<?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>Data converters forum - Recent Threads</title><link>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Mon, 18 May 2026 21:36:38 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum" /><item><title>ADS131E08: Status word [GPIO byte] format?</title><link>https://e2e.ti.com/thread/1646990?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 21:36:38 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a6b6a351-3fcb-4780-a232-41b474446f80</guid><dc:creator>Bruce McKenney</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646990?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646990/ads131e08-status-word-gpio-byte-format/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS131E08&lt;/p&gt;
&lt;p&gt;Per Data Sheet (SBAS561C) Fig 37, the third byte of the status word contains GPIO[7:4] (presumably referring to the GPIO register (20)). This uses 4 bits to define an 8-bit byte, so I want to make sure what it means.&lt;/p&gt;
&lt;p&gt;Observed behavior is that GPIO[7:4] appears as bits [3:0] (low nybble) in that status word byte. The high-order nybble seems to always read as 0xF0 (but maybe I&amp;#39;m not watching closely enough).&lt;/p&gt;
&lt;p&gt;My notion is to put a &amp;quot;well known&amp;quot; bit pattern into the GPIO register and use the status word to detect whether the ADC has been Reset. I&amp;#39;ll be using a fairly heavy hammer if that happens (presumed rare), so I want to get it right.&lt;/p&gt;
&lt;p&gt;Is it correct that GPIO[7:4] appears as bits [3:0] in the third status word byte? Is there any useful information in bits [7:4] of the third status word byte?&lt;/p&gt;</description></item><item><title>ADS7953: ADS7953 Delay times measurement voltage</title><link>https://e2e.ti.com/thread/1646982?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 20:18:18 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f8c449db-7742-4cdb-b5f2-1b4bef03251a</guid><dc:creator>Joao Barbosa</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646982?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646982/ads7953-ads7953-delay-times-measurement-voltage/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS7953&lt;/p&gt;&lt;div&gt;
&lt;div&gt;Hello,&lt;/div&gt;
&lt;div&gt;Regarding the delay times &lt;strong&gt;td1&lt;/strong&gt; and &lt;strong&gt;td2&lt;/strong&gt; specified in the ADS7953 datasheet (for a 5 V supply), could you please clarify whether these values include the output pin rise/fall time when driving the specified load (50 pF)?&lt;/div&gt;
&lt;div&gt;&lt;br /&gt;If so, at which voltage threshold is the delay measured (e.g., &lt;strong&gt;VIH&lt;/strong&gt;, &lt;strong&gt;VCC/2&lt;/strong&gt;, or another reference level)?&lt;/div&gt;
&lt;div&gt;&lt;br /&gt;Additionally, is there any available information on how temperature and/or supply voltage variations affect the effective delay times?&lt;/div&gt;
&lt;div&gt;&lt;br /&gt;Thank you for your support.&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>ADS1278-SP: ADS1278-SP SEU test data</title><link>https://e2e.ti.com/thread/1645466?ContentTypeID=0</link><pubDate>Wed, 13 May 2026 12:36:26 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6830f20a-f75f-496f-a30e-777fc445874e</guid><dc:creator>Fr&amp;#233;d&amp;#233;ric Chastellain</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1645466?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1645466/ads1278-sp-ads1278-sp-seu-test-data/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS1278-SP&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;it has been mentioned in a previous thread which has now been locked that there&amp;#39;s SEU test data available at TI for the ADS1278-SP. Could you please share it with me?&lt;/p&gt;
&lt;p&gt;Also, what is the status with the ADS1278QML-SP? Is the aforementioned SEU test data still valid? If not, do you have SEU test data / an SEE test report for the ADS1278QML-SP?&lt;/p&gt;
&lt;p&gt;Thanks and best regards&lt;/p&gt;
&lt;p&gt;Fred&lt;/p&gt;</description></item><item><title>RE: ADS1278-SP: ADS1278-SP SEU test data</title><link>https://e2e.ti.com/thread/6349255?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 18:56:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0d666cee-403b-4d5e-ac6a-e448328e4964</guid><dc:creator>Taiwo Arojojoye</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6349255?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1645466/ads1278-sp-ads1278-sp-seu-test-data/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Fred,&lt;/p&gt;
&lt;p&gt;Can I get permission to email you directly?&lt;/p&gt;
&lt;p&gt;Regards, Taiwo.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS8558: using problem</title><link>https://e2e.ti.com/thread/1646801?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 11:35:46 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6d09fdee-bc08-47dd-9945-28f82dbf1651</guid><dc:creator>Allen Chu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646801?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646801/ads8558-using-problem/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS8558&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;Do I need to change the hardware circuit diagram, software register configuration, and software timing to replace ADI&amp;#39;s AD7658 with ADS8558 P2P?&lt;/p&gt;
&lt;p&gt;Hi Allen,&lt;/p&gt;
&lt;p&gt;Thanks for your post. The devices are P2P. The main difference is:&amp;nbsp;The power-up sequence from partial power-down to normal operation is different between AD7656 and ADS8556. &amp;nbsp;For the ADS8556 another reset pulse has to be applied to wake up the device again, for the AD7658 a CONVST pulse is required.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;Samiha&lt;/p&gt;
&lt;p&gt;New question:&lt;/p&gt;
&lt;p&gt;In our existing design, MCU the give ADC7658 reset signal to the pin 28 only one time during the drive initialisation.&lt;/p&gt;
&lt;p&gt;But from the ads8558 datasheet, we can see the reset signal works during the signal transferring.&lt;/p&gt;
&lt;p&gt;Is that what you mean &amp;quot;wake up the device again&amp;quot;?&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/UAAAI2CAIAAACe0j8AAAAgAElEQVR4Aey9/3MU153vzb/BT6PSOCrHRQoDUdnlcsBO8eCYa3NZV9Cydi1mg22wE4d8sbVrwN4H491EsAbfBNuJbK7IYpKsWDJyNpBrFKw8a0dXuJAXkyvFjDdKjBSxFlfCWEEyCE0/Nd3Tp09/nZ6ZnpnTPS+XyvSX8+VzXp9zut/n9Kd7Fmj8BwEIQAACEIAABCAAAQgkhcCCpDSEdkAAAhCAAAQgAAEIQAACGvqeTgABCEAAAhCAAAQgAIHkEEDfJ8eXtAQCEIAABCAAAQhAAALoe/oABCAAAQhAAAIQgAAEkkMAfZ8cX9ISCEAAAhCAAAQgAAEIoO/pAxCAAAQgAAEIQAACEEgOAfR9cnxJSyAAAQhAAAIQgAAEIIC+pw9AAAIQgAAEIAABCEAgOQTQ98nxJS2BAAQgAAEIQAACEIAA+p4+AAEIQAACEIAABCAAgeQQQN8nx5e0BAIQgAAEIAABCEAAAuh7+gAEIAABCEAAAhCAAASSQwB9nxxf0hIIQAACEIAABCAAAQig7+kDEIAABCAAAQhAAAIQSA4B9H1yfElLIAABCEAAAhCAAAQggL6nD0AAAhCAAAQgAAEIQCA5BND3yfElLYEABCAAAQhAAAIQgAD6nj4AAQhAAAIQgAAEIACB5BBA3yfHl7QEAhCAAAQgAAEIQAAC6Hv6AAQgAAEIQAACEIAABJJDAH2fHF/SEghAAAIQgAAEIAABCKDv6QMQgAAEIAABCEAAAhBIDgH0fXJ8SUsgAAEIQAACEIAABCCAvqcPQAACEIAABCAAAQhAIDkEKtH3c+NHNy/w/W9V+4GjJ89drhGq8aMbCpZsPjo+V6NKrWqCUZiMNhwdt7KosjU/fvro/zj6rsyszjADyYS3be70nrRJPv/vsvaTF51Fz//uwKqFUqL0hqPnnWkq3LcMvmPP6ekKC6sg+6XTe/5bvqWrDpybr6CYKmXN98IDR9+V+Zw/usHwXxWcUqVWaMLmBek9p/UhNXvuwLo89jv2np5WkHu1QFAuBCAAAQjUl0D19L2hmhZt2Pv2eA3ua5aKQt+H7lHz46cPtt+xYIEQI4WcdYYZaH9425z6fsHC9pOO6eb8uQOrJHW/YEEVpKRlcD31vdlSr0lOIO/qn7w6fvqf2+9YuGCBg4/QylVwSrVaJWyWhtTlk+35KeTCVQd+V4MLYbVaRrkQgAAEIBArAtXW9/kb2x17TsnrcrHiE9LYWK7fWwLYXGwM2dp6JrPkcrGJnNU8U8I7l67dXquClLQMdujXGlKc/+PRryzKU1j41MnLiolMy0314xOZK7z0vXbxZPsyHf5Xj45djawqCoIABCAAAQj4E4hI3zsEYv5p+54NVuDDf9tz+pK/DQk4IyvFYrpTmeZaysrhPmUs9DDEksvFOFvNM/X9gnUHzs1KZZrCS5xP6Pq9uXjv8QRDolGnTctNSdX385dPPqVfC1nCr1Mfo1oIQAACjUegOvo+z3F++vTefOyH/p87NEKbPnfyiDUHWLhhz5GT56RlfjNc2DNiuPDIWwqqDpJ9l8+d/OmeDfr6Zd6YhXe0d/ac9goaKmJSQO8oTd9bkmaBXaRaJ6SFZOtgXgDNj5/uOaAH1eTbsqr9wL+dHvdaFLS3xZnSKtPwj/F/s9IgmPPT5/okvy1wOU6nZJUf3maHm3xaF2Sb3UGWDQsW3P+t9nycvV1gFXrRovs3rDWnoiYBuSQHyXyD+855x1LPT587eaC9EPKzcMOeo6fH5y2DXfrVXrI3yfxIGj/dc1jqwAaZ8C+3iGmMZ3COA7v/6NDCuV6bPr2nMO7z08a88Z16+I176Fkp5V64oPCailgLl5xi+TRMv5LKt7/6YhXjGICaVuy6JPUM3dmFphacLWyW4nM0TRPXKwWfn0gNYhMCEIAABBJDoHr6XtPEg2lXYMD8+Imn8hG3zv8Wbjj4O1M5iUXHBc5lV7EeJsUbWCrKrpinf3vAUvZydQvveOqErPHDmOTv9dro+9vaO/dKT0XM5jhf3Zuf/t1Bj2T55KueOjmWj8+QBI5ZSj4Mv/B2qR/M+fFTXvXn3bth/yl5mmGVH87m+bGTT9kj4YVZC79y4HdS2LyfbW7fWDYsWLDhfxwwYiQsnSd60eafHn3OfBHXJFAo7er4qf3eJBdu2HtK7j6apl0dP/n/igmtaf6iDe1fNQ/a9H3Y/ubbgSVvutsuHxHi0jmONM23cOfo0MK7Xtb37ftf9hh94mmepL9NXvl/Q+n7MP1KKt/yex6N1DVsl4uwTsnPuTyuYAs3fOtb5mXN9kjMeo3bc4ole4ttCEAAAhCAQAQEqqrvZdUrhUZMn9pj3gXl27qxba30WzdF+7KrdVyKN/CUfSLs2F1N/siirxz9YyEYOaRJvsDlltoUg2cOP3kh6Q5JaEqpvdthX5aeHzv6FY+pk5l1oR4E7F2mWaknTE16omIWJv8rz82khshJ5G3Zp1fHjn7VMNksxDZFsbqEpmnetnlhltu44cjvjBgJawHV/LDJqgNDp8SHdkwC+fJsD6Bk0wvbtolHscT5PJK+D9vfTCMXWIJ7fvztvUI0W83xIqC3wgwOcX05J/zoKMn1kr73gGYcKrwIIelvOWkofS9nkLflfiWVH0bfh3WKpgWmNKyx6XuJia0z+zmN4xCAAAQgAIHKCFRV38syTyxcCcmihxkc/V0+Jse2OihmAlJK6c1IaV1fLAR6yz4p5cI72o/qMRU24Wh+K1CqaMGq9iCT/GDL+l5WG9a2fL+XlKd9MmCdkISmddCIcDAaYl8ttuSLV1u0y787IDS/JYCsgmXjfDS0BHPBwg17TxhfPp0+d0KKsbK+EGIVHcJma8ImOkk+TkKEedhiHcrU90fHCp/KMaswK13YfnLS+pCmhN1MkHfhwg17ThjBY5fPnZAeYVjdUsTASL1asye29L2XjzyHgGWD3E/yc4lVG/YcOdoT4vuzFkaHspQcGjw6NCllCNfLjstPap46qncV+4K31Byrq0jzn/w4E7EuklOsxCH6lWyJNUDyRUvFCEtCO0UTT35kG+anz/0vOYbKPqSk64PVZ/wuJhyHAAQgAAEIVEqgZvrevElbksX+XR3puJCJkrAoIvq9lnUtZWPqeAPW7LkD99/R3nn0qBlFLVVt+9SPdFyY5MNbun9bkt62Jd/vveSFXrB1wsRlFyP2r2gLASR94NIqwdLx+aLzbflv7QeOHJVecrDSysZ563tJ/TjXjKV1faFdrKIdX/72stmbqeQ+ucay9H1e2pomGW01u1Ze7ptnpAglTRa15pSgYKe8VG92SysGxt6rNYmb0PdSvyrS3+SUhQmqNyz/oxZwu5MlvMJr+VJco0NuguyIfGIv18uqeoE0A9fkMSJJeYu+dDBfuLC83LEgW1JU38uo5e99ScfNi4A0l7OHxpmdKj/w7bQ9ZxT+TuMMBCAAAQhAoDICNdf3lhJyyCZJcFg3Y3ErNdWqx+1WB+Ah+4Q+cN5rncRKM8mZW9+XtYtN1osd+X5vSRrH633WCW9NY1+ClYiJ0i0ODrXkYbZUW+HHeAqJrELM1U0LuwdMqxwR4S0dKm6z3bT8C5lHj8qv8C6QKblts2e39iQbdDxmX8rLWbEEqwt0q0yBXdLlgq0o2irZ7JZWCabiNxNLms/0SAn9zbS50I3yL78ePXrM+41qs0bbv5apomnG+dCjo1TXy6raPh+wbBFTHdv01eRTaICwULJcKiJEv5IGiHVJyZcuFWP28BKcIgwzvS+IB7CyeoijmSIzGxCAAAQgAIHICNRM35tq3rrPCenr2rAUldBhhehhSS3ZhZRVrHnDtu7hrtuwg56V12WJOGCZ5Mhs7Mr63jTAM6F+0DJNVq423eGtaexWSPLFPCGVbOfjZYyV2MxeSGUBMdsiJfX4hVcrvaldrPSO+YCHzXqlV8dPH7NreoFeeova+9mCV9tsMA0bhI/WHTh3vvBJcqPhlv0Cu2SnXRrqlQmFV2id1FyTmDDKEo4mHKs6qY2OTdMjvm9T3NF+wPsjUKJifcOyTDTNcbzY6PArwajHaovZOlnfm60w0lolRaHv7WVL/rJOSAftTpQsMf1lNcThCWnXKNnKbEeab6Q1H7Os8AVlnOD/EIAABCAAgegJVFXfC0UlvVwY/j5qNNaSR+sOnLtU+LH3fJDzgXPyD/VYxZo3bOs27JCYLohWXule7th03q4dhcgtNQ1wJJF2JdPsia0TknSwDjoaIskX0zwprdBbUsX2TSuxmb1w3gJimiclrYK+l18P0OPX83FEp0+an1m0Ndttm71R1p5lc6EAc3K4cNV3vvMt/X3ewhqwVabALrG1S0O9/Nrpe+PllIPmNzcdvdJ8HdlqtHPLgiCapiexjtvoOrPbpkn2EoykFjrR3yR09n4l1SkSy2vp0sF84QKyVK9UhL1sz0qlg3YnSsWYPdxqiIOxtGtUaWWWDCuAQ9979CAOQQACEIBA7QlUVd9bdzvrhzOt+6i5ol+k0aKQhasO9J0wvnIof/rGyG4Va96wLX0gfWbHsy4rb0iT3KWUre/tq+zWZEaSDpaecEgxSb4IsVNKW6yCRfYQMB1pbQrQKz7Hnt7DZlN2628rWh8t9UiZt85qoHC02x36Eat5JjcLryHaTMhWmeYROVjc3oB80VbJ5uK3VYJDpMpx/OYpK3Ep/W363MmjR8TH9U3VaRrgw0AyVTTNSCrUc7HRIY2jIBLC9Wqu39uWA6SnguIBWglOsdA5gRCf49cPOQ4BCEAAArUlUEV9L4cWWMGy1i3Q8Saib7st/XfbHYXvatrjevM5rduzkH2SQLS9Buf6/EjpJrlsLVvfywpPfnFTUmOWmjR1aqF6qYFCaFiJHXgvnd5z/4Y9h623imWZKrIbJXvAlOLRnfC9XrK0zChqsx86r9Z5O9rlDeOAZYOAKeaKhjw2J1dWe0VKWZfLPnJ8N9MswarLgV3iJoJSKu1vV8dP/7P5i1EOvC4UVl1W0/REEt7g0VHJ+7X2fmVBEihskyVz/lNohJDRkuVSEfaypeZYJ6SDtk4r9Vih7y1QDg+6kMoTGBs6uc84/WJdxKyJkLtkjkAAAhCAAASiIVAlfX85/zue1kfu5c9oyIrH/Bilpv+QUDr/zT/5Ay+FJlq33sKqpTVbEBAsiSb0vSyXxRcANdvnwwv32tJNEvUWNvxEqjNdYd+ydoEZYjE/fe6oRKxsTSNrFzte8VF8cy3TEkvGR/G16fFx/ReELfMETJt28fk+pvR7AlbRDqEjSa6CDpPRmXK58MEf02JLsXlO5HwgWzYImLKjpbB+j5TGF4dMA3y+j7nwK0f1XwuzBV7nfyrY+MSqdvnc0afMH7eSQtRkxWwl9hwC+Z+MPXq0s/2O+w+cm5XaKbRvsfV734jw8KOjRNfL8ld2nDyf9Nb3Rv+Znx7/SO+Foo3CfbYi7GW7+1V+6jB+dLP5oGPRhgO/1Yt1OEX0cLlvCA96O8X6SYH8j2GbH961jV9Ht5eeo9hmGpJL2YQABCAAAQhERyAifW/eRb3+da2HFfl1GEkmFtop33oXLFjgWE/VE3lJUq3IL/hIhpVsksMDspIQisGRRtp1zVhc3MrWNJr82MRV7IIF0icLpTVFI6FZqSdM+WOIXuWaExW9mZZidggdDx0mmWH+itP0747aIs4lpN62SWzFpmWD2S6bPpTiUrxSlvj7VkWxy/q+6A8kFYaA7EprTmVMhgtTD2lGJBpu25DGjj0GvYTRUZLrS9X37rFQsLNyfW+bmXj12QW2TzOFvwgUubDkq7JPP6Trgzm7tnmJHQhAAAIQgECkBKqt7xdt2Pv2uPwibN56+49M2W68YpnN1kpJAkrLrnISP9k3/dsD4sc+bRWJhXOjlJJNkiu3rxRKYtSeSNqTV08ls+54ak/7bfq+JUmlpT+HaPDQynoVodvilFbmYrAfTNtvMElm538A6uDvpiU3W4o5jM3yMwdbseaOFLnhZ5sEt7Bp2SDBtELwzcbaQkSklPlS9OVbcxHfNEb/1/bjtUaF9l8cM1Mv/Mpz37k/re9JrQg7BPwNyJe46qmT5vMDd/PNIxYGt7IMOzocv0Bntk3/1+n6UvW97WmGXmLBzgj0ve0L/ZbVC+947jvthk9EfE4eV+iBk+dx4inr+aRZ9MKv7PnO/caOXd9bQ9V+3HQS/0IAAhCAAAQiJVA1fb9ww54jgb+vOX3upO2DiIs27Dns/8U/ETktyTIZRJDsu3zu5E+ln5bUPyIu/cyTVUxpJln5Stf3upjIxzCtKkiDO9oP5H9v67L5o62S0LQEWhitbFrlbMuq9gNH3T93Oj9+yvo2yx3tB0/rc7EgmHrEyIF2EXaS97MbZsk22wK69L5zenzudwdWFcS1FZEVZJvZduNfywYJpvW2qKS2vVOapeVfbO20Qqfyxpm/jGYmMf+dn3b4NN+hhU6VajQyOH3kMwQcBuR7jLc3TTPs/1pTGs+ZZ+jRoYVzfcn6Pi+WTx8UPWpV+8FTei8U3CT3WZ4KPxbkrmWOfascF5OQTsn/wrIehFgYwKvaD/zb6fErIiLIruNFW7yePdrdxR4EIAABCECgcgKV6PvKa6cECECg2gTE3BhxWW3UPuWLKRbB9z6EOAwBCEAAAtESQN9Hy5PSIKAcARHeZj0GUc7GBBskPsfp8+wxwU2naRCAAAQgUCcC6Ps6gadaCNSMgHgflPXjmjG3KjKfnxS+UmWdYAsCEIAABCBQJQLo+yqBpVgIqENAvM9NiE7NnVIIzpG+1lVzE6gQAhCAAAQajQD6vtE8Tnsbk0DhI0WE6NTW/WZwjv2XsGprA7VBAAIQgEDDEUDfN5zLaTAEIAABCEAAAhCAQIIJoO8T7FyaBgEIQAACEIAABCDQcATQ9w3nchoMAQhAAAIQgAAEIJBgAuj7BDuXpkEAAhCAAAQgAAEINBwB9H3DuZwGQwACEIAABCAAAQgkmAD6PsHOpWkQgAAEIAABCEAAAg1HAH3fcC6nwRCAAAQgAAEIQAACCSaAvk+wc2kaBCAAAQhAAAIQgEDDEUDfN5zLaTAEIAABCEAAAhCAQIIJoO8T7FyaBgEIQAACEIAABCDQcATQ9w3nchoMAQhAAAIQgAAEIJBgAuj7BDuXpkEAAhCAAAQgAAEINBwB9H3DuZwGQwACEIAABCAAAQgkmAD6PsHOpWkQgAAEIAABCEAAAg1HAH3fcC6nwRCAAAQgAAEIQAACCSaAvk+wc2kaBCAAAQhAAAIQgEDDEUDfN5zLaTAEIAABCEAAAhCAQIIJoO8T7FyaBgEIQAACEIAABCDQcATQ9w3nchoMAQhAAAIQgAAEIJBgAuj7BDuXpkEAAhCAAAQgAAEINBwB9H3DuZwGQwACEIAABCAAAQgkmAD6PsHOpWkQgAAEIAABCEAAAg1HAH3fcC6nwRCAAAQgAAEIQAACCSaAvk+wc2kaBCAAAQhAAAIQgEDDEUDfN5zLaTAEIAABCEAAAhCAQIIJoO8T7FyaBgEIQAACEIAABCDQcATQ9w3nchoMAQhAAAIQgAAEIJBgAuj7BDuXpkEAAhCAAAQgAAEINBwB9H3DuZwGQwACEIAABCAAAQgkmAD6PsHOpWkQgAAEIAABCEAAAg1HAH3fcC6nwRCAAAQgAAEIQAACCSaAvk+wc2kaBCAAAQhAAAIQgEDDEUDfN5zLaTAEIAABCEAAAhCAQIIJoO8T7FyaBgEIQAACEIAABCDQcATQ9w3nchoMAQhAAAIQgAAEIJBgAuj7BDuXpkEAAhCAAAQgAAEINBwB9H3DuZwGQwACEIAABCAAAQgkmAD6PsHOpWkQgAAEIAABCEAAAg1HAH3fcC6nwRCAAAQgAAEIQAACCSaAvk+wc2kaBCAAAQhAAAIQgEDDEUDfN5zLaTAEIFADAtu3bWu0v/7+/hqApYokEZicnGy0YbJ927ZsNpskJ9IWNQmg79X0C1ZBAAIxJnDmzJl0qqnR/h579FG3z9KpJvdBjkDAINDb29towySdanr5pZfdHYCR4mbCkUoIoO8roUdeCEAAAh4EXn7pZUO1NMja5Pq2NqO9k5OTDhyoFgcQdmUCjz36aDrVdOeKFQ0yUu5cscJorwzB2GakuJlwpBIC6PtK6JEXAhCAgAcB4y7uuZ7tkTr+h8Tzit7eXkdrUC0OIOwKApOTk8a00HM9WyRL0oZ4XnHmzBlHuxgpDiDsVkgAfV8hQLJDAAIQsBEIELu2dMna8ZvSoFqS5ecoWxMgdqOsRqWyAqY0jBSVHJUEW9D3SfAibYAABNQhIIJz3MEq6hgZuSV+rUa1RI46MQWK4JzEtChMQ/xazUgJQ4804Qmg78OzIiUEIACB4gT8VrKL54xzCr+nFqiWOHu1irYHrGRXsVYFivZ7asFIUcA5iTIBfZ8od9IYCECgvgT8ZG59rapN7Z4TG1RLbeDHrhY/mRu7hpRqsN/EhpFSKknSBxNA3wfz4SwEIACBEgj4hamUUERsk3q2HdUSW39W13C/MJXq1qpG6Z5tZ6So4ZzkWIG+T44vaQkEIFB3Ap5r2HW3qjYGeD67QLXUBn68avFbw45XK8q21vPZBSOlbJ5k9CSAvvfEwkEIQAACJRPwFLgllxLnDO7pDaolzv6slu2eArdalalXruf0hpGinqPibRH6Pt7+w3oIQEAdAp4BKuqYVwNL3ARQLTXAHrsqPANUYteKSgx2E2CkVMKTvG4C6Hs3E45AAAIQKIeAe/W6nFLinMf9BAPVEmd/VsV2z9XrqtSkcKHuJxiMFIXdFUvT0PexdBtGQwACqhFwS1vVLKyNPY5JDqqlNthjVItb2sbI+KhMdU9yGClRsaUcgwD6np4AAQhAIAIC7tCUCAqNYREODqiWGPqwuia7Q1OqW5+qpTs4MFJUdVRc7ULfx9Vz2A0BCChFwLFurZRttTTG8RwD1VJL+OrX5V63Vt/mKlnoeI7BSKkS54YtFn3fsK6n4RCAQGQEHKI2snLjWZA81UG1xNOH1bLaIWqrVU0cynVMdRgpcXBanGxE38fJW9gKAQioScARlKKmkTWzSqaBaqkZ9lhU5AhKiYXN1TNSpsFIqR7nxiwZfd+YfqfVEIBAlATkFesoy41nWfLTDFRLPH1YFasdK9ZVqSNWhcpPMxgpsXJdDIxF38fASZgIgYgIzI4OHO/JZKS/432DIx/P5Qrl56aGe3/e0zv8sXnAOJ67NNybOX5qdNY0Izd3KftW9w92PbHl4U1bntz5/cN92XwhuYmzv3y95/Xf/GHWnl/LzV1493jm9eMD50URZlFJ+FeWs0loTxRtEBMeVEsUOBNShixnE9KkypohT3gYKZWxJLeTAPreSYR9CCSXwMW+7cvTN9/915seetj4e+DuZal06yOHhqav51s9//7BNTel13Rl520M5rNda1PLd/Rd1I/m5sZ/tWv14tYHnu3qzvRkjh7+/jdWNy+659lfjc/NTQ08f0/z7Vu6P7gmF5AbP9H+xfTnd5yYmJMPJ2ZbDkdJTKMqbIhggmqpkGSSssvhKElqVyVtEUwYKZVgJK+bAPrezYQjEEgqAV3f2+T71YkTz9ySWrKxeyS/5B5G3+c+6tuxsqXtYPaaWKS/PtW385bUyqf7PsrlLg503NeydOuRkRkT4tzEiR23pL74tyfGRQbzVEL+FWvVCWlPFM0QzzRQLVHgTEIZ8lp1EtoTURvEMw1GSkREKaZAAH1PV4BA4xBw63tNu9y347M3re16P79kH0bf62k+t73vsoxt5r2DX9/8zcNDVzUtN/Wb3asXtz6eOa+H/Ri7t7S/MZFQdS+EbG9vr4yEbWPag2qhJxgEhJA9c+YMTAQBMe1hpAgmbERCAH0fCUYKgUAsCLj1/fVPBv5pZfP6F9/T5XoYfZ8bP/HkivTSv9n3xvtW4L6t9df1KJ3lWzMjc7mpwX1tLcmNzNE0TQSiTE5O2jA0/A5kGr4L2ACIQBTbUXY0zSCDvqcvREsAfR8tT0qDgMoEdH2/9IEdz+/dt3fvvr3Pd2zbsOKGu9p/8cdCXHwYfa/l5sbf3L2uNZ1qavnC+m/v/N6Pjv1maPSyLbLeiNL5/Laf/XLfmuYkR+ZomkZwjl+P58mGH5kGPC5WqV9+6eUGbH5wk3myEcyHs+URQN+Xx41cEIgjAYe+37tv73e2P7DixhXfOjykfzInlL7XGz53+fzgiZ/88Llvr1vekmpKp26682uvDlz4VEDRw3IWpVPpBEfmaJqGhBUe99xg8uOJpQEPImEDnM7kJwAOp8omgL4vGx0ZIRA7Au74HE2b+/2RR1rTK188ezUXKv7e2ej52YvDfV3tq5vTrU/KQfZzE8eeuDH1wMFsIj+JWaBACIqzO9j34WPn0bh7BOcE+x4+wXw4WwYB9H0Z0MgCgZgS8NL32my264H0Z5/puzyv5f50/PFbXd/HzF1978VV5vcx50cyf7fpW52DH9sQGBmNQgon5i/3PfO5pOt71qdt3cC1w/MNF5JGPMD6dFGv83yjKCISlEoAfV8qMdJDIL4EvPR9bvT415enb9196kpO06bP7r8v3bzx4LkrUiMvv7d/fUvzliPnr2r5z+O8+fTnF6/Z/674/mU+Ze7Dns2tLX95eMT6cH7y9T3iVeokvpvpfPhW02OPPuqbghNJJ4B4LephpkBFEZGgVALo+1KJkR4C8SWg6/svPttzelD/7523T/xr184NrSnxi1S5ayPdW5Z+Ztm6XUfe/j9/GB8fzZ4+kY+9WXRPx2+mCh+4nB7q3NDSfG/7a29lRy9Oz05fHB3q++HWO5v1D+ZYbJKv7wk+sbztv2Xo+3Sqie8L+UNK+BmCT8I42Bgpd65YESYxaSBQlAD6vigiEkAgMQR0fa+vp5qqa9nqTbsO/vr309bH6a9PD//r0/flP49T+Lt57ZOv9PuDdrQAACAASURBVF/QP2ZfADH30eCPn/nyzWmRpmXFo/tP/KdUSP5b+omPzyE4J8zAEJ2E3wcIgyt5aViZDulTMVL4fYCQxEgWTAB9H8yHsxBoSAJz0xMjw+8ODr47/OHUrBVzI7PIzU6NZc8ODv7H8MjEtKz+5UTJ3SY4J6Rv06kmJkIhWSUyGcE5Id0q9D2fEA1JjGTBBND3wXw4CwEIQMCDAME5HlC8DqVTTbDyAtMoxwjOCelp4zUVYz4cMgvJIBBAAH0fAIdTEIAABLwJsCbtzcV1NJ1q4lmHi0qjHCA4J7yn06kmnnWEx0XKogTQ90URkQACEICAjQCC1YYjcCedauJXfgMJJfkkgjW8d4130I0oHUJ0wnMjpR8B9L0fGY5DAAIQ8CZAwIk3F6+jhr6HmBeb5B8jOCe8j42RArHwxEgZTAB9H8yHsxCAAAScBAjOcRLx3zdUC088/Akl9gzBOSW51hgpPPEoCRqJAwig7wPgcAoCEICAkwBS1UkkcN9QLYToBEJK5kmkakl+NUYKk6KSoJE4gAD6PgAOpyAAAQg4CRBq4iQSuC/0PdwCOSXwJKEmJTlVjBS4lcSNxH4E0Pd+ZDgOAQhAwIMAwTkeUPwPCdXCcw9/SAk8wzp0qU4VI0U898hms6UWQnoICALoe4GCDQhAAAJFCCBSiwBynRaqhRAdF5skHxAilV9jDelmMVLE1Oi1Q4dC5iUZBNwE0PduJhyBAAQg4E2AIBNvLv5HhWrRNA16/pySdoYgk1I9Ko8Ug976trZSCyE9BAQB9L1AwQYEIACBIgQIzikCyHVaVi08/XDhSeYBsQLNd9zDO1geKa8dOmR8CH9sbCx8CaSEgEwAfS/TYBsCEICALwHkqS8a/xOyaiFEx59Tos4QnFOGO+WRMjY2Zuh7QnTKIEkWgwD6np4AAQhAIBQBwktCYbInklULITp2NondIzinDNc6Rsr6trZ0qokQnTJIksUggL6nJ0AAAhAIRYDgnFCY7IkcqoVnIHY8CdwjOKc8pzpGCiE65WEklyCAvhco2IAABCDgSwBh6osm8IRDtRCiE0grCScJzinPi46RQohOeRjJJQig7wUKNiAAAQj4EiA4xxdN4AmHaiFEJ5BWEk4SnFOeF90jhRCd8kiSyyCAvqcnQAACihLoyWSMl8zU+f9jjz6qKCxVzXKrFvEkRB23YknkBPhyTqkj0j1SRIhO5N5JfIE9mUyp/JOXHn2fPJ/SIggkhICC+r63tzchcGvVDLdqESE6iRcZjdxAftaq1BHmHikiRKeRO1J5bUffa5qGvi91DJIeAhCoEYFsNtuTySj1Nzk5WaPGJ6Uat2rRNK2/v18pt2JM5ASS0n9r1w7PkRK5XxqkwGw2WzvPqVoT+l5Vz2AXBCAAgfgT8FQt8W8WLYBAxAQYKREDbfji0PcN3wUAAAEIQKBqBFAtVUNLwYkiwEhJlDsVaAz6XgEnYAIEIACBhBJAtSTUsTQrYgKMlIiBNnxx6PuG7wIAgAAEIFA1AqiWqqGl4EQRYKQkyp0KNAZ9r4ATMAECEIBAQgmgWhLqWJoVMQFGSsRAG7449H3DdwEAQAACEKgaAVRL1dBScKIIMFIS5U4FGoO+V8AJmAABCEAgoQRQLQl1LM2KmAAjJWKgDV8c+r7huwAAIAABCFSNAKqlamgpOFEEGCmJcqcCjUHfK+AETIAABCCQUAKoloQ6lmZFTICREjHQhi8Ofd/wXQAAEIAABKpGANVSNbQUnCgCjJREuVOBxqDvFXACJkAAAhBIKAFUS0IdS7MiJsBIiRhowxeHvm/4LgAACEAAAlUjgGqpGloKThQBRkqi3KlAY9D3CjgBEyAAAQgklACqJaGOpVkRE2CkRAy04YtD3zd8FwAABCAAgaoRQLVUDS0FJ4oAIyVR7lSgMeh7BZyACRCAQGwJ7O7o2L5tG39+BNKpJr9T1T4+MzMT226VNMNnZmaq7e64l1+vkbK7oyNpvY326ATQ93QECEAAAqEIuBfYxsbG0qkm/tQk0N/fH8qvJIqagHuk9Pf3q9lJsCqdahobG4u6C1Be/Qmg7+vvAyyAAARiQcCtWl47dAh9oCwBFibrNazcI2V3R4ey/QTDXjt0qF5dhXqrRwB9Xz22lAwBCCSKgFu1rG9rS6ea1re1JaqdkTbGDS3S4r0LE2qSEB1vQFU+6nD6zMyMoaGZcQWAd0ALSBnhKa5gEcJUrSj0vWoewR4IQEBRAo4bsAjOYfUrwGEOaAEpIzwlokEI0YmQaviiHE7HHWHQOaCFyVJ5GvEEkhCdymGqVgL6XjWPYA8EIKAoAccNmFtjGD85oIXJUnkaFowrZ1hJCQ6n8zglDEwHtDBZKk/DIkXlDJUtAX2vrGswDAIQUIuA4wbMo+0w7nFAC5MlkjRoykgwlleI7HTmWiEZytBCZokkGdexSDAqWAj6XkGnYBIEIKAiAfkGzLpXSA/J0EJmiSQZMSGRYCyvENnpOCIkQxlayCyRJOM5ZCQYFSwEfa+gUzAJAhBQkYB8A+amGNJDMrSQWSJJxrJxJBjLK0R2Og9SQjKUoYXMEkkylioiwahgIeh7BZ2CSRCAgIoE5BswD7VDekiGFjJLVMlQllGRLLUc4XRmWeHRCWjhs0SVkqtZVCSVKgd9r5Q7MAYCEFCXgLgBs+IV3kkCWvgsUaUkMiQqkqWWI5yOC8KjE9DCZ4kqJU8joyKpVDnoe6XcgTEQgIC6BMQNmNtheCcJaOGzRJWSxeOoSJZajnA6j1DCoxPQwmeJKiULFlGRVKoc9L1S7sAYCEBAXQLiBszj7PBOEtDCZ4kwJfoyQpjhizKczvwqPDFN0+o7UrimleSsWCRG38fCTRgJAQjUn4BxA2atqyRP1Fe1EB9SkrOiSmw4Hfgl8azvSOGZZEnOikVi9H0s3ISREIBA/QkYN2BuhCV5or6qhSXkkpwVVWLD6Tw8KYlnfUcKyxYlOSsWidH3sXATRkIAAvUnYNyAeZBdkifqq1o0TUNlluSvSBKnU03MrEolWfeRwpWtVJcpnh59r7iDMA8CEFCFQDrVxCpXqc6ou2ohSqRUl1WePp1qAnupGOs+UngyWarLFE+PvlfcQZgXCwLXp0fePtK5e8fXHnl409d3dLzaM/DhdM5h+fXp86d6XjHSbHny2R8ceSv78ZyZKDc13Pvzntf/PTt9Xc6WuzTcmzl+anRWy02c/eXrr/866ypW02ZH3n498/OB0Wv5nLm5S9m3un+w64ktD2/a8uTO7x/u02sxys9kerz+zLxyzZ7bn14YfKMn84u3R/7sdXpuou+FpzK/n8+fCwPEqwy1j6VTTdwCS3VR3VULC8mluqzy9OlUE49NSsVY95HC4kWpLlM8PfpecQdhnvIEch8Pd29b3Zxedt+3OvZ3He7a3/HEumWpRfc8+6txId+1T8ff/M49zellqx/b9cPDme6ufds2rGhOtz5yaMgQ9PPvH1xzUzq1aM2+dz4xNb+mafPZrrWp5Tv6Lmra5cG9a9Of39k3ZZsAaNr1qb6dt6Tu7hi4lBf347/atXpx6wPPdnVnejJHD3//G6ubdUuu/fH401se3vSQ/nf/6pvTLV+476HC7kOPdg5eCYP56pkXV34mnUrf9t0Bj/S5Px1/fOOL701roYCEqU+5NOlUE4+wS/VK3VULITqluqzy9OlUk/G3u6Oj8tIapAQVRgrXtyR1NvR9krxJW2pP4Ponp7+3pnlx2/53ppxqfvk3jo3qWt1I41D816eHDm1e+pnWxzPn53Karu9bbl6ypLnthdNTQuFL+j537dzB9c2tWzIfirP51uY+6tuxsmXNK0NXc4XttoPZayKJof5XPt33kThk1PW57X2XS6OVuzKw+7bmtu3b/qrFY5qh5abefPquPaeuzIUAUlrF6qQWquW1Q4fUsUpxS1RQLcSK1LiTiJHS399f46rjW50KI4Xnk/HtP27L0fduJhyBQGgCuZEjDy5pufel92Ys/ZzPbBx/sPt8TtPyC9u3ei29X8l2bWxpvr9z6M8Fzf3NfT/YfHvLuleHZgulSfreXqZpYG7i2NYbFq/vGs4H5+iTBKdwn3nv4Nc3f/Pw0FUzi3cycdZvw5hIPNh9/r+Obb3BNc3QclcG9ty9482p+RBA/KpQ/rhQLWNjY8obq4qBKqgWQnRq3BvESJmZmalx1fGtToWRQohOfPuP23L0vZsJRyAQloAurz+zav8ZSz27suppvGNacue7NzbftLbr/fmCND/50dCrbc2L2zrPzurl2PS9NjdxYntr88aD50R0zLXxzNYbm7ccOa/Xnxs/8eSK9NK/2ffG+1Zkv8ue8vR9bjyz5YZbtx77U06vpcX2lEDTtOmz+zfmz+bnG0WAuC2KyxFDtaxva4uLwSrYqYJqIUSnlj2B2VR5tBUZKYTolOc+BXOh7xV0CibFhoCuv3XV62+ynkYX8e40l/t2fLYpv+JuLb1PD3VuaDFFvF3f6zEwn1+8tvO3helE/inBstYn35goLPfn5sbf3L2uNZ1qavnC+m/v/N6Pjv1maPTynKNeqy7HiYBd/VFDISxHj/kxLSzkuXrmxbvaj0/MhQESUI3Kp1jZKs87iqgWQnTKc18ZuUBdBrS6/36tsJkQHYEi7hvo+7h7EPvrScChvz1N0dMs2dg9Yo/g0dN66HtNmz3buW5J6+bukWs5V/mXTn337vQXXxjMhwMZEfn22HpN0+Yunx888ZMfPvftdctb8m+53XTn114duPCpZVsZ+v7a8MG2JbfseLPwZsCVgY5bb1q597T56D1vyV9tzAcjuQy2qo37Fre98jyoiL5nUbk895WRiy/nlAFNHX3PQkZ57lMwF/peQadgUmwI6AE2ntr9+vTo0ODgBxfnclYQjqtZVuiOTXMb7+PevqX7g0+t7+cYmXNXh15Z22xoen1N/dbdp654TBz01POzF4f7utpXN6elNX6fMH2XbdKB3MzgCytT6WVful/+Ao/0RsHV891b/0p/ByAMEKnkOG3y2Lo8bymi7wnRKc99peZiHlUqMZFenZHCtU44JdYb6PtYuw/j600gv5KdvnFzZtypsS/2bV+eXtOVndc0/bOSXmn0L9Kk9PAem77XtNzU4L62lqVP/OyN/eb3Mc2WiqX0T8+8uHKJFaujafMjmb/b9K3OwY/NpPq/xtu9n32m77L+YXq/13Bteew7+pu16RVPdErfzs90PnFnakX7Cb3d4suYmqaFAWIvPhZ7rGmV7SZ1VAtxI2U7MXxGIIdn5UipzkjhWaXDNTHdRd/H1HGYrQiBPw913t9i/6hl/jv05zNbl4pAeeM7ObYPX+atnxvpeXx5YRXcoe81LffJOy/cu7j1S3ctL3z/XrRXf6f2hm/+9Ge7brMHwee/UPn5xWv2v2uGzehZch/2bG5t+cvDI6a8L/X92tzEG+1LlxQ+0SOsuPrbzjWLWvQPBOWfQtz14tmrxhQnDBBRSmw2uOGV7Sp1VAtLy2U7MXxGgnPCs3KkVGeksJzhcE1Md9H3MXUcZqtCIDd99keP3J7/as2xd/9wYeLixGh24F92rWttWd3x1kTh1VYzzeYXT5z549Rsbm76wrn+7h1rW5r/4rm3/iuvi136Pv/DVQPP39PclHbqe+Mt25uW3VyQ1xII493ce9tfeys7enF6dvri6FDfD7fe2bx8a2bEesvWoy6pDOfm1fPdW8T7vtJJY9Ky8eC56U/e/se7pV+8MhsbBEQqJx6bxgNrdW7A8aCmW6kUNNRnVXuOmEEp5fSqNjnCwpWCRohOhJ6tV1Ho+3qRp97EEMjNTb13ZEfbMvMnG9Op1i/v+MnghPRKq6blpt8/vnfLnXm9bvyll92340cD4wXZ7am5cxcHOu5rcel7TdPfshXhMTLIuY8Gf/zMl29Om7U0tax4dP+J/5yWw4c865ILkbfz4UCLvYKLND3UftGa/b86+d2Ntt/P0kIBkStRfFusZil1A1YcmjBPKWhEjwi/VGND4FXK6dVoaTXKVAoaTyyr4eIal4m+rzFwqksqgfnZS2PZ994dHBzOr9B7tzI3Nz3xh+H/GBw8mx3zTeSdtZSjudmpsezZwcH/GB6ZmLZ+VbeUIsKnNb+M6coRBogrk5IHxK1OqRuwkqg8jFIKmlhg3t3R4WErhyojIB6PKOX0ytpUu9xKQROLGvxWd+16QNQ1oe+jJkp5EGgkArlLw729wx/7TGiSQUI8qlbqBhwXtqpBExqUn1aNtgvJcyfVnB5tS6tUmmrQxHWvSu2l2GoTQN9XmzDlQ0B1Arnp0bODfv/lP/GpegOqaZ+8jqXaDbia7Y6sbNWgiRiS/v7+yBpJQZomg1XN6bHwj2rQxHPLsbGxWADESAcB9L0DCLsQaDgCudFjz2x6yPy2vX1jy6uDvt/XbwhQ8k1OtRtwLBygGjR5mTkWAONipPxgRDWnx4KhatDkpY1YAMRIBwH0vQMIuxCAAAQsAvJDatVuwJaVCm8pCE1WogqTi5NpjlmTgk5Xn6aC0OSrn/oAsdBBAH3vAMIuBCAAgQIBxwqWgjdg9V2lIDQ5kkR9gLGw0IFUQaerj1FBaPLTS/UBYqGDAPreAYRdCEAAAgUCjtubgjdg9V2lIDTHYrP6DNW30PFIREGnq89QQWiOBQ71GWKhTAB9L9NgGwIQgIBFwPF4WsEbsGWrqltqQnPoUVXhxcMu93xJTacrTlNNaI5roOIMMU8mgL6XabANAQhAoEDAvXal5g1YcYepCc0RT6I4Q8XNc8NU0+mKY1QTmuMZpuIMMU8mgL6XabANAQhAoEDAfWNT8wasuMPUhOZeclYco8rmuR+GqOl0lRlqmqYmNPcyh+IYMU8QQN8LFGxAAAIQsAi4H0yreQO2LFZyS1loblWqJD/VjfKcKSnrdJVpKgvNfSVUGSO2CQLoe4GCDQhAAAIFAp6rVsregFV2m7LQ3FElKmNU1jZPjMo6XVmMyq7fa5rmfpKpMkZsEwTQ9wIFGxCAAAQKBDxvaaiWMvqHstA8F57LaGCDZ/F8DKKs01V2lrLQPBc7VCaJbQYB9D09AQIQgICTgOcjaWVvwE7rVdpXGZqnNlUJnuq2+M2RVHa6skxVhuZ5PVSWJIYZBND39AQIQAACNgJ+61Uq34BtDVBpR2VonrElKsFT3RY/gCo7XVmmKkPzfJ6pLEkMMwig7+kJEIAABGwE/G5mKt+AbQ1QaUdlaH7LzyrxU9oWvwcgKjtdWaAqQ/Nb8lAWJoZpmoa+pxtAAAIQsBHwexit8g3Y1gCVdhSH5qdQVUKoqC0BsyPFna4mUMWh+V0V1YSJVeh7+gAEIAABG4GAlSrFb8C2Ziizozg0vwgTZfipa0gAOsWdriZTxaH5PdVUEyZWoe/pAxCAAARsBAJuY4rfgG3NUGZHcWgBi9DKIFTUkIBHH4o7XU2gikMLWPhQkydWEZ9DH4AABBQl0JPJpFNNdflb39bmhqL4DdhtsApH1IcmdGpdelrcK93d0eHuZuo73W1z3Y+oD80I0YlFj+3JZOru0LobgL6vuwswAAIQ8CZQR33/2qFDbpvUvwG7ba77EfWhiTiTWAgX1Yzs7+939zH1ne62ue5H1Icmnm2q1gnd9qDvic+p+4jGAAhAwJdANpvtyWTq8jc5Oek2S/0bsNvmuh9RH9rMzExd+lgyKp2ZmXH3MfWd7ra57kfUhzY5ORmXTpvNZuvu0LobwPp93V2AARCAQDwIqH8DVpAj0BR0SrVNwullEAZaGdDIEkAAfR8Ah1MQgAAELALcgC0WobeAFhpVchLi9DJ8CbQyoJElgAD6PgAOpyAAAQhYBLgBWyxCbwEtNKrkJMTpZfgSaGVAI0sAAfR9ABxOQQACELAIcAO2WITeAlpoVMlJiNPL8CXQyoBGlgAC6PsAOJyCAAQgYBHgBmyxCL0FtNCokpMQp5fhS6CVAY0sAQTQ9wFwOAUBCEDAIsAN2GIRegtooVElJyFOL8OXQCsDGlkCCKDvA+BwCgIQgIBFgBuwxSL0FtBCo0pOQpxehi+BVgY0sgQQQN8HwOEUBCAAAYsAN2CLRegtoIVGlZyEOL0MXwKtDGhkCSCAvg+AwykIQAACFgFuwBaL0FtAC40qOQlxehm+BFoZ0MgSQAB9HwCHUxCAAAQsAtyALRaht4AWGlVyEuL0MnwJtDKgkSWAAPo+AA6nIAABCFgEuAFbLEJvAS00quQkxOll+BJoZUAjSwAB9H0AHE5BAAIQsAhwA7ZYhN4CWmhUyUmI08vwJdDKgEaWAALo+wA4nIIABCBgEeAGbLEIvQW00KiSkxCnl+FLoJUBjSwBBND3AXA4BQEIQMAiwA3YYhF6C2ihUSUnIU4vw5dAKwMaWQIIoO8D4HAKAhCoJ4FsNtuTydTlb3Jy0t1yzxtwXcxTs9JsNhsSWn9/v5pNwKpSCczMzIRx+szMTKklJzg9l5dqO9fzWuTuqMk+gr5Ptn9pHQRiTKAnk0mnmury99qhQ25wbn0/NjZWF/PUrHR3R0cYaDMzM2raj1VlEOjv7w/j9P7+/jIKT2oWLi/V9mxPJuPulo12BH3faB6nvRCIDYE66vv1bW1uTG59/9qhQ9W+UcWrfPdqrhsaUi9ePg22NuSkbndHR3A5DXWWy0u13Y2+1zQNfe++iXMEAhBoXAJCso+NjTkouKXq+ra2dKrJ827tyJvsXSHZ3au5bmhC6rknA8mmlLDWBfjR4XTxxMZzMpAwLMHN4fISzIezERJA30cIk6IgAIHYExAhN+5n6A7VEpAy9hRKbECAgHNAC0hZYp0krzOB8JO6gJR1bkPNqw+4aDhGSkDKmltNhbEkgL6PpdswGgIQqB4Bv1V5xw04YCmuerYpW7Lfaq4DGlJPWQ+WaljAVM3hdL++UWqNyUjP5SUZflS/Feh79X2EhRCAQE0J+Al3h2rxu0/X1FZlKvMT7g5oSD1lPBaBIX7elJ0eMA2IwIIYFsHlJYZOi6XJ6PtYug2jIQCB6hHwezIuqxa/NNWzSvGS/WScDM0vjeJNwzw/AmEmdX5p/MpM/HG/S4c8UvzSJB4ODYyQAPo+QpgUBQEIJISA59q8fAP2W4RLSPvLaobnaq4MDalXFld1M/lN2GSne/YKdZtUE8u4vNQEc6NXgr5v9B5A+yEAATcBT/kuqxbPO7S7nIY64infZWhIveT1B0+fCqf7TQCSx6GkFnF5KQkXicsjgL4vjxu5IACBJBPwfD4uVIvn2STjCNc2TzEnoHmeDVcwqdQlEDyp8zyrbmNqZZnnBUSMFM+ztTKNepJDAH2fHF/SEghAIEIC7hV6cQP2XH6LsOr4FuVezRXQkHrxdWuA5Z7TNuF0d38IKKqhTnF5aSh316Wx6Pu6YKdSCEBAdQJuES9Ui/verHpjamWfW8QLaEi9Wjmh1vW4PWs43VP619o4Vevj8qKqZ5JjF/o+Ob6kJRCAQIQE3E/JDdXiPh5hpXEvyi3pkHpx92lR+/0mde7jRYtqnATuywiXl8bxfm1air6vDWdqgQAE4kfAsU5v3IDdC2/xa1g1LXas5hrQkHrVRF7nsv0mdY6eUGcr1auey4t6PkmURej7RLmTxkAAAhEScEh5Q6o67soRVpeMohxS3oCG1EuGc/1a4fBvOtXkFv1+eRv2OJeXhnV9bRqOvq8NZ2qBAATiR8DxDD2danIciV+Tqm+xQ9gh9aqPvP41uCd1jiP1N1E9CxwXEy4v6rko3hah7+PtP6yHAASqSkBerU+nmhxLblWtOr6Fy6u56VQTUi++rgxpuXtSJ/eBkIU0YDIuLw3o9Jo1GX1fM9RUFGsCn14YfKMn84u3R/5sb8bs6MDxnkzG+nv9xG+GxqbncvZk16dH3j7SuXvH1x55eNPXd3S82jPw4bQjiS1DYPrc1HDvz3t6hz+2l5C7NNybOX5qdNZWku+OX4t8M+gn5ib6Xngq8/v5QqpAO4NLislZWdCnU03y/TgmLaiDmbKgT6eakHp18EHNq5S9nE41GX+7OzpqbkicKuTyEidvxc1W9H3cPIa9dSFw9cyLKz+TTqVv++7AFZsBF/u2L0/ffPdfb3ro4fzfpr/+0rJ0Kt264XtvjX9aSJj7eLh72+rm9LL7vtWxv+tw1/6OJ9YtSy2659lfjTunAXqOounn3z+45qb0mq6sqbKNiuazXWtTy3f0XbQZ6Lfj2yK/DPrx3J+OP77xxfem8ztF7QwsqfSTwROSojON69PnT/W8Ykyxtjz57A+OvJX92JO/3TL5GbpQLa8dOmRPVflexfYbs77X/z07fV22xpr15SbO/vL113+d9ZhYzo68/Xrm5wOj1+ScFWzLq7kCWlKkXoX9UNO0MrtiBQ6pRVbHpM7we39/f9R1V3mkfPhhzYaJpmm1uryU5IQKe3gyu3dJBBVJjL5XxBGYoTKB3JWB3bc1t23f9lctn9/ZNyXrJ13f26T2tamhnz29elHLvd8b/OS6pl3/5PT31jQvbtv/zpSlJj8df/M79zQv/8axUfsSfP7eXzx9BPo+oEVBjshNvfn0XXtOXcmFsjOopNLPBUxIis80DODpZasf2/XDw5nurn3bNqxoTrc+cmjIroY9zRJr9kKqjo2NeaYs82Ak9hu9IrVozb53PpF6lTTruzy4d23a2YHzXW6qb+ctqbs7Bi6Vab9XNrGaK6BVQep5VVztYxX1Q03TKuqK1W5cJeV7TupmZmYqKdOZtxYj5T9rOUw0Tav65cUJsdh+RT08sd27GDUVz6PvVfQKNqlFIPdR346VLQ92n/+vY1tvaN2S+VCST259LwTTrVuP/SmXGzny4JKWe196b0bKlF/81o8/2H3efrhwPDh95fret0UzF4bfHRz84KKYiuSmR8++Ozh8QQ/6yV0Z2HP3jjencqb9vnYe+N//J6CcMtwbMCEpOiMyO9U7xwAAIABJREFUEjgemFyfHjq0eelnbml/Y8LhApd14hm6IVXXt7W5klRyoCL7Wx/PnDecpfeKlpuXLGlue+F03kXGf5K+z107d3B9s6MDa5rRGda8MnRVZDIzV/CvWM0V+j5iqVeBbRVkraQfitl7+V2xAstrkdUxqYv6iU2NRkoth4mmaVW+vJTq90p6eKVX2lJtJX0wAfR9MB/OQkDLjWe23GCI9fETT65oaTuYvSaUkKe+17QrAx23pj+3ve/yxLGtN3xm1f4zV8OBzIVJX7G+929RbvbcjzcvXb6l+wM9VGP2fOaJ1qWPHz6nB+Ro02f3b8xPWjStmJ3B5YRjIafynZAUnWl0n5//0/HHb/Vat76S7drY0nx/55DjnQq54vy2eIZuSNWIg3OKzgBD2q/3is99c98PNt/esu7VodlCF5X0vcnKPqvUXbl4fddwVME5Bj6xmmtAi1rqOX1Uo/1K+mF+2FTaFWvUzHKrcUzqIn5iU7OR4rX4UqVhUvXLS6murKSHh7xSlWoS6cslgL4vlxz5GoWArgILUQ16JEPzxoPnRBC+j743Jfj773etTelzg3C4dDVWLL1RuBX0b4T+P/TwA3cvCxV/H9yimZHura1Ltx4ZuXJtpHvL0hVbMyNzhvFXz7x4V/vxifxeCDv9ywmHQk7lPyEpOtMwErhfnMgXnzvfvbH5prVd79tfZJBrLmwbz9ANqRptcE6xmVJo+w19v/3kR0OvtjUvbus8a7xnbdP32tzEie2ttg58bTyz9cbmLUfOh5yBesDxOySv5kYs9fyqrPLxSvphvr/lZ++VdsUqN7Gi4h2Tumif2NRwpNR0mIgQnWpcXkp1ZyU9PPHdu1SYdU+Pvq+7CzBAbQLXhg+2LbnFCErRjIX5m1buPW1GlYbR96HfeS3o5mLpDX2/9IEdz+/dt9f627v9gdYw+r5IizRtbqTn8eUt9z25c9PyW548Zr4EnI/u+KuNhYAiu2r08aB3OT6Jgw4HTUiKzjT0BD4i/nLfjs825R+zBNWePyeeoa9d89+LpS3tfGT2F/R932VteqhzQ4sp4h2eyr9B8fnFazt/W5Dz+aXKZa1PFg9SKq1Vemp5NTdaqVeGMVFkqagfmrPiSrtiFA2pYhn/+Nw/GDr1H557LtpqajlSajlM7JeXNdFCK7G0inp4JFfaEg0meRAB9H0QHc41PIHczOALK1PpZV+6X/88zkMPb7p/9c1pKdjDR9/rryjd+Pixjz7s3ti8ZGP3iAjoMZFenx4dskW66yf0FeVi6Q19b3upN5/ZoeTMihz/Fm1RPr1uRlP6hieM1Xq9iKvnu7f+lRnFEcpO73Ic9oTYDZyQFG21nsATqaaF1venT582VMvXHvtqCItLSBKZ/Za+17TZs53rlrRu7h65lnOVf+nUd+9Of/GFwfwLIUZE/sqn+z5y9c8SmuCXdGpqyoD23++tr2rxM7DE45X1Q3OEVtoVSzS61slf6ew0nP5KZ2e0dbt6srP4sCM91Eip3TDRNK16lxcno+D9ynp4WP7BNnA2OgLo++hYUlLyCOjBiOkVT3RKX7jPdD5xZ2pF+4lxXRJ56ntDNuk3cj0Q/8bNGSO1RMgzYyFwv0j6SvR98RZpmqaH1tx8+4qbRSC+ETpsfhmz8BwjXcROz3IkBOE2i0xIis40Jn7/L35BOAEPlB22Sev3EUvVyOyXVUvhK0y3b+n+4FPnV1NzV4deWdtsaHp9ue7W3foHkRwtjmA3Wev3lfbDi3M53dfe6/fhu2IEjqlmEf/w3HOGvv/H5/4h2npqO1JqN0zs6/cRPx4sxQWV9vBIrrSlGEzaIgTQ90UAcbqRCeQm3mhfusT56uHV33auWZT/nE5e4HvJ9LkPjz/5xfTS9uPj1zTtz0Od97fYP2miabm585mtS6UwCYtyiPQV6PsQLcrN5gO4v9h+7NzvpZdr8/rjrhfPWp9YKWqndzlWQ0NuFZ2QFJ1BzeZ/u8A+FbkyNjIxp+lfigj3dkT14u+NV7Ht5hlozK7lYb+RwG6/Td9rWm5qcF9by9InfvbGfuevIohVuk/PvLhyiRWrE9IjoZMlKv6+8n44r2nGYz3bbL/krhgafx0SVjX+vtYjpVbDRJX4+8p7uMeVKlHduw4jqrIq0feV8SN3kglcPd+9RcQxSw3VVz0L8c26CPvisz2nB/P/vX3i9e4D3920sqX5L3a9OWa8lpqbPvujR25PL/2bfcfe/cOFiYsTo9mBf9m1rrVldcdb+ruqUsn5zeLpy9f3xVuU++SdF+5dXPhqpD5R0T/kf+2Tt//xbvtvewXb6VOO/NMBjnZ774aYkBSdaRj+sr4amRvNbFl619Z/Ptq1+XYp1MrbgOp/4KJk+wuG6q83WPY79L2mGS5o/dJdy51vZejv1N7wzZ/+bNdtZpi+b+PLPeGQenH/fk4U/TD/2Ev/ZFP5XbFcb9Qon/zEJp1qivql6hqPlFoMk+pfXsK6PooenvDuHRalMunQ98q4AkNUI5Bfv1nstbBqhKcvWrP/3Rlj/d78MfZ0qqnlC+u+uvPAieHJwjdn8o3KzU29d2RH2zIrWeuXd/xkcML8gVtnw4ulL1vfF23R9395suO+G6WJR27i18+tbr2n4+e/+M5GV5S2v525iwPe5fzG+jC7s9We+8UnJGFmROZUZPOLJ878cWo2N3dxsOvxFc1N6dRy6+tAnvXrB0VwjhF4EPX374vP6Fz2T18419+9Y21L818899Z/FULnXfo+/8NVA8/fozfT8avG+uuDNy27WTyG8m98uWccUi+daorzK7bR9EOpr5bZFcv1Ro3yyU9s0qmmyCd15kDwXSsxEwi8FY2UGgwTOTinSpeXcL6Ppoe7+Jd2pQ1nKqnCEkDfhyVFOghURmB+9tJY9r13BweH8xKzeFmlpi9eYvkppC9jugqppp1FJyT5KVaoGVRu+v3je7fcmRe7xl962X1bt29a1bpuT+/5/O/xBvxX/R+Y9J8pmWZ52b/jRwPj1jTSQ99rmj7RanGu32uapr8+aL1GYlYT3b8OqVeF1dzobC1aUnT9UJf45XfFopbWMYF4YiO7PupJXY1HStWHiQjOqWIEYJg+EV0P97pShb3ShrGUNOEJoO/DsyIlBBqUQO7ScG/v8MfBKrj+bIrONHJz0xN/GP6PwcGz2TF9jjU3PvDqD14fMT926tUE8eNW8ip+xD9xVai3dPu9DFbhmKfUi3w1V4WWetlQ1I/6jLT0ruhVl0LHxBMbsVG1SV1Rwq6RrhAnmyk1vLzY6q1sp3T+Ia60lZlEbg8C6HsPKByCQHwJ5KZHz+rvAnj974OLc6qLdNXIC1lv3InFWr5qdiplj1B4xoZY0I16NVepRje6MbKXzadk0YfoJIwyl5eEOVSp5qDvlXIHxkCgUgK50WPPbHrI/Fq/fWPLq4NFQlEqrT15+WVBn041yffj5DU2qhY5pJ4s96OqgnKUIiA/sdE0zQi+N1Q+k7oAT3F5CYDDqQoJoO8rBEh2CEAgsQTkp+eGanEcSWzLK2iYW+o5jlRQNlkVJeCYwhmROYa+j/orOooSKMMsx8UknWpyHCmjTLJAQBBA3wsUbEAAAhCwEXCs1qdTTfL7cLak7JgE3FJP0zR5Rd9MyL/JIeDwr/G5JEPfN8x7FyV7k8tLycjIUAoB9H0ptEgLAQg0EgH56bmxfi9/z25sbKyRYIRtq1vqaZrmEP1hyyJdHAi4n88YM2FHT4hDU2pqI5eXmuJuvMrQ943nc1oMAQiEIOB+Vm6oFvfxEIU1ShI/qec+3ihEGqCd7smbMVLcxxsARtgmui8jXF7CsiNdOALo+3CcSAUBCDQYAcfTc7F+T4hOQEdwSzpDtRCiEwAt7qfc6/SG05nUBXiWy0sAHE5FQgB9HwlGCoEABJJGwPH0XNb37ntz0hpfbnv8pB4hOuUSVT2fp4hnUlfUbVxeiiIiQYUE0PcVAiQ7BCCQQALup+eyvvc8m0AKJTYpWOp5ni2xBpIrR8D9xEYeKZ5nlWtDzQ3yvICISZHn2ZrbSIWxJ4C+j70LaQAEIBA5Ac8VenEDJkTHE7inmJOhuVf3PcvhYIwIePpUOJ1Jnacrubx4YuFgtATQ99HypDQIQCAJBNxPz+VVSb6i4+njYKlHiI4ntFgf9JPvQt/z3oWnf7m8eGLhYLQE0PfR8qQ0CEAg9gT8no/LqsUvTewbX24Dwkg9vzTl1km+OhPwfGLjmAn7pamz6fWr3u/SweWlfj5JZs3o+2T6lVZBAAJlE/B8eu5QLYToOPD6yThZtbCa64AW913PJzaOkcKkzuFlLi8OIOxWiQD6vkpgKRYCEIgrAc+n5w7VQoiOw7thpB4hOg5osd4NEO5M6gI8y+UlAA6nIiSAvo8QJkVBAAKxJ+D39Nyt7wNSxp5CiQ0IL/UCUpZYJ8nrTMDviY17pASkrHMbal59wEXDMSkKSFlzq6kwlgTQ97F0G0ZDAAJVIuD39NytWgjRES4IEHAO1UKIjoAW9w2/JzbukcKkTviay4tAwUa1CaDvq02Y8iEAgTIJ9GQy6VRTXf7Wt7W5jXZLVXG3rouRClY6MzPj4OaGJiYDCtqPSaUS2N3R4fC4W9/Lk7pSy09kei4v1XZrTybj7paNdgR932gep70QiA2BOur71w4dcmNyS1XxDL3at6tYlB9S6onV3Fg0CiODCfT394cZKUzqZIxcXmQa1dhG32uahr53X5o4AgEIKEGgv79/+7ZtdfkbGxsLiWB3R0ddLFSw0jNnzrihuSdFxqvJCtqPSWUQcD+xcfcBTdNmZmbKKDypWTwvL54jhctLeX3Ac9rp2TMTfBB9n2Dn0jQIQAACdSbgqVrqbBPVQ0A9AowU9XwSb4vQ9/H2H9ZDAAIQUJkAqkVl72CbOgQYKer4IhmWoO+T4UdaAQEIQEBFAqgWFb2CTeoRYKSo55N4W4S+j7f/sB4CEICAygRQLSp7B9vUIcBIUccXybAEfZ8MP9IKCEAAAioSQLWo6BVsUo8AI0U9n8TbIvR9vP2H9RCAAARUJoBqUdk72KYOAUaKOr5IhiXo+2T4kVZAAAIQUJEAqkVFr2CTegQYKer5JN4Woe/j7T+shwAEIKAyAVSLyt7BNnUIMFLU8UUyLEHfJ8OPtAICEICAigRQLSp6BZvUI8BIUc8n8bYIfR9v/2E9BCAAAZUJoFpU9g62qUOAkaKOL5JhCfo+GX6kFRCAAARUJIBqUdEr2KQeAUaKej6Jt0Xo+3j7D+shAAEIqEwA1aKyd7BNHQKMFHV8kQxL0PfJ8COtgAAEIKAiAVSLil7BJvUIMFLU80m8LULfx9t/WA8BCEBAZQKoFpW9g23qEGCkqOOLZFiCvk+GH2kFBCAAARUJoFpU9Ao2qUeAkaKeT+JtEfo+3v7DeghAAAIqE0C1qOwdbFOHACNFHV8kwxL0fTL8SCsgAAEIqEgA1aKiV7BJPQKMFPV8Em+L0Pfx9h/WQwACEFCZAKpFZe9gmzoEGCnq+CIZlqDvk+FHWgEBCEBARQKoFhW9gk3qEWCkqOeTeFuEvo+3/7AeAhCAgMoEUC0qewfb1CHASFHHF8mwBH2fDD/SCghAAAIqEkC1qOgVbFKPACNFPZ/E2yL0fbz9h/UQgAAEVCaAalHZO9imDgFGijq+SIYl6Ptk+JFWQAACEFCRAKpFRa9gk3oEGCnq+STeFqHv4+0/rIcABCCgMgFUi8rewTZ1CDBS1PFFMixB3yfDj7QCAhCAgIoEUC0qegWb1CPASFHPJ/G2CH0fb/9hPQQgAAGVCaBaVPYOtqlDgJGiji+SYQn6Phl+pBUQgAAEVCSAalHRK9ikHgFGino+ibdF6Pt4+w/rIQABCKhMANWisnewTR0CjBR1fJEMS9D3yfAjrYAABCCgIgFUi4pewSb1CDBS1PNJvC1C38fbf1gPAQhAQGUCqBaVvYNt6hBgpKjji2RYgr5Phh9pBQQgAAEVCaBaVPQKNqlHgJGink/ibRH6Pt7+w3oIQAACKhNAtajsHWxThwAjRR1fJMMS9H0y/EgrIAABCKhIANWiolewST0CjBT1fBJvi9D38fYf1kMAAhBQmQCqRWXvYJs6BBgp6vgiGZag75PhR1oBAQhAQEUCqBYVvYJN6hFgpKjnk3hbhL6Pt/+wHgIQgIDKBFAtKnsH29QhwEhRxxfJsAR9nww/0goIQKDqBGJxA1bNSNXsqXovoQIIlEWAkVIWNjL5EkDf+6LhBAQgAAGZgPsGPDMzk0411evvzhUrZPOMbbeR7jS1PKKaPbVsO3UJAmNjY/UaJtQbTMDzMiIcx0Z8CaDv4+s7LIcABGpKwC1V+/v7g++d1T575swZBwK3kY4ENd5VzZ4aN78xq3M7/bVDh6o9Fii/bALuy0hj9tuEtRp9nzCH0hwIQKBaBNyqZXdHh3FP7clkavxn1PvySy87Wus20pGgxruq2VPj5jdmdW6nr29rS6ea1re11XiYxKi6dKqp9tb6XUYas98mrNXo+4Q5lOZAAALVIuBQLSI4Z3dHR7Wq9C/3sUcfTaea3M/WHUb6F1CjM6rZU6NmN3Y1DqeL4JzXDh1qbDBBrXdAC0oa3Tm/y0h0NVBS3Qig7+uGnoohAIF4EXDcgEVwTn9/f+0b0tvba6y9OZ6tO4ysvWGOGlWzx2Eeu9Ug4HC6CM4ZGxurRnXJKNMBrTaN8ruM1KZ2aqkqAfR9VfFSOAQgkBwCjhuwCM6ZmZmpfSMnJyc9n607jKy9YY4aVbPHYR671SDgcLoIzqlGXYkp0wGtNu3yu4zUpnZqqSoB9H1V8VI4BCCQHALyDbi+wTkGU89n67KRKqBXzR4VmCTeBtnpBOeEdLcMLWSWSJJ5XkYiKZlC6ksAfV9f/tQOAQjEhoB8A65vcI6BzPPZumykCmRVs0cFJom3QXY6wTkh3S1DC5klkmSel5FISqaQ+hJA39eXP7VDAAKxISDfgOsbnGMg83y2LhupAlnV7FGBSeJtkJ1OcE5Id8vQQmaJJJnnZSSSkimkvgTQ9/XlT+0QgEBsCIgbsArBOQY197N1YaQiWFWzRxEsyTZDOJ3gnPCOFtDCZ4kqpfsyElXJlFNHAuj7OsKnaghAIE4ExA1YheAcA5z72bowUhGyqtmjCJZkmyGcTnBOeEcLaOGzRJXSfRmJqmTKqSMB9H0d4VM1BCAQJwLiBqxCcI4Bzv1sXRipCFnV7FEES7LNEE4nOCe8owW08FmiSum+jERVMuXUkQD6vo7wqRoCEIgTAeMGrE5wjsHO8Wy9jirB05eq2eNpJAejJWA4neCckqjWd6Q4LiMlWU5iNQmg79X0C1ZBAALKETBuwOoE5xiAHM/W66sS3D5TzR63hRyJnIDhdIJzSgJb35HiuIyUZDmJ1SSAvlfTL1gFAQgoR8C4AasTnGMAcjxbr69KcPtMNXvcFnIkcgKG0wnOKQlsfUeK4zJSkuUkVpMA+l5Nv2AVBCCgHIF0qkm14ByDkfxsvb4qwe0z1exxW8iRyAmkU00E55RKte4jRb6MlGo86RUkgL5X0CmYBAEIqEggnWpSLTjHwCQ/W6+7SnB4TjV7HOaxWw0C6VQTwTmlgq37SJEvI6UaT3oFCaDvFXQKJiWewPXpkbePdO7e8bVHHt709R0dr/YMfDidc7T6+vT5Uz2vGGm2PPnsD468lf14zkyUmxru/XnP6/+enb4uZ8tdGu7NHD81OqvlJs7+8vXXf511FatpsyNvv575+cDotXzO3Nyl7FvdP9j1xJaHN215cuf3D/fptRjlZzI9Xn9mXrlmeXt2dOC4PePxvsERy3g5bay206km1YJzDH7ys/W6qwSHS1Wzx2Eeu9UgkE41EZxTKti6jxT5MlKq8aRXkAD6XkGnYFKiCeQ+Hu7etro5vey+b3Xs7zrctb/jiXXLUovuefZX40K+a5+Ov/mde5rTy1Y/tuuHhzPdXfu2bVjRnG595NCQIejn3z+45qZ0atGafe98Ymp+TdPms11rU8t39F3UtMuDe9emP7+zb8o2AdC061N9O29J3d0xcCkv7sd/tWv14tYHnu3qzvRkjh7+/jdWN+uWXPvj8ae3PLzpIf3v/tU3p1u+cN9Dhd2HHu0cvBLkoot925enb777r830Dz9w97KUZHxQXqXPpVNNxt/ujg7VDBXP1uuuEhxkVLPHYR671SAgRsprhw5Vo/xElqnCSBGXkUQSbrRGoe8bzeO0t74Ern9y+ntrmhe37X9nyqnml3/j2Kiu1Y00DsV/fXro0Oaln2l9PHN+Lqfp+r7l5iVLmtteOD0lFL6k73PXzh1c39y6JfOhOJtvee6jvh0rW9a8MnQ1V9huO5i9JpIY6n/l030fiUNGXZ/b3nc5LDld36/pys6LDFcnTjxzS2rJxu4Rq1hxMj4bQrX09/erZrV4tq6CSpDhqGaPbBvbVSIgRsrY2FiVqkhesSqMFHEZOXPmTPIIN1qL0PeN5nHaW1cCuZEjDy5pufel92bsQtc4/mD3+Zym5f50/PFbvZber2S7NrY039859OeC5v7mvh9svr1l3atDs4XSJH2vaXKZZqNzE8e23rB4fddwPjhHnyQ4hfvMewe/vvmbh4eumlm8k4mzHhtufa9pl/t2fPamtV3vW5rfI6Pqh4RqmZmZUc1W8WxdBZUgw1HNHtk2tqtEwBgp69vaqlR+IotVYaSIy8jLL72cSMgN1Sj0fUO5m8bWmYAurz+zav8ZSz27LNLTpG/77oA7BiZ3vntjs66SC9L85EdDr7Y1L27rPDurl2PT99rcxIntrc0bD54TJV0bz2y9sXnLkfN6/bnxE0+uSC/9m31vvB8UHO85DXCZLR1w6/vrnwz808rm9S++F/oZgFScIptqfjlHhmM8W1dBJchWqWaPbBvb1SDAl3PKo6rISCFEpzz3KZgLfa+gUzApsQR0/X3r1mN/sq/e29qrp/FZ6s6vgjflV9wtzT091LmhxRTxdn2v5abefPrzi9d2/rYwnciv6C9rffKNiUL1ubnxN3eva02nmlq+sP7bO7/3o2O/GRq9PGczx2eZ35HGtqvr+6UP7Hh+7769e/ftfb5j24YVN9zV/os/Oku25VJ9R80v58jU1Hy2rohqkUGxXVUCfDmnPLyKjBQ1LyPlIW3wXOj7Bu8ANL+mBBz627NuPY1PqLqHvte02bOd65a0bu4euZZzlX/p1HfvTn/xhcF8OJARkW+Prdc0be7y+cETP/nhc99et7wl//7oTXd+7dWBC59atllzCetY4JZD3+/dt/c72x9YceOKbx0e+jhgYhNYZv1PqvnlHJmLms/WFVEtMii2q0qAL+eUh1eRkaLmZaQ8pA2eC33f4B2A5teUgB5g46ndr0+PDg0OfnBxLmcF4bhMs0J3bJrbeB/39i3dH3xqfT/HyJy7OvTK2mZD0+vh+7fuPnXFT2PPz14c7utqX92cltb4y12/t71fq2lzvz/ySGt65Ytnr/rV7mqtSgfUD84xaCn4bF0R1aJSb0qyLQTnlO1ddUaKgpeRsqk2ckb0fSN7n7bXnMCVgY5b0zduzow7Va4Us371zIsrP+OVJndlYPdtKT28x6bvNS03NbivrWXpEz97Y7/5fUyzadeGD7YtuWXHm1Ofnnlx5RIrVkfT5kcyf7fpW52DH5tJ9X+Nt3s/+0zfZfNVWEddttSeO1JbrPOz2a4H0nKx1qkYbKkfnGNAVPDZujqqJQb9LP4mEpxTtg/VGSkKXkbKptrIGdH3jex92l57An8e6ry/xf5Ry/x36M9nti4VgfLGd3JsH77MGzo30vP48sJ3dVyaO/fJOy/cu7j1S3ctL3z/XjRNf6f2hm/+9Ge7bjPD9I1zRnT+mv3v2r4Fk/uwZ3Nry18eHjHlfTTfz8mNHv/68nTQ0wNhsIob6gfnGNQUfLaujmpRsWMlziYjOAenl+FYdaApeBkpgydZ0Pf0AQjUlEBu+uyPHrk9/9WaY+/+4cLExYnR7MC/7FrX2rK6462JwguoZprNL54488ep2dzc9IVz/d071rY0/8Vzb/1Xfunfpe/zP1w18Pw9zU1pp7433rK9adnNi1qM729azTXezb23/bW3sqMXp2enL44O9f1w653Ny7dmRqx3YT3qsorw2tLX77/4bM/pQf2/d94+8a9dOze0pvIRRPqP5nplUviYCM5R5wYcQMv4NOGdK1YEpKnlqVhAqyWQBNclgnNwehleVgoaITpleFC1LOh71TyCPYknkJubeu/IjrZl5o+hplOtX97xk8EJ6ZVWTctNv39875Y783rd+Esvu2/HjwbGC7LbU3PnLg503Nfi0veapr9lm1rRfsIVFjT30eCPn/nyzWmzlqaWFY/uP/Gf03L4kGddQV7S9b3VuqZ0atnqTbsO/vr3tmKDSlDrnAjOUeoG7MdIuFKRX6iJBTQ/mBwviYAIzsHpJXEzEisFjRCdMjyoWhb0vWoewZ4GITA/e2ks+967g4PD+RV670bn5qYn/jD8H4ODZ7Njvom8s5ZyNDc7NZY9Ozj4H8MjE9PWr+qWUkSi04rgHKVuwH7Ihb5X5BdqYgHNDybHSyIgvpyD00viZiRWChohOmV4ULUs6HvVPII9EICAQgREcI6h8hWyzMeUdKpJqWfrSqkWH2YcjoCACM4xVvEjKLHBilBtpCh1GWmwvhBNc9H30XCkFAg0DoHc9OhZI7Te4//5T3wmCYUIzjE21G9aOtWk1LN11VSL+h6MqYUiOMcQ+jFtRR3NVm2kKHUZqaNf4ls1+j6+vsNyCNSHQG702DObHnrY82/Lq4O+39evj7UV1iqCc4yF/ApLq0H2dKpJqWfrqqmWGrigMasQwTmapuH0MvqAatCUuoyUwZMs6Hv6AAQgAAFvAnJwTlxUi6ES1Hm2rppq8fY0RysjIAfnxGWkVNbi6HOJBSppAAAgAElEQVQrOFLUuYxEj7sBSkTfN4CTaSIEIFAWATk4Jy6qxVAJ6jxbV1C1lNUXyBREQA7OictICWpPPc4pOFLUuYzUwyGxrxN9H3sX0gAIQKBKBOTgnLioFkMlqPNsXUHVUqXe0sjFysE5cRkpqvlLwZGizmVENWfFwh70fSzchJEQgECtCTiCc+KiWoRKUOTZurCn1v6jvloRcATnxGWk1ApP2HrUHCmKXEbCQiSdRAB9L8FgEwIQgIBJwBGcExfVIlSCIs/WhT0mV/5NGgFHcE5cRopqblBzpChyGVHNWbGwB30fCzdhJAQgUGsCjuCcuKgWoRIUebYu7Km1/6ivVgQcwTlxGSm1whO2HjVHiiKXkbAQSScRQN9LMNiEAAQgoBNwB+fERbXIKkGFZ+uyPXSu5BFwB+fEZaSo5gtlR4oKlxHVnBULe9D3sXATRkIAAjUl4A7OiYtqkVWCCs/WZXtq6kIqqwkBd3BOXEZKTfCUUImyI0WFy0gJHElqEkDfmyT4FwIQgIBJwB2cExfVIqsEFZ6ty/aYdPk3OQTcwTlxGSmq+UDZkaLCZUQ1Z8XCHvR9LNyEkRCAQO0IeAbnxEW1OFRC3Z+tO+ypnRepqfoEPINz4jJSqo+ntBpUHil1v4yUhpLUOgH0PR0BAhCAgI2AZ3BOXFSLQyXU/dm6wx4baHZiTsAzOCcuI0U19iqPlLpfRlRzVizsQd/Hwk0YCQEI1I6AZ3BOXFSLQyXU/dm6w57aeZGaqk/AMzgnLiOl+nhKq0HlkVL3y0hpKEmtE0Df0xEgAAEIWAT8gnPiolrcKqG+z9bd9lis2YozAb/gnLiMFNXYKz5S6nsZUc1ZsbAHfR8LN2EkBCBQIwJ+wTlxUS1ulVDfZ+tue2rkSKqpMgG/4Jy4jJQq4ym5eMVHSn0vIyXTJIOmoe/pBRCAgKIEstlsTyZT4z9jmSqdapqZmXFwUfwGbFjrNlI8W9++bVuNYfZkMulUU+0rpcYaEPALzkHfO64bIXfdIzdkxtokq+9lpNT+nM1ma4NF5VrQ9yp7B9sg0NAEDHWYTjXV/m93R4cbveI3YMNgTyPFpKX2JKkx2QReO3QopiPFbXZ9j3iO3Pqa5Kg9RpeRnkzGYXwD7qLvG9DpNBkC8SBQR33f39/vZqT+Ddhv6VQ8W0+21qR1tScwNjYW05HiNru+R9S/vMToMoK+14jPqe94pnYIQCCAwOTkZLZO/7mDc/ykc4D9dTnlqRJmZmbqBJJqE07As5N7dkLPlBwUBNSHFqPLyOTkpADbsBus3zes62k4BCBQGgH1b8BxmYSUxp3UcSMQi5GiGlSgqeaRuNuDvo+7B7EfAhCoEYFY3IBjYWSNHEY1dSJAJywDPNDKgEaWAALo+wA4nIIABCBgEYjFDTgWRlpM2UoiATphGV4FWhnQyBJAAH0fAIdTEIAABCwCsbgBx8JIiylbSSRAJyzDq0ArAxpZAgig7wPgcAoCEICARSAWN+BYGGkxZSuJBOiEZXgVaGVAI0sAAfR9ABxOQQACELAIxOIGHAsjLaZJ2pqbvnjhwoWL03OxbNTs6MDxnszrxwfHHfbnLr73y/zPzL05fOm6lpsa7v233uGpXGAb6YSBeLxPAs2bC0fLJYC+L5cc+SAAgQYjEIsbcCyMTFzH+XT8rZc2r7hJ//x8etm6514/dzlYAfsT+GQ489ILmWHnjyf7Z4jozMW+7cvTqaaWvzw8Mi8XefV895aW/G/MPXAwO6vNv39wzZK1Xe/bksjJ9W06oQtJ8QNAK86IFKUQQN+XQou0EIBAAxOIxQ04FkYmqxNdnxp4/p4b1j7d/c7I+IXxkYEfPb6i5d6X3pspT+HndfbntvddrjWjfL03fmH57c1bjpy/alWeGzny4O1r71v9OUPfa3PTFz8q+oiCTmgBDL0FtNCoSBiKAPo+FCYSQQACEIjFDTgWRiaqL10bPti2pPXrvxgv6Pnctey//u2mbYeH/1xyM+cuZgdPdm5qvXFT578PDo1OXy+5hPIz6POKb/z9369s3dg9IqYmufPdG294YM/zjxf0fW569Oy7Z0en8wny1p7JXpyZPn/6xOuZnszxXw9PGLE9dMIy/AC0MqCRJYAA+j4ADqcgAAEIWARicQOOhZEW0/hv5RVw861bj/0pp2m52T//eU5oY0fbPv2vD87rutg8PvfRB3+0h/HMDPe8sOvrX1rU8qXHv7v3n9++cM1MWoN/jecGmf9v/30tD3afLzQiH5xzY9v/fOd/PV3Q93J8zuW+HZ+99aFt31izYsP27/5TxxPrlqVu39L9wTVNoxOW4TCglQGNLAEE0PcBcDgFAQhAwCIQixtwLIy0mMZ+a/5y3zOfS92787Uf73tkZT5OvXnFX+/817NTTmmem3rz6c8v33zwbEHiz431PfsXN7YdzF5zzAfqGZ/zue0nLwzsvk2E6OjBOeu7hv5vvo2u+Pu8vm9qufd7g5/ozxlyH/XtWJle05WdR9+X060ZueVQI48/AfS9PxvOQAACEJAIxOIGHAsjJahx3zT0fVN66cbdmf+dHf0wO/DTp1cvbt3cPeIU7tenhw5tXqpL/Gu6uF/9nb7xT13tr6++77t8ZaDj1mVGiI4enLPx4LlpfQ7jqe8/s2r/GTNafzbb9QD63uXQsAcYuWFJkS4cAfR9OE6kggAEGp5ALG7AsTAyQV3J0PeL13cNmyv216f6dt6Suu/F96ZdzTQk/m333bfyRm9xr2lavfW9dunUd+/WQ3SM4JyD2WvX/fX9TdK3dND3LoeXcoCRWwot0hYngL4vzogUEIAABLSYRBWjEmrbV3NXBnbfllq+o++iqHc+27XWfkSc0uY+PP7kF9OpxW0vvmuLxbdSuPV9bu7i8K9/8ePOFzoP/+J//8F66dbr+NzF7LsfXHS8A+A4qL8jOzg48rEtMkjUq7eoecuRD98/8uDt+rzFmMN4rt+j7y3PVbjFyK0QINkdBND3DiDsQgACEPAmEIsbcCyM9OYbz6O5iWNbb1gifXPGUPx3dwxccjbIiLlf/dy/nXy1EKhjU9hGcqGzjd25ibf3tt28aMUDf9vx3W0Pf2lZS2Hh3+f4hczDqcd7Lth/oko+ODfW13F/6+q/73F+oV+qNx+ic9tXn3/uwRs2Hjx3RdPQ905PVmOfkVsNqo1cJvq+kb1P2yEAgRIIxOIGHAsjS4CuftLcxYGO+25c/Y9vjFye0+ZnJ04ffOR29/fvc9MfHN/5F2ZYjhmL/8o7E461dj0+p6Wtc3D8/07P5fS3cldszYwUBPvcH3sev/2WnW9dzr+t63H8E1nKC3TiYGGCUTTuPx+ik/+tq8Lrv+h7gbKKG4zcKsJtyKLR9w3pdhoNAQiUTiAWN+BYGFk6e6Vz5KaH/nVH27L8j7w2pVPpZev+yePF2bkPj+9+UTp+fXroJ8+96o7SuTb+xtN3Nhu/F/vnqRN/d+OiXW9fEev8ubmLHwwOfjDyhufxkY/H/dfvz/8x/8WeUHH/xiMI8VIB+r4W3Y+RWwvKjVQH+r6RvE1bIQCBCgjE4gYcCyMrcIKyWeemL3xwdvDdsx9MzAo1XqaxubnpSf03Yq+c3b82vSlzwVmO33FNE0v1cpb8wbse2rS6JfWZO58+OVGpeXLR3tt0Qm8ugUeBFoiHkyUTQN+XjIwMEIBAYxKIxQ04FkY2Zv8pvdX6F2naDv/Bqcj9jgfo+3TrIwdPv/M/H7zhi+3HPrSH55duV7EcdMJihDzOA80DCocqIIC+rwAeWSEAgUYiEIsbcCyMbKReU0lb9cCYG544PiEE+bXR7s3p/+fl/t5nPudxvHN4zD8+J//S7cxI99bWpVuPjMxUYlbRvHTCoojcCYDmZsKRSgig7yuhR14IQKCBCMTiBhwLI1XrNJOTk1n//2ZmqquGg2jMvPvivUvu3P7zkfxnMXNz47/atfrW/Dcr/Y77xueYH9XRP9DZsu4H71nf2Qyqv7xzdMIyuAGtDGhkCSCAvg+AwykIQAACFoFY3IBjYaTFVI2txx59VH811nhB1vn/3t7e+pmZmxt/c/e6VtO81raON8fzn9zxOZ7X97L9Sx7OjDqC8nNT/75rxZI1+975xBn2E1kr6YRloARaGdDIEkAAfR8Ah1MQgAAELAKxuAHHwkiLqQJbk5OTpnqWlbG1/dijj9bZzMIvUp3JXvzUZonfcVuiOuzQCcuADrQyoJElgAD6PgAOpyAAAQhYBGJxA46FkRZTBbZ6e3sNff/ySy/3ZDLy3/Zt24xTk5OTsqVAlmm4t+HjZlL0CNCKIiJBSQTQ9yXhIjEEINC4BGJxA46FkUr1ISM4584VK9xWnTlzxtD3jhAdILtZyUfgI9MIuQ20kKBIFpIA+j4kKJJBAAKNTiAWN+BYGKlOTxLBOS+/9LKnVXeuWJFONTlCdIDsyUochI9AEX4DaOFZkTIMAfR9GEqkgQAEIKDF4gYcCyPV6UwiOOfMmTOeVr380svuEJ2ikMfGxvr7+19+6eXHHn10+7ZtniXH66AxyXnt0KH+/n5HtJK7IUX5uLNwBGj0gWgJoO+j5UlpEIBAYgnE4gYcCyPV6SIBwTmGkZ4hOm7IMzMz2Wy2J5PZvm2bseRvzArSqabE6HvRonSq6c4VK3Z3dPT29mazWbc33XzcaTjiIAA0BxB2KySAvq8QINkhAIFGIRCLG3AsjFSkxxQNzjHsdIfoGJDlRXpZ+zq2v/rYY/7f1o/NGUejHLvbt2177dChM2fOGEv7dMIyejjQyoBGlgAC6PsAOJyCAAQgYBGIxQ04FkZaTOu6VTQ4x7DOHaKTTjXt7uhwaFx2jXV9A1ddHRvLyhm5sXSbwkaj7xV2DqZBAAIqEYjFDTgWRiri1aLBOYad7hAdATmbzfb29u7u6HDE5MhaP5HxOXID17e1vfzSy/39/WNjYwYxwUcRR8fCDKDFwk0xMhJ9HyNnYSoEIFBPArG4AcfCyHp60aw7ZHCOkdwRouMJeXJysr+//7VDhxy/hptIfS8CcmZmZkyi1r+efKzTbHkRAJoXFY6VTwB9Xz47ckIAAg1FIBY34FgYqUK3CRmcY5jqCNEpCll+3XZ3R4cK7a3QhuAXah2FF+XjSM+upsXj81x4KkYE0PcxchamQgAC9SQQC9USCyPr6UWz7pDBOUZyR4gOkE2K3v/Cx5tL4FGgBeLhZMkE0PclIyMDBCDQmARicQOOhZF17z8lBecY1sohOkAO9iB8gvl4ngWaJxYOlk0AfV82OjJCAAKNRSAWN+BYGFn3flNScI5hrRyiA+RgD8InmI/nWaB5YuFg2QTQ92WjIyMEINBYBGJxA46FkXXvNyUF5xjWyiE6QA72IHyC+XieBZonFg6WTQB9XzY6MkIAAo1FIBY34FgYWd9+U0ZwjmGwCNEBcrAH4RPMx/Ms0DyxcLBsAuj7stGREQJqEpgdHTjek8nY/l4/8ZvhC7M5YbBXGiNL7/DHhWS5uUvZt7p/sOuJLQ9v2vLkzu8f7st+PGecC84+Ndz7c1vtkjE/Hxi9JqyI20YsbsCxMLK+ni8jOMcwWIToADnYg/AJ5uN5FmieWDhYNgH0fdnoyAgBNQlc7Nu+PN28/MtfeejhTcbfxi9/4aZ0atE9z/5qvCDQ9TQ33/3XhQQi5UMPP31sNK/hc3Pjv9q1enHrA892dWd6MkcPf/8bq5tFCYHZ5z88/vQWs+r7V9+cbvnCfQ+ZFT3aOXhFTWwhrIrFDTgWRoaAXcUkZQTnGNaIEB0gB7sHPsF8PM8CzRMLB8smgL4vGx0ZIaAmAV18