/wCCyH/SID4Ff+LTPDH/ANCBQB+wNFfj9/w1f/wWQ/6RAfAr/wAWmeGP/oQKP+Gr/wDgsh/0iA+BX/i0zwx/9CBQB+wNfkB+wP8A8pF/+C3/AP2c3+yN/wCsBfs+U3/hq/8A4LIf9IgPgV/4tM8Mf/QgV4v/AMEi/GHxu8cftn/8FnPEP7QPwW8P/AT4l6h+0b+ylP4k+G/hn4t2nxr0nw5fxfsVfCPTbOxtPH1l4L8BQa9Hd+FdN8LeKHvI/DenC1vPE954cME0nh2TVNTAP3pooooAKKKKACiiigAooooAKKKKACiiigAr8f8A/gkr/wAjR/wVo/7TAftMf+qe/Zsr9gK/H/8A4JK/8jR/wVo/7TAftMf+qe/ZsoA/YCiiigAooooAp6jqOn6Rp99q2rX1npelaXZ3Ooalqeo3UFlp+nafZQvc3l9fXly8VtaWdpbxyT3NzcSRwwQxvLK6IjMPL/g7+0B8Bv2iNB1HxV+z/wDGz4R/HPwxo+rzaBq/iP4O/Ejwb8TdB0rXbaOOa40XUdY8Fazren2OrwQyxSzabc3EV5FHLG7wqrqT8Sf8FkdI8R63/wAE1v2obLw7pOsa/DF4d8Gap420LQbO81HVNa+EmifE/wAE6z8Z9Lh06wjmvdRt774T2HjKDUdPtoZpb7THvLRYZvOMT/kx8bvj54J8R/G79tv9qT/gn/8AGrTJPD9r+y/+wL8LPhD48/Z2m0Pxf8Ofjz+2/oPxt+MWq/Cn9mu3/sG+i8KfES58QeAfE3g34afFXQLPUVuvAXw88aWlxrV54cl8OW82m50qiliPZTjUlCVRUX9XpzrV8LfDVsTSxVbD0o1K2Ip5liKUMjyfC4eCxWYZ5Wjg6HPV9nRraVKbjhvbRlThNSXKsRUjQo4lPHZXgqlOlXm406X9n0cxq5xmuJqylRwOV4OVetCNKdXE4X+hz42/tafsq/s0XPh+y/aO/aZ/Z9/Z/vPFkF/deFbT42/Gb4c/Cq58TW2lSWsWqXPh+Dx34k0GXWYNNlvbKK/m05LmOzku7VLho2uIg+Hq/wC23+xh4f0j4aeINe/a6/Zh0TQfjRD9p+Dut6v8fPhVpukfFi3+3Lpn2j4aaleeLIbLx3D/AGk6af5vhebVY/tzrabvtDCM/jmP2qPiZ4k/4JlR3Oo+IZ/F/wDwUM/ag/aF8Y/skaf4N8Y6RYy3P7N37W3xR8aar4b8YfDnw54fdtQOifDr9k34f6drHxB0m9S5uE8Y+AvANn8Rbq9upPGwuJfgr/got8Pfhn+zJ418f/s1fCv4w/Cf9mPwX8Nf+CWXwp+A/jLwR+0HrfhnS9Y/b++Dul+MvH09r8D/ANlW+1/w3qep+EvjSkcHjjRPGXxR8IW3xR1i98bfGPwZZ3HwauddtNC8d6W+b2LX1h0pQePpYWOJw9X22EquPDmYcSY6lSqYaOLnWhhMLPht08wwFPMIZjg86lj8qwOYSw8cFVcIKs/3SrRkqE6lTD1qap4qgpcS5bw3hK9aliamEVF4rEzz2KwWKlhZYPHZLPL84xuVRlVxtD+rbxp+0l+zt8NviF4K+EfxE+PnwW8BfFb4lGBfh18MfGnxT8DeFviF4/N1dPY2o8FeC9c12x8SeKjc30clnANC02/M11G9vHumRkHaf8LK+HX/AAsEfCX/AIT7wV/wtQ+FpfHA+Gf/AAlWhf8ACwT4Kh1G30ebxgPBn2//AISM+FotWu7TS5fEA03+yY9Rurexe7FzNHE38l/7Q/jr4XP8Of8AgsH8GfiHo0XgT9rb9q/RP2Q7/wDYn+CHjsQD4+eN/Dupfs0fA7QvgB4Y+EmgXrt4o8Yah8FP2hNM8fDxZN4RTUI/h74xsfEXiXxJNpAmm1Kb9DW+Kf7GHwz/AOC3Xwq8P6H8U/2ZPDPxv8ZfsffHnwd8YNI0z4i/C/SviX4w/aD8S/Ff9lVvB/g3xxaDW4vEup/FDxD4Y0Kc+DPCutpJ4ivPDelSHQNObSbB/K6I07Y3LsHU539dpZpUlOlCNarTr4PhbHcQQypYfDzxEZZll+MwlLJs6hRxGIdHH4vB4fD0Z1MXD2fG63/CbUzCKgnClltSVFymoU6WKzrI8snjp1q1PD1PqWYYbNsRmWSOrhcPKvgcsx2JxEqaw8qUv2+n+KHwztfiNYfB65+IngW3+LeqeFbvx1pnwtn8W6BF8RtR8EWGox6RfeMrDwRJqC+JrvwrZatLFpd34ht9Mk0i31GSOymvEuXWI91X8vf7P3/DROlf8Fcv2afid+0b+xv8ePAHx8+Pnw2/btuvH/ivWvHH7I/ifwR4d+G1j4k/Ze0n4V+FfA178P8A9p7xn4nl+FPwP8HaRpNhri6j4W0Pxp4n+IvxL1/xtoHw/wBQj8Q+Lv8AhFv6hKilFzy7LMbJpVMbSxsq9FSjL6tXwmbZhgJYe8ZPndKGFpwrVo81GeLWKp0ZyjSkobTfLi8bh1rDDVo06VRJuNen7Gn/ALRCa9xwxFRVa9CD5K9PCVMN9ZpU6sncoooqRhRRRQB+P/8AwTc/5PC/4LUf9n8fD3/1ib9mGv1N+IXxH+Hnwj8Ha38RPiv488GfDH4feGYIbrxJ46+IXijQ/Bfg7w/bXN3b2Fvca34n8SX2m6JpMFxf3drZQzX99bxy3dzb2yM000aN+WX/AATc/wCTwv8AgtR/2fx8Pf8A1ib9mGvuz9sH9pb4a/sefsz/ABi/aU+LpR/Afwn8I3PiDU7F5LOFtb1Ga5ttK8NeG4LnUnj0yzuvE3ifUNH0G1v9Umt9K0+41GO91O6tbC3uLiLDFVo4bD1q8pcsaVOU2/ZzrN8qvywo0mqtapN+5TpU71Kk5RhCMpNRe2GoyxGIoUIRc5VqtOlGCqQpcznNRS9rU/d0rt61KnuQXvT91Mu/Dn9rz9k74w+GPHHjb4SftP8A7PHxS8GfDK1hv/iT4u+HPxq+G3jfwx8PbG4tb6+t7zxxr3hnxLqeleE7Wey0vU7yG4167sIZbXTr64R2itLh4+x8R/Hj4HeD/hZbfHPxb8ZfhT4W+Cd5o2j+IrT4xeI/iJ4Q0T4WXXh/xDFbz6Brtt8QdT1i18JT6NrkN3aTaPqcWrtZalFdW8llPMk0Zb8LvgZ4i/4J5a9+wp+0/wDFn4+/tT/sD/tBfE74oapp/wAbP2uvF2l/Hj4E/EX4RfDr41+JNB1i2/Z4+EUWpx+LNU8N6N4f+E1poFt4A+BOna3LBdeI9c8Jaz4x0S0n8T6rqs6/N3wh+Nf7Os3wS/4N/wD46/E74k/C/wAUfsb/AAH+Buv+APi/8RJPE3hzxX8F/gR+10P2avhPovwhuPjjrlldan4V+G3iDwvbt8T/AArYar4+n0dfBHjHxTpMF9c6NqmqafI/UqblXzDCzlTw9bL6vClGtP2kMXhqVXO8BnlfMIfWKU6UMROnj8pw+V5QqLVDMK+bZPN4qEMzpujg5JQy6tCNStRzClxRWpXhPC1alPJKmVvA1PZVYTq4ejisHj62Lxk61N4jB08Fj1LBc+ArQqf0Fax+3j+w54e+HXhb4v6/+2Z+yjofwl8c6pqGh+CvijrH7RHwh0z4d+MNa0mIT6ro/hbxte+MIPDXiDVNMhZZtQ0/SdTu7uyiYSXMMSkGsEf8FG/+Cep8L6f44H7eH7GZ8F6t4iv/AAfpXi8ftQfBH/hF9T8W6VYaZquqeF9P8Qf8Jx/ZN74i03TNa0fUr/RLa7k1OzsNW0y8uLaO3v7WSX8ZNdufhh8WvCX/AAX2/aC/Zzi8NeI/2UfiL+x9p2neF/iF4M0+0l+FHxX/AGi/A37Pfx3tvjV8R/hhrVjbjw540W38Oav8JvB/ib4ieFJ7/S9d8ReGp9P/ALY1G+0G8aDuvi94c+Kt98YP+CKWi/ALw78D77xprH7IH7S9vcWPxzsvET/DV9Kvvgd+zZBrV5q+leDdPutU1y/WExm30qVtPtdUAltrzVrFGWYZU/a1HmCjQmqmGocPVqFBySnUed5dxVj+WdWapw9g1wnVeFxrjShUwWb4THVqFL6lWw2LqfJCrgKbqwlTxNTP6dXER/hr+xocOS/dQTnJVoVOJqeExmFk5zpZhk+OwlKpUWKo18N/Q5pGr6T4g0rTdd0HVNO1vRNZsLTVNH1nSL221LStV0y/gjurHUdN1CzlmtL6wvbaWK4tLu1mlt7mCSOaGR43Vj5D8Yf2mv2bv2eZPDcPx+/aD+CHwNm8ZXb2HhCL4w/FfwH8M5PFV9FJBFJZ+G4/Gmv6I2uXcctzbRPb6WLqZJLiBGQNLGG4T9iH9mWL9jf9lP4K/s0R+LW8dP8ACnwtNo954pXR08OWGp6nqetap4j1UaB4ZjvtUTwx4UsdT1m707wj4YXU9SHh3wxaaTov9oXv2H7TL+W0vxi/ZV/Zw/4KV/8ABQfW/wDgoD4r+Ffwwuvi/wCBf2dbL9mTxn+0PJoWleD/AIh/s56D8L5NL8ffCf4S634yT+xfEOt6f8bLnxzqvjr4WeGZbnxRrs3ijwzqVz4e1WC406WO8R7OGOlh6NWnKivrtWlVqycPrlPCOPJhsM3FP63iKc3irypNUMvwmY4x0assJHC1pw6qVMK6tSnU9oqeG54wheNGdevQoSq1lefLSpurywgpt1sXPC4N1qMcRLFUf1x1H9rX9lTR/ippvwK1f9pn9n3S/jdrK6O2j/BzUfjP8OLH4qaqviG0i1DQG034e3PiSLxdfLrlhcQXujm10iUanaTRXNl58MiO13x1+1F+zN8L/iH4V+EXxM/aJ+BXw7+LHjprRfBHww8dfFzwB4S+IfjFtQuJLSwXwr4K1/xBp/iTxC17dRS21oNI0y8NzcRyQw75EZR/Lz+134Y8Ta78UP8Ago/420d/hlH+wp4J+P8A/wAEyPG/7RHhXT/hHrOnftAeGPgr4a+EHwQ8Qn4j/An4gX/ieLwv8MrX4a6Na6RrnijwtqXwUufFMPgjSfFK+HPGng7WorKGH7h/ZO+OH7Fnwa+KX7d/wt/bY8T/AAf8K/tQfF79uz4ieMLHwv8AGyx0W+8eftD/AAb8Uax4dT9knVvgzoGvWWoa78ZPAuh/DqDwt4a8Oad8O7HxHaeDfEmg6/Fc2Okail5NLeFh9Yr0qE41aFX2OKxU8NWh7PG14wlwj9VwNDDty5cXiqXE+Kq0a0Z4qNZcP5lTWGp1qeMp5dNeXscNHERlCrCssDThXpPnwlGdbC53WxmMq1vd9phMHVynC0K9Jxw0qMs8yqUsVOnicNPF/vp4c8aeDvGFvrN54S8WeGfFNp4c8Qa54S8Q3XhzXtL1u30HxV4ZumsfEnhnWZ9MurqLS/EHh+9R7PXNGvmg1HSbpWt7+2t5VKDyn4VftWfsu/HbxN4m8FfBD9pL4B/GTxl4LWRvGPhL4VfGH4efELxN4TWK4S0lbxLoPhHxFq+q6Esd3JHayNqlrahLl0gYiVgp/nI8U/HL4f8AiX9h3/gsD+x98LfjT4A1D9sjxT+1Z+37qmj/ALMnhT4l+GE/aX8YeAG+J0viTx3aeC/hTZa0nxG1S98RfCWx8X/2OdI0SSbUIJfNsXdSHr3r4i/Ff9kn9qP41/8ABMrw9/wTB8U/CDxr8VPgV4x8c+I9Vv8A4F2+i3Kfs6fsy/8ADM3xa8Ia14C+M58N2ufhNZeJviNrPws8Pab8KvH6aFrl/wCMdMguYfDn2vw1fXNlxqu/qeX4yNGpjFjuH+Fs3eFwK9riKc+IMn/tHGVmtf8AYcprxrwqOMKlSrhsFmlWc8NVy5UcZ0VaShWzHDupTw8sDm/FuXqti26VGceHMesLgaOicvrmd0501RTcFTxNfBQw9HHxxkvqv7bt+1p+yqvxO174JN+0z+z6vxm8LabqeteJ/hG3xm+HI+J3hzR9FsJNV1nVte8AnxJ/wlWkabpOlwy6lqd/qGk29rYWEUl5dSxW6NIPQNH+Lnwp8Q6t4R0HQPid8Pdc134geCH+JvgLRdH8aeG9T1bxv8N4m0hJPiD4R06y1Ke88SeCI38QaCj+LNGhvdBRtb0hWvwdSsxN/Oz+xj8bf2GNH/4Jp+Df2XvEGtfCfRP27vBf7P3xrtfix8CPGOm6TcftTeGf2qbD4UeP5/j78R/F3g69srv4jaJe+Jtcm8Y6vL8XtWtbLQPEWg+IbNLLxRc2Wt2NrcdJ/wAEKZU+Glvo/wAOf2jrc337Wfxe/ZS/Zt+LHwW+L2oZGg/Ff9iXQ/hV4H0vwJ8MPhNaTB4/Bo/Zs17WZ9A+Lfw9tLq6vtX8WeKrH4z6hd6lD8RoE0P0KFBVMbmuD9tSrxyzCZdiKOOwkvaYPO5Y2HE8qiyifvKrGnRyOObU7TqqrkWCzfMJTpezp06XLiaro4fL8QqVSjLH4jH0auCxSVPGZVHB4nIKMZ5nBO1JVKmbSy6py2lSzzE5dl8YVqSr4t/0iUUUVzmoV+QH7A//ACkX/wCC3/8A2c3+yN/6wF+z5X6/1+QH7A//ACkX/wCC3/8A2c3+yN/6wF+z5QB+v9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfj/wD8Elf+Ro/4K0f9pgP2mP8A1T37NlfsBX8v37En/BLP9gr9rn4x/wDBVv4m/tE/s/ab8SPHOnf8FYf2l/C1lr1146+KXh+SDQR4B+B/iwaeLLwj440DTHUeIfFviHUfPksnut2pNb+f9kt7S3twD+oGivx+/wCHB/8AwSR/6M+0T/w63x6/+epR/wAOD/8Agkj/ANGfaJ/4db49f/PUoA/YGivx+/4cH/8ABJH/AKM+0T/w63x6/wDnqUf8OD/+CSP/AEZ9on/h1vj1/wDPUoA/YGo0hijUIkUaIrtIqIiqod2Z3cKAAHZ3Z2YDLMzMSSST+QX/AA4P/wCCSP8A0Z9on/h1vj1/89Sj/hwf/wAEkf8Aoz7RP/DrfHr/AOepQB+v+xM52LncXztGd5XYXzj7xQlS3XaduccUySCCZoXlhile3kMtu8kaO0EpRozJCzAmKQxu6F0KtsZlztYg/kH/AMOD/wDgkj/0Z9on/h1vj1/89Sj/AIcH/wDBJH/oz7RP/DrfHr/56lH6W/Db7ugH6/GONnSRo0aSMOI5Cql4w+A4RiNyhwqhwpG7aM5wKfX4/f8ADg//AIJI/wDRn2if+HW+PX/z1KP+HB//AASR/wCjPtE/8Ot8ev8A56lAH7AYGQcDIBAOOQDjIB6gHAz64HpS1+P3/Dg//gkj/wBGfaJ/4db49f8Az1KP+HB//BJH/oz7RP8Aw63x6/8AnqUAfsDRX4/f8OD/APgkj/0Z9on/AIdb49f/AD1KP+HB/wDwSR/6M+0T/wAOt8ev/nqUAfsDRX4/f8OD/wDgkj/0Z9on/h1vj1/89Sj/AIcH/wDBJH/oz7RP/DrfHr/56lAC/wDBNz/k8L/gtR/2fx8Pf/WJv2Ya/YCv5Rv2E/8AgjZ/wTW+I37Tv/BVjwh40/Zi0nW/DnwY/bJ8FeA/hnpsnxG+MlmvhfwlqH7KHwA8a3mjw3GnfESzvNSSbxP4n13VTdazcajfo9+1tHdJZQWttB+nH/Dg/wD4JI/9GfaJ/wCHW+PX/wA9SgD9gaa6LIrI6q6OpR0cBldWBDKykEMrAkEEEEEgjFfkB/w4P/4JI/8ARn2if+HW+PX/AM9Sj/hwf/wSR/6M+0T/AMOt8ev/AJ6lAH6/hEVBGqKIwoQRhQECAbQgUDaFC/KFAwBxjFLgZBwMgEA4GQDjIB7A4GR3wPQV+P8A/wAOD/8Agkj/ANGfaJ/4db49f/PUo/4cH/8ABJH/AKM+0T/w63x6/wDnqUB+m3l/Vkd1+1P/AMExdR/ah+L+q/Fu3/4KQ/8ABUf9myLVNJ0PSl+Ff7LH7Tfhb4X/AAg0w6JYJYnU9K8Jap8IPF95batrJQ3uuXcmuTre37vNHDboREv3l8F/hZ/wpz4T/D/4VXXxE+J3xkl8AaDY6IPid8cPEll42+LHjKax8zb4i8deKrPRtAtNb8S3AkIutTttF01Zdq7bdDkn80/+HB//AASR/wCjPtE/8Ot8ev8A56lH/Dg//gkj/wBGfaJ/4db49f8Az1KKX7mjPD0/dpTrLESj8TdZSryU1OV5r3sRWfLGSj7y933IcpU/e1YV6nvVKdH2EZfClS5aMOVxjaD93D0lzSi5+63zXnNy/X8opDAqpD8OCAQ+RtO4Y+bKgLzngY6U1oomeORo42kh3+VIyKXi8wBX8tyNyb1AV9pG4AA5FfkF/wAOD/8Agkj/ANGfaJ/4db49f/PUo/4cH/8ABJH/AKM+0T/w63x6/wDnqUAfsDTEiijMjRxpG0r+bKURVMsm1U8yQqAXfYiJvbLbUVc4UAfkD/w4P/4JI/8ARn2if+HW+PX/AM9Sj/hwf/wSR/6M+0T/AMOt8ev/AJ6lH/DfLR2+9J/JdgP198qLzGm8qPzXjWJ5di+Y0SF2SNnxuaNWkdlQkqpdyACxy/auQdoyoKqcDKqcZA9Adq5A4OB6Cvx//wCHB/8AwSR/6M+0T/w63x6/+epR/wAOD/8Agkj/ANGfaJ/4db49f/PUo/r8/wDN/ew/r8v8l9yP2Bor8fv+HB//AASR/wCjPtE/8Ot8ev8A56lH/Dg//gkj/wBGfaJ/4db49f8Az1KAP2Br8gP2B/8AlIv/AMFv/wDs5v8AZG/9YC/Z8pv/AA4P/wCCSP8A0Z9on/h1vj1/89SvF/8AgkX+zv8ABv8AZg/bP/4LOfCL4E+CoPAPw78JftG/spaZ4e8N22seItci06xv/wBir4R+NLuBdQ8T6vrer3Am8TeMvEuqF7vULiRH1R7aN0sraztrcA/emiiigAooooAKKKKACiiigAooooAKKKKACvx//wCCSv8AyNH/AAVo/wC0wH7TH/qnv2bK/YCvx/8A+CSv/I0f8FaP+0wH7TH/AKp79mygD9gKKKKACiiigD5P/bi/aTuv2Rf2WPi18ftK8L23jbxJ4N03QdM8F+Eb7UZdI03xH4/8eeLdA+HvgHSdX1WC3u7jTdEuvGPirRF1u+trW4ubXSReTW0MlwkaH4r0n/goL8T/ANmf4sfG74N/8FAJvhhrUXwu+Gf7OXxutvjj+zX8NPHngzwJpHw3+PnxI8afB7V5/iR4C8d/FL4ta/4d0n4R+PvBy3Hin4j2XjO90q98D69b+LL/AMIeELfRNZhT7w/bA/Zr0L9r79m34q/s6+IPEeq+DLb4jaHZ2+l+NNDtbW/1fwX4r8Pa3pfi3wV4wsNPvWjs9Sn8MeL9B0PW/wCy7qWC31NLF7Ca4t47lpk+GfEH/BNj4y/Fy1+Pmu/tB/tW+G/FPxP/AGmfAvwa/Z4+KXib4TfAPVPhN4Utf2SPhn4j8WeIPGvwi8AeE9a+OfxP13wv44+NjePvG9l40+LGo+O/Ea6JZa/DD4R8D6VLoun3RzpOrHEc1qcqbqRjVhiJSjQrYaeGrU8LSpVKVPEVsHUoZvKhi85xsMPKt/YVOdLLaWOxylgMRpUVKWG5XKoqvMpU5YeMXWouOOyueKnVjWlRo4n22UQzTDZVhpVvYf2pVjUzCWEo+wx+G6j46ftffE/xT+zt46/a5/ZO+N37PXw2/Z3+Cln8bbr4ieN/2jv2cPil8W7L4jWHwcurmy1Dxb8F9Q+Hn7TnwHju/BtxqmheJtC0PVb2w16Px3qEFneeGJ49Kks7rWPz8+OP/BVj9ub4AeCv2fbP4x6B+zF8Fvjh8T/2QPBnxv0DwD4r+DXx38Z2X7Vf7TfizxRd6Zd/sXfAKXw18adIf4S/Ejwtp194Bttc1TxrqPxkvBqXjxdbtPClx4R8KeINUj++rb/gmZqI/Zd+EP7Fup/Hy41j9m34R/tGeE/Htr4Rvvh5JL4h8Ufsv/DLxY/xB+FX7JXibxPL49lTUNH8J+KtP8HaPqvxEn0ea68XfDTwja+DNV8JR6hqep+KJ8z9sD/gmv48/aO+Kvxw8eeDPjV8IfDnh39pf9m/w5+zD8V/C3xz/ZkuP2hdQ8J+CvDuq+M9UXXfgDr9t8bvhPa/DfX9Vn8Zzajq1l4l8PfEPw7d+L/D3g/xk+mG78OJpt89aLjKh7WvSlj6MoUsR7Gli4UMPw5mFZ4mrVf17D0J5jnub4XC1cDbNsDlWM4bjVjhs3yPFJYlwcajtXVGlUhQmpzoqtVwtT23EmW0o0KMIvBYip9RyHLMfiniprL8ZmmCz2nSp4nI89o1Pqfj/wC0F/wUV/av8G/8NrfF74X+CPgVYfAr/gnKfhdZ/H3wB8QtF8deI/i58X9c1j4Z+A/jX8Z9H+GnxF8M/ELwt4M+FX/Csvh18RNGs/Dt/wCIvhv8XovHfi6x1K2ng8LaU1tet9daF+0/+0HP/wAFEtF/Zn8VeBvhJoPwB8c/sy/E743fDbxDo+u+K/Efxd1u8+HXj34L+Ehqnixp7Xw/4N8H6NrEfxQ1SO18Habp/jLVYxolhrN142tG1G48NWPzh47/AOCTHi/Wf+F6fDXwL+1PJ4Z/Zk/a20T4H6R+1J8P/F/wkuPiB8ZfF8vwe+H3gv4Sa9qfw3+OEfxW8J6L4D1D40/DP4f+GPDfxKu/Ffwg+KFwl5b6j4g8Ly6LqOqN9l+jdc/ZK/aT1L9uzwD+1tp37RXwJ0z4d/Dz4ZeLvgfo/wAGJv2VfiBf+Lbj4TePvFnw08ZeKrS8+MCftfWGjnx+uq/DTTrfw34vg+DkPh3SNM1G7t9T+H/iK6jhvh1UvZRx+WJuMsCoZnTx7nCpGCxtXhfHYb66o+0xGLeX1OKKmAxWSYX2+JrYHAQxbx+Hp1oYSJxS9s8sq6S/tFUctkmp0nOpCnnWR1lhYyhTw+EWMpZLSz2hneKVDC0sdjq2CWX1XhXXUfnD9jj/AIKYS/te/tB3Wk6X+0N+yJ4N+H2o/ET43eCPh7+zJL4P8d67+1D460L4Pa34o8JP4zPxil+Mvh/4Z6T4i1O/8MT+Pr/4PaL8E/GniDw78Nry0utY8U2149zdWX7S1+Rfwi/4JkeNPh149+B+l69+0ToPir9mD9lv9of4xftLfs9fCDT/AIKXHhr4paL41+LkXxWit/DXxD+N8vxZ1/SPGXgP4dr8afHi+FtM8O/CDwDrWqRzeHofFOv6tFoEq6x+ulYUf9wwCqaYmGHp068X71STVChOVbEz96McZVxM8VGvQo4jG4SkqdOeDxaw9aGCwPRW/wB/xzp+9hZ1qs8PJe7CKeMxkadChD3ZSwtLBQwMqOIr0cNjKrq1KeNoTxNCpjcYUUUUAFFFFAH4/wD/AATc/wCTwv8AgtR/2fx8Pf8A1ib9mGvqb/gpD+0D44/ZU/YT/aj/AGjvhoNFbx58GfhL4g8e+Fo/Edk2o6BNq2h/Z54INasUuLSW50y4XfDexQXlncm3kkNteWlwI7iP5Z/4Juf8nhf8FqP+z+Ph7/6xN+zDX25+21+zWf2xf2S/j9+y6PGf/Cuz8cfhvrvw/Hjg+Hv+EsHhg6zHGg1Y+G/7c8Nf2yLYxgmxGvaUZQeLyPHMz5+Sfs2lPllyNq6U7PlbV43SdrrmV9rrc0pKm6tNVr+xdSCq2ck/Z8y57OHvp8t7OPvLeOtj+fL4E/8ABZz42agPjZqPxV+NvwT+Nnwz+GWjfBubw18d/wBkr4efbvB3jP4kfF3WdU8N2n7PemeGH8QfF9da+MOna0nhZU07wr8Qdbja28a6H/b1j4YlZ1Pvl1/wWOubTTLW3f8A4XK3xPuvir/wpZfgKfhJ4Lg+MUXxB/4QC4+KyaZLpN41t4UOnz/DW2k8ZWPiCHxjLoOp6Zts9M1G81vdpS9F8dv+CB/hb4y6t8Trqz+PejeGNC+KXhr4G33iHwbqfwC0rxp4P1P43/s8+N4PEvgT4r+JvDWo/EnT9H8VaXrfhtG+HvxI8C31rbt4y8MWujp/wlml3OkwSNleIP8Aghjr2s/AXXfg5YeM/wBgXwpJ4s8Zt4l8RWvhD/gnDqHhj4c7YPD0OieH/EejeE/D/wC1zpfiTTfi54Qvkk1vw98Tk8dG6s4jDodlounLBHrA+2qZtk0aWKcMHl1SdKThg6ay2CniqdPNcNDmlUnho06E6uAWYew9tGo44L+ycRjKss2WZ0Kv55h8o4hqfVHiMXmlKValReLvmvNHCYiWSwdW8KGJf1mlDNbSrxw7oe1xP12hgo4XKvqFaN/4kf8ABXSb4W6te6X4j1f4qXMXhTwf4N8e/F3WdE+Dekalo/wF8J+PGuB4c1P4w3A0iG48Ozyx2OpXup6NpNp4g17QdI02817XNL07Q1h1Gbl/Ev8AwWgtvDHiv4x+HLq8+Mt/o/7P/iLRfC/xh+JOlfBXQbn4X+CNW8QDwPcadFf+MpbG2tL1RpPj7SvEOo/2PDqMmi6BZalqWsxWER0sapV1j/g3v0xvHGmeOYfjH+z98X9Y1X4VfBr4Z/ErWv2xf2J9I/aY8Wa7qHwd8Nv4UtfiH4P8T3Hxy8BXvhTxJ4v0XyI/FmmaqnizRdQ1az0/XhGt1b39vrH1j4e/4I++GrTw/wDtheD/ABZ8Yo/FfhH9rvx54o8Va7oqfDJNIXwvonir4P8AgP4S33hqGX/hPdRTV3htvBcmr22rLBpHlvqUVmmnI2ni8utZ5pkcKuPlDDZVWpUKOe1cDSWWSp/XsRh8ywVLJMNKrPDt4ajjssnjMQ5zhz0alL/aqlKc6eFio5Rn/LgVLE5wpVZZTHHzWbxbwtKrhPaZrUpQWJjGvWwuMU8PFKcadSnOjKjSnGnVr1fDPHP/AAVouPBXjzxF8LLbxD8QfHnxM0LxR4b8FWngb4efDHwt4h1zxR4r8Q+BLr4n3GjeHHlstO0p28J/D6C08VeNNT1nUtF0Tw7p+ueHoLnVH1LW9PsZuI8R/wDBZqGDwn4R1jwXrvxZ+IWveOvB/wAQfGVr4R8B/AiPxN4z8C6B8MNebwX4/wBc+JHhWHw3DqfhuDwT47D+EdX0nyr7xDqOvWl/YeGtH142dy8eIP8Ag3bs3+FHwe0fxN+0d8O/jP8AG/4XfEz4g/FDxB8Q/wBoL9lHTPij8NPi9qvxG8OxeC9WsPHnwcufjJpkkQ0vwbofgbSPC+s6T49h1TQL3wVpupRm8trq+0ib1hf+CJvj7wtqXw98V/Bb9pj4I/A7xdo/wf8AHPwM+IWmfD79i2HSfhDq/grxt44b4gLqnww