f/aZvsvzln25y9kff6M1tfLpvo/0FXg9zZqurJTESpyX9x/17VjZ0nYwe62wmK9p16f6dt5SKKFYdlHW/PsH19z0ue19l8WROG/E4gYcCyPr2AvKDs4xbBa/U1vHJqhfNZ2wDB8BrQxoZAkggL4PgMMpCMSRgJe+17T5bNfa1E1ru97XJX0xge6py2feO/j1zd88PHRVK5ZdYPMsR5yN20YsbsCxMLKOni87OMewWYToTE5O1rEVildNJyzDQUArAxpZAgig7wPgcAoCcSTgqe9zV997cVVqycbukXDr9+MnnlyRXvo3+95434y5l1Gg72Uaam2jEoL9UXZwjlGsCNHp7e0NrqiRz9IJy/A+0MqARpYAAuj7ADicgkAcCeji+4bNnf9+erDw3ztvv3Hw2XW3tj5yaGj6ut4kPc3SB3Y8v3ffXvnvpZ7hT/QEubnxN3eva02nmlq+sP7bO7/3o2O/GRq9PFfgUTS7yY31e5NEzf5FJQSgrjA4xyhZfEUnoKIGP0UnLKMDAK0MaGQJIIC+D4DDqf+/vbN/rqM4873+iluln45Kh6iAMgXYUUFRXNukXCZ4weW4YodArcLFEJsXx7tcUF2www0vdTdCG0OBDYmDyk7A2awd5QgS+y5mhbKL12tzJcc4ZYHEogVbiCCtbcSJJWxxztya6Znunu6enjlz5rz0zJdyoXN6+uXpz9Mz8+3uZ+aAgIkEHPGda8sL/9q/9dRbk5UJ9IXZ0yOH/uFnT//PdUs77NquvOnBl49++qVF4nN00wOPG/S9R6Juf6ESNKirDM4hNSNER0OYHMIgDEUkZwA0mQlSqiEAfV8NPZQFgSYk4Oh7/vnaheLMmZG9Dy7Nt2/af/qiY7GTR/N8rdit0vzM6NDu7lXt+c5H3pguRy4OfS+SrPl3qAQN4iqDc0jNCNHRECaHMAhDEckZAE1mgpRqCEDfV0MPZUGgCQlI+t62sTQ79PhVubU73y06FocI9NJE4X9teGjXyOe+7pU/Obj5+rw9c/jMfgVnlOkB9L2PYD2+QCUEUU4kOIdUTjbH7r/vvqC2Mp6OQRhjAABaDGgooiEAfa+Bg0MgYCIBpb4vXzj6zA25pduGZpwuhej78rm3fvj1q1fvOD7HAyh/PLCxs+M7eydKIcVZIeh7xqJOn6ASgkAnEpxDKqfBb3iLjpI2BqESiz4R0PR8cLRSAtD3lRJDfhBocgJKfU/ej3n9lgOfsPfnLHt4F/fLsu4vzr527Iz9zvviqV1dHe23db/69viZmeJ8cebMqaGfbbmpfemWwsQCib/XFfcQQd97JOr2FyohCHUiwTmkcqrv8RYdJW0MQiUWfSKg6fngaKUEoO8rJYb8INDkBNT63lmS/1rn5sJp+ydsnTzCA7jkKw3cX/hs5FePf/uaPJUyHcvu23HoP4r2/CBCcQIJ+r7ugwUqQYk8weAcy7LyuTa8RUfJmSRiEGrgBB0CtCAySI9HAPo+HjeUAoFMECjPn5scPzky8sfRiemiPTHI9H9G3ICNMLL+wyjB4Byi7/EWHY0TMQg1cIIOAVoQGaTHIwB9H48bSoEACGSOgBE3YCOMrP/QSTA4h+h7vEVH40QMQg2coEOAFkQG6fEIQN/H44ZSIAACmSNgxA3YCCPrPHSSDc4h+t6yLIToBPkRgzCIjCYd0DRwcCgGAej7GNBQBARAIIsEjLgBG2FknUdPssE5VN8jRCfIjxiEQWQ06YCmgYNDMQhA38eAhiIgAAJZJGDEDdgII+s8epINzqH6HiE6QX7EIAwio0kHNA0cHIpBAPo+BjQUAQEQyCIBI27ARhhZz9GTeHAO1fcI0QnyIwZhEBlNOqBp4OBQDALQ9zGgoQgIgEAWCRhxAzbCyHqOnsSDc3h9jxAdpSsxCJVY9ImApueDo5USgL6vlBjygwAIZJSAETdgI4ys5wBKPDiH1/cI0VG6EoNQiUWfCGh6PjhaKQHo+0qJIT8IgEBGCRhxAzbCyLoNoFoE5/D6HiE6SldiECqx6BMBTc8HRyslAH1fKTHkBwEQyCgBI27ARhhZtwFUi+AcQd8jREf2JgahzCQ0BdBCESFDRQSg7yvChcwgAALZJWDEDdgII+s2hmoRnCPoe4ToyN7EIJSZhKYAWigiZKiIAPR9RbiQGQRAILsEjLgBG2FkfcZQjYJzBH2PEB3ZmxiEMpPQFEALRYQMFRGAvq8IFzKDAAhkl4ARN2AjjKzPGKpRcI6s7xGiIzgUg1AAEuUroEWhhDzRCUDfR2eFnCAAApkmYMQN2Agj6zOMahScI+t7hOgIDsUgFIBE+QpoUSghT3QC0PfRWSEnCIBApgkYcQM2wsg6DKPaBefI+h4hOoJDMQgFIFG+AloUSsgTnQD0fXRWyAkCIJBpAkbcgI0wsg7DqHbBOUp9jxAd3qcYhDyNiJ8BLSIoZItIAPo+IihkAwEQyDoBI27ARhhZh5FUu+Acpb5HiA7vUwxCnkbEz4AWERSyRSQAfR8RFLKBAAhknYARN2AjjKz1SKppcI5S3yNEh/cpBiFPI+JnQIsICtkiEoC+jwgK2UAABOpNYHx8fKBQaJ5/+Vxb8xgTZIkRRgYZn1T6Mz09+VxbPtd24sSJWoxapRSjITpJ9cLcejAIY/gO0GJACyoyPj5eixPfrDqh783yF6wFgQwRGCgUiErD/0EgBoGbli2r0dmi1Pc0RCeGqSgCAiCQIIGBQqFG575B1ULfG+QsmAoC2SIAfZ/gDS+DVb304ks1OmGU+p6G6GQQNboMAk1FAPresizo+xpd/1EtCIBA2ggEqbqm6qcRRjYVsRjGALIeGvjo+SiPApoSCxJjE4C+j40OBUEABLJFwIgbsBFGmj5uAFnvQfDR81EeBTQlFiTGJgB9HxsdCoIACGSLgBE3YCOMNH3cALLeg+Cj56M8CmhKLEiMTQD6PjY6FAQBEMgWASNuwEYYafq4AWS9B8FHz0d5FNCUWJAYmwD0fWx0KAgCIJAtAkbcgI0w0vRxA8h6D4KPno/yKKApsSAxNgHo+9joUBAEQCBbBIy4ARthpOnjBpD1HgQfPR/lUUBTYkFibALQ97HRoSAIgEC2CBhxAzbCSNPHDSDrPQg+ej7Ko4CmxILE2ASg72OjQ0EQAIFsETDiBmyEkaaPG0DWexB89HyURwFNiQWJsQlA38dGh4IgAALZImDEDdgII00fN4Cs9yD46PkojwKaEgsSYxOAvo+NDgVBAASyRcCIG7ARRpo+bgBZ70Hw0fNRHgU0JRYkxiYAfR8bHQqCAAhki4ARN2AjjDR93ACy3oPgo+ejPApoSixIjE0A+j42OhQEARDIFgEjbsBGGGn6uAFkvQfBR89HeRTQlFiQGJsA9H1sdCgIAiCQLQJG3ICNMNL0cQPIeg+Cj56P8iigKbEgMTYB6PvY6FAQBEAgWwSMuAEbYaTp4waQ9R4EHz0f5VFAU2JBYmwC0Pex0aEgCIBAtggYcQM2wkjTxw0g6z0IPno+yqOApsSCxNgEoO9jo0NBEACB2hIYKBTyubaG/Dty5IjcN/kGPDc31xDzSKM3LVsWxUjLst58880G2ml004Csd9/k5GSUQTg5OamvJ1NHjbi8GO2RgUJBHpZZS4G+z5rH0V8QMIZAA/X9Mz09MiZZ3x85cqSxd8ETJ04IdspGWpZ1/333NdZOo1sHZI37Xn3lFWEEWpYlD8JXX3lFU0nWDplyeTHXL9D3lmVB38uXJqSAAAg0BYHx8fGBQqHO/6gUnpubEyjIquWZnh5yC6yzkXTm89KLL4UaefbsWWLk1sceq7+dRrdIuAGy0om3r1+fz7Xdvn69MAKV+p5mVlaVnURTLi+me2R8fFwelllLgb7PmsfRXxAAAR0BuiQv76EL+p4G5yhX43RtJHGMCAU5ekQwkg/OkdehkzAkzXUAssa7dEleDtERBiENzlEu9muaSN8hUy4v6SOfwR5B32fQ6egyCIBAIAGNahdUi+ZWHVh7cgdoSL2g2gUjaXCOPBNIzpbU1gTIGtdqVLswCDUzAU39qTxkyuUllfCz1ino+6x5HP0FARAIIUCjboQQHUG1BGULqT2hwzTqRogeEYwMypaQFSmvJogeIBPH06gbYRwIfIKyCaUy8jXouiFAC8qWEUroZvUEoO+rZ4gaQAAEUkUgaGGevwFr1uHqxkIZPcIbieCc6n0ByBqGQQvz/CDULPNrak7xIVMuLyl2QUa6Bn2fEUejmyAAAlEJBGl3XrUE3aSjtpFEPmX0CG8kgnOqxwzIGoZB2p0fhEFzAE216T5kyuUl3V7IQu+g77PgZfQRBECgMgLKzXFetSgzVNZG1bmV0SO8kcoMVTebrQqUDAGZDgJl7A3PR5mBFs/mB+XVg4emzJBNVuh1bALQ97HRoSAIgEBqCSiX5+kNOGgFrv445OgRaiSCc5JyByBrSCqX5+kgDFrg11SYhUOmXF6y4IsU9xH6PsXORddAAARiElAqeKpalLfnmC1VV0yOHqFGIjinOrSsNCAzFtInpYKng1Cp/qU6MpdgyuUlc45JV4eh79PlT/QGBEAgIQLyFjlVLfKhhNqsuBo5eoQaKR+quHYUcAjIJAGZHxpyBA7lIx/iC2b5s3wNodDkQ1kGhb7HJgB9HxsdCoIACKSZgLxIT27AyrW3BoIQokeoSpBXnRtopOlNA7LGg/IiPRmEyqV9TT2ZOmTK5SVTTklZZ6HvU+ZQdAcEQCAZArKOJ6pFvjEn017cWgQdT/W9IEnjVo9yNgFA1owDWceTQSjrfk0lWTtkyuUla35JU3+h79PkTfQFBEAgSQLCRjlRLUJiku3FqkuIHiFGComxKkYhRkDgCcgMjfNJiMMhfIREoQi+CleS5ry8wE3mEoC+N9d3sBwEQKC2BISl+nyuTV51q60F0Wrnl+qJShDWm6NVg1w6AoCsoSMs1edzbfKivqZ4Ng+ZcnnJpndS0Gvo+xQ4EV0AARCoCQFBzedzbcItuSatVl4pr+aJvufFaOX1oYSCACAroHhJgprP59oExe9lxF9GwJTLC7MYn4wiAH1vlLtgrPEEvvx05I2Bwu8PT/zF35X5M0cPDhQK7N9rh/7t1GRxoezP9lVx4vD+Xc9se0VTDcgAACAASURBVPD79274wbaelweOflwUsvgKaPOXz42++frAm6Of+2sonx99s3Dw2Jl5X03iF8ngwsGhkYnPRYPFYsZ95/fQ87k2/mvz9IWPHsnn2vivzWOk6ZbwVAFZ9iYfjZPPtfFf5cxIIQT460nTXl7gLEMJQN8b6jiYbSaBiyd2rvhaPpe/4cdHL/h6MDO0dWn+mlv+esM999r/Nvz1N5fkc/nOruffnvrSzVj+fHTfY6va80vWPtSzY/fe3Tt6Hl63JLfo1if/eUqpqkPzl97fs/rK/Ord4yWfKaXx3WtyS7cNzfhSxS+Cwffce+ctS3L5zu+/cqr4lZjX5O/8gn0+10b+PdPT02x9ogv2+Vwbv9LcbHYabQ8ga9zHL9jTM+XVV17RFMEhUy4v8JSJBKDvTfQabDaUQPnC0WduaF+/9bHvdnz9iaFzvA525LJPal86d+q3P1y1qOO250e++Mqyvvpi+PnV7Vev3/HOOabmv5x66+9ubV/6NwfO+JfgrUj5q9f3PoMvTh96/LrctXftm5CMqYW/gnZCSFvajQs7y1fF08cGfk52QjY98uRP9789rtx84PfQqWo5cuSI16XQhsLaIrsor/3ruH9exHZRytMn/+9rr/1hXLFRMz9x+LXC60fPXOJe8JLPtVEZ6hkZ9FfehHn90OFTZ4oLQQXqki5Zpd7Lqost/kboxKkSyP4qKvtWp0FemVEBufkQHXqmTE5OBmSPnRx6xoWd2voz7uOPo5xusa0XCoZdXoTs9flq0qirDxFDW4G+N9RxMNtAAuXPhrat6PjevtN/PrDlss5NhY85HSzre1sXnht64rrc9VsOfFIuT+z/3rUdt7347hxXyLIskv69faf9yW66Pn/C+t6yZoe2XXHlmt3vl6y5T0ePj4x8MEOnIuXimZPHR0Y/1Qf9VODUwJ0QywrduLDIvCi/ZNX9T/1sb2Hf7mcf61rWHrj5QPfQqWqZm5uzTQ1vyLJC2yJeyC1a/ew7X3BO5HZRZke2r8mLE0I6PG7pOXresiwaPUKNfOnFl8J4ipsw96xd2pFr61j20N5TQtBWWE1JHhesUu1lJdlcBXXFglxB/WLWOg5yselY32lMDhmEt69fH6ua4ELhZ1yEUzvkjPuPKKdbsIkVHwm8vFRcU0IFTBt1CXU7hdVA36fQqehScxIoTxU2XUbE+tShR5Z1rN8zfokKOqW+t6wLR3uuz1+1dWh2+sCWy762cseJi9H6Vo6SP2F9/9UXR/9+RfvtO9+dtazy/NivNi5eumnfB5dsg+dPFx7uXLx571gxmvmhuTQ7IaEbHSSDENf0VfHUKxsXf+267jemqU88K+geOlEtXnBOaEO2BHd2XdRtdW4unF4oW44XOq659tr29c8Nn6ONc/q+fGlsz+3twoTQssh0cfXPT110C5Fle6rvT5w44fUg6K886krzU289c9siexZKTQkqXat02SphL6tWDUept3LIUWpV5qnrIFdaUGkiDdEhgzDp4JzQMy7C6WZZoWdcxNOtUjhB+QMuL0HZa51u3qirNRFz64e+N9d3sNwsAhfGd9/lheU4C/Ptd+0Zo0H4sqZxeudJ8Pff372GLORH67SjDp25hCY/qZwF/ZPQfxJJHy3+fvGd236y/dnt25/d/pOex7qWXXZz9+8/8mI75ib2belcvGX/xIVLE/s2LV62pTDhHdLYFO2QZickdKOj9MnBzderlsMdB7XfseuU8OizRffQiWpxg3NCGypbVjlCW44XrvrbZ3+68caOdS+fmndlNafv1bs0zhTu6tt3jzozKJsbHz1y07JlEVAqR13x5I61+SseH5olj2WU5qf+eOhXu57bvnNP4V9GZ5ynQZzdmOPjM65DF2bGR0b8X4+PfjpnWeWF8+OHC3t2bn9+168OHZ+64PbNzn/85JnPixP/frDw1uh5PlDNsiylVdxeltuxuIad/nh85MT4zFzx9PCh1woDhYN/GJ2OPjIrhxzBD8os9R3kShMqTaQhOuRMSTg4J/SMi3hqh55xqk1R+XSrFE5QfvXlJSh3rdMNHHW1RmJu/dD35voOlhtF4NLonvXXXrftLXeF1l6Yv3LF9mEnziNI07hLTfnVux19H6q5GRCfOmTJ/k9E3zONTpT69u1b7+yM+Hytr+zfbb1z2eV8aMfCxMDmpR1rH3liw9LrHjmgfgjYb1HEb5qdkNCNCyeD/Hyz3XL59L672kl8kWgIv4dOgnNCG7IrtHdRwtoiamPr4GenXl7ffvX6XSdJCJPfgwvTh7Z2+iaEl6YKWy5v37T/NNvR4aNHIgTnBI06R15f/8wxW40vTB/d8b3Fi27a8Pj27b1PbFjRsfj+X9ihO+eP/fiWju/snbCnAOWL7+5cmWvzfbVN/cLZErl61YNP2dO/h9ctaf/W02//2Zb4ThzXqoe6712cz+fu3DMuBG0p9T23l2U7pwrD3nl92xXX3/PY36xe1rX1x3/vPKR+o7fRJPpd/l45ZLmOSCn1H+SRzArLREJ0yPtzwvJWdjz0jIt0unnr91fpzrhIp1tl1mtzy5cXbfYaHjR01NWQiMlVQ9+b7D3YbgyB8tzIcyty+SXfvMN5Pc499264Y9U1eW4VOUDTOKGQl28+8NnH++5qVz66+lXxzClfpLvDxJGqYfmJvvc9I2sX9ivLIMQqgxc+3P/9zvyKnSe9iBHHjLb8ZQ8frGCFNKhFmq7bCXGM121cOBnUIt7RnW12NBRtyvswNDREliQ3P/ggSQttyCMZ1par74dmreKpXV0dnogXvFA+99YPv371ml1/cuW8vcS4pPMRMZroW2vWEDsjBOd4+v62HcemPrX/m5oYHTk69Oq2W9u9hwHsWejVt/b8mzspXfj44CPfcOLKSvaT4q5bv5zYu+Hya669lvvasWLnyb+M7lm/ZEXPv3sPFTi9I08R2Pq+Lb/4/j3v/pdq4Vw1tDxZ5r7uqRrDZt7adkWb99i6G+Ykv0XK87zi79rKICtqiJDUgEEewarwLC88/zwZgS88/0J47kpyhJ5xUU/tCGdcxNOtEvN1eeXLiy53DY+ZOupqiMTkqqHvTfYebDeFgLPpmV/28C7uDfeFXQ/flFvWfWjKCVpQahoSeO3IdCcQ//KNBZKb67eyoLvYGZI/cX1vzY/vvpML7XBCdK65cdk1NBCfMzz2R+1OiCCL5UacDMqZD1lXrkjfh+yoRGqLqQ3Lmj+5a921nRv3TVwqSx2xl8zz33huxH7AmgyMFT8c+syNePH6WaH0dAaP99JPIsvy16zesvNfnc0WsjC/due79KkJEptrbxo4AugG58nvTw5uvnHl073/+/qbnzx81nmwu3PljhPz9ltW+bJk3uik2Ppe8zBJwJBmw7Uqwy6KrTuDVprlekQVfyucRClqCE9qxCAPtypCjheef8HT989HyF5BFumMEMtGOt28iaI7jQ884yKdbqIFcb83i743dtTFBZ/yctD3KXcwutcMBMrTb3QvvpYPlbatuvinXavpg4wqTeMsl+YXdx+cumRZfzm1644O/yOYdnzz6cKWxdyyLutthPxMMLFi3qpziHJVB0mXzxz8wdK8G9pRnrcDTr7RfWDswyQfrg3ZCQnduJj+8B+DgnA0+/vyBnpoQzMLZSePev2etcXre/d5XDtc5EvxVwjKF0/9fE070fTOMpvLmfmODx2J9mijM+ro+r29hv9f3E+qlWaHHr+KBeLbDTkSynljj/1owQ3XPfG28+T32p3vfji07eaVO058aYck3dJz9KxdVpg52F+dceXE5zjvWbLDey6MvHyf+7MP99y3a+SCOv7esry9rOlyNYad597yRNBVpu95yNGCoJiDIn9qzCCPbJ4uYw3jc+zwOeXM3N3DjHpqRzrjwk83HYUKj8mXlworSCS7waMukf6nrxLo+/T5FD1qNgIXT+/bROMuOOMclebGYzhK6xtPDgyP2P8dPvTavr4fb1jR0f6tp96aJDEM5eLJX3z/xvzi//HsgeP/+en0zPSZ8aP/+NS6zo5VPW+rol/C81ev76nBI+8cPvSb3U90debcUObyF+88d9vV7utoSFyH+yJ/DkCMj6E7IaEbHfP2T4z5dzYuTE5ML1jO4rTqIWb1A3ChDZU8SarYdeHa8qkNyyqfG3l2fcfih3/7xg7xV8bo6tqXJ3auuJbF6ngY+Uc/o72aUDWr9GqzLEdG+0P8HX1PVuUXpg88fPmKF478S88NX3/68BcXpw88fNV39vy/f37iOvvrV3YAT+72nUc/dkJ/6P8++3y+5FfY5YWZD447o37EfUhXaRW3l1WVYULr9sud7E2nyOv3PORoDzEzoFE/NWKQR7VNm6+2z9eGnnGKU5uYy51uwvq9PcEMOOPCTjctiQoOqi8vFVSQUFZjR11C/U9hNdD3KXQqutRcBOz7xNV+Qeka6KzvLlq94/gcWbPk1js7/vu6B57oOzR6lgtQLi+ce3f/tvVLWLbOb2/7h5Fp7wduxW6H5a9e3zNL2vK5Jas2PLXnDx/aP8NUnjnas/ZybuJRnv7D06s6WSS3aGrU7xF2QkI3Lsi0ir2MsnymsGnxzVt+2b97443cExHMpIAX2IU2ZFmW2JZbqfPksduWoO8ti0yNOr9581LxKWfnmdrL/vbXv33qBi9Mn1lpWcKrGyO8vUSppFmVpYm933V3DEgiMcB9msIZvUu/vXbp5ZsPTJedp5Ov+O4P7ltBHiJ3Nij4d3qWL028+eL2vcdmFvz6njXnfVJZ5dvLsqoxTGq9Mn0vQI72nIPXs2h/GzLIo5kWkqvG78cMPeMinG6yvg8840JOtxAWkQ8HXF4il08oo7mjLiEAKawG+j6FTkWXUk2gNH9+cvzd4yMjox+d816mqOtwpfl1dTX6WJSdECt048LLsHHnoRM2w4WZkd2bl7Xb0SPKl3jyu+cktth9hU6EHRWpreKnY0f2bVvTQV8mI+l7+3fNjv7kVseebUMzPHMn6v3KJdfQsC52kI8bIUZGCNFRKWlWpWU5AVcdq/7PGxOzC9alz8d+9yQ/SSt9sPc7V+fpjof7szjew83uHO+p349Oz5dL89PDe76/lDxaIClsvknvqV+6NaTay6rKMF90UGXr9zLkGoToNGaQCz6I97XWv2/lnU2Be5heBnpqS6ebSt8HnXGa0y0eH2WpoMuLMnPNEg0edTVjYnzF0PfGuxAdAIGsEIi0E2LvuIdudJSL7x/cvukmW0OTf/kla7ds3bCyc13vm6e917Q7WOnuOX8bdl+BH6Eh2xpFW9t+cXTK3ZlR6Ht3A6RDXL+3LOfFlHn2WDbzPB83QmUWO6z+FKbvbeNP7X/ktg6XUuf6J18fL9LX1ZPl0g17J8gOkvNIIveupHLx1G/YdlPnt7f9ZpSUFRW2YJxjFbc1pNrLqsIwsfUK1u95yGQhP/kQnUYMcsEB8b7S4Bx+FT/CJlJFrcU7tbnTTa3vg844Z0irTreKjNZk1l5eNOWSPmTsqEsaRKrqg75PlTvRGRBIioD9E0ZeVLT094OZBeHFLUk1m2A9oRsX5YXi9H+O/nFk5OT4pLMVsjB19OWfvjbh/SaBYwvdPacf8rk27ydsibWhDTlTDqGtBDvqVEXlZj7XRgVWQupqoTgzdebM5J/PR9kvEjpWmj//5zNnJj+dKXKRZkKe2F+rMSxOozxkqvVrEaIT2bjQsRdpkEduTpeRH3XetNkeiroyMY9V3uuYDdW8GL2q0A/S5aXmNlTeQOX8VZfWyttFicoIQN9Xxgu5QSAjBMpnDjzuvdXEe2f/Pe6HTS+P+Na404yELtuTlTb+a/N0m8aNvPTiS/lcG7+S2jxGmm6JAJn/anrXErGf3zUiv29Vi1+5SsTU5qmEv54QZc9HADaPnbDERALQ9yZ6DTaDAAjUgwC/e25ZVj7XRpfZvBCdepgR2ga/lpzPtVmWxYut0OLIEIWADJku50cpnu48wpSyBptIKeRnyuUlheiz0SXo+2z4Gb0EARConICg5vO5NuGWXHmVNSnBC02i7/lgiZo0mb1KZci84s8eD1+PhfGGTSQfnYAvplxeAsxHcrMTgL5vdg/BPhAAgUYR4HfPyfq9ZVlCYqNso+0KgSJE3wvrqTQzPsQjoIQsJMarOR2lhP0ibCJFcatwJSHQhMQo9SAPCCgJQN8rsSARBEAg6wTkpXpyAxZW3RqOSVhFJkYiRCdZvwRB5hf1k23RoNrkySQZhMKivkE9qoOpplxe6oACTdSIAPR9jcCiWhAAAbMJyDqeqBb5xtzYfgoSk+p7qKsE/RIEWdD9CbZoUFXySCODUNb9BnWq1qaacnmpNQfUXzsC0Pe1Y4uaQQAEDCYgb5RT6SwfalQ/5RARaiTUVVJO0UCWDyXVqEH1CME5NJINm0gaJ8rXEHrmyoc09eAQCAQRgL4PIoN0EACB7BJQLtLTG7C89tYoUvL6MTUS6iopp+ghC0v7STVqSj3KaSQdhPLSvin9qqmdplxeagoBldeaAPR9rQmjfhAAAfMIKBU8VS3K23NDOimLS2qkZVlQV4k4hayn8j9Vy0OW1X8ijZpSiXKMUT5K9W9K12pnpymXl9oRQM11IAB9XwfIaAIEQMAwAsotcqpamuQtOsrgEN5IqKvqhx2dy7304ku0Nh6y0gs0Z+o/yME5fHwONpGUA8CIy4vSciQaRAD63iBnwVQQAIF6EKCS7pmeHr49XtUpV+D4zHX4rFw55o2EuqreC9TRJ06coLUJkOVdFJoz3R+CJpA8H+UCf7qx6HtnyuVF3wscbX4C0PfN7yNYCAIgUFcCVNIJP1LLq5agm3Q9DVXKSt5IhOhU747QpVbLspQTreqbbv4agrQ7PwiD5gDN37saWWjK5aVG3Ue1dSMAfV831GgIBEDADAJKSSdEHTQ8RCcoLISXVpZlQV1VM+aCZnEC5CBfVNO0EWWVwTnymRKUzYg+Jm6kEZeXxHuNCutPAPq+/szRIgiAQPMSCJJ0smoJWoerT9+C1owF6YkQnWrcEeRiGbJyL6Wappu/rGbqKPAJWuZv/j4mbqEpl5fEO44K608A+r7+zNEiCIBA8xIIknSyvtfcquvQvSBBKUgrhOhU44uIS63ZDNHRqHZhEGpmAtV4x8SyplxeTGQLmwUC0PcCEHwFARBoFgLj4+MDhUKd/xHdnM+1zc3NCSAE1cKH6NTZyIFCIZ9ry+fa+Je6EGtlI6m62vrYY/W30+gWCWThMWt5pmdZFg3RyQ5kTdSNPAhpZqPHQ/XGm3J5qb6nja1hfHxcuHpn8Cv0fQadji6DgBkEqIolMque/5clnVLV0dW4etrGt8W/1IU4VZZWNESHL4jP0QkIj1krR4JlWVS6Ra85BTlffeUV+WoiD0K62J+CLlffBVMuL9X3tFE1DBQK8rDMWgr0fdY8jv6CgDEEGqjvZUmnpEZDdBpyG+N/cUlpHk2EuqrGQfJODgXLf6BPRFTTlnFlJycneQhBn+kmknEdrIXBRlxeatHxutUJfW9ZFvR90OUI6SAAAg0mcPbs2fEG/RdR0pEX1DTIxvGI0sqyrLm5uUYZaXq7gKz3YPRrhL6eTB014vJitEfOnj0bfWSmNSf0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAiAAAiAAAiAAAhkkQD0fRa9jj6DAAiAAAiAAAiAAAiklQD0fVo9i36BAAhkkUBLC67qWfQ7+gwCIAACPAHcCXga+AwCIAACZhOAvjfbf7AeBEAABJIgAH2fBEXUAQIgAALNQQD6vjn8ACtAAARAoJEEoO8bSR9tgwAIgECyBKDvk+WJ2kAABEDARALQ9yZ6DTaDAAiAgJoA9L2aC1JBAARAIEsEoO+z5G30FQRAQCYw1d/Vov0v3zu8YBdbGO7Nk4xd/VNyPc2RElXflz7qv3uR05vlvcNFte2zg92tdhYPgDpXhanF4d7lAbhbl3fvGhieKlVYY4zssV0ZtSDLJ/d1ZXff74anLsYwu8mKaFy5qKv314Njs01mMMwBgQwRgL7PkLPRVRAAAQWBLOr7i5P9DzjSvaWlJUDflyYHH11JxGm99D1pbdHd/R8lLPFLU8N7fjk45czSnBHA5HeFU7WoBVk+Wd87Ka0P9E+aLvE1+t51ZVffnwLmjooTEUkgAAIJEoC+TxAmqgIBEDCQQPb0fWmy/25P3av1ffG9/m5X3Ndx/Z5K4XV9Y/MJjaRSceyfersWtbRs7G8qfd/S0rKybyzheUxCzKJWE6rvW1paajBbi2oe8oFApglA32fa/eg8CICARfV9osvUjQIbIT7n/HDvX1EpLen72bHBvu7lTP7XTN/nu/pPc5Rmxw5t73KbbV3Z915C0vd0fxcJqvLpe67dyj6ydXn9wj/L52+3OHao1+tlS4LTmMp6kVBuqu8lV/JDqPXRwdmEnJmQ3agGBLJAAPo+C15GH0EABIIJZEvfl4rD2/3x73x8zsJU/0ZP+ueXL19CPic68QkShZZlcVFDevUc7EzpSJPpe8uy2JMPgiyWbG/2BI0rLW6PKMHZWrMTgX0g0DwEoO+bxxewBARAoBEEIut7tibrV5+lqeF+uii7vLtvcOw8fRKXSmPaii9QhNPTtE4vZ7732Pn39riLvVy4dmlqeKCv29Po4jOpIev3xWO9ztp86x1dd7iL5Sp939q1/djpSU/r004k4R6dKFQTLo4N7qd8W1paxC5blifi873D5//UZ0fj2JEhd3St+W/eZMX760pqdUNWqTg25GuqRXwWNqCgBIbl86/f2xmDCNit9zPPtrR29e4fHGPx697jzr7AHpro2w2YGewmczO2RaAfNpZFh+Ly3uHJ9/rcAK7Wu/snAxffgzpCaMyP9a0j2Fu7B/1P2s6ODfb3sQAw4WHc0uzgo87Y5CcGNNEf10S77wQ7edRtL/v7u9I+LYuBPZH8hwQQMJ4A9L3xLkQHQAAEqiLg6enQ18R46qGlhWpxq1SkEtyTkERZuuKZSmPaSmR9z0nwFk9mKZuztSx9kFGr773InNYH+j867L0MSND3P/KUEBV8oWAqwq8RhWz9ninCItXrjK/ziQ/s9vR965quO4i4b2lpfeDX+3/kvu+IFdXo+yC2dlX0WVjVGFB1n+WT9D1bv1/SPTjjFZ6lkpoZ63xq7drznitMVap9rM97ToJTw7R1d/gFdY0NG07f2/Mid/SGRM9rXGnvU3gy3f8CpmCH0jFs+VW7g4jNFlq4mYzQUe9r6/KHHqJRUJSndxJ5yPEXBFJNAPo+1e5F50AABEIJMOVNlQD3gQp05fsxveVwe1H50UPOmx1nx/of9RbXOWXDWuEFH9PQbM7AcrZw2s7pBm3OXl+3WytNHd7uLlf/Ve/wecuygvU9jcxxlLEnhaT4e8qL2cYxoEdjfwgShcr4e6rqqBL1pii+51M9fW8v7t/d9x6/WEwP8dhVrzotvde3kqwaezVQ2i1MOjNsbI6nQsHy+dq11PH31DUtLZ5nLe4RZ0+YUsVM7aF8nBHrmVTyRL87TaId8SqXhw2n733TRVXfaFqQK90MjAELwWfua+3accx+SWipONbvPe9B52zSTIZ6x+4ojWui3XdnSqxFGySp/+LU4I+885HtZtA+4AMIpJUA9H1aPYt+gQAIRCPA6WlO13sfOW3L1IMrpKje8scMWEzEsKVv1gov+JiGVul7fn3XsiyqZqi8szsoiLlAfU8V0vLtw8USp3D59XueGLONY8BniPeZikKPsPyXrpdTmzkLmBdYIhXxLWzh37WOHuKxc72XNDGrlQXSMDey1r2Cagosn9w9N8VT7ZZFu9niTtLcOlm6NxK8hW2vm7R3Tp2ujKbjhJSiX3XDxqfvmRxXd85Lpa6kgts74vzlGLjw6VhtIYPQy87S3abpmeV1nJ0+dk/d7lM+nsGsRS/FaYFSUtvpWYG/IJAqAtD3qXInOgMCIFAxAb90EOUYJ/eYenC1HdU3TP+R1llOWpy1wgtNpqFV+p7PaVkWXdT0K3LamKNpAvQ9DX3xFCQtFfT+exaQLfauYsK+AgyaiNr9vvLRQVXId3FssL+/3xcdT/loBBw9RDPb1rDeK2S6EwcvNOVl0xbk+snyBfRy+Y8GvZ+4YuqWjha3JirNPUVLxwDRr67cb71h+Q3O1gMZGF6XXY0badj49L3XWa4/yo/UlWrdzBi4lrDuiB2lSr3FE/S+mQyT+8uXOyFXpLx3TnmzHc6tvnePhtip7BsSQcB0AtD3pnsQ9oMACFRHwFMJoTKW6RVR30v6Rq6TpkSOvxftYRooQDI6NSv1vfcyk9blvcfc5zVZZ/yzBcaSzT1ENcbyxPhExZbcC/FhVrv2ovO6Tjmv77WdnqJVzFXooVB9X3Ka8qLZ/S1SAgybXgSzfP6K7N8T6+7z/UgvFa/8cx0uWFaN2xyVyLYO9o6u6zv2O+eXhp0Vep8y5jcHJEvcBEJG427ZZWTA03Rp/Nvmc/1y8dGZhpxfqoqOdntuMOv+5vHKXccOkUdv1/WNXfDi+70pQeC0Tao8xrBFERAwjQD0vWkeg70gAALJEqDKm4q4gPo99zZqcAAAB7BJREFUOUV1WLBukOukKTXU97ZSV+l7Jt2CJJ4qCp+VCgMTwEudHAxNzk8Dx+2YjK7e/f39A8Onj3kPBjOzqIiX5yr0kF7fcxHwrKmxY71u5DZtShoDstFOCsvna1eVm9PB0pyBVeMd8hb7W1f2HX+PvKDGVsCfuS/MYQrYU71UKAf6nkDTuJu6jFYRRd/TqQg9XyrR9ywabV3fe8fJoxH2Or23ZbGyb+gQeUeQuzlgo5VxOcCp/fK8QuUQpIFAKghA36fCjegECIBAbAJUeVMRF1CVpB6obhCX2llOWidtJba+p2+BVKxSM4tTpO854cuFayvY6shE1PdUenJbHMnE34fqe/YEhTiMmMal8TncevzyO7rIq07tt0966py+QYipXkpAnvywYcPH59Ax6x1m49wT+BH0PZub0bh/pvjFJtgkxJuWsAdLWpd33eFMs8ghtzv07VI0OAf63vMX/oKATQD6HuMABEAg2wSo8hZFh4iFKUt3MZUToL54X9Xztaww/xIPKivpGqcV/Hu6VB5RweSPgnBsSJG+9zQrfZ7SdgjHnPlLI2HpIR67vNBLszF9yT3wwIQ3c6O3oC6OEvKd5QvX9xU8X2tXTocBEdvumrS3ru8qcE710vy6YaPV9+oual/k/0+97mudWlrYTIObyXATNv4ZcT4zh4V0ipCk3SGJvL9ktxLL6fwE6/dBrkR6CglA36fQqegSCIBABQTi63vL4hYpQ96PyVYoA96kSfVisD1eGL39bkj3IVT2NvHQ92P6kTABGrSsy+Q1E9KkDlY2gnj1NxssCsV8PinvvvXy4tTwL713KfLCkapzuS90BkWE4EKxOK9a6KXZvHeSlqaG99AfEWPL56zr1F+y4b4GoiCiTz/r34/ptuSX8t68hQ0wO5hpZd979Mecogyb6vS9O6lQ/aGvvHSMZ+/+p++vVL4fk/TUL+W9KbS6+06JAO9A37sjB38yRQD6PlPuRmdBAAQkAsF6WsiqUg/KXw5a1NX9gBi4bfkivD0lxOWkelFnD/8yb68O+y99Pbzm/ff+3rDOyJqY5Gy4vrcsNnvhOkvfFsN+50ij7/0a0RO+rPcudqUfW1qXL7+BtOyJS6mgnyr9xvJF0feWZUX5fSuvdl7Ks7kXm6LwvwDllAkfNrXR92xYeqYH+NQ/hmlmXsqzjnoPENuFPL+QIow6PZvsA9D3lCg+ZIgA9H2GnI2uggAIKAjo9LQve4B68L13pbWrt3946uKw/AyoZVkXp4b7adyC/bzo4FiRtk4VCU1hisZnRmlqeKCPW1p2WqSLtar4HF9x9wvrTBPre/H9OeQFO7Nj5LlST6xbuvh7+zfAuJV4dzmZ9Z5it39oabCv23t/DnnLzYL3o1feXEJVUI83or63o1SKY0P9fs/aI0RRPZu0cHE4XOSSX/WSCvTDJml9v7K7r39wjP+hMb4bs2OD/Qx1y6Ku3l+rM7OZDB+HQ2cyvm0K364Jcyv0PU8enzNEAPo+Q85GV0EABOpDgKlAldKqqQ1R9X1NjUDlIAACIAACDSUAfd9Q/GgcBEAgjQSovueWV+vUT+j7OoFGMyAAAiDQxASg75vYOTANBECguQlQHd/Swt6rWJo6vN19eQgfVFCnnkDf1wk0mgEBEACBJiYAfd/EzoFpIAACTU6Aex8I9wSo+7H17v5JGhdfr45A39eLNNoBARAAgeYlAH3fvL6BZSAAAgYQsJ9b3EufmiXS3n12thHWQ983gjraBAEQAIHmIgB931z+gDUgAAIgUA0B6Ptq6KEsCIAACKSDAPR9OvyIXoAACICATQD6HuMABEAABEAA+h5jAARAAATSQwD6Pj2+RE9AAARAIC4B6Pu45FAOBEAABJqPAPR98/kEFoEACIBAvQlA39ebONoDARAAgdoRgL6vHVvUDAIgAAKmEIC+N8VTsBMEQAAEQAAEQAAEQAAEwglA34czQg4QAAEQAAEQAAEQAAEQMIUA9L0pnoKdIAACIAACIAACIAACIBBOAPo+nBFygAAIgAAIgAAIgAAIgIApBKDvTfEU7AQBEAABEAABEAABEACBcALQ9+GMkAMEQAAEQAAEQAAEQAAETCEAfW+Kp2AnCIAACIAACIAACIAACIQTgL4PZ4QcIAACIAACIAACIAACIGAKAeh7UzwFO0EABEAABEAABEAABEAgnAD0fTgj5AABEAABEAABEAABEAABUwhA35viKdgJAiAAAiAAAiAAAiAAAuEEoO/DGSEHCIAACIAACIAACIAACJhCAPreFE/BThAAARAAARAAARAAARAIJwB9H84IOUAABEAABEAABEAABEDAFALQ96Z4CnaCAAiAAAiAAAiAAAiAQDgB6PtwRsgBAiAAAiAAAiAAAiAAAqYQgL43xVOwEwRAAARAAARAAARAAATCCUDfhzNCDhAAARAAARAAARAAARAwhQD0vSmegp0gAAIgAAIgAAIgAAIgEE4A+j6cEXKAAAiAAAiAAAiAAAiAgCkEoO9N8RTsBAEQAAEQAAEQAAEQAIFwAtD34YyQAwRAAARAAARAAARAAARMIQB9b4qnYCcIgAAIgAAIgAAIgAAIhBOAvg9nhBwgAAIgAAIgAAIgAAIgYAqB/w/c2MMq83TJIQAAAABJRU5ErkJggg==" width="1013" height="566" data-catch-height="" data-is-upload="true" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: ADS8558: using problem</title><link>https://e2e.ti.com/thread/6349206?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 18:28:20 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:438611b6-9720-4948-ab06-fffc6563383e</guid><dc:creator>Yolanda Gonzalez</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6349206?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646801/ads8558-using-problem/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Allen,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;What Samiha was referring to was the devices going from a partial power-down mode back to normal operation. Both devices have a functionality where any channel can be placed in partial power-down mode by setting the CONVSTx signal low before the falling edge of BUSY. To exit the partial power down mode, the&amp;nbsp;&lt;span&gt;AD7658 requires a CONVST pulse before it goes back into normal operation, while the&amp;nbsp;ADS8556 requires a RESET pulse instead.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1779128339505v1.png" alt=" " /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Doing a reset during initialization is a good practice, and in this aspect the initialization sequence does not need to change between both devices.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Best regards,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Yolanda&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS8688W: use ADS8688WDBTR to replace ADS8678IDBT</title><link>https://e2e.ti.com/thread/1646675?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 07:48:16 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:423c2e2e-e531-4f20-84f9-6677f495efbf</guid><dc:creator>Jayden Li</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646675?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646675/ads8688w-use-ads8688wdbtr-to-replace-ads8678idbt/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS8688W&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;Currently, my customer is using ADS8678IDBT to realize Single-ended input, including voltage and current input (voltage or current input determined by Optocoupler Relay)&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/jpeg;base64,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" width="625" height="357" border="0" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/jpeg;base64,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" width="725" height="353" border="0" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;Now, customer is going to use ADS8688WDBTR to replace ADS8678IDBT, and customer is going to remove R73 to realize both differential voltage input and single end voltage input, is it fine w/ this design?&lt;/p&gt;
&lt;p&gt;Besides, they found it difficult to realize the current input if R73 was removed, how can customer allow the current ipput as well?&lt;/p&gt;
&lt;p&gt;Thanks!&lt;/p&gt;