+Fdh+0RYRfDTxn4c8QT6hc6fqut+JfiPomsXOr6nfeJ/DeryzLGnJjswymdDG0aFLL7zpzp0a1DKlTrKpPh6rWpyw7qQpqFGPEbp4CtVrSWJWA5sVQp0akI1Ku1HKs9j9VnPEZm6kH+/hPOJOhNUszqUKk21UqVE6+VQpY/CUo0nCniaksJipVVKSw36Qf8Ey/jn8Qv2mf2AP2Sf2gPixqlprXxJ+LvwU8IeOfGeqWGk2Og2V7ruuWjXN5NaaNpsFtZabb7iFitbeCNYkUBgX3Mfuevl39if9mw/sefsmfs/fsunxo3xFPwL+GXhz4c/8Jy3h5fCjeKf+Eftvs/8AbLeG01nxCuiteffNgut6msJyFunGMfUVeFm88JVzbNKuXqCwFTMcbPBKnTdKmsJPE1ZYZQpShTlSgqLhy03Tg4RtFwi1yr63LYYmnl+AhjHJ4uGCwsMU5yU5PExoQVdymp1FOTqqV5KpNSd2pyvzMooorzjtCiiigAooooAK/ID9gf8A5SL/APBb/wD7Ob/ZG/8AWAv2fK/X+vyA/YH/AOUi/wDwW/8A+zm/2Rv/AFgL9nygD9f6KKKACiiigAooooAKKKKACiiigAooooAK/l+/Yl/aT/be+Fvxj/4Kt+HfgH/wTb8VftR+DLj/AIKwftL6ld/EPR/2qP2dvhDa2GtnwD8D9LPhtvDHxN1uw8QXMo0HS9B8T/2rBC2nGHxRDpAk/tLSNTSP+oGvx/8A+CSv/I0f8FaP+0wH7TH/AKp79mygBP8Ahtz/AIKmf9ISvH//AIn3+xj/APNRR/w25/wVM/6QleP/APxPv9jH/wCaiv2BooA/H7/htz/gqZ/0hK8f/wDiff7GP/zUUf8ADbn/AAVM/wCkJXj/AP8AE+/2Mf8A5qK/YGigD8fv+G3P+Cpn/SErx/8A+J9/sY//ADUUf8Nuf8FTP+kJXj//AMT7/Yx/+aiv111HUdP0jT77VtWvrPS9K0uzudQ1LU9RuoLLT9O0+yhe5vL6+vLl4ra0s7S3jknubm4kjhghjeWV0RGYeX/B39oD4DftEaDqPir9n/42fCP45+GNH1ebQNX8R/B34keDfiboOla7bRxzXGi6jrHgrWdb0+x1eCGWKWbTbm4ivIo5Y3eFVdSSPvOcY+9KlCNWoo6unTnP2cak0tYQlUapxnK0XN8qfNoD91QlL3VUm6cG9FOpGDqSpwb0lONNObiryUE5Ncqufm1/w25/wVM/6QleP/8AxPv9jH/5qKP+G3P+Cpn/AEhK8f8A/iff7GP/AM1Fff8A8bf2tP2Vf2aLnw/ZftHftM/s+/s/3niyC/uvCtp8bfjN8OfhVc+JrbSpLWLVLnw/B478SaDLrMGmy3tlFfzaclzHZyXdqlw0bXEQfD1f9tv9jDw/pHw08Qa9+11+zDomg/GiH7T8Hdb1f4+fCrTdI+LFv9uXTPtHw01K88WQ2XjuH+0nTT/N8LzarH9udbTd9oYRkh+85XT/AHilXWGi4e/zYmTqRjh48t715OlVSpL943SqJRvCViS5G1P3GqTrtS91qhFQcqzTtalFVKbdT4EpwbfvRv8ADn/Dbn/BUz/pCV4//wDE+/2Mf/moo/4bc/4Kmf8ASErx/wD+J9/sY/8AzUV+jHjT9pL9nb4bfELwV8I/iJ8fPgt4C+K3xKMC/Dr4Y+NPin4G8LfELx+bq6extR4K8F65rtj4k8VG5vo5LOAaFpt+ZrqN7ePdMjIO0/4WV8Ov+Fgj4S/8J94K/wCFqHwtL44Hwz/4SrQv+FgnwVDqNvo83jAeDPt//CRnwtFq13aaXL4gGm/2THqN1b2L3YuZo4mI++ouPvKc69ODjqp1MNCVTE04tfFPD04TqV4q8qUISlUUYxbRL3XJS91whRqSUtHGniZxp4epK+0K9ScIUZO0as5RjBylJJ/ln/w25/wVM/6QleP/APxPv9jH/wCaij/htz/gqZ/0hK8f/wDiff7GP/zUV+iPhv8Aab/Zt8Y/FbxD8CPCP7QfwQ8VfHDwil5J4r+Dfhz4r+A9c+KvhiPTjCuoP4h+Hmma/deLtFSxa4txeNqWkWwtTPCJzH5se73Chawp1FrTrQVSlNawq025RVSnJe7ODlGUVKLcbxkr3TB6SnB6Tpy5KkHpKnPljLknHeMuWUZcsknyyi7WaPx+/wCG3P8AgqZ/0hK8f/8Aiff7GP8A81FH/Dbn/BUz/pCV4/8A/E+/2Mf/AJqK/YGigD8fv+G3P+Cpn/SErx//AOJ9/sY//NRR/wANuf8ABUz/AKQleP8A/wAT7/Yx/wDmor9gaKAP5Rv2E/2s/wDgoboH7Tv/AAVY1Xwh/wAEnPGfj7X/ABd+2T4K1v4i+Frb9sz9ljw3N8JPFEH7KHwA0e08FXusa74gh0zxpcX3hzTtF8Xrr/hSS40a3g8RRaJPKNW0vUI0/Tj/AIbc/wCCpn/SErx//wCJ9/sY/wDzUUv/AATc/wCTwv8AgtR/2fx8Pf8A1ib9mGv1T8d+PPBnwv8AB3iP4hfETxNo3gzwN4Q0u41zxV4s8RXsOmaD4d0WzAe91fWtSuGS207S7GIme+1C6kitLK2SS5upYreKSRePMMwwGUYDHZrmuOweWZXlmDxOYZlmWYYmjgsBl+AwVGeJxmOx2MxM6eHwmDwmHp1K+JxNepTo0KNOdWrOEISktKVKrXq0qFClUrV61SFKjRpQlUq1atSShTpUqcE51KlSbUYQinKUmoxTbSPyr/4bc/4Kmf8ASErx/wD+J9/sY/8AzUUf8Nuf8FTP+kJXj/8A8T7/AGMf/mor7h+Fn7a37Jnxz0m+174J/tB/C/4w6Fpd2thqetfCzxPZfEHSdOvnjMqWV9qPhJtXs7S7eIGRba4mjmaMFwhUZr1D/hc/w1/6GT/yj6//APKuvxzH/SZ+jdlWMr5fmf0gvBDLsfhZqnicDj/FfgPB4zDzcYzUK+GxGf061GbhKMlGpCL5ZRlazTPUpcO8QV4KpRyLOK1OTajUpZZjakG4ycZJShQcW4yTi7PSSaeqZ+Z3/Dbn/BUz/pCV4/8A/E+/2Mf/AJqKP+G3P+Cpn/SErx//AOJ9/sY//NRX6Y/8Ln+Gv/Qyf+UfX/8A5V0f8Ln+Gv8A0Mn/AJR9f/8AlXXJ/wATU/Rg/wCkj/AX/wAXB4e//REaf6scS/8ARPZ5/wCGnH//ADOfmd/w25/wVM/6QleP/wDxPv8AYx/+aij/AIbc/wCCpn/SErx//wCJ9/sY/wDzUV+mP/C5/hr/ANDJ/wCUfX//AJV1HN8bPhhbwy3E3idY4YI3mlkbR9fCxxRKXkdj/ZXCqilj7CmvpUfRgbSX0j/AZtuyS8X/AA9bbeyS/wBYdWxrhfiZtJcO5622kksozBtt6JJLD3bb2R+aX/Dbn/BUz/pCV4//APE+/wBjH/5qKP8Ahtz/AIKmf9ISvH//AIn3+xj/APNRX6a/B/4x/DT4+fDzwz8WPhB4ssfHHw78ZaVp+ueF/FWm2+oW2n61pGrafaarp2oWaapZ2F21td6ff2lzE72yZSYKQJFdF9Mr9pyrN8qz3L8Pm2R5nl+c5Xi1UlhMyyrG4bMcvxSpValCq8PjMJVrYesqdelVo1HTqSUKtOpTlacJJeLUp1KUnCrCdOaUW4VIyhJKUVKLcZJNKUWpR01i01o0fj9/w25/wVM/6QleP/8AxPv9jH/5qKP+G3P+Cpn/AEhK8f8A/iff7GP/AM1FfsDRXoEH4/f8Nuf8FTP+kJXj/wD8T7/Yx/8Amoo/4bc/4Kmf9ISvH/8A4n3+xj/81FfsDRQB+P3/AA25/wAFTP8ApCV4/wD/ABPv9jH/AOaij/htz/gqZ/0hK8f/APiff7GP/wA1FfsDRQB+P3/Dbn/BUz/pCV4//wDE+/2Mf/morxf/AIJF+PPi38R/2z/+Cznin41/AfUf2c/H2qftG/spXGvfC3VPiL4H+KN54YvIP2KvhHpFrp83i/4e3d74Y1dr3w5pPh3xatzplxJb28PiyHRZmGq6Lqscf701+QH7A/8AykX/AOC3/wD2c3+yN/6wF+z5QB+v9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfj/AP8ABJX/AJGj/grR/wBpgP2mP/VPfs2V+wFfj/8A8Elf+Ro/4K0f9pgP2mP/AFT37NlAH7AUUUUAFFFFAH5kf8FkdI8R63/wTW/ahsvDuk6xr8MXh3wZqnjbQtBs7zUdU1r4SaJ8T/BOs/GfS4dOsI5r3Ube++E9h4yg1HT7aGaW+0x7y0WGbzjE/wCTHxu+PngnxH8bv22/2pP+Cf8A8atMk8P2v7L/AOwL8LPhD48/Z2m0Pxf8Ofjz+2/oPxt+MWq/Cn9mu3/sG+i8KfES58QeAfE3g34afFXQLPUVuvAXw88aWlxrV54cl8OW82m/1PVGkMUahEijRFdpFREVVDuzO7hQAA7O7OzAZZmZiSSSc4QcK8K3tKkHSxH1ijKjyRrQqVsHXy3EOUq0MRRrKhg8RUxOUUq2Hnh8vzlRzHEUcxoOrl9TSc1LDyw/s6c1UUY1VXUqlKUKOYZVmtGnCFOdCpShWxWVUqGaOFdVMdltSWFo1MDXp0sZD+dkftUfEzxJ/wAEyo7nUfEM/i//AIKGftQftC+Mf2SNP8G+MdIsZbn9m79rb4o+NNV8N+MPhz4c8Pu2oHRPh1+yb8P9O1j4g6Tepc3CeMfAXgGz+It1e3UnjYXEvwV/wUW+Hvwz/Zk8a+P/ANmr4V/GH4T/ALMfgv4a/wDBLL4U/Afxl4I/aD1vwzpesft/fB3S/GXj6e1+B/7Kt9r/AIb1PU/CXxpSODxxonjL4o+ELb4o6xe+NvjH4Ms7j4NXOu2mheO9L/sd2JnOxc7i+dozvK7C+cfeKEqW67TtzjimSQQTNC8sMUr28hlt3kjR2glKNGZIWYExSGN3QuhVtjMudrEFzhzPnpxpYepPEU6lWNKnz4X6th+G8ZkeDwEMLi5YmFTDYLE5xn+MhHMJZh9dwWaRynNlmMMN9crlKo6doylWrQpxlKlKdZ08T9Yq8S4DPcTiauJwscO/bYjD5NkuDjLCU8G8ux2ErZvkzy2eJp4LC/x//tD+Ovhc/wAOf+CwfwZ+IejReBP2tv2r9E/ZDv8A9if4IeOxAPj5438O6l+zR8DtC+AHhj4SaBeu3ijxhqHwU/aE0zx8PFk3hFNQj+HvjGx8ReJfEk2kCabUpv0PHxR/Yu+Gn/Bbz4UeHtG+K37MnhX42+NP2QPjx4M+Mel6Z8Q/hjpnxK8W/tBeJvix+yq3hDwf44sY9aj8Uar8T9f8L6FcP4M8KazHL4jvfDWkyf8ACP6a+lWL+V++ZjjZ0kaNGkjDiOQqpeMPgOEYjcocKocKRu2jOcCn10xrcuYZfjlGS+o0Mbg3BVKkqmIweI4axnDFL2mIrOtVljZYfGyx+a4yt7dZtmWGwWInh8MsO4VOT2H/AAmTy1Sjy8uDlSqKlCEKeJoZvkucVZvD0VSpfVoVckpYPKsJS9gsoy7GZhhaVausQpw/j+/YX8daJe/ts/sn2lj8R/APjzwQv7Wn7e+p/Db9hnRNb8PSfth/sJ+LfiRbfFfUfGPxb/amn07w/beL/FXgXUzF4y0aPw34x07wHD8Obj4yeAbSbxv8fLvTPC+p6b/YDUSwQJLLcJDEk84jWaZY0WWZYgwiWWQAPIIgzCMOSEDNtxk1LWVK1PA4DB25ngsPDD+2b9+tGnTpwi6jfNVqzXJJ+2xVfFYpxlGjLESoUMNSpb1v3uOxuMXuxxdWpW9juqc6uKxeKqOL0hBSeKUXSw9LD4d1KdTF+wWKxmLq1SiiikAUUUUAfj//AME3P+Twv+C1H/Z/Hw9/9Ym/Zhr1D/gswCf+CUv/AAUFC9T+yr8XscZ5/wCEWvccAgn6ZH1FeX/8E3P+Twv+C1H/AGfx8Pf/AFib9mGv1/IDAqwBBBBBGQQeCCDwQRwQeteFxRkv+snDPEXDv1n6l/b+RZvkv1z2P1n6p/auX4jA/Wfq/taHt/Ye39r7H29H2vJye1p83OvQyjH/ANlZrlmZ+y9v/ZuYYLH+w5/Ze2+p4mliPZe05Kns/aez5Of2c+S/NyStyv8AhF+J3i39pL9nDxR+1r4o1rXPANn+0j4t+Bf7Db+Hvib8H/C+qfBb4ZL+xlD8Z5/BPxd+JOoaXq0H7Qvibw38Uvg/N408TW/xD+JurTfFW38F+CNb8CeL/DvhKys9Mu9Fk7HxP8afitoP7OXiLxTcft9/sy6l8MdE/aTsb/w/pfhX/gokdX8Q+Mfh3pvwSvNT8Z/s8Wn7c2q/BbwBe2HxHj8az2Pxd8FaNd+Gb3WNU0KD/hX/AIg8b2Hhm5N7Zf3E7RndgbgCobAyASCRnrgkAkdCQPSqv9n2H2eO0+xWn2WKRJYrb7ND9njlilE8ckcOzy0kjnAmR1UMkoEikOM1/nF/xTayfE0suqZr4h5Dj82oY3J6+ZZnT8J8DhVjcFk3D3C/DuGy/L8HLjHE0uH1To8N1cVgcZlE6GNyStn+eR4fr5T9b9pH7XC8fywnsIQy6v8AV6OC+qzorNqkZV6kstxOAqYqdZYT2iqSeIgqcE3SpYPLsmwrhUr5d9dr/wANHxl/aq/aE8cfEKzt/DHx+8NfsoaFc/sofsxfE/8AZTuf2t/2npf2ZdU8TeKPH2h6tq/i/wASfEDwJa/s8fFTRv2m/Fem+ILbQfA/xI+Gs/ivw7aaEghbQ9Cs9T8cWfieH6cn8N/tSfF3XP8AgqB438DftI/Gax+JXwH+Kkfgz9m/4VaD4ltdP+Eem6r4a/Z2/Z5+M76Nd6BHo41LxHF8QPGOp33hy6bXNTubfSdD1rU4dHsrGXWtdk1H+wGSCCZoXmhile3k863aSNJGgm2PH5sLMCYpPLkdN6FW2O652sQZAAMkAAscsQMZOAuT6nAAyewA6AV5OL/Zj5RSw2ApcN+I3DGRV8vyrBZbTrYrway7PqdeWFzvgrNcVXxEMfxtCu45zh+EsZg85w9LF0Y4urxTxFjITowzXM8Jj+mh4kVb4VY7La+NpUsVlmIxVOObVMGsZTwGU5jl9XDTeHwa9lSrYvGUMxoqCccK8HToyhiKjWLh/C343/bV+Pvxq0H4eftK+FfiJL8Kv2P/ANpj9oWb4faXq/j74zar+zF4T8EeAPhB8ENThsbfW/jlp3wp+K2r/COT4wftIv8AEHTb7xHb+FrG68Sp8PPAngq38U6Hb+IC192V78cfH6WX7OXgj9p79vXTfAXws174AftK+MfA37Qf7Onxb8PeIPDPx0+LPhX4z2Xhz4U/D/8A4XFrHwr8Oad8a/Gfgj4QXcC3PgnR/h7pkPxp8Yp4g1N/CPiiLTkta/tukggmhe2lhilt5UaKSCSNHhkjcEPG8TAo6OCQyMpVgSCCDSmGIiNTFGVhZWiBRSImRSqtGMYRlUlVK4IUkDAJr0Kn7Mrg2NLLcJl/GeTZRg8prY+lgK+C8L8pr5zTy6OV5/k3D1Srj814izHA4jiXK8tzTK8PnHEVXJ5LieeQYLGYrK8DmNPAY3LFS8S8fDlnWw1fE1lGm5SqZi4QlOOdUc1rUlClhIOOX4nD055XUwnO6n1WrNyxVSNqK/Jn/ghkGH/BK39jAO0jOPgL8JQ7TRGCZmHww8GbmlgZIjDITkvEY4zG2UKIRtH61UgAAAAAA4AAwAPQAdKWv9B/Dbgv/iHvBmUcI/2l/a/9lVM1qf2h9SWX+3/tPOsxze31RYrGql7D6/8AV9MTUVT2XtbU+f2UPznEVvrFSM+Vx5aGFo2c5Tb+rYalh+Zyl7zc/Zc/vOUlzWcptczKKKK+5MAooooAKKKKACvyA/YH/wCUi/8AwW//AOzm/wBkb/1gL9nyv1/r8gP2B/8AlIv/AMFv/wDs5v8AZG/9YC/Z8oA/X+iiigAooooAKKKKACiiigAooooAKKKKACv5f/2JP+CYv7IX7V/xj/4Kt/Ej41eHvjLqfizT/wDgrD+0v4YtbjwP+1b+1V8HtIXSB4B+B/ioRy+F/hB8Z/Avhi5vP7a8V61L/atzo82qmylsdIN7/ZGj6PY2P9QFfj//AMElf+Ro/wCCtH/aYD9pj/1T37NlAC/8OKf+Ccn/AEJ37S//AIsD/b//APomqP8AhxT/AME5P+hO/aX/APFgf7f/AP8ARNV+v9FAH5Af8OKf+Ccn/QnftL/+LA/2/wD/AOiao/4cU/8ABOT/AKE79pf/AMWB/t//AP0TVfr/AEUAfkB/w4p/4Jyf9Cd+0v8A+LA/2/8A/wCiao/4cU/8E5P+hO/aX/8AFgf7f/8A9E1X0N/wUq/aj8Zfsgfstax8X/h1pem678Qrvx/8L/hb4B0LWpEg0PVvHXxk8b6R8MPBcOv3P2O+uLbw9Z+KfFGkarr8lhCuovo2n31vYzQ3M0bj8w/DP/BU746fBT4u/E/4Fftq+Mvh6dR8E6n+zpPpHxz+D3wwuvAvwrHhz9piT4ieHPBsvxH8MeNPGPxM1T4cxaR8SPhhrPga68XT+Oda8PapdeJvBl3dW3hYX93Bb/yR4zfTG4B8EuJM04Uz3gnxO4mzjLcBhsyhh+C8q4TzOpmmFq1eGsPi3lGFzXjTI8fjK2W4rjHhfC4rDPB0sRia2bw/silmdPL83qZd9XlXCGYZvg4Y6ji8uoYdqc60sVUxdP6pQjPEUqWJxUqeDrU6eHxFbCYmhQqRnNe2oThVVJunz/W3/Din/gnJ/wBCd+0v/wCLA/2//wD6Jqj/AIcU/wDBOT/oTv2l/wDxYH+3/wD/AETVfHf7Sf8AwUc/a7s/2Y9S/bR/Zm+MfwT8PfA7TfAGp65oHhj45fst+NPG/wAQvi34kfxRqPhr4ff8K+vvCXx6+EdraaJ8ZNQn8Jad8NbXVPC17qOqr4i0vXnuxZ6xb6bY+G/tL/8ABW79vL9nrxj4G+GniXU/gB4R+K+q/Af4M+L/AAr8ONc+EXjrxbN+2H8fvF/iCXwz8Ufgh+zr4s8P+NtD0r4ZS+ANXOiQf2h410/4ranbad4v0rxVrmkWnhLStV1h/wA54d/aMeDHFDwVHKeC/F6eZYnMs+ybFZLiOHuE8LnGU5twz/ZSzzL8wwVbjmMqlXKv7cyqpm9fLJZlgsiwWKnm2fYrK8nwOY5hg/Qxfh9nGDhVrVMbk8sNTwcccsZTxWIlhJ4edfCYeFT6w8HGnQhVrYyMaFbFvD4fE+wxUsNWrRoTZ+m3/Din/gnJ/wBCd+0v/wCLA/2//wD6Jqj/AIcU/wDBOT/oTv2l/wDxYH+3/wD/AETVfBnjX/gqp+2fpFz8W/jjoTfB2P8AZa+A37Xfgr9k7xr4K1bwVqt98b/FY1Px18OfhX8QPir4c+Ilj4ksPA/hu18E+PviKIdK8AX3wu8U3HizQvCuqX0vjfw3c6pY2tr9Q+Ef24v2vrv9uvxd+zj46s/hh4f+Fa/AHUfjD8OtS8PGfxF8RNVGl/FDTfAA1Dxje3mg6F4Y0K21mC7ur+18I6PpGvXWlxxWdxd+Nbue7udH07xcx/aZ+COV4CtmOJ4G8XnQwmT5lm2Np08B4afWsHWybCcPZhm+R1MNU8UadavnmWZbxVkGPxuGwMcXhaFDMFTljPrWGxuHw2v/ABDnOb4lfXcqthMVhMHVlzZnZVsZnOI4fhdf2XzQhTzfCYnB1pVY01B06dVc1DF4KrifUv8AhxT/AME5P+hO/aX/APFgf7f/AP8ARNUf8OKf+Ccn/QnftL/+LA/2/wD/AOiar5T+BH/BVD9oH4o/tpfEz4I+I7Xwlo/wE1pvinoX7LHxF07R4B4l+I/jP9mDX/Cvgj9pfTPEU90tzoN1b2HjLxXNH4Dj0PTtOnm0TwT4tvr6bVFWOW0/Tv8A4XP8Sv8AoZP/ACj6B/8AKuvleMf2sXgBwJmGAy3iLw78dMPisyyXLs9wqoZB4b4qm8JmEKkZ0KlSj4pyjSzDK8ww+PyTOsDU5cRlmd5ZmWWYmMa+EqI6sN4W59iqmOpUcfkkp5djquXYq9fMFGOKoQpVKkYT/szkqwUa0LVacpU5NtRk3F2+cP8AhxT/AME5P+hO/aX/APFgf7f/AP8ARNUf8OKf+Ccn/QnftL/+LA/2/wD/AOiar6P/AOFz/Er/AKGT/wAo+gf/ACro/wCFz/Er/oZP/KPoH/yrr5L/AIrM/Rg/6ITx6/8AEX8Pf/ponV/xCHiX/oOyP/wpx/8A87D5w/4cU/8ABOT/AKE79pf/AMWB/t//AP0TVH/Din/gnJ/0J37S/wD4sD/b/wD/AKJqvo//AIXP8Sv+hk/8o+gf/Kuj/hc/xK/6GT/yj6B/8q6P+KzP0YP+iE8ev/EX8Pf/AKaIf8Qh4l/6Dsj/APCnH/8AzsPw4/YS/wCCQP7DPxD/AGnv+CrPhLxR4X+Pc+ifB39srwV4G8CRaT+2l+2d4avrXw7f/sn/ALP/AIyuYdf1nw18fdJ1jxtqR17xLq0sXiDxrf8AiDX7fT5LPRLfU4tE0vTNPs/04/4cU/8ABOT/AKE79pf/AMWB/t//AP0TVfHf/BP/AOKfjyw/as/4K7XNprvlT6r+214Evb9/7L0Z/PuU/ZA/Z0tFk2yac6RYt7eGPZCscZ2byhdmZvsr9rv9sb40/s+/ssftFfHTwpqmjar4n+EHwW+JPxI8PaZ4i0LTZ9Av9Z8G+EtV17TbTWodNh0zUJtLnu7GKO/istSsLqS2aRILy2lKzJ9vj/2rX0fMBxjk3A/+o/jXis7z2nwXPL3huH+Alg5z47ybJM7yWjUr4rxJw0qVWnh8+wVDHt0vY0MVDERpVcRQhDEVccJ4UcRY2CnSxmSpSr18OlUxOOT56GJqYWb93LpLldSlJxd7uDTai7xUP/Din/gnJ/0J37S//iwP9v8A/wDomqP+HFP/AATk/wChO/aX/wDFgf7f/wD9E1XwZ+z7/wAFi/ifqZ+OWp/F34zfAf45/Cj4WeEvgnq2hftA/se+A9QvfBniX4nfGTxBqvhSz/ZqtfCr+LvjUuvfG2y1xfCItNK8IfEPWmmt/HXh9PEGk+FridVk+i7v/grzodjpUMFxpnxsj+Ks3xetPgWv7Pcvwq8LWvxq/wCFkX/w6vPi9YaV/ZF7e23g99Mv/hfp93420/xNF42k8N6hpsEmn2Oq3HiFG0Vfo84/aUeFmT5pi8r/AOIO/SJzJ4N4R1sblvB/A0sFCli8pyzO/b4h43xKwOKy6jgstznKsRnEs2wmAeR/2jgYZzHAzxmGjV8zCcAZjjMPDEQzbIaUKkJ1IqtisbGTp08PUxbmnHL505J4ajXqpRnJp4XGUJKOIwWMo0PaP+HFP/BOT/oTv2l//Fgf7f8A/wDRNUf8OKf+Ccn/AEJ37S//AIsD/b//APomq8z+J/8AwVf0H4S6leaf4nf4vXUfhPwD4N+KPxl1PQfg9a6rpv7PPgTx418vh7XPjXItjDc+GpWj0jXL3VNB0a18SeJdC0jQ9U1/WdGsdBhi1OblvF3/AAWN8H+DvGHxw8L3kXxs1TSP2btY0HRPjb8TND+DWnX3wq8A3niXTvAWuaUdR8bSx2tjfRnw78QtM8Saiuixanc6JoOmatqWt2+nQvon9teTgf2n3hXmUMPUwHgd9JrFU8XhljMPOlwTwA4VMPPFZPgqM1J+KSjGWKxPEXD1LBUpONXHf2/kc8JCtTzfLpYnpq+G2aUY81XOeHYL2lCkubF49N1cTQq4mjSjH+zOaVSWHoV67pxTnTpUqk6ihGEmvdf+HFP/AATk/wChO/aX/wDFgf7f/wD9E1R/w4p/4Jyf9Cd+0v8A+LA/2/8A/wCiarhPiD/wVO0HwF8QfEnwlg1P4ieP/iloPibwd4JsfAPw4+HGh+JNe8W+MPGPgLWPioPD3hh5ItO0mS48K/DXSE8beN9S1zVND0Dwxomt+Gvturm/1/TbGbidc/4LB+Eo/CvgbV/Bt38Y/iL4h+IPhr4l+KIPAfw/+Bl14o+IPgLQ/g94lHgT4p6z8S/B0GiQ6p4Yh+Hvj+RfButaUEv/ABBq3iKK507who/iVoJWWcL+1B8KMbTy6th/BD6TU6GbU8LXy+s+COA408RhcdlWJzzBY5Sl4oLlwGLynBY/HYXHT5cJiKOXZkqNapUy/GQobf8AEMM351Tec8Nxk7J3xuOaTeKWCUG45ZL97LFyjhoUVetVrtUqdOdRqL9x/wCHFP8AwTk/6E79pf8A8WB/t/8A/wBE1R/w4p/4Jyf9Cd+0v/4sD/b/AP8A6Jqvff8Aglx+0D8Sf2pf2Ev2cPj38XNWs9a+IXxP+FngHxh4m1DTtGsfD9jNqviPwP4a13UGtNI063trexge/wBSupY7YR7oFkEOdkaKv6BV/f8AwNxjl3H/AAtlnFuU4XMcFgM1ePjRwmbU8LRzChPLsyxmVYiGJp4LGY/Cxl9ZwNZwdHGV4ypOEnKMnKEfzuvReHqezc6dS9OhVjUpOUqc6eIo069OUXKMG706kb+6tb2urN/kB/w4p/4Jyf8AQnftL/8AiwP9v/8A+iao/wCHFP8AwTk/6E79pf8A8WB/t/8A/wBE1X6/0V9aYn5Af8OKf+Ccn/QnftL/APiwP9v/AP8AomqP+HFP/BOT/oTv2l//ABYH+3//APRNV+v9FAH5Af8ADin/AIJyf9Cd+0v/AOLA/wBv/wD+iao/4cU/8E5P+hO/aX/8WB/t/wD/ANE1X6/0UAfkB/w4p/4Jyf8AQnftL/8AiwP9v/8A+iarxb/gkZ+z98Mf2aP20P8Ags78J/hJZeKtP8FeFf2jf2UdN0a28Y/Ef4jfFPXI7S+/Yq+EfjG4W+8YfFLxV4x8X6vMdd8Ya7LHdavrt9dQafLYaJBNHoui6Lp+n/vRX5AfsD/8pF/+C3//AGc3+yN/6wF+z5QB+v8ARRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX4//APBJX/kaP+CtH/aYD9pj/wBU9+zZX7AV/L/+xJ+2B+0N8FPjH/wVb8J/DT/gnH+1D+0/oF1/wVh/aX1if4hfCXxl+zZofhqw1A+Afgfop8OXNn8UvjR4E8RPqg03RdN8TGa30ebTf7J8T6TAL3+1INUsbAA/qAor8gP+Hj/7ZH/SFb9vH/w5f7Ef/wBE7R/w8f8A2yP+kK37eP8