&lt;p&gt;Jayden Li&lt;/p&gt;</description></item><item><title>RE: ADS8688W: use ADS8688WDBTR to replace ADS8678IDBT</title><link>https://e2e.ti.com/thread/6349161?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 17:50:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:19e73e23-b0f5-4d2b-bd86-fc03c9269b18</guid><dc:creator>Yolanda Gonzalez</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6349161?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646675/ads8688w-use-ads8688wdbtr-to-replace-ads8678idbt/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Jayden,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;The ADS8678 and ADS8688W are pin-to-pin compatible and should have no issues when making a direct replacement.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Like noted, the the ADS8688W does have differential as well as single-ended&amp;nbsp;capability, so measuring both differential and single-ended voltage input should be fine with the design.&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;For the current measurement, is the option to connect or set the AINN to SGND possible? either via an additional relay or externally setting the AINN to the same level as SGND, the latter being a single-ended measurement.&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;If possible to include an INA, would be another option.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Best regards,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Yolanda&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: ADS9327EVM: Unable to get sensical output from eval board</title><link>https://e2e.ti.com/thread/6349114?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 17:25:57 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:81c98f5f-149d-4776-b2be-e67e726c6399</guid><dc:creator>Yolanda Gonzalez</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6349114?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646462/ads9327evm-unable-to-get-sensical-output-from-eval-board/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Jake,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Thank you for sharing all the images, they are all very helpful.&amp;nbsp; From the images shared, I will also confirm that the hw configurations are great and there should be no issue reading from the device from that stand point. I believe this is a software issue.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We have found and fixed a couple of issues we have seen on the GUI since the initial release. Apologies for the confusion, we are in the process of updating the user&amp;#39;s guide accordingly as well.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Could you please use our latest GUI (V3.2.0):&amp;nbsp;&lt;a id="" href="https://www.ti.com/tool/download/ADS9327EVM-GUI"&gt;https://www.ti.com/tool/download/ADS9327EVM-GUI&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The most recent version of the GUI should not have the issue you are currently seeing. Please let me know if the issue is still seen with the latest GUI as well.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Best regards,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Yolanda&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS9327EVM: Unable to get sensical output from eval board</title><link>https://e2e.ti.com/thread/1646462?ContentTypeID=0</link><pubDate>Sat, 16 May 2026 05:09:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:da731725-93f7-4721-a877-e352ba640e8e</guid><dc:creator>Jake Zimmer</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646462?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646462/ads9327evm-unable-to-get-sensical-output-from-eval-board/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS9327EVM&lt;/p&gt;
&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;After purchasing a brand new eval board, we have been unable to get any sensical output from the device. Normally, it looks like full scale noise but after much trial, we&amp;#39;ve been able to get something at almost resembles a wave with similar features to our input sine wave. Is there something that we&amp;#39;ve missed? Do you see anything wrong with our test setup?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I can confirm that the all we&amp;#39;ve done is plug in the device and follow the EVM guide. No configuration of parameters seems to make a difference. This is a device purchased two days ago from Digikey.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you for any insights you might have,&lt;/p&gt;
&lt;p&gt;Jake&lt;/p&gt;
&lt;p&gt;&lt;img alt="Screenshot 2026-05-15 213838.png" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_05_2D00_15-213838.png" data-temp-id="Screenshot 2026-05-15 213838.png-67559" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt="Screenshot 2026-05-15 213554.png" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_05_2D00_15-213554.png" data-temp-id="Screenshot 2026-05-15 213554.png-88677" /&gt;&lt;img alt="Screenshot 2026-05-15 213804.png" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_05_2D00_15-213804.png" data-temp-id="Screenshot 2026-05-15 213804.png-48842" /&gt;&lt;img alt="Screenshot 2026-05-15 213813.png" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_05_2D00_15-213813.png" data-temp-id="Screenshot 2026-05-15 213813.png-20839" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt="IMG_9991 Copy.JPG" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/IMG_5F00_9991-Copy.JPG" data-temp-id="IMG_9991 Copy.JPG-3223321" /&gt;&lt;img alt="IMG_9997.JPG" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/IMG_5F00_9997.JPG" data-temp-id="IMG_9997.JPG-2854447" /&gt;&lt;img alt="IMG_9996.JPG" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/IMG_5F00_9996.JPG" data-temp-id="IMG_9996.JPG-3843193" /&gt;&lt;img alt="IMG_9992.JPG" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/IMG_5F00_9992.JPG" data-temp-id="IMG_9992.JPG-3745543" /&gt;&lt;/p&gt;</description></item><item><title>ADS8681: How the damping resistors in the Evaluation Board was selected</title><link>https://e2e.ti.com/thread/1646450?ContentTypeID=0</link><pubDate>Fri, 15 May 2026 22:46:26 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9d1d7638-cbf7-40b4-b3ab-4d74e71fa329</guid><dc:creator>ASLAM SHAIK</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646450?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646450/ads8681-how-the-damping-resistors-in-the-evaluation-board-was-selected/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS8681&lt;/p&gt;&lt;ol style="margin-bottom:0in;margin-top:0px;" start="1"&gt;
&lt;li style="margin-right:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;The R25 resistor of 0.22ohm and R12 resistor of 0.47Ohms in the EVM schematic shown below. Is it required in the design to use these resistors. Please confirm. As the datasheet has not recommended any snubber design guidelines, I want to make sure whether TI recommends these 2 resistors if I am using internal reference. If I need to use the resistors, is there any design guidelines to determine the value of the resistors based on my design. Whether these resistor values depends on the sampling frequency?&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/08021.image.png" alt="image.png" data-temp-id="image.png-102477" /&gt;&lt;/li&gt;
&lt;/ol&gt;</description></item><item><title>RE: ADS8681: How the damping resistors in the Evaluation Board was selected</title><link>https://e2e.ti.com/thread/6349093?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 17:17:39 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:fabe1152-91a8-45b2-8050-65a843df7f35</guid><dc:creator>Yolanda Gonzalez</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6349093?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646450/ads8681-how-the-damping-resistors-in-the-evaluation-board-was-selected/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Aslam,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;The resistors in series with the capacitors on both REFIO and REFCAP are not required. For the REFIO they are added by recommendation of the voltage reference used as well as a good practice to ensure there is a low ESR on those pins.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;When using the internal reference this is the recommended:&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1779124380463v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;For the REFCAP we do suggest using a capacitor with an ESR less than 0.2&amp;Omega;. In the schematic shared, the 0.22&amp;Omega; was included as a precaution, but if the capacitors used already meet that specification there is no need to add any additional impedance. So long as Figure7-7 is met and the layout recommendations are met as close as possible then that should be sufficient.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1779124648206v2.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Best regards,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Yolanda&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE20408EVM: DAC output is not changed</title><link>https://e2e.ti.com/thread/1646941?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 16:52:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ff2e997e-5e80-4bc7-ab74-14fc63019843</guid><dc:creator>Isao Takigasaki</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646941?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646941/afe20408evm-dac-output-is-not-changed/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AFE20408EVM&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;My customer is evaluating AFE20408 on the EVM with GUI.&lt;/p&gt;
&lt;p&gt;When the customer change the DAC value on GUI, the DAC output is not changed at DACA0 to 3..&lt;br /&gt;Could you give us any advise to solve it?&lt;/p&gt;
&lt;p&gt;The attached pdf shows the GUI settings.&amp;nbsp; Please refer it.&lt;br /&gt;At the setting, DAC output voltage was -5V at DACA0 to 3.&amp;nbsp; The customer changed the buffer value on the GUI, but DAC output voltage is not changed.&lt;br /&gt;VSSA=-5V and VCCA=0V.&lt;br /&gt;The customer refered user&amp;#39;s guide to set the GUI.&amp;nbsp; If you also give us any other documentation of usage of the GUI, it helps us.&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/ScreenShot.pdf" target="_blank" rel="noopener" data-temp-id="ScreenShot.pdf-521860"&gt;ScreenShot.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best Regards, Taki&lt;/p&gt;</description></item><item><title>DAC80516EVM: 80516EVM - Altium Design Files</title><link>https://e2e.ti.com/thread/1646673?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 07:41:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ad47c2bf-64db-4219-ad79-68ecc1af2963</guid><dc:creator>Callum Matthews</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646673?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646673/dac80516evm-80516evm---altium-design-files/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DAC80516EVM&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I was wondering if it was possible to receive the design files for the 80516EVM board - preferably in Alitum compatible format to speed up design.&lt;/p&gt;
&lt;p&gt;Reference on the page appears to only exist in pdf format.&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Callum&lt;/p&gt;</description></item><item><title>RE: DAC80516EVM: 80516EVM - Altium Design Files</title><link>https://e2e.ti.com/thread/6349038?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 16:43:45 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ae6bd149-defc-4e4d-8b72-1a28c15183ad</guid><dc:creator>Erin Bowrie</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6349038?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646673/dac80516evm-80516evm---altium-design-files/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Callum,&lt;/p&gt;