A4cv9iP8A+idoA/X+ivyA/wCHj/7ZH/SFb9vH/wAOX+xH/wDRO0f8PH/2yP8ApCt+3j/4cv8AYj/+idoA+u/27f2R7H9t39nLxJ8Bbnx5ffDDUL7xF4I8c+E/iDpug23ie98H+Pfhl4q0vx34B8RR6Dd6no9vq8Gj+MNC0XUL/S5dSsl1bTra70r7XZfbfttv+Z3ir/gil4v+NUfxTuP2kP2rdC8c3/7ROsfBvQf2h9N+HHwD1j4XeEPF/wCz78DbbxVqfhb4EeCtO1D4+fEDxR4GtPFHjvxXqPib4keNrzxn4s1fxFpN9qvhPRNO8K2d5a3+n+7f8PH/ANsj/pCt+3j/AOHL/Yj/APonaP8Ah4/+2R/0hW/bx/8ADl/sR/8A0TtfjfGX0fvCHj/PanE3FvCEM14gnPDVIZxHO+JMtx+FqYOrkGJw1TL8RlWcYGeWVKOL4V4bx0J5e8NL+0Mky3MG3jcLSrx9rB8RZzl9CGGwWOnh6MI1IqEKVC7VRV/jnKk51HRnia9bCOpKTwWJqyxWDdDEWqrmLD/gkn4q1HwH+x78LfiT+1RP8Q/Af7KPxJtvH99ZXfwgTS9Z+MkXw2stZsf2b9J8a6qnxNvbWC4+E8914b8T+JdVi0m9j+I/jXwVoWv/ANmeElNxZN55+0//AMEYPGHx78fftAa7oH7Snw30Hwd+1J8KvBHwj+KWk/E39l6b4veOPBOg+Bo9bisNQ+AHjiL47+ArD4dahcSa7ceIreDxH4P8e6dovxEtrDx/YWz31s+lz+1f8PH/ANsj/pCt+3j/AOHL/Yj/APonaP8Ah4/+2R/0hW/bx/8ADl/sR/8A0TtfBZd9DD6M2U5xTz3LvC/C4XMKX9oul7PiXjR4GFTNeKsPxtjsRHKJ8RyylYupxLg8BmFLGLA/W8LSy7LMtwlahlWWYDBYfs/1w4jVFUFmTjTjh8LhKahhcDCdLC4Gdepg8PRqRwyqUaOGnicRKlSpThCLr1vdaqTUvDbj/gif4n/tnxp4Fsf2tYV/ZS+JX7RXgP8Aag8e/CXVfgdcav8AFnVfiH4J1TwD4svfD2n/AByPxmtNIsvh745+IPw48PeNPF2nXvwg1bxVJNP4g0fSvF2n2etrPpvqev8A/BNH9pnUP2s9X/aZ0T9sD4KaLps3wf8AEHwO8PeBpv2O/G2p63o3grU/E/8Awmuk6je+Oj+2XaaZq/jLSfE0FjJc6unw803QNT0eG405fCVhd3Kara7/APw8f/bI/wCkK37eP/hy/wBiP/6J2j/h4/8Atkf9IVv28f8Aw5f7Ef8A9E7TrfQw+jHiXKWK8J8qxbnlGPySt9cznirFxxGDzTC5VgczxGKhiM9qQxWdZjgsjyfC4/iPERqcQ4yhluEhic0q+yQqfGHEdJVY08ylCFavhMRUhHD4OMJVcDmdbOcN7qw6ShDNK9XHSoxSpVa8lKrCahTjD588Af8ABAf4TfCPTv2U9e+F/wAbPF+gfGv9mvx14W8aav8AFfW0+JHjCx+KRvdI1jQfjzp9/wDDTXPjZL4M8IP8crDxT4pvr+/8PWxfwzr2o2WpQwa1DYzWV/8ArF/wzd/1Of8A5bv/AN/a+IP+Hj/7ZH/SFb9vH/w5f7Ef/wBE7R/w8f8A2yP+kK37eP8A4cv9iP8A+idr53jL6BH0UvELE4XG8beGeYcS43BPMfqmNzXxL8WcRjaFLNMxxGbYvB08X/r1HELL1mWLxmMwmW+0eAy6rjMX/Z+HwscTXjPXB8bcTZf/ALnmSot4fDYabWBy2UqsMK67o1K7ng5Oviv9oqKtja3PjMTFUoYivVhh6EaX2/8A8M3f9Tn/AOW7/wDf2j/hm7/qc/8Ay3f/AL+18Qf8PH/2yP8ApCt+3j/4cv8AYj/+ido/4eP/ALZH/SFb9vH/AMOX+xH/APRO18b/AMUxvoPf9GR/86T4u/8A0fHd/wARI40/6HP/AJjsq/8AmE+3/wDhm7/qc/8Ay3f/AL+0f8M3f9Tn/wCW7/8Af2viD/h4/wDtkf8ASFb9vH/w5f7Ef/0TtH/Dx/8AbI/6Qrft4/8Ahy/2I/8A6J2j/imN9B7/AKMj/wCdJ8Xf/o+D/iJHGn/Q5/8AMdlX/wAwnz5/wTz+BP8Aav7Wf/BYey/4SnyP7B/bk8Bab5v9h+b9r8z9jf8AZuv/ADtn9rx+Rj7X5Xl75s+X5nmDfsX7y/aZ/YJP7RX7O3xx+Ag+K3/CIH4y/Cnx38Mh4qPgf+3h4cPjXw3qPh8a0dE/4S/Rv7WGmm/+1nTv7W037YIvI+3Wu/zk/Fj9hL9un9qPwt+09/wVZ1vQ/wDglN+2J481Px5+2V4K8R+KfC/h3x7+yZaav8J9Ytv2T/2f9Ah8F+Mp/EHx/wBI0q/12+0rSdP8W29z4Rv/ABDoi6N4h023n1OLV4dR0+z/AE4/4eP/ALZH/SFb9vH/AMOX+xH/APRO19PW/Z8/RCxHEmV8X1fCPn4iyb/Vr+zcw/1+8To/Vv8AVDAZZlnDv+yR40jga39nYHJ8uof7Rhqv1v6v7THfWa1avUq54fxD4wwsVGhnHs4qrUrJf2flcrVK1adepK88FJ+9VqTna/Kr8sUopJeJ/H3/AIIY+EvjZqXxRmtPjbpHhXQPiz4C+A0Pizwbf/AzSPGnhHW/jl+zV8RLDxp8L/jH4o8Nap4+sdF8VadqGg28/wAOfiZ4A1KyT/hPfBseiWb+LtHm0K2llzNc/wCCLGvat+z/AOJPgxp+tf8ABO3wrJ408cQ+JvE9l4Q/4Jsah4W+F89tYeGxovh/XLDwX4e/a60rxPafF7wfqpfxD4X+KkXxDjutKi8rQdP0LT2iTXl9/wD+Hj/7ZH/SFb9vH/w5f7Ef/wBE7R/w8f8A2yP+kK37eP8A4cv9iP8A+idr7jC/RB+jvg8DlWXUfD+o8HkmPwOaZZTr8Y8eYqWHx+WYHKMty/EuviuKK2IrVMFgMhyXC4V4irVVCnleCdNRnQhNebT4sz+lUpVqePUalDCxwVKSweB/d4WOHq4ZUFF4Zx9m6eIxM5pp+0xOLxmMqc+LxeJr1flLWf8AggXpbeMtC8bRfFX9nf41a/e/BP4J/B34n69+21+xTo/7VPijxHffBTw9d+F7H4m+DvEN18bvh5f+EPFXjHRroQ+NNL1V/GGh6xqNjpGuPELyy1CPW/srwv8A8ErvC2naZ+2l4Y8XfEyDxf4M/bM8e614o8Q+Gk+HqaND4W8OeIPgN8NfgZqXhKKf/hMtTj1ndY+AJ9ag1ZbXRRAdZj05NMzpg1C9wv8Ah4/+2R/0hW/bx/8ADl/sR/8A0TtH/Dx/9sj/AKQrft4/+HL/AGI//ona485+hl9G3iCjQoZt4eV8RDC4PCYDDSpcceImCrYbCZfmORZrgKVDE4Hi3DYij9Rx3DWR1MHUp1Y1cNSy+jhKM4YN1KE7wfGHEWAnhZ4TMFSlgq+ExOFf1PAVPZV8Dl+LyvDVEquFmpOOCx2KpVVNSjiKlX6ziY1cVGFaPx9D/wAG+9ifg18HPD/iz9oP4d/HD47fCr4t+Ofi9r3xL/aJ/ZY0r4q/C/4xan468GR/DO80b4i/BO6+LumO8Gj/AA50PwBofhnWtJ+IVrq+g6v4D0rX4WuYbvUNEuPZbf8A4I7/ABC8G6r8LPGnwM/aH+AnwE8c+GPhF8S/gb8QdN+G/wCxXDovwV13wL8SPH9t8SG1L4ZfCDTv2htPT4ZeOfDHiW3mvdN1zW/F3xJ0TXL3VtZ1DxZ4X1t7tLeH1z/h4/8Atkf9IVv28f8Aw5f7Ef8A9E7R/wAPH/2yP+kK37eP/hy/2I//AKJ2vUxv0Svo9ZnaOY+HVDH4eOKzjFxwGN4j4vxWVRefPNpZlg4ZRW4gnlcMplLO8ylgckjhFk+UTrUp5RgcBPCYOWHyo8U57h4xjQx3slCNNRlDDYNT5qOYUs2pV3U+r87xUMxo08V9ccnipTgoTrSpJQPsr9hn9lw/sX/srfBj9mc+O2+JZ+EXgLwl4IPjd/DSeEX8Rf8ACL+GNG8Of2q/h2PW/EUelvf/ANkfbWtI9YvUt2uDbrNIsQlf61r8gP8Ah4/+2R/0hW/bx/8ADl/sR/8A0TtH/Dx/9sj/AKQrft4/+HL/AGI//ona/cOG+Gsl4QyXB8PcO4L+zsnwEsXLCYP6xi8X7KWOxuIzDFP6xjq+JxU/a4zF4itapWmoe09nTUKUIQj4dSrUrSU6knOShSp3aSfJRpwo007JXcacIx5n70rc0m5Nt/r/AEV+QH/Dx/8AbI/6Qrft4/8Ahy/2I/8A6J2j/h4/+2R/0hW/bx/8OX+xH/8ARO17pmfr/RX5Af8ADx/9sj/pCt+3j/4cv9iP/wCido/4eP8A7ZH/AEhW/bx/8OX+xH/9E7QB+v8ARX5Af8PH/wBsj/pCt+3j/wCHL/Yj/wDonaP+Hj/7ZH/SFb9vH/w5f7Ef/wBE7QB+v9fkB+wP/wApF/8Agt//ANnN/sjf+sBfs+Uf8PH/ANsj/pCt+3j/AOHL/Yj/APona8W/4JGfE/xv8XP20P8Ags742+IHwK+IX7O3iXWv2jf2UbvUvhh8TdV8B6x4t8M3Fv8AsVfCPQYdP1a++HHivxl4WnubzStC0rxZA+l67fWy6N4r0e3mmj1e31bT9PAP3oooooAKKKKACiiigAooooAKKKKACiiigAr8f/8Agkr/AMjR/wAFaP8AtMB+0x/6p79myv2Ar8f/APgkr/yNH/BWj/tMB+0x/wCqe/ZsoA/YCiiigAooooAp6jqOn6Rp99q2rX1npelaXZ3Ooalqeo3UFlp+nafZQvc3l9fXly8VtaWdpbxyT3NzcSRwwQxvLK6IjMPL/g7+0B8Bv2iNB1HxV+z/APGz4R/HPwxo+rzaBq/iP4O/Ejwb8TdB0rXbaOOa40XUdY8Fazren2OrwQyxSzabc3EV5FHLG7wqrqT8Sf8ABZHSPEet/wDBNb9qGy8O6TrGvwxeHfBmqeNtC0GzvNR1TWvhJonxP8E6z8Z9Lh06wjmvdRt774T2HjKDUdPtoZpb7THvLRYZvOMT/kB8ef2hdB1z9pP9pb9p7/gm78WtF8SLL8Gv+CeHwf8AgvefAW+0LxH8IP2pv2xtG+MPxz1bw/8Asv6vf6DfQeFfFenyfATxHaaL8Xrix1WO8+CngK/0vxfrFzpE3ga2tIsqdVPEKlONScJ1qeHf1enOtXwjqUKteji62HpRqVsRRzHEQp5JlGFw1P65mOd1Y4PCxrV3Rw9e6tNxwksRBwjOmp1FHEVIUaWKjDF5bhatKjXqOFKi8BQx9XN80xVef1bL8rwcsRifZYedbF4T+ir41fthfskfs2avo3h/9ov9qX9nP4Ba94j06XWPD2ifGr43fDP4WavrukQXLWU+qaNpvjnxPoV5qmnQ3iPaS31jDPbR3KNA8olUoK/iT9s39j7wdp3wy1jxd+1d+zX4V0n41WNpqnwb1TxH8dPhfoenfFrTNQe2jsNR+Gd9qfim1tvHljeyXlolpd+FpdVt7l7q2WGR2niD/jDrvx/8X/Fn/gmR8Efh/pnjvVfH37cP7eXxT8QfsrX+reL9CsLbxj+z98ZPGnibxXdftZ6fZeFz9um8C+H/ANjfwDoXxNj8K6XDNcRQQeCPBFxNqOqT+I4dW1H4y/4KgeHPhx8Dfit8VfgT8MPiv8H/ANlPwT4F/wCCXvwr+BXib4afHfWvDWk3P7c3wJ0Xxf48Tw/+zn+yHdeIPDep6n4M+K2gaPZeLPB2v/Enwfa/FDVZfE3xW8CaZN8GbjW7DQPHOlXNvDzcMTKjKMc0lgFiMNVdXDVfq3D+YcQY9U3RhiK1bD0qE+Ho4TM8vo5lDMaGY47EYDL8TiMBHL69Qgq7j7FVot4SOIqUK1JU8TRjiOIst4cwVWpCvPCwpVK+Jef+1y/GTwM8BisqoYTM8bgcPiquZYb+pbxJ+0l+zr4N+KXhX4G+L/j58FvCvxr8dW8N34I+D3iT4p+BtD+KXjG0uXnjt7rwr8PtT1218WeIbeeS1uo4ZtI0i8jle2nVGZoZAvaf8LK+HX/CwR8Jf+E+8Ff8LUPhaXxwPhn/AMJVoX/CwT4Kh1G30ebxgPBn2/8A4SM+FotWu7TS5fEA03+yY9Rurexe7FzNHE38kPxE8bfDnVPg3/wUe/Z/8RaTF4F/bv8A2if2z/2QPiB+y38CfGf2f/hpDWPBs/gz9kG9/Z41rwLod27+LNf8PfAtPDPjex8WeKNB+1aF8OdS8HfEK58R6hoznVJZ/wBJdb+Kn7FXw7/4Lj/D/QfCHxV/Zi8HfGjx1+yR+0P4P+KGlad8QvhjpXxH8T/H7xV8XP2Wn8B+DvHVgmtR+J9T+Jut+FdEdvBvhLWopfEd54Z0iUaBpr6VYuIteSUK2V0ZQq1p5hhs2ruGGjTq144nB8EriullEaUas6TzLDY6ccgzJQxNWEcZPB+yiqmYexwXIqvNgswxicIfUp5ZBRqSqRpVaGK4moZDUzOFapSo1JZdjMJUqZvlM54ag62CpYirVlyYSTr/AK8t+1F+zMnxiT9nd/2ifgUv7QEkRnT4GN8XPAC/GJ4RZjUTMnwyPiAeNWiGnst8ZBohQWbC6z5BD17rX8+X/BJ/40/sXeDPgP8ABX9lz41a/wDCTQv+ChOlfGHx9cfGj4J/ELTtHuf2mtS/aouvH/jDW/FXxhn8H6lY3nxA1DTvEAun8UeGPjTBZy+E4fBF/o72Xiy00qGKCD+g2m6ajRpSVSniFJuP1zCtzy/Fr2OHrKrgarSc6LVfmpSbbrYWWFxjVF4v6tQ1m+XE16VnT9lKUfYVvdxdLkxGIof7TBaQnL2HvwStQxCxGEVTELDfWaxRRRWYwooooA/H/wD4Juf8nhf8FqP+z+Ph7/6xN+zDX6m/EL4j/Dz4R+Dtb+InxX8eeDPhj8PvDMEN14k8dfELxRofgvwd4ftrm7t7C3uNb8T+JL7TdE0mC4v7u1soZr++t45bu5t7ZGaaaNG/LL/gm5/yeF/wWo/7P4+Hv/rE37MNfdn7YP7S3w1/Y8/Zn+MX7SnxdKP4D+E/hG58QanYvJZwtreozXNtpXhrw3Bc6k8emWd14m8T6ho+g2t/qk1vpWn3Gox3up3VrYW9xcRYYqtHDYetXlLljSpym37OdZvlV+WFGk1VrVJv3KdKnepUnKMIRlJqL2w1GWIxFChCLnKtVp0owVSFLmc5qKXtan7uldvWpU9yC96fupl34c/tefsnfGHwx448bfCT9p/9nj4peDPhlaw3/wASfF3w5+NXw28b+GPh7Y3FrfX1veeONe8M+JdT0rwnaz2Wl6neQ3GvXdhDLa6dfXCO0VpcPH2PiP48fA7wf8LLb45+LfjL8KfC3wTvNG0fxFafGLxH8RPCGifCy68P+IYrefQNdtviDqesWvhKfRtchu7SbR9Ti1drLUorq3ksp5kmjLfhd8DPEX/BPLXv2FP2n/iz8ff2p/2B/wBoL4nfFDVNP+Nn7XXi7S/jx8CfiL8Ivh18a/Emg6xbfs8fCKLU4/FmqeG9G8P/AAmtNAtvAHwJ07W5YLrxHrnhLWfGOiWk/ifVdVnX5u+EPxr/AGdZvgl/wb//AB1+J3xJ+F/ij9jf4D/A3X/AHxf+Iknibw54r+C/wI/a6H7NXwn0X4Q3Hxx1yyutT8K/DbxB4Xt2+J/hWw1Xx9Po6+CPGPinSYL650bVNU0+R+pU3KvmGFnKnh62X1eFKNaftIYvDUqud4DPK+YQ+sUp0oYidPH5Th8ryhUWqGYV82yebxUIZnTdHByShl1aEalajmFLiitSvCeFq1KeSVMreBqeyqwnVw9HFYPH1sXjJ1qbxGDp4LHqWC58BWhU/oK1j9vH9hzw98OvC3xf1/8AbM/ZR0P4S+OdU1DQ/BXxR1j9oj4Q6Z8O/GGtaTEJ9V0fwt42vfGEHhrxBqmmQss2oafpOp3d3ZRMJLmGJSDWCP8Ago3/AME9T4X0/wAcD9vD9jM+C9W8RX/g/SvF4/ag+CP/AAi+p+LdKsNM1XVPC+n+IP8AhOP7JvfEWm6ZrWj6lf6JbXcmp2dhq2mXlxbR29/ayS/jJrtz8MPi14S/4L7ftBfs5xeGvEf7KPxF/Y+07TvC/wAQvBmn2kvwo+K/7Rfgb9nv4723xq+I/wAMNasbceHPGi2/hzV/hN4P8TfETwpPf6XrviLw1Pp/9sajfaDeNB3Xxe8OfFW++MH/AARS0X4BeHfgffeNNY/ZA/aXt7ix+Odl4if4avpV98Dv2bINavNX0rwbp91qmuX6wmM2+lStp9rqgEtteatYoyzDKn7Wo8wUaE1Uw1Dh6tQoOSU6jzvLuKsfyzqzVOHsGuE6rwuNcaUKmCzfCY6tQpfUq2GxdT5IVcBTdWEqeJqZ/Tq4iP8ADX9jQ4cl+6gnOSrQqcTU8JjMLJznSzDJ8dhKVSosVRr4b+hzSNX0nxBpWm67oOqadreiazYWmqaPrOkXttqWlarpl/BHdWOo6bqFnLNaX1he20sVxaXdrNLb3MEkc0MjxurHyL40ftM/s3/s3Wei6j+0R+0F8EfgLp/iS6lsvDt98aPit4E+F1nr95AYVntNFufHGvaHDqlzCbm3E0Fi88sRnh3qvmpu4P8AYh/Zli/Y3/ZT+Cv7NEfi1vHT/CnwtNo954pXR08OWGp6nqetap4j1UaB4ZjvtUTwx4UsdT1m707wj4YXU9SHh3wxaaTov9oXv2H7TL+QHxa+Lngn9mf9vP8A4KBeMvj/APFr9m/9mj4v/E/wj+z0P2M/2gP23PCN14g+A+ufs5eFvhxa2nxW+Dfw/wBWuPil8FrB/Fdt8Wm+IWteMPh/oPxP0TxHqNx4v8IeKtS8O+KdIhtLeGcwrUcJiK8YVFLC0Y42vGs4ynPE0MHKNqOFpJQqVsXVozljXTjT54Zdg8yxVOhiK+FpYHEvCQqV6CnUhKNX2eH5opOMKVSvVpUnOvJKs6VKMqns4L3lUxdTC4WdWhSrVMZh/wBm/H37Yv7IvwqPgMfFH9qf9nH4bn4qaXFrnwwHj744fDLwefiPos7WqQ6x4DHiHxPpx8X6XM97ZJFqHh7+0bSRru1VJibiIPe8dftZfsr/AAu8d+G/hb8TP2l/2f8A4d/E3xlZaZqfhD4deOvjL8OvCPjvxVp2tXdxp+jah4b8I6/4j0/xBrllq1/aXdlpl3pen3UF/d2txbWsks0MiL/OX4Sl/aF/bK+Kn7GVx8Ofhp+yh8MvE/7RX/BFD4ip8SPBvxE+HfjOP4M/Drw58QvjZ8KINUf4e/CDS57i71X7Bd6la3WjeDPE3irR9NudMlmivvEhYrJP5X+13+yx8Yvhneftl/s5fCLX/BvxN+EXwH/4JB/sA/DX4+6V8RPhje+Mfjt8Vfgj8OPFX7Vmi+NNd+BHjJ/GsXgv4Z/G2y8C+H/FXiLwvdeLvhn8WNPvPFTeHrfTB4cvdMi1a63rReEhGeM9nhk81zvCP21eMKCwuRZvxzlWYVa+J5J/VKOB/wBVcsr4jMZ4etSqxzrExoYLlyfE1KpCPtZ1IYeUq7p4Lh6rN0aXtKixXEMOAp4GFKiqijiamJ/1uzGGHwVPEQkpZNhvb46lDNqM6H9PPxE/bG/ZE+EPxB074S/Fn9qj9nD4X/FTWF0Z9J+GfxE+OHwy8FfEHVE8RXJs/D76d4M8S+J9M8R3y67eK1pozW2myjU7lTBZGeUFaufEf9rb9lP4O+OtA+F3xc/aa/Z8+FnxM8V/Yz4W+HfxG+M/w48EeOvEg1CV4LA6B4R8TeJNM1/WBfTxvDZnT9PuBczI0UO9wVr8J/An7RPwj8C/8FQPjVqFh+3Z+x18APhj8SvgT/wTa1jwV4T/AGmLLw1qfxF/aP8AA174P+Jh0I/BfxZ4p/aF+Ed1per3Wk6lY2E+sWngj4oySa34j0W6n03zok03VPnTxD+1NoP7G37Pn7a/hzxP4h/Y/wDDf7fk37VH7Tnjv40/AL9tP4Xar4z+Iv7dPg/xX8Vtan/ZrsfgJZr8XPhVq/j/AMJaj8IbnwB4T8F3XhvSPi34c8MxaNP4X/4RDSdS0q/W6pU+XFRw1RVU44nNqc4Ok6eJrLLs3ynK1hYYdOtGjiIQzGricX7KvmGOovC+w/sa9WVShlTk62Gp14qCdenkaVqqqUMPLN8lzLNpYupXmsPKrg41sBTwGHnVo4HCVamOoVHmiUXCX9Onjb9p79mv4a/Efwh8HPiN+0L8DvAHxd+IJs18BfCvxr8WfAXhX4j+NzqF1JY2A8IeB9d1+w8TeJTfXsUtnZjRtLvftN1G9vDvmRkHuVfzjf8ABab4sfD9vBsvw30n45fsuxeNbTXP2Z/G3xJ/YVm8IW2nftr/ALWEvhr4q+GfGHw98C/BD4jL47u/EGiJezWcdjo0mhfs8fEa9spbPXrSLx74DiudR1HRf6OazpLnws6s9KsM0zHA+6r050cJTwM6VWM4+0o87lia1KpCGJqVYujGpWo4R1YUh815UXG3sq2X4DGRu7VI1MVCrKpCVOfs68YWhTqUpTw1OlKFS1HEYqUKrpFFFFIoK/ID9gf/AJSL/wDBb/8A7Ob/AGRv/WAv2fK/X+vyA/YH/wCUi/8AwW//AOzm/wBkb/1gL9nygD9f6KKKACiiigAooooAKKKKACiiigAooooAK/H/AP4JK/8AI0f8FaP+0wH7TH/qnv2bK/YCv5f/ANiT/gnR8MP2nPjH/wAFW/iB4s+PH7bnw81Kx/4Kw/tL+HY9D+An7Zfx8+Bvgya1HgH4H+Jvt954Q+HXjHRNDu9bN34mu9POsz2j350HT9B0Tzv7O0PToIAD+oCivx//AOHL3wJ/6O0/4Klf+LMP2uf/AJ5NH/Dl74E/9Haf8FSv/FmH7XP/AM8mgD9gKK/H/wD4cvfAn/o7T/gqV/4sw/a5/wDnk0f8OXvgT/0dp/wVK/8AFmH7XP8A88mgD9gKjSGKNVWOKNFV3kVURVVXkLs7qAAA7tI7Ow5Yu5JJY5/IP/hy98Cf+jtP+CpX/izD9rn/AOeTR/w5e+BP/R2n/BUr/wAWYftc/wDzyaAP1+CIDkIoO5myFAO5vvNnH3m/iPU96ZJBBM0LywxSvbyGW3eSNHaCUo0ZkhZgTFIY3dC6FW2My52sQfyE/wCHL3wJ/wCjtP8AgqV/4sw/a5/+eTR/w5e+BP8A0dp/wVK/8WYftc//ADyaP0t+G33dAP19McZkWUxoZUV0SQqpkRJCjSIr43KsjRxl1BAYxoWBKrh9fj//AMOXvgT/ANHaf8FSv/FmH7XP/wA8mj/hy98Cf+jtP+CpX/izD9rn/wCeTQB+vnlReb5/lx+d5fledsXzfK3b/L8zG/y9/wA2zO3d82M81JX4/wD/AA5e+BP/AEdp/wAFSv8AxZh+1z/88mj/AIcvfAn/AKO0/wCCpX/izD9rn/55NAf1+n5JI/YCivx//wCHL3wJ/wCjtP8AgqV/4sw/a5/+eTR/w5e+BP8A0dp/wVK/8WYftc//ADyaAP2Aor8f/wDhy98Cf+jtP+CpX/izD9rn/wCeTR/w5e+BP/R2n/BUr/xZh+1z/wDPJoAP+Cbn/J4X/Baj/s/j4e/+sTfsw1+wFfyj/sJ/8ErPg/47/ad/4KseF9R/aS/4KGaLafCj9snwV4M0bUfCH7e/7S3hTX/Etjffsn/s/wDi2TVviLruieO7TUvH/iiG98QXOmWniXxPPf6va+HLHRvD8Nyul6RY28P6cf8ADl74E/8AR2n/AAVK/wDFmH7XP/zyaAP2Aprosisjqro6lHRwGV1YEMrKQQysCQQQQQSCMV+QP/Dl74E/9Haf8FSv/FmH7XP/AM8mj/hy98Cf+jtP+CpX/izD9rn/AOeTQB+vwRFQRqiiMKEEYUBAgG0IFA2hQvyhQMAcYxS4GQcDIBAOBkA4yAewOBkd8D0FfkB/w5e+BP8A0dp/wVK/8WYftc//ADyaP+HL3wJ/6O0/4Klf+LMP2uf/AJ5NAfpt5f1ZHc/tT/8ABMXUf2ofi/qvxbt/+CkP/BUf9myLVNJ0PSl+Ff7LH7Tfhb4X/CDTDolglidT0rwlqnwg8X3ltq2slDe65dya5Ot7fu80cNuhES/eHwZ+FKfCD4SeAvhNffEL4mfGf/hBNB0/Q3+JXxy8RWPjj4q+NZtOkMsXiHx74ntNG0Gy13xLLJskuNTt9E01XeKJ0t43TcfzW/4cvfAn/o7T/gqV/wCLMP2uf/nk0f8ADl74E/8AR2n/AAVK/wDFmH7XP/zyaKX7mjPD0/dozrLESi/ebrKVeanzy5pq0sRWfKpKPvL3fchylT97VhXqe9Up0fYRl8KVLlow5XGNoP3cPSXNKLn7rfNec3L9f8DO7AzjGcc464z1xnnFG0ZJwMkBScDJAzgE9wNzYB4G4+pr8gP+HL3wJ/6O0/4Klf8AizD9rn/55NH/AA5e+BP/AEdp/wAFSv8AxZh+1z/88mgD9fwAoCqAAAAABgADgAAcAAcADpUclvBLJDLLDFJLbM728skaPJA8kbRO8LspaJnido3ZCpaNmQkqSK/IT/hy98Cf+jtP+CpX/izD9rn/AOeTR/w5e+BP/R2n/BUr/wAWYftc/wDzyaAP16a3geaK4eCF7iBZEhnaNGmhSbb5qxSlS8ay7E8xUYB9i7gdoxNX4/8A/Dl74E/9Haf8FSv/ABZh+1z/APPJo/4cvfAn/o7T/gqV/wCLMP2uf/nk0AfsBRX4/wD/AA5e+BP/AEdp/wAFSv8AxZh+1z/88mj/AIcvfAn/AKO0/wCCpX/izD9rn/55NAH7AV+QH7A//KRf/gt//wBnN/sjf+sBfs+Un/Dl74E/9Haf8FSv/FmH7XP/AM8mvF/+CRfwM8Pfs8/tof8ABZ34Y+GfGPxb8daT4a/aN/ZR0+08RfGr4p+M/jF4+1CK8/Yq+Efit59e8c+O9U1fxFrd7FeeK7zTLW81G9nntvDum+HtAiddM0DTIIAD96KKKKACiiigAooooAKKKKACiiigAooooAK/H/8A4JK/8jR/wVo/7TAftMf+qe/Zsr9gK/H/AP4JK/8AI0f8FaP+0wH7TH/qnv2bKAP2AooooAKKKKAPk/8Abi/aTuv2Rf2WPi18ftK8L23jbxJ4N03QdM8F+Eb7UZdI03xH4/8AHni3QPh74B0nV9Vgt7u403RLrxj4q0Rdbvra1uLm10kXk1tDJcJGh+K9J/4KC/E/9mf4sfG74N/8FAJvhhrUXwu+Gf7OXxutvjj+zX8NPHngzwJpHw3+PnxI8afB7V5/iR4C8d/FL4ta/wCHdJ+Efj7wctx4p+I9l4zvdKvfA+vW/iy/8IeELfRNZhT7w/bA/Zr0L9r79m34q/s6+IPEeq+DLb4jaHZ2+l+NNDtbW/1fwX4r8Pa3pfi3wV4wsNPvWjs9Sn8MeL9B0PW/7LupYLfU0sXsJri3juWmT4Z8Qf8ABNj4y/Fy1+Pmu/tB/tW+G/FPxP8A2mfAvwa/Z4+KXib4TfAPVPhN4Utf2SPhn4j8WeIPGvwi8AeE9a+OfxP13wv44+NjePvG9l40+LGo+O/Ea6JZa/DD4R8D6VLoun3RzpOrHEc1qcqbqRjVhiJSjQrYaeGrU8LSpVKVPEVsHUoZvKhi85xsMPKt/YVOdLLaWOxylgMRpUVKWG5XKoqvMpU5YeMXWouOOyueKnVjWlRo4n22UQzTDZVhpVvYf2pVjUzCWEo+wx+G6j46ftffE/xT+zt46/a5/ZO+N37PXw2/Z3+Cln8bbr4ieN/2jv2cPil8W7L4jWHwcurmy1Dxb8F9Q+Hn7TnwHju/BtxqmheJtC0PVb2w16Px3qEFneeGJ49Kks7rWPz8+OP/AAVY/bm+AHgr9n2z+MegfsxfBb44fE/9kDwZ8b9A8A+K/g18d/Gdl+1X+034s8UXemXf7F3wCl8NfGnSH+EvxI8LadfeAbbXNU8a6j8ZLwal48XW7TwpceEfCniDVI/vq2/4JmaiP2XfhD+xbqfx8uNY/Zt+Ef7RnhPx7a+Eb74eSS+IfFH7L/wy8WP8QfhV+yV4m8Ty+PZU1DR/CfirT/B2j6r8RJ9HmuvF3w08I2vgzVfCUeoanqfiifM/bA/4Jr+PP2jvir8cPHngz41fCHw54d/aX/Zv8Ofsw/Ffwt8c/wBmS4/aF1Dwn4K8O6r4z1Rdd+AOv23xu+E9r8N9f1WfxnNqOrWXiXw98Q/Dt34v8PeD/GT6Ybvw4mm3z1ouMqHta9KWPoyhSxHsaWLhQw/DmYVniatV/XsPQnmOe5vhcLVwNs2wOVYzhuNWOGzfI8UliXBxqO1dUaVSFCanOiq1XC1PbcSZbSjQowi8FiKn1HIcsx+KeKmsvxmaYLPadKnicjz2jU+p+P8A7QX/AAUV/av8G/8ADa3xe+F/gj4FWHwK/wCCcp+F1n8ffAHxC0Xx14j+Lnxf1zWPhn4D+Nfxn0f4afEXwz8QvC3gz4Vf8Ky+HXxE0az8O3/iL4b/ABei8d+LrHUraeDwtpTW16311oP7T/7Qc/8AwUS0X9mfxV4G+EmhfAHx1+zL8Tvjd8NfEGj654r8R/F7W7z4dePvgv4SGp+LGntfD/g3wfo2sR/FDVI7Xwbpun+MtVj/ALEsNZuvG1o2pXHhqx+cPHf/AASY8X6z/wAL0+GvgX9qeTwz+zJ+1tonwP0j9qT4f+L/AISXHxA+Mvi+X4PfD7wX8JNe1P4b/HCP4reE9F8B6h8afhn8P/DHhv4lXfiv4QfFC4S8t9R8QeF5dF1HVG+y/RuufslftJ6l+3Z4B/a2079or4E6Z8PPh58MvF3wP0f4MTfsq/EC/wDFtx8JvH3iz4aeMvFVrefGBP2vrDRz4/XVfhpp1v4b8XwfByHw7pGmajd2+p/D/wARXUcN8Oql7GOYZYm4ywKhmdPHucKkYLGVeF8dhvrsY+0xGLeX1OJ6mAxWSYV18TWwOBhi3j8PTrQwkTil7Z5ZV0l/aKo5bJNTpOdSFPOsjrLCxlCnh8IsZSyWlntDO8UqGFpY7HVsEsvqvCuuo/Pf7CP7efxO/as+O3xG8JeJv2l/2HrSPwJ8Zf2pPAF3+yT4K+G3jeL9qjSvB/wS+Lvjb4VeEfFuu+OtU/al1vRkXVYND8OeMNenX9nyysrrT9aGm6aNLFza6vH+zVfnh+yV+yl+0v8Ast+IPEvhY/tGfAzx1+zbr/xm/aJ+McXgEfsrePvDHxwsr349/E/x38XF0N/jmf2vPEXgO7tfCfirxsbU3i/s5WkuveH9NFiIdF1G7OsW36H1z0tMFlcJX+sU8swcMZzaz+uqn/tXtJe/zT9q5Xn9ZxcZK0oV1TcMPQ6auuOzaUGnhZ5xmc8vtpFZZLGVf7OUU1BxisH7G0JUaFSHwVoVK0amJrlFFFMQUUUUAfj/AP8ABNz/AJPC/wCC1H/Z/Hw9/wDWJv2Ya/Uf4lWfxJv/AAPr9p8IfEvgbwf8RpbaEeGPEnxK8E698RfA+l3SXlu91Nr/AIM8MfED4Wa7rltJp63dvDDp/j7w7Jb3ktveSXNxBbS2N1+XH/BNz/k8L/gtR/2fx8Pf/WJv2Ya+8v2uvg38Rf2hf2bfi98EfhV8ZH/Z/wDG/wAT/Cdz4P0/4uReELrx1ceEdO1e4trfxJJaeG7Dxp8O9RuLzVvDR1fQrXUNM8a+HdU0O41SPXNM1CO/062DYYr2v1et7Cn7at7OXsqftnh1Opb3FOvG8qVPms6k4RnOMOZwp1JWpy2wypvEUFWqKjS9rT9rVdFYj2dPnXPP2Dsq3LG7VJtKo1ytpNtfnf8As/ftZ/t/fFT4C/ta/FzTNN/ZL+Mek/D/AMf6p4H/AGYPifo3g/4ufs8fDn4n6J8N7HVrL42fFjWPDmqfFT9pXxD4l8CaB41sL7w18M4/DHiXw3J8T5vCus3X9reGPD+t6P4otdOy/b1/aI+Jnwi/4Jm+Gfg/4W+Dmn/tQ/8ABQX4Iw/GrWvEvjzSvGup/A/4L+DvB3wp8D+P/iv4qXwFoXjDR/HXjhl17x/4V8H+BfAy/Ezw1PPNry6jrnjmG20a4/tH3rwP+zT+2B4M/Zn8Rfs8WPx9/Y00KKy8FeFfhl8G7v4ffsLfGPwj4C+Gnw90zRtQ8N+I9F1v4e6r/wAFCfGOr+NtQvtCk0e28IarpnxF8B2/hS80++vdd0nx4uqxWumeFeE/+Cavx18F/Br9irStB/av+HOm/tL/ALAmgX/w6+B3xp0z9mDXrf4ZeK/gxrPw68L/AA48R/DX42/A7Vv2lvEOv+LX8T2HhLRNc1XxT4H+NvwzurPxLpGh6loOlaRBp95Yat1JUlXzGnVlUxGEhV4Uhg6/IsLicXTweAzzDZxV9nhqip4OGKzCtw/mOb0VP6xUoUs4w2V4mtOnlnPg+dwy6cFToVpUuKJYyipPEUsLUxdTK6+SUva4imvrdbCU6Wa4PB1pUvqntJYGvjsJQpVscoeT/Er9tH/goV4G8Lftz+AZ9Y/Y40j9oD9gX4Saf+0h4g8XTfA341+KfhJ+0V8D/GXw6+JHirwPF4U8BQ/tN+EPF/wM8d2vin4TeNPCfiuHXPiR8atHEMOm6zpDSR3j2sFDxl+2l+3p8P4/2J/DHjb47/8ABPLwT4i/a0+HHxl+NOpfFLx3+z38ZvB3wn8A+E/h18M/hJ4z0LwHc6Vqv7bYv5PEOqar481uHVfH83jcadDpdnYCy+HclzbXc179aaR/wT48Wa18M/25E+M/x8sfiJ+0Z+3h8Kr74ReP/i74c+E//CBfDv4d+DNP+HXi74f/AA58KfDL4PXHxD8Y63Z+E/AzeOPE/ii7s/E3xd8R+I/FniLXtYu7/wAU2EFxY2umdZ4s/wCCevgH4hePf2GfFXxHvfB/xE8O/sXfCj4hfDmPwP43+Fui+KdG+IereNfBfw08I6b4zRNe1jUbHwfqHhiT4ePq1nbrpXia5lk1k20Gq6e1ibu9ypwqN5hGpWhGVahw99Wrqm5wp1o5dxU83qQoRjTjGvSxdLg/61RiqOBxWN+trA/8JeJzO9TlD2uAlTpz9hTqZ/8AWKMpL2jg4cORytVaspTdSjVxFXiupgp+/i8LgHgY45Rx+EwTXq37CH7R3iD9rn9kP4EftH+KvBlr4C8QfFbwYviDU/DmmXl9qOg+dBqupaOmveE9R1OzsNR1DwV4vh02Lxd4Jvr60iu7vwnrmjXFxvlkaR/yh/bl/wCCtnxU/Za/ak+Pfwo0L4hfscaZY/Bbw5+yxqvgD9nX4p6V4zt/2kP2rtb+Pmta/pniLw18IfGel/GrRdG8PX/hz+y9Pg0+5uPgd490m2u9VhuPFGqaRpivdRfZX7UP/BUHSP2UPizqHwZ/4d+f8FQ/j2uh6LoGoRfEP9lL9izxP8Zfg3dQ6vp0d3DpGi+ONI8QaZYXWpaLGVsdZ06G0QaXeI1mzMUOPBPGH7F3xc/bj0/9oL41eCviy/7NXwZ/4KQ/s+fCH4bfHD4AftL/ALE+v6h+098PfDPgTQ/Hvhqe20bVNT/aV8KeFPhd4/1PSPHWpl7bxx8F/icPC+rWul6vZR3UsKx1dWo8RXjmOBoKWDpZpPmoyqRp0YpvGcmErTdKoo05PD1KDrLLswhScVWjgKtoOLowhQpvBY2ry4itgKMoTUJ1qnK62AlVxFKKqU5znHD1/aqm8fgKtWMnT+u0pylf23Uv2jf23P2hPjj+1H8PP2Nov2Yfh/4K/ZG8S+Gfhb4j8RftH+C/ij8StV+Mvxt1n4aeFfixrfgzw3F8NPin8LLb4TeD/Cnh3x54O0a8+IGqQfFm/wBS1/UNUex8CrYaQj6l4z8If+Cj/wC0V+29f/AD4dfsk+Efg38GPiF40/Zin/aW+P3jD9oPQ/Gvxm8IfCEw/FPxV8C7P4VeEPAnw78d/BHWPiJr+s/E/wCHnxJCeLr/AOIXgzSNH8KeEYdSk0TVtS1+30yw9qk/YE/aA+EHxB+Lnib9in9rfwv8DfCX7QWn+A5Pit4S+MX7PF3+0TqOk+PfAXw18O/CK1+Lnwi8TWHxw+DK+F/HGv8AgPwZ4PsvEtp8Q9C+LHhPUte0K28SjQYXk1HS9SxNC/4JieJP2eb/AOA3jD9hr9oDSfg58RPg7+z0P2Y/Fl38efhBc/tD+Bvjh8OF8YXvxHg13x/4Z8JfFP8AZ98Taf8AE/T/AIka74u8Z2Pi/wALePdJ0p7nxn4l0rUfCl9pl3Zx6cU404SwkJyq1sLD2Cx/MlSxdfHQ4e4hp18ZhXCrJ0crq8UyyLGRwVTGVKkcop4egsPCos5w2Oz5qsqVeVqdLGSpxeEaaq4Whh3muSTlhcUnRgq+ZRyJZthljKWEhQlm88VXU6eFllFXDfK/xZ/4KEf8FBtC/Zz+OvxN8MS/sd+Cfin+xz+0t4d/ZN/aD8FeKvgz8afil4R+I3jHxt48+C+meDPip8JPEui/tJfCHVPAvg7VPh38cvCvi+88BeLtE8ea7p+tWupeGz40mhSLWH+p5/j3+3/4n+Pl1+xf8NfFf7IM/wAaPhF8F/DXxx/aK/aI8U/Av4yx/CC3tvix428eeHfgx8MPhv8As96Z+00PG48R6ro/w78Tav4x8a6/+0He6Po0VhZz6d4W1GfWl0nSt7Uf+CZX9s/skfGH9n7XfjrqOv8AxX/aJ/aC8IftM/HD4/al8PtOiXxX8TPD3xR+F3jy6h0L4aaX4m0+08LeD4PC/wAKPDXw08GeHh4v1i58LeHbHTrzUtZ8V6pbX0+q+k/Gr9j34yXv7TE37W/7J/7Qfg74F/FnxZ8JdA+CPxe8P/Fv4H6n8fvhL8TPBfgzxH4i8TfD3W5PC3hn4y/ATxZ4c+IXgHUPGfjCHR/EVj4/u9H1LSNcm0fW/DN2kNteW6jeEMuhVftqn7v+1alBKNKrjFwhhfb4jDqp7GrTwEuNZY3E4fDUPqyjhVQoV8G8ng8tnTtOOZyp/uZLFVXk0a15Onl3+s0FSw+J9m6sKuK/1Q9phpVsQ8RN49xxMsU8wSx8fmz46fGf/gqN8Ov2hf2PfgtpPxM/YG0Zf2rr/wAe+Grn+0f2Yv2h/iAfhr4j+E/wLv8A4oeLLqDxHbfti/C0ePtE8S69oOqaf4djk8GeA77QdI1GwGpNrt7ptxPqfgGjf8FVP2ho/wBr7W/gDN42/Yw+JeseG/25/D/7Iuqfso+AfDPj/Qv2v7n4a3PhDwJq3i79q+wZ/jx8QbS0+G3gu78T674j12x8RfB7RfDNh4S8MX2nN8U7jxAIGvP1M8T/ALKnirx18UP2G/i744+Ma+IvGP7IV78TtY8U3y/D3T9Gj+Muu/E/4Ma38KNSv4LLSvEUGn/DmCyvNak8SwWFrZ+LI3ggTQvNjdm1ofP3iD/gmXa6jc+OvF2h/Fy18PfF2/8A+Cgumft6fCr4mL8No7y/+GF42j/Drwb42+ElxaL40sr3xX4Y+Inw48KeLvA3ijUIdb8MQ3eneORcSaBNN4dt11DTC2pZxh/byp1Mrgoe3cYynCrL/WnhSE+T2sPrXsnw4+J6k06ca0sPGpToSw2cyyqvRzxKdTKqqoKpTzGdNxo80kpUW+H+KeSVRwk6LqRztcMJzhUqRVV+1nDFZfHM8PW+kf2OP2g/F/7RGgfHzVfGOleG9JuPhV+1t+0V8AtBTw1banbQ33hL4Q+OZ/DHh3VNXXVNW1Z5vEV/YxLNrVzZSWOmz3ZZ7HStPhIgH2BX56fs0fso/tHfs3/Fb4s3Vj+0X8GfFf7OPxY+P3xu/aAv/hbdfsv+NNJ+M2ka38ZdYvfEjaFafHmL9qu/8F3GmeHdcntnWeb9nVbnVtKt57A/2dd3Sara/oXWdP8A3HJ+fTFLIchp5lB61I5vQyfA0M4lUlHmpVJ1c0p4uv7ShUqUaiqKcJLm5I6VP98zXk1wzzrOqmXzWkJZXWzXGVsqjTjK1WEaWXTwtL2daEKkHDkkm1zMr8gP2B/+Ui//AAW//wCzm/2Rv/WAv2fK/X+vyA/YH/5SL/8ABb//ALOb/ZG/9YC/Z8oA/X+iiigAooooAKKKKACiiigAooooAKKKKACvx/8A+CSv/I0f8FaP+0wH7TH/AKp79myiigD9gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8f8A/gm5/wAnhf8ABaj/ALP4+Hv/AKxN+zDX7AUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX5AfsD/8pF/+C3//AGc3+yN/6wF+z5RRQB+v9FFFABRRRQAUUUUAf//Z" width="379" height="226" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:12.0pt;font-family:Calibri, sans-serif;color:#0070c0;"&gt;In the new version of the manual, this address has been changed to Z1OTP_JTAGLOCK.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:10.5pt;font-family:Arial, sans-serif;color:black;"&gt;&lt;img src="data:image/jpeg;base64,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" width="354" height="243" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:12.0pt;font-family:Calibri, sans-serif;color:#0070c0;"&gt;Previously, we always skipped programming this address and left it unhandled. However, the new file provided by the customer requires this address to be programmed with the value 0xF0.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:SimSun;"&gt;&lt;span style="font-size:12.0pt;font-family:Calibri, sans-serif;color:#0070c0;"&gt;The programming API function returns an error, and this address cannot be programmed correctly. I have tried modifying the 64-bit and 128-bit settings, and also changed Fapi_AutoEccGeneration to Fapi_DataOnly, but neither change had any effect.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10.5pt;font-family:Arial, sans-serif;color:black;"&gt;&lt;img src="data:image/jpeg;base64,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" width="462" height="475" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TIDM-BUCKBOOST-BIDIR: Request for Secondary Board Schematics and Hardware Availability – TIDM-BUCKBOOST-BIDIR</title><link>https://e2e.ti.com/thread/1695493?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 04:47:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9e95b642-4ddc-4e49-8541-f524c61b14e1</guid><dc:creator>Vedhesh Hari  U</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695493?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695493/tidm-buckboost-bidir-request-for-secondary-board-schematics-and-hardware-availability-tidm-buckboost-bidir/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TIDM-BUCKBOOST-BIDIR" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TIDM-BUCKBOOST-BIDIR&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/TMS320F28035" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28035&lt;/a&gt;&lt;/p&gt;&lt;p&gt;We are developing an automotive DC&amp;ndash;DC converter to power a separate ADAS SoC board, with the following requirements:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;
&lt;p&gt;Input voltage: 8&amp;ndash;36 V DC&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Output voltage: 12 V nominal, programmable&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Maximum output power: 50 W&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Topology: Four-switch synchronous, non-isolated buck&amp;ndash;boost&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Operating mode: CCM&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Digital controller: Preferably TI C2000 family&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;We identified the &lt;strong&gt;TIDM-BUCKBOOST-BIDIR&lt;/strong&gt; reference design, based on the TMS320F28035 C2000 controller, as a potential platform for our project.&lt;/p&gt;
&lt;p&gt;We would appreciate your help with the following:&lt;/p&gt;
&lt;ol start="1" data-spread="false"&gt;
&lt;li&gt;
&lt;p&gt;Could you share the &lt;strong&gt;secondary board schematics and complete hardware documentation&lt;/strong&gt;, as these do not appear to be available among the files on the TI website?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Is the actual reference board available for purchase or through any other arrangement?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;If available, could we obtain the board for hands-on testing, evaluation, and development?&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;We intend to use this reference design to study the digital control implementation and evaluate its suitability for adaptation to our project requirements.&lt;/p&gt;
&lt;p&gt;Any guidance regarding hardware availability and additional design resources would be greatly appreciated.&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28P650DH: ADC repeater by SOCx and how it works with the round-robin</title><link>https://e2e.ti.com/thread/1695476?ContentTypeID=0</link><pubDate>Thu, 05 Nov 2026 03:12:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:095568e9-1420-49e4-b960-8468906ebdaf</guid><dc:creator>Hang Yang</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695476?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695476/tms320f28p650dh-adc-repeater-by-socx-and-how-it-works-with-the-round-robin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28P650DH" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28P650DH&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/SYSCONFIG" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;SYSCONFIG&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi Experts,&lt;/p&gt;
&lt;p&gt;When using the ADC repeater module for oversampling? Can we repeat sepcific SOCx individually?&lt;/p&gt;
&lt;p&gt;For esample, ePWM SOCA at ePWM ZERO event should trigger SOC1,2,3,4,5, can we repeat SOC1 only for 3 times, like:&lt;/p&gt;
&lt;p&gt;CTR=ZERO-&amp;gt;1-&amp;gt;1-&amp;gt;1-&amp;gt;2-&amp;gt;3-&amp;gt;4-&amp;gt;5?&lt;/p&gt;
&lt;p&gt;If not, is there any work around to achieve this sequence?&lt;/p&gt;
&lt;p&gt;One possible way is to bind the channel that needs oversampling to SOCB, If I set up SOCB to trigger SOC1 for three times, and SOCA trigger SOC2,3,4,5, and both SOCA and SOCB are bind to the ZERO event, which sequence would happens in the following two?&lt;/p&gt;
&lt;p&gt;ZERO -&amp;gt;1-&amp;gt;1-&amp;gt;1-&amp;gt;2-&amp;gt;3-&amp;gt;4-&amp;gt;5&lt;/p&gt;
&lt;p&gt;ZERO -&amp;gt;1-&amp;gt;2-&amp;gt;3-&amp;gt;4-&amp;gt;5-&amp;gt;1-&amp;gt;1&lt;/p&gt;
&lt;p&gt;In the meantime, is there other materials that we can learn about this module other than TRM? The TRM do not include having the repeater works with other non-repeated SOCs.&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Hang&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H850TU: CLB Data exchange registers being DMA accessible</title><link>https://e2e.ti.com/thread/1695418?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 22:25:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:394aaa10-ea83-4ff6-bcb5-2b038c035d8e</guid><dc:creator>Ilan Messing</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695418?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695418/f29h850tu-clb-data-exchange-registers-being-dma-accessible/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H850TU" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H850TU&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;On most C28x based MCUs i&amp;#39;ve checked the CLB registers are &lt;em&gt;not &lt;/em&gt;reachable with DMA and there is effecrively no way to move data to/from the CLB without CPU or CLA intervention.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In the Table 7-28 of the&amp;nbsp;f29h859tu datasheet it says they are DMA reachable.&lt;/p&gt;
&lt;p&gt;Can this be confirmed?&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28379D: F2837xD: CPU2 flash load does not restore GS RAM: 0xD000–0xD04F is never backed up, and 0xC126–0xC143 / 0xC859–0xC876 are restored with verifyw.alg code</title><link>https://e2e.ti.com/thread/1695387?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 17:53:22 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d3879b4b-fdb3-4f58-b15c-c12a35070a39</guid><dc:creator>Nehemiae George Roy</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1695387?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695387/tms320f28379d-f2837xd-cpu2-flash-load-does-not-restore-gs-ram-0xd000-0xd04f-is-never-backed-up-and-0xc126-0xc143-0xc859-0xc876-are-restored-with-verifyw-alg-code/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28379D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28379D&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/tool/LAUNCHXL-F28379D" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;LAUNCHXL-F28379D&lt;/a&gt;&lt;/p&gt;&lt;h2&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/trace_5F00_error1_5F00_gs1_5F00_gap.txt" target="_blank" rel="noopener" data-temp-id="trace_error1_gs1_gap.txt-5461"&gt;trace_error1_gs1_gap.txt&lt;/a&gt; &lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/trace_5F00_error2_5F00_gs0_5F00_windows.txt" target="_blank" rel="noopener" data-temp-id="trace_error2_gs0_windows.txt-27114"&gt;trace_error2_gs0_windows.txt&lt;/a&gt; &lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/trace_5F00_test_5F00_setup_5F00_cpu1.txt" target="_blank" rel="noopener" data-temp-id="trace_test_setup_cpu1.txt-2495"&gt;trace_test_setup_cpu1.txt&lt;/a&gt; &lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/171/readback_5F00_after_5F00_load.txt" target="_blank" rel="noopener" data-temp-id="readback_after_load.txt-1228"&gt;readback_after_load.txt&lt;/a&gt;&amp;nbsp;&lt;/h2&gt;
&lt;h2&gt;Description&lt;/h2&gt;
&lt;h3&gt;Summary&lt;/h3&gt;
&lt;p&gt;When the CCS flash plugin programs the &lt;strong&gt;CPU2&lt;/strong&gt; flash of an F2837xD (load through DSS), it uses GS0/GS1 for its algorithms and its data buffer. It backs up that RAM before and restores it afterwards (&amp;quot;Enable Flash RAM Backup&amp;quot;, backup type 1), but two areas do not get their original content back:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;GS1, 0xD000&amp;ndash;0xD04F (80 words) is never backed up.&lt;/strong&gt; The data-buffer backup reads from &lt;strong&gt;0xD050&lt;/strong&gt; (length 0x1FB0), while the image data is written to the buffer from &lt;strong&gt;0xD000&lt;/strong&gt;. After the load, these 80 words hold image data.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;GS0, 0xC126&amp;ndash;0xC143 and 0xC859&amp;ndash;0xC876 (30 words each) are restored with flash-algorithm code.&lt;/strong&gt; In the second program/verify pass, the &lt;code&gt;.cinit&lt;/code&gt; + &lt;code&gt;ramfuncs&lt;/code&gt; backups for &lt;code&gt;progw.alg&lt;/code&gt; and &lt;code&gt;pwrite_en.alg&lt;/code&gt; are taken while &lt;code&gt;verifyw.alg&lt;/code&gt; code is in RAM. The final restore writes the good 0xC000&amp;ndash;0xC961 backup first and these four small backups after it, so the windows keep &lt;code&gt;verifyw.alg&lt;/code&gt; code.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Debugger resets of CPU1 or CPU2 do not clear these areas. An application that keeps data in GS RAM across a CPU2 reflash, or reads a shared buffer before it is first written, sees this content. We hit it with a dual-core motor-control application whose CPU2 &amp;rarr; CPU1 data buffer is at 0xD000: CPU1&amp;#39;s first read returned image data (5.55e12, &amp;minus;9.07e37 as float32) and the motor stalled.&lt;/p&gt;
&lt;h3&gt;Environment&lt;/h3&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;Item&lt;/th&gt;
&lt;th&gt;Value&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Device&lt;/td&gt;
&lt;td&gt;TMS320F28379D; registers read on this chip: REVID = 0x3, PARTIDH = 0x00F90300, PARTIDL = 0x10077F80&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Board / probe&lt;/td&gt;
&lt;td&gt;LAUNCHXL-F28379D Rev 2.0, on-board XDS100v2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;CCS&lt;/td&gt;
&lt;td&gt;&lt;strong&gt;20.5.0.00028&lt;/strong&gt;; also reproduced with 12.7.0.00007 and 10.0.0.00010, each with the DSS of that install&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Flash plugin&lt;/td&gt;
&lt;td&gt;&lt;code&gt;ccs_base/DebugServer/bin/FlashC2000F021.dll&lt;/code&gt;, algorithms &lt;code&gt;c2000/nowFlash/libraries/F2837xD_f021_c28x.nfl&lt;/code&gt;; trace: &lt;code&gt;DLL name = FlashC2000F021&lt;/code&gt;, &lt;code&gt;m_iBackupType = 1&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Target configuration&lt;/td&gt;
&lt;td&gt;F28379D ccxml for the XDS100v2, with the standard GEL files &lt;code&gt;f28377d_cpu1.gel&lt;/code&gt; / &lt;code&gt;f28377d_cpu2.gel&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Load&lt;/td&gt;
&lt;td&gt;DSS &lt;code&gt;loadProgram()&lt;/code&gt; on C28xx_CPU2 (scripted; not tried from the CCS IDE)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3&gt;Steps to reproduce (pattern test, no application running)&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;Connect CPU1 and CPU2 (the GEL &lt;code&gt;OnTargetConnect&lt;/code&gt; initializes the RAM).&lt;/li&gt;
&lt;li&gt;From CPU1 (GSxMSEL = 0, CPU1 is master of all GS blocks), fill GS0&amp;ndash;GS2 (0xC000&amp;ndash;0xEFFF) with 0xA5A5 and read it back (all 0xA5A5).&lt;/li&gt;
&lt;li&gt;Load any CPU2 flash image with &lt;code&gt;loadProgram()&lt;/code&gt; on CPU2 (we used a small image with no I/O).&lt;/li&gt;
&lt;li&gt;Before running any core, read GS0&amp;ndash;GS2 again from CPU1.&lt;/li&gt;
&lt;li&gt;Optional: reset CPU2, then CPU1, from the debugger, and read again.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;strong&gt;Expected:&lt;/strong&gt; GS0&amp;ndash;GS2 are all 0xA5A5 again; the flash plugin restores the RAM it used (GSxMSEL is restored to 0x0).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Actual:&lt;/strong&gt;&lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;Snapshot&lt;/th&gt;
&lt;th&gt;GS0&lt;/th&gt;
&lt;th&gt;GS1&lt;/th&gt;
&lt;th&gt;GS2&lt;/th&gt;
&lt;th&gt;GSxMSEL&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Before the load&lt;/td&gt;
&lt;td&gt;all 0xA5A5&lt;/td&gt;
&lt;td&gt;all 0xA5A5&lt;/td&gt;
&lt;td&gt;all 0xA5A5&lt;/td&gt;
&lt;td&gt;0x0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;After the load&lt;/td&gt;
&lt;td&gt;not 0xA5A5: 0xC126&amp;ndash;0xC143, 0xC859&amp;ndash;0xC876&lt;/td&gt;
&lt;td&gt;not 0xA5A5: 0xD000&amp;ndash;0xD04F&lt;/td&gt;
&lt;td&gt;all 0xA5A5&lt;/td&gt;
&lt;td&gt;0x0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;After a CPU2 reset&lt;/td&gt;
&lt;td&gt;same ranges, same content&lt;/td&gt;
&lt;td&gt;same range, same content&lt;/td&gt;
&lt;td&gt;all 0xA5A5&lt;/td&gt;
&lt;td&gt;0x0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;After a CPU1 reset&lt;/td&gt;
&lt;td&gt;same ranges, same content&lt;/td&gt;
&lt;td&gt;same range, same content&lt;/td&gt;
&lt;td&gt;all 0xA5A5&lt;/td&gt;
&lt;td&gt;0x0&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;The restored words in the GS0 windows equal the &lt;code&gt;verifyw.alg&lt;/code&gt; words at the same addresses (60 of 60 words). Same result in CCS 12.7 and 20.5 (identical &lt;code&gt;F2837xD_f021_c28x.nfl&lt;/code&gt;). With CCS 10.0 the GS0 windows are at 0xC0F2&amp;ndash;0xC10F and 0xC64F&amp;ndash;0xC66C (different algorithm build); the GS1 gap is the same, 0xD000&amp;ndash;0xD04F.&lt;/p&gt;
&lt;p&gt;Readback after the load (CCS 20.5, attachment &lt;code&gt;readback_after_load.txt&lt;/code&gt;):&lt;/p&gt;
&lt;pre&gt;GS1, 0xD000-0xD05F (0xD000-0xD04F = image data, 0xD050 on = pattern, restored):
0xd000 02ec 0008 02f6 0008 0300 0008 030a 0008
0xd008 0314 0008 031e 0008 0328 0008 0332 0008
0xd010 033c 0008 0346 0008 0350 0008 035a 0008
0xd018 0364 0008 036e 0008 0378 0008 0382 0008
0xd020 038c 0008 0396 0008 03a0 0008 03aa 0008
0xd028 03b4 0008 03be 0008 03c8 0008 03d2 0008
0xd030 03dc 0008 03e6 0008 03f0 0008 03fa 0008
0xd038 0404 0008 040e 0008 0418 0008 0422 0008
0xd040 042c 0008 05a8 0008 05a8 0008 0436 0008
0xd048 0440 0008 044a 0008 05a8 0008 05a8 0008
0xd050 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5
0xd058 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5

GS0, window 1 (0xC126-0xC143) and window 2 (0xC859-0xC876); the rest of GS0 is pattern:
0xc120 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 ec05 28e2
0xc128 01f6 ffef 01d9 761f 0005 8a08 18d4 fffd
0xc130 8a08 9a00 9001 dc02 cdc4 fffe caa8 96c4
0xc138 8f00 0144 0608 5601 00a4 ccc4 fff8 5005
0xc140 96c4 d008 0692 d02a a5a5 a5a5 a5a5 a5a5
0xc850 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5 a5a5
0xc858 a5a5 aaa9 7640 c8fa 88a9 8f00 01f4 a8a9
0xc860 0fa6 6014 0200 761f 0004 8f00 0122 1e30
0xc868 064a 1ec4 0648 1ed4 0646 1ee4 0644 1ef4
0xc870 6f05 0204 761f 0004 1e30 fe8a 86be a5a5&lt;/pre&gt;
&lt;h3&gt;Analysis from the debug-server trace&lt;/h3&gt;
&lt;p&gt;Logging: &lt;code&gt;TI_DS_ENABLE_LOGGING=1&lt;/code&gt;, &lt;code&gt;TI_DS_LOGGING_OUTPUT=&amp;lt;file&amp;gt;&lt;/code&gt; (CCS 20.5, one CPU2 flash load, 166 MB). Fields of the &lt;code&gt;GTI_READMEM_BLK&lt;/code&gt; / &lt;code&gt;GTI_WRITEMEM_BLK&lt;/code&gt; lines: handle, &lt;strong&gt;address&lt;/strong&gt;, &lt;strong&gt;page&lt;/strong&gt; (1 = data, 0 = program), &lt;strong&gt;length in words&lt;/strong&gt;. &lt;code&gt;GTI C:&lt;/code&gt; is the call and &lt;code&gt;GTI R:&lt;/code&gt; the return; on a READ, the value on the call line is the host buffer before the read, so the value actually read is on the return line. The number before each line is its line number in the log file.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Error 1, GS1 gap (Appendix A):&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;line 600412: backup of the data buffer, &lt;code&gt;READMEM 0xD050 len 0x1FB0&lt;/code&gt; (0xD050&amp;ndash;0xEFFF);&lt;/li&gt;
&lt;li&gt;lines 674618 and 785634: image data written to &lt;code&gt;0xD000&lt;/code&gt; (len 0x1000, then 0x13A), so 0xD000&amp;ndash;0xD04F is overwritten;&lt;/li&gt;
&lt;li&gt;line 852013: restore &lt;code&gt;WRITEMEM 0xD050 len 0x1FB0&lt;/code&gt;. Nothing writes 0xD000&amp;ndash;0xD04F back.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;strong&gt;Error 2, GS0 windows (Appendix B).&lt;/strong&gt; The plugin makes 8 algorithm loads of 6 algorithms: &lt;code&gt;wr_pll&lt;/code&gt;, &lt;code&gt;erasew&lt;/code&gt;, then &lt;code&gt;progw&lt;/code&gt; + &lt;code&gt;verifyw&lt;/code&gt; for each chunk of image data (2 chunks here), then &lt;code&gt;pwrite_en&lt;/code&gt;, &lt;code&gt;pwrite_dis&lt;/code&gt;.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;For the first chunk, before each algorithm load the plugin writes the previous backup back (e.g. line 712896, &lt;code&gt;WRITEMEM 0xC000 len 0x859&lt;/code&gt; = 0xA5A5), backs up again (line 740141, &lt;code&gt;READMEM 0xC000 len 0x962&lt;/code&gt; returns 0xA5A5: good) and loads the algorithm.&lt;/li&gt;
&lt;li&gt;For the second chunk, the write-back is skipped. &lt;code&gt;progw.alg&lt;/code&gt; is loaded over &lt;code&gt;verifyw.alg&lt;/code&gt;: its &lt;code&gt;ramfuncs&lt;/code&gt; and &lt;code&gt;.cinit&lt;/code&gt; backups (lines 766450 &lt;code&gt;0xC873 len 4&lt;/code&gt;, 783943 &lt;code&gt;0xC859 len 0x1A&lt;/code&gt;) return &lt;code&gt;verifyw.alg&lt;/code&gt; code (0x0004, 0xAAA9). After the second &lt;code&gt;verifyw.alg&lt;/code&gt; load (line 789353), &lt;code&gt;pwrite_en.alg&lt;/code&gt; is loaded the same way and its backups (lines 818249 &lt;code&gt;0xC140 len 4&lt;/code&gt;, 820998 &lt;code&gt;0xC126 len 0x1A&lt;/code&gt;) return &lt;code&gt;verifyw.alg&lt;/code&gt; code too (0x96C4, 0xEC05). The &lt;code&gt;.text&lt;/code&gt; writes at 0xC000 get no new backup (that start address is already saved).&lt;/li&gt;
&lt;li&gt;&lt;code&gt;RestoreBackedUpRAM()&lt;/code&gt; (line 830937) writes the backups in ascending start-address order: 0xC000 len 0x962 (good, lines 831398/850620), then 0xC126, 0xC140, 0xC859, 0xC873 with exactly the words read above (lines 850931&amp;ndash;851491), then 0xC962, 0xC97C, 0xD050. The four small backups lie inside 0xC000&amp;ndash;0xC961 and overwrite the good data. (Derived from the trace, not tested: restoring the 0xC000 block last, or not re-backing-up ranges inside an existing backup, would give the original data back.)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The GS RAM read/write/backup/restore sequence of the flash operation is identical in CCS 12.7 and 20.5 (126 events).&lt;/p&gt;
&lt;h3&gt;Questions&lt;/h3&gt;
&lt;ol&gt;
&lt;li&gt;Is the 0x50-word offset of the data-buffer backup (0xD050 instead of 0xD000) intended? If yes, what is kept in 0xD000&amp;ndash;0xD04F, and should applications avoid it?&lt;/li&gt;
&lt;li&gt;Can the restore be fixed so that GS0/GS1 come back unchanged after a CPU2 flash load (both defects)? Which CCS release would get the fix?&lt;/li&gt;
&lt;li&gt;Until then, which RAM ranges on F2837xD should applications treat as overwritten by a CPU2 flash load? Is there a recommended setting or GEL step to restore or clear them?&lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;Attachments&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;&lt;code&gt;trace_error1_gs1_gap.txt&lt;/code&gt;: complete trace lines for error 1 (CCS 20.5).&lt;/li&gt;
&lt;li&gt;&lt;code&gt;trace_error2_gs0_windows.txt&lt;/code&gt;: complete trace lines for error 2 (CCS 20.5).&lt;/li&gt;
&lt;li&gt;&lt;code&gt;trace_test_setup_cpu1.txt&lt;/code&gt;: the pattern fill and readback from CPU1 before the load.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;readback_after_load.txt&lt;/code&gt;: GS0/GS1 rows after the load.&lt;/li&gt;
&lt;li&gt;Available on request: the full 166 MB log, and the logs for CCS 12.7 and 10.0.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;Appendix A: Error 1 (GS1 gap), complete trace lines&lt;/h2&gt;
&lt;pre&gt;46598: 0x00007610 8866 3 C28xx_CPU2 FLASH R: FlashOperations::MatchFlashDLL() = true, DLL name = FlashC2000F021, m_bNeedsFlashProperties = true, m_bNeedsFlashUtility = true, m_iBackupType = 1
555463: 0x00007610 68787 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( wr_pll.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
564426: 0x00007610 69497 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( wr_pll.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
566563: 0x00007610 69803 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( erasew.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
594653: 0x00007610 72561 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( erasew.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
596927: 0x00007610 72996 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
600412: 0x0000CBF8 73054 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000D050, 0x00000001, 0x00001FB0, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00000302 )
632866: 0x0000CBF8 76500 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000D050, 0x00000001, 0x00001FB0, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
673439: 0x00007610 80437 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
674618: 0x0000CBF8 80540 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000D000, 0x00000000, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00000048 )
707398: 0x0000CBF8 83484 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000D000, 0x00000000, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0F300048 ) = 0x00000000
708739: 0x00007610 83655 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
760138: 0x00007610 88569 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
762824: 0x00007610 88885 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
784441: 0x00007610 90694 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
785634: 0x0000CBF8 90803 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000D000, 0x00000000, 0x0000013A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x000002EC )
788158: 0x0000CBF8 91034 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000D000, 0x00000000, 0x0000013A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x000802EC ) = 0x00000000
789353: 0x00007610 91146 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
813257: 0x00007610 93225 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
815679: 0x00007610 93474 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_en.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
821496: 0x00007610 94455 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_en.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
824200: 0x00007610 94723 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_dis.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
829791: 0x00007610 95098 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_dis.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
830937: 0x00007610 95215 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::RestoreBackedUpRAM()
852013: 0x0000CBF8 97213 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000D050, 0x00000001, 0x00001FB0, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
916915: 0x0000CBF8 103389 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000D050, 0x00000001, 0x00001FB0, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
916929: 0x00007610 103390 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::RestoreBackedUpRAM()&lt;/pre&gt;
&lt;h2&gt;Appendix B: Error 2 (GS0 windows), complete trace lines&lt;/h2&gt;
&lt;pre&gt;46598: 0x00007610 8866 3 C28xx_CPU2 FLASH R: FlashOperations::MatchFlashDLL() = true, DLL name = FlashC2000F021, m_bNeedsFlashProperties = true, m_bNeedsFlashUtility = true, m_iBackupType = 1
555463: 0x00007610 68787 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( wr_pll.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
558050: 0x0000CBF8 68851 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C1CE, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xC1A90040 )
558072: 0x0000CBF8 68860 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C1CE, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
558110: 0x0000CBF8 68860 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1CE, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
558154: 0x0000CBF8 68866 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1CE, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
558247: 0x0000CBF8 68877 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x000001B4, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 )
559997: 0x0000CBF8 69056 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x000001B4, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
560035: 0x0000CBF8 69057 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x000001B4, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00000200 )
563535: 0x0000CBF8 69385 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x000001B4, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x761F0200 ) = 0x00000000
563637: 0x0000CBF8 69402 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C1B4, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x761F0200 )
563747: 0x0000CBF8 69415 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C1B4, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
563787: 0x0000CBF8 69430 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1B4, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
564007: 0x0000CBF8 69458 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1B4, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
564426: 0x00007610 69497 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( wr_pll.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
566563: 0x00007610 69803 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( erasew.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
569949: 0x0000CBF8 69961 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C683, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xC65E0040 )
569971: 0x0000CBF8 69966 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C683, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
570009: 0x0000CBF8 69966 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C683, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
570053: 0x0000CBF8 69973 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C683, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
570146: 0x0000CBF8 69990 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x000001B4, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
573640: 0x0000CBF8 70324 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x000001B4, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
573737: 0x0000CBF8 70341 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1B4, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
573951: 0x0000CBF8 70363 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1B4, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
574041: 0x0000CBF8 70388 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1CE, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
574079: 0x0000CBF8 70393 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C1CE, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
574169: 0x0000CBF8 70401 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000669, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 )
580739: 0x0000CBF8 71005 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000669, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
580785: 0x0000CBF8 71019 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000669, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000761F )
593925: 0x0000CBF8 72424 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000669, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F ) = 0x00000000
594032: 0x0000CBF8 72456 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C669, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F )
594142: 0x0000CBF8 72466 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C669, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
594180: 0x0000CBF8 72485 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C669, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
594400: 0x0000CBF8 72535 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C669, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
594653: 0x00007610 72561 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( erasew.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
596927: 0x00007610 72996 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
633038: 0x0000CBF8 76544 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xC84E0040 )
633060: 0x0000CBF8 76548 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
633098: 0x0000CBF8 76549 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
633142: 0x0000CBF8 76556 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
633235: 0x0000CBF8 76563 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000669, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
646369: 0x0000CBF8 77827 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000669, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
646474: 0x0000CBF8 77851 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C669, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
646688: 0x0000CBF8 77874 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C669, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
646826: 0x0000CBF8 77928 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C683, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
646864: 0x0000CBF8 77933 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C683, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
646954: 0x0000CBF8 77945 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 )
655508: 0x0000CBF8 78729 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
655611: 0x0000CBF8 78749 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000761F )
672719: 0x0000CBF8 80338 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F ) = 0x00000000
672819: 0x0000CBF8 80381 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F )
672929: 0x0000CBF8 80393 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
672966: 0x0000CBF8 80394 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
673186: 0x0000CBF8 80416 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
673439: 0x00007610 80437 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
708739: 0x00007610 83655 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
712700: 0x0000CBF8 83739 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xC9570040 )
712722: 0x0000CBF8 83743 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
712759: 0x0000CBF8 83744 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
712803: 0x0000CBF8 83749 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
712896: 0x0000CBF8 83756 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
729998: 0x0000CBF8 85609 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
730095: 0x0000CBF8 85627 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
730309: 0x0000CBF8 85650 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
730399: 0x0000CBF8 85683 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
730437: 0x0000CBF8 85690 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
730527: 0x0000CBF8 85696 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 )
740141: 0x0000CBF8 86615 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
740186: 0x0000CBF8 86636 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000761F )
759414: 0x0000CBF8 88437 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F ) = 0x00000000
759523: 0x0000CBF8 88493 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F )
759633: 0x0000CBF8 88504 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 ) = 0x00000000
759673: 0x0000CBF8 88523 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
759893: 0x0000CBF8 88550 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
760138: 0x00007610 88569 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
762824: 0x00007610 88885 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
766428: 0x0000CBF8 88959 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xC84E0040 )
766450: 0x0000CBF8 88962 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00000004 ) = 0x00000000
766488: 0x0000CBF8 88963 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
766532: 0x0000CBF8 88969 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
766625: 0x0000CBF8 88977 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000761F )
783733: 0x0000CBF8 90602 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000859, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F ) = 0x00000000
783833: 0x0000CBF8 90627 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F )
783943: 0x0000CBF8 90637 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000AAA9 ) = 0x00000000
783981: 0x0000CBF8 90654 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
784201: 0x0000CBF8 90673 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
784441: 0x00007610 90694 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( progw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
789353: 0x00007610 91146 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
793327: 0x0000CBF8 91225 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
793371: 0x0000CBF8 91231 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
793464: 0x0000CBF8 91239 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000761F )
812692: 0x0000CBF8 93137 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0005761F ) = 0x00000000
812794: 0x0000CBF8 93156 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
813014: 0x0000CBF8 93176 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
813257: 0x00007610 93225 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( verifyw.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
815679: 0x00007610 93474 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_en.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
818227: 0x0000CBF8 93535 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xC1140040 )
818249: 0x0000CBF8 93538 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x000096C4 ) = 0x00000000
818287: 0x0000CBF8 93540 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
818331: 0x0000CBF8 93544 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
818424: 0x0000CBF8 93554 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000126, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x000028AD )
820788: 0x0000CBF8 94295 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000126, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x017028AD ) = 0x00000000
820888: 0x0000CBF8 94374 3 C28xx_CPU2 GTI C: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x017028AD )
820998: 0x0000CBF8 94387 3 C28xx_CPU2 GTI R: GTI_READMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000EC05 ) = 0x00000000
821036: 0x0000CBF8 94398 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
821256: 0x0000CBF8 94437 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
821496: 0x00007610 94455 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_en.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
824200: 0x00007610 94723 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_dis.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ )
826728: 0x0000CBF8 94802 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00001901 )
826772: 0x0000CBF8 94808 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000000, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x56C31901 ) = 0x00000000
826865: 0x0000CBF8 94819 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000126, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x000028AD )
829229: 0x0000CBF8 95035 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000000, 0x00000126, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x017028AD ) = 0x00000000
829329: 0x0000CBF8 95053 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000FFFF )
829549: 0x0000CBF8 95076 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000000, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0152FFFF ) = 0x00000000
829791: 0x00007610 95098 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::WriteAlgorithmToMemory( pwrite_dis.alg, F2837xD_f021_c28x.nfl, C:\ti\ccs2050\ccs\ccs_base\DebugServer\bin\..\..\c2000\nowFlash\libraries\ ) = (null)
830937: 0x00007610 95215 3 C28xx_CPU2 FLASH C: FlashProgrammerUtility::RestoreBackedUpRAM()
831398: 0x0000CBF8 95256 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
850620: 0x0000CBF8 97055 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C000, 0x00000001, 0x00000962, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
850717: 0x0000CBF8 97072 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000EC05 )
850931: 0x0000CBF8 97094 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C126, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x28E2EC05 ) = 0x00000000
851021: 0x0000CBF8 97118 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x000096C4 )
851059: 0x0000CBF8 97123 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C140, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xD00896C4 ) = 0x00000000
851149: 0x0000CBF8 97129 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000AAA9 )
851363: 0x0000CBF8 97150 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C859, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x7640AAA9 ) = 0x00000000
851453: 0x0000CBF8 97157 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x00000004 )
851491: 0x0000CBF8 97164 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C873, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x1E300004 ) = 0x00000000
851581: 0x0000CBF8 97171 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
851795: 0x0000CBF8 97194 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C962, 0x00000001, 0x0000001A, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
851885: 0x0000CBF8 97200 3 C28xx_CPU2 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0x0000A5A5 )
851923: 0x0000CBF8 97206 3 C28xx_CPU2 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6D85B0, 0x0000C97C, 0x00000001, 0x00000004, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D3BE304 = 0xA5A5A5A5 ) = 0x00000000
916929: 0x00007610 103390 3 C28xx_CPU2 FLASH R: FlashProgrammerUtility::RestoreBackedUpRAM()&lt;/pre&gt;
&lt;h2&gt;Appendix C: Test setup, pattern fill and readback from CPU1 before the load&lt;/h2&gt;
&lt;pre&gt;88247: 0x0000CBF8 11298 3 C28xx_CPU1 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6CCBC0, 0x0000C000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 )
121021: 0x0000CBF8 16022 3 C28xx_CPU1 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6CCBC0, 0x0000C000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0xA5A5A5A5 ) = 0x00000000
146072: 0x0000CBF8 16592 3 C28xx_CPU1 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6CCBC0, 0x0000D000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 )
178846: 0x0000CBF8 29775 3 C28xx_CPU1 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6CCBC0, 0x0000D000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0xA5A5A5A5 ) = 0x00000000
203677: 0x0000CBF8 30473 3 C28xx_CPU1 GTI C: GTI_WRITEMEM_BLK( 0x000001F99D6CCBC0, 0x0000E000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 )
236451: 0x0000CBF8 36138 3 C28xx_CPU1 GTI R: GTI_WRITEMEM_BLK( 0x000001F99D6CCBC0, 0x0000E000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0xA5A5A5A5 ) = 0x00000000
262341: 0x0000CBF8 37091 3 C28xx_CPU1 GTI C: GTI_READMEM_BLK( 0x000001F99D6CCBC0, 0x0000C000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x00000000 )
278731: 0x0000CBF8 38767 3 C28xx_CPU1 GTI R: GTI_READMEM_BLK( 0x000001F99D6CCBC0, 0x0000C000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 ) = 0x00000000
278806: 0x0000CBF8 38879 3 C28xx_CPU1 GTI C: GTI_READMEM_BLK( 0x000001F99D6CCBC0, 0x0000D000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 )
295196: 0x0000CBF8 40521 3 C28xx_CPU1 GTI R: GTI_READMEM_BLK( 0x000001F99D6CCBC0, 0x0000D000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 ) = 0x00000000
295260: 0x0000CBF8 40594 3 C28xx_CPU1 GTI C: GTI_READMEM_BLK( 0x000001F99D6CCBC0, 0x0000E000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 )
311650: 0x0000CBF8 42133 3 C28xx_CPU1 GTI R: GTI_READMEM_BLK( 0x000001F99D6CCBC0, 0x0000E000, 0x00000001, 0x00001000, 0x20000003, &amp;quot;R|W|AS2&amp;quot;, 0x00000000, 0x00000002, *0x000001F99D1792D4 = 0x0000A5A5 ) = 0x00000000&lt;/pre&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28379D: CLA Vs C28 speed</title><link>https://e2e.ti.com/thread/1695319?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 13:48:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:eb0b71fe-d699-4eaf-8032-10220ea9ccb3</guid><dc:creator>rajesh beesetty</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695319?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695319/tms320f28379d-cla-vs-c28-speed/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28379D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28379D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi there!&lt;br&gt;I am trying to realize PI algorithm independently on F28379D&amp;#39;s C28 and CLA. I observed, the CLA is faster than C28.&amp;nbsp;&lt;br&gt;One C28 PI loop did its job in 750ns and CLA in 500ns. I measured this using the GPIO Highing and Clearing.&lt;br&gt;&lt;br&gt;I pressumed it the otherway.&lt;br&gt;&lt;br&gt;Can u please comfirm is this is OK or Im missing something-like configuring it wrongly..&lt;br&gt;&lt;br&gt;Cheers,&lt;br&gt;Rajesh.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28P550SJ: HRPWM Phase shift validation</title><link>https://e2e.ti.com/thread/1695318?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 13:47:18 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:50b2a9f7-02c8-4803-a0ee-64279abc892a</guid><dc:creator>Mohansai Yajaman</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1695318?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695318/tms320f28p550sj-hrpwm-phase-shift-validation/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28P550SJ" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28P550SJ&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello TI Team,&lt;/p&gt;
&lt;p&gt;I am using the &lt;strong&gt;hrpwm_ex10_phaseshift_updown_sfo&lt;/strong&gt; example on an F28P55x device to validate high-resolution phase shift functionality between synchronized ePWM modules.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The example is working correctly, and I can vary the phase shift using &lt;strong&gt;TBPHS&lt;/strong&gt; and &lt;strong&gt;TBPHSHR&lt;/strong&gt;. However, I would like to understand how TI validated the actual phase-shift timing accuracy, especially since HRPWM supports very fine timing resolution in the picosecond range.&lt;/p&gt;
&lt;div&gt;
&lt;div&gt;
&lt;p&gt;We are currently measuring the timing difference between the &lt;strong&gt;ePWM1 pulse&lt;/strong&gt; and &lt;strong&gt;ePWM2 pulse&lt;/strong&gt; using a &lt;strong&gt;2 GS/s oscilloscope&lt;/strong&gt; and &lt;strong&gt;500 MHz probes&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Is this setup sufficient for validating HRPWM phase-shift accuracy, or does TI recommend an alternative measurement approach for observing sub-nanosecond timing changes introduced by &lt;strong&gt;TBPHSHR&lt;/strong&gt;?&lt;/p&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;While testing the example, I observed that when:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;TBPHS = 0&lt;/strong&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;TBPHSHR = 0&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;there is still approximately &lt;strong&gt;13 ns delay&lt;/strong&gt; between the &lt;strong&gt;ePWM1&lt;/strong&gt;&amp;nbsp;pulse and &lt;strong&gt;ePWM2&amp;nbsp;&lt;/strong&gt;pulse. As I have configured clock of 150MHz&lt;/p&gt;
&lt;p&gt;EPWM1-Frequency 100KHz,TBPRD-750, CMPA-375.&lt;/p&gt;
&lt;p&gt;EPWM2-Frequency 100KHz,TBPRD-750, CMPA-375,PHSEN-1.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMDSHVMTRINSPIN: TMDSHVMTRPFCKIT – Integration with the F28069M ISO Control Card</title><link>https://e2e.ti.com/thread/1695310?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 13:29:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b6ce448b-bcc0-4137-8ae5-eee272aa4f25</guid><dc:creator>Sachith Wijesooriya</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1695310?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695310/tmdshvmtrinspin-tmdshvmtrpfckit-integration-with-the-f28069m-iso-control-card/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TMDSHVMTRINSPIN" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TMDSHVMTRINSPIN&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/tool/MOTORWARE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;MOTORWARE&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi TI Community,&lt;/p&gt;
&lt;p&gt;I have a question regarding the compatibility of the TMDSHVMTRPFCKIT (High Voltage Motor Control and PFC Kit, Revision 1.1), and I would appreciate your support.&lt;/p&gt;
&lt;p&gt;I currently have this kit, and according to the hardware reference guide, it is designed to work with either the F28035 or F28335 control card. However, I would like to know whether it is possible to use the F28069M ISO control card with this kit.&lt;/p&gt;
&lt;p&gt;I have previous experience using the DRV8305-HC-EVM, which also originally came with an F28035 control card. I was able to successfully configure and operate that board using the F28069M ISO control card.&lt;/p&gt;
&lt;p&gt;However, when I try to use the F28069M ISO control card with the TMDSHVMTRPFCKIT, it does not seem to work. I suspect that I might be missing some hardware or software configuration, or perhaps the F28069M is not compatible with this kit.&lt;/p&gt;
&lt;p&gt;Could anyone clarify the following?&lt;/p&gt;
&lt;ol start="1" data-spread="false"&gt;
&lt;li&gt;
&lt;p&gt;Is the F28069M ISO control card compatible with the TMDSHVMTRPFCKIT?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;If it is compatible, are there any hardware modifications or jumper configuration changes required?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Are there any specific software, GPIO, or peripheral configuration changes needed to make it work?&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Any guidance or suggestions would be greatly appreciated.&lt;/p&gt;
&lt;p&gt;Thank you for your support!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F28P650SK: TMS320F28P650 variants pin-compatibility</title><link>https://e2e.ti.com/thread/1695190?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 08:14:12 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d5026348-3f62-41e4-ae75-18df0a3179e1</guid><dc:creator>Harald Schweitzer</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1695190?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695190/tms320f28p650sk-tms320f28p650-variants-pin-compatibility/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F28P650SK" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F28P650SK&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;&lt;span data-olk-copy-source="MessageBody" data-ogsc="black"&gt;There are variants with and without EtherCAT subsystem, e.g. TMS320F28P650SK6 and TMS320F28P650SK7. We wonder if these devices are pin-compatible? (Beside the EtherCAT capabilities)&lt;/span&gt;&lt;/p&gt;
&lt;div id="x_Signature"&gt;
&lt;p&gt;&lt;span data-ogsc="black"&gt;&amp;nbsp;&lt;/span&gt;&lt;span data-ogsc="black"&gt;Thank you,&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H859TU-Q1: Crypto Driver</title><link>https://e2e.ti.com/thread/1695156?ContentTypeID=0</link><pubDate>Wed, 04 Nov 2026 06:39:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4b1c9a7f-192d-4dca-b696-2c77160da740</guid><dc:creator>Jenney Ni</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1695156?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695156/f29h859tu-q1-crypto-driver/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H859TU-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H859TU-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi all,&lt;/p&gt;
&lt;p&gt;When customer used Autosar, do we have Crypto Driver(CDD Crypto Driver) which meets Autosar stnadard? These driver is in MCAL package?&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Jenney&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>F29H850TU: Why the linker warning "warning #10272-D: section relative symbols from different output sections cannot be mixed;" ?</title><link>https://e2e.ti.com/thread/1695038?ContentTypeID=0</link><pubDate>Tue, 03 Nov 2026 18:37:14 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c0aa83a3-e5cd-46fa-828b-89dc926211b8</guid><dc:creator>Ronan DANIOUX</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1695038?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695038/f29h850tu-why-the-linker-warning-warning-10272-d-section-relative-symbols-from-different-output-sections-cannot-be-mixed/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/F29H850TU" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;F29H850TU&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;Why is the warning &amp;quot;warning #10272-D: section relative symbols from different output sections cannot be mixed;&amp;quot; still active when the relative symbols are defined in a GROUP or when the option &amp;quot;--honor_cmdfile_order&amp;quot; is used ?&lt;/p&gt;
&lt;p&gt;In these 2 contexts, there should be no issue with the calculation and so no warning should be reported.&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LAUNCHXL-F28P65X: MATLAB/Simulink Deployment Issue with F28P65x LaunchPad</title><link>https://e2e.ti.com/thread/1695022?ContentTypeID=0</link><pubDate>Tue, 03 Nov 2026 16:41:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:06abf76c-6edd-4b99-bdef-cc23e0c52a0e</guid><dc:creator>Daniel Waleniak</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1695022?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1695022/launchxl-f28p65x-matlab-simulink-deployment-issue-with-f28p65x-launchpad/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/LAUNCHXL-F28P65X" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;LAUNCHXL-F28P65X&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/tool/C2000WARE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;C2000WARE&lt;/a&gt;&lt;/p&gt;&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Dear C2000 Team,&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I&amp;#39;ve been trying to set up a MATLAB/Simulink workflow with the LAUNCHXL-F28P65X LaunchPad, but I&amp;#39;ve encountered an issue during deployment and was hoping you could help me identify the cause.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I&amp;#39;m currently using:&lt;/p&gt;
&lt;ul style="margin-bottom:0in;margin-top:0px;"&gt;
&lt;li style="margin-top:0in;margin-right:0in;margin-bottom:0in;font-size:11pt;font-family:Calibri, sans-serif;"&gt;&lt;span style="font-size:12.0pt;font-family:Aptos, sans-serif;"&gt;MATLAB/Simulink R2026a&lt;/span&gt;&lt;/li&gt;
&lt;li style="margin-top:0in;margin-right:0in;margin-bottom:0in;font-size:11pt;font-family:Calibri, sans-serif;"&gt;&lt;span style="font-size:12.0pt;font-family:Aptos, sans-serif;"&gt;Code Composer Studio 20.3.1&lt;/span&gt;&lt;/li&gt;
&lt;li style="margin-top:0in;margin-right:0in;margin-bottom:0in;font-size:11pt;font-family:Calibri, sans-serif;"&gt;&lt;span style="font-size:12.0pt;font-family:Aptos, sans-serif;"&gt;C2000Ware 5.02.00.00&lt;/span&gt;&lt;/li&gt;
&lt;li style="margin-top:0in;margin-right:0in;margin-bottom:0in;font-size:11pt;font-family:Calibri, sans-serif;"&gt;&lt;span style="font-size:12.0pt;font-family:Aptos, sans-serif;"&gt;LAUNCHXL-F28P65X LaunchPad &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I was following the MathWorks &lt;a href="https://urldefense.com/v3/__https:/www.mathworks.com/help/ti-c2000/ug/getting-started-with-C2000-example.html__;!!G3vK!WtP0hItCbmVT0W_1HqOc5YGVkxTJkylOyyEgz3zN3PCRdt5-AkSg0-wEOHCkfJrylja3MD1TsqtNVQyiAmSDnwHKRQ$"&gt;Getting Started with C2000 Microcontroller Blockset&lt;/a&gt; tutorial, using the F28P65x as my target hardware.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;The code generation and compilation stages appear to complete successfully. MATLAB generates the &lt;code style="font-family:&amp;#39;Courier New&amp;#39;;"&gt;&lt;span style="font-size:10.0pt;"&gt;ert_rtw&lt;/span&gt;&lt;/code&gt; directory along with the &lt;code style="font-family:&amp;#39;Courier New&amp;#39;;"&gt;&lt;span style="font-size:10.0pt;"&gt;.out&lt;/span&gt;&lt;/code&gt;, &lt;code style="font-family:&amp;#39;Courier New&amp;#39;;"&gt;&lt;span style="font-size:10.0pt;"&gt;.elf&lt;/span&gt;&lt;/code&gt;, and &lt;code style="font-family:&amp;#39;Courier New&amp;#39;;"&gt;&lt;span style="font-size:10.0pt;"&gt;.hex&lt;/span&gt;&lt;/code&gt; files. I can also open and inspect the generated C source code.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;However, the process fails during the &amp;quot;Download Executable to Hardware&amp;quot; stage with the following error:&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;code style="font-family:&amp;#39;Courier New&amp;#39;;"&gt;&lt;span style="font-size:10.0pt;"&gt;ReferenceError:
&amp;quot;ScriptingEnvironment&amp;quot; is not defined&lt;/span&gt;&lt;/code&gt;&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;The error points to &lt;code style="font-family:&amp;#39;Courier New&amp;#39;;"&gt;&lt;span style="font-size:10.0pt;"&gt;runProgram.js&lt;/span&gt;&lt;/code&gt; in the MATLAB support package. I inspected the JavaScript file, and the required import statements appear to be present, although the script may need further investigation.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I&amp;#39;ve also encountered a potentially related issue with CCS 20.3.1. The IDE opens, but the status indicator in the bottom-right corner remains stuck at &amp;quot;Initializing&amp;quot;, even after launching it with a new workspace. Additionally, the project import option in CCS is grayed out, preventing me from importing any existing projects.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I&amp;#39;ve tried reconfiguring the hardware setup in MATLAB and checking the Java runtime configuration, but the deployment error remains unchanged.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Do you have any suggestions on what might be causing these issues, or which part of the setup I should investigate next?&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I would be happy to provide additional details or diagnostic logs if needed.&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Thanks in advance for your help!&lt;span style="font-size:11.0pt;font-family:Calibri, sans-serif;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Best regards,&lt;/p&gt;
&lt;p style="margin-right:0in;margin-left:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Daniel Waleniak&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMS320F280049: new section in errata: ePWM: One-Shot/CBC Trip Event DCxEVTy.force Does Not Set the Trip Condition</title><link>https://e2e.ti.com/thread/1694967?ContentTypeID=0</link><pubDate>Tue, 03 Nov 2026 13:44:16 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:27922da9-f6b1-40dd-83a0-4697c040102e</guid><dc:creator>Marco Schl&amp;#252;ter</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1694967?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1694967/tms320f280049-new-section-in-errata-epwm-one-shot-cbc-trip-event-dcxevty-force-does-not-set-the-trip-condition/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TMS320F280049" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMS320F280049&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;br&gt;I have a question concerning the newest Errata for the TMS320F280049: &lt;a href="https://www.ti.com/lit/pdf/SPRZ439"&gt;www.ti.com/.../SPRZ439&lt;/a&gt; and the explanation in &lt;a href="https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1527882/tms320f280049-why-forcing-dacevt1-doesn-t-shut-down-pwm-ost-flag-is-not-set/5940272?tisearch=e2e-sitesearch&amp;amp;keymatch=TMS320F280049%20async"&gt;https://e2e.ti.com/support/microcontrollers/c2000-microcontrollers-group/c2000/f/c2000-microcontrollers-forum/1527882/tms320f280049-why-forcing-dacevt1-doesn-t-shut-down-pwm-ost-flag-is-not-set/5940272?tisearch=e2e-sitesearch&amp;amp;keymatch=TMS320F280049%20async&lt;/a&gt;# .&lt;/p&gt;
&lt;p&gt;In many of our projects we do have configured some PWMs and TZs with digital compare events for current limitation for CBC and OSHT events.&amp;nbsp;&lt;br&gt;We do have set DCxCTL[EVT1/2FRCSYNCSEL] = 1 (passes the DCxEVT signal through the async path) and TZSEL[DCxEVTy] = 1 and TZCTL[TZA] = 2: EPWM1A is forced low on a trip event.&lt;br&gt;This is working for us for many years now as intended. But reading the errata and the linked answer to someones question it seems as this should not work or we should change this to sync path. Can you confirm that we do not need to change this for our existing products as we do not need the TZFRC.DCxEVTy?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>