&lt;p&gt;Please email me at &lt;a href="mailto:e-bowrie@ti.com"&gt;e-bowrie@ti.com &lt;/a&gt;to get the files.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;br /&gt;Erin&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: ADS124S08: ADS124S08 – Incorrect Lead Resistance on First 3-Wire RTD During Multi-Channel Scan</title><link>https://e2e.ti.com/thread/6348822?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 15:01:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:315ddd90-91cd-46c6-aed0-acbf5b3774fb</guid><dc:creator>Bryan Lizon86</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6348822?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1644793/ads124s08-ads124s08-incorrect-lead-resistance-on-first-3-wire-rtd-during-multi-channel-scan/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;span&gt;Hi&amp;nbsp;Manikandan Velayudham,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;If you switch the channel scanning order does the behavior change to the other channel? For example, I assume you are measuring RTD3 and then RTD4 in the schematic you sent me, so AIN1 / AIN2 and AIN2 / AIN11 followed by AIN4 / AIN8 and AIN8 / AIN6. If you switch so you are measuring RTD4 and then RTD3, do you still see the same behavior on RTD3, or does it switch to RTD4 since now RTD4 is the first measured channel?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;You can try removing some of the caps and the TVS diode to see if you can narrow down where the problem is. Do this one or two at a time just in case there is a specific component that is causing the issue.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;-Bryan&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS124S08: ADS124S08 – Incorrect Lead Resistance on First 3-Wire RTD During Multi-Channel Scan</title><link>https://e2e.ti.com/thread/1644793?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 05:05:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:cecd4315-6452-458a-85ec-06a60b11af09</guid><dc:creator>Manikandan Velayudham</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1644793?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1644793/ads124s08-ads124s08-incorrect-lead-resistance-on-first-3-wire-rtd-during-multi-channel-scan/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS124S08&lt;/p&gt;&lt;p data-end="105" data-start="94"&gt;&lt;span style="font-size:10pt;"&gt;Hi TI Team,&lt;/span&gt;&lt;/p&gt;
&lt;p data-end="258" data-start="107"&gt;&lt;span style="font-size:10pt;"&gt;I am using the ADS124S08 with a TMS320F28P650DK6 MCU to measure two 3-wire RTDs. I am observing an issue only during continuous multi-channel scanning.&lt;/span&gt;&lt;/p&gt;
&lt;p data-end="383" data-start="260"&gt;&lt;span style="font-size:10pt;"&gt;The first RTD in the scan sequence shows an incorrect lead resistance measurement, while the second RTD measures correctly.&lt;/span&gt;&lt;/p&gt;
&lt;h2 data-section-id="1pkv9zq" data-end="501" data-start="436"&gt;&lt;span style="font-size:10pt;"&gt;Hardware Setup&lt;/span&gt;&lt;/h2&gt;
&lt;ul data-end="671" data-start="503"&gt;
&lt;li style="font-size:10pt;" data-section-id="17kyvel" data-end="530" data-start="503"&gt;&lt;span style="font-size:10pt;"&gt;Two 3-wire RTDs connected&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="ocotb6" data-end="554" data-start="531"&gt;&lt;span style="font-size:10pt;"&gt;RTD resistance &amp;asymp; 82ohms&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="bt5l9q" data-end="576" data-start="555"&gt;&lt;span style="font-size:10pt;"&gt;IDAC current = 1 mA&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="wnej02" data-end="617" data-start="577"&gt;&lt;span style="font-size:10pt;"&gt;External RC filters used on ADC inputs&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="1e347u" data-end="632" data-start="618"&gt;&lt;span style="font-size:10pt;"&gt;PGA Gain = 8&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="1t0fbvk" data-end="671" data-start="633"&gt;&lt;span style="font-size:10pt;"&gt;2000 SPS, continuous conversion mode&lt;/span&gt;&lt;br /&gt;
&lt;h2 data-section-id="1t4hqt5" data-end="792" data-start="724"&gt;&lt;span style="font-size:10pt;"&gt;ADC Configuration&lt;/span&gt;&lt;/h2&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div id="code-block-viewer" dir="ltr"&gt;
&lt;div&gt;
&lt;pre&gt;&lt;span style="font-size:10pt;"&gt;&lt;code&gt;ads_write_reg(0x03, 0x0B, CS); // PGA ON, Gain = 8&lt;br /&gt;ads_write_reg(0x04, 0x1C, CS); // Continuous mode, low latency, 2000 SPS&lt;br /&gt;ads_write_reg(0x05, 0x3A, CS); // Internal 2.5V reference ON&lt;br /&gt;ads_write_reg(0x06, 0x07, CS); // IDAC = 1mA&lt;br /&gt;ads_write_reg(0x08, 0x00, CS); // VBIA OFF&lt;br /&gt;ads_write_reg(0x09, 0x10, CS); // Normal mode&lt;br /&gt;&lt;br /&gt;ads_send_command(0x08, CS); // START&lt;/code&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;
&lt;h2 data-section-id="1qxmhne" data-end="1283" data-start="1212"&gt;&lt;span style="font-size:10pt;"&gt;Measurement Sequence&lt;/span&gt;&lt;/h2&gt;
&lt;ol data-end="1317" data-start="1285"&gt;
&lt;li style="font-size:10pt;" data-section-id="1wao3t0" data-end="1317" data-start="1285"&gt;&lt;span style="font-size:10pt;"&gt;Measure RTD + Lead Resistance&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div id="code-block-viewer" dir="ltr"&gt;
&lt;div&gt;
&lt;pre&gt;&lt;span style="font-size:10pt;"&gt;&lt;code&gt;ads_write_reg(0x07, IDACMUX, CS); // Route IDAC1&lt;br /&gt;ads_write_reg(0x02, INPMUX1, CS);&lt;br /&gt;&lt;br /&gt;DELAY_US(1000);&lt;br /&gt;&lt;br /&gt;raw1 = ads124s08_read_data(CS);&lt;/code&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;ol start="2" data-end="1493" data-start="1462"&gt;
&lt;li style="font-size:10pt;" data-section-id="143ussa" data-end="1493" data-start="1462"&gt;&lt;span style="font-size:10pt;"&gt;Measure Lead Resistance Only&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div id="code-block-viewer" dir="ltr"&gt;
&lt;div&gt;
&lt;pre&gt;&lt;span style="font-size:10pt;"&gt;&lt;code&gt;ads_write_reg(0x02, INPMUX2, CS);&lt;br /&gt;&lt;br /&gt;DELAY_US(1000);   // or 10000 us&lt;br /&gt;&lt;br /&gt;raw2 = ads124s08_read_data(CS);&lt;/code&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;ol start="3" data-end="1633" data-start="1606"&gt;
&lt;li style="font-size:10pt;" data-section-id="ab00fx" data-end="1633" data-start="1606"&gt;&lt;span style="font-size:10pt;"&gt;Calculate RTD Resistance&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div id="code-block-viewer" dir="ltr"&gt;
&lt;div&gt;
&lt;pre&gt;&lt;span style="font-size:10pt;"&gt;&lt;code&gt;r_rtd = (V1 / IDAC) - (V2 / IDAC);&lt;/code&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-section-id="1igj6n1" data-end="1799" data-start="1731"&gt;&lt;span style="font-size:10pt;"&gt;Observed Behavior&lt;/span&gt;&lt;/h2&gt;
&lt;p data-end="1838" data-start="1801"&gt;&lt;span style="font-size:10pt;"&gt;When measuring channels individually:&lt;/span&gt;&lt;/p&gt;
&lt;ul data-end="1876" data-start="1839"&gt;
&lt;li style="font-size:10pt;" data-section-id="a41kcn" data-end="1876" data-start="1839"&gt;&lt;span style="font-size:10pt;"&gt;Both RTDs measure correctly (~82 ohms)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end="1905" data-start="1878"&gt;&lt;span style="font-size:10pt;"&gt;During continuous scanning:&lt;/span&gt;&lt;/p&gt;
&lt;p data-end="1936" data-start="1907"&gt;&lt;span style="font-size:10pt;"&gt;RTD2 (First channel scanned):&lt;/span&gt;&lt;/p&gt;
&lt;ul data-end="2014" data-start="1937"&gt;
&lt;li style="font-size:10pt;" data-section-id="4pwwbc" data-end="1961" data-start="1937"&gt;&lt;span style="font-size:10pt;"&gt;RTD Voltage = 82.77 ohms&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="s5a7cr" data-end="1989" data-start="1962"&gt;&lt;span style="font-size:10pt;"&gt;Lead Voltage = 59.16 ohms&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="96k93u" data-end="2014" data-start="1990"&gt;&lt;span style="font-size:10pt;"&gt;Final RTD = 23.61 ohms&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end="2046" data-start="2016"&gt;&lt;span style="font-size:10pt;"&gt;RTD3 (Second channel scanned):&lt;/span&gt;&lt;/p&gt;
&lt;ul data-end="2123" data-start="2047"&gt;
&lt;li style="font-size:10pt;" data-section-id="2tdcsy" data-end="2071" data-start="2047"&gt;&lt;span style="font-size:10pt;"&gt;RTD Voltage = 83.29 ohms&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="120orze" data-end="2098" data-start="2072"&gt;&lt;span style="font-size:10pt;"&gt;Lead Voltage = 0.47 ohms&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li style="font-size:10pt;" data-section-id="mso4ak" data-end="2123" data-start="2099"&gt;&lt;span style="font-size:10pt;"&gt;Final RTD = 82.82 ohms&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;
&lt;h2 data-section-id="1m8agka" data-end="2242" data-start="2176"&gt;&lt;span style="font-size:10pt;"&gt;Key Observation&lt;/span&gt;&lt;/h2&gt;
&lt;p data-end="2339" data-start="2244"&gt;&lt;span style="font-size:10pt;"&gt;The issue occurs only on the FIRST RTD channel and only during the lead-resistance measurement.&lt;/span&gt;&lt;/p&gt;
&lt;p data-end="2401" data-start="2341"&gt;&lt;span style="font-size:10pt;"&gt;Settling delay before reading lead voltage has major impact:&lt;/span&gt;&lt;/p&gt;
&lt;ul data-end="2501" data-start="2403"&gt;
&lt;li data-section-id="xhqpnw" data-end="2452" data-start="2403"&gt;&lt;span style="font-size:10pt;"&gt;1 ms delay &amp;rarr; Incorrect lead resistance (~59 ohms)&lt;/span&gt;&lt;/li&gt;
&lt;li data-section-id="47skd8" data-end="2501" data-start="2453"&gt;&lt;span style="font-size:10pt;"&gt;10 ms delay &amp;rarr; Correct lead resistance (~0.5 ohms)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end="2555" data-start="2503"&gt;&lt;span style="font-size:10pt;"&gt;The second RTD works correctly even with 1 ms delay.&lt;/span&gt;&lt;/p&gt;
&lt;h2 data-section-id="5n8gc2" data-end="2668" data-start="2608"&gt;&lt;span style="font-size:10pt;"&gt;Questions&lt;/span&gt;&lt;/h2&gt;
&lt;ol data-end="3141" data-start="2670"&gt;
&lt;li data-section-id="14zx51y" data-end="2745" data-start="2670"&gt;&lt;span style="font-size:10pt;"&gt;Why does only the first scanned RTD require a much longer settling time?&lt;/span&gt;&lt;/li&gt;
&lt;li data-section-id="14zx51y" data-end="2745" data-start="2670"&gt;&lt;span style="font-size:10pt;"&gt;Is there a recommended method for scanning multiple 3-wire RTDs with ADS124S08?&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li data-section-id="14zx51y" data-end="2745" data-start="2670"&gt;&lt;span style="font-size:10pt;"&gt;External RC filter charging/discharging causing this issue?&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:10pt;"&gt;Please help us to resolve this issue. Also I have shared the schematic snip for reference.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;Thanks,&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;Manikandan V&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/5277.ADC.png" alt="ADC.png" width="279" height="191" data-temp-id="ADC.png-43051" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;</description></item><item><title>ADS131A02: noise problem</title><link>https://e2e.ti.com/thread/1646492?ContentTypeID=0</link><pubDate>Sun, 17 May 2026 06:23:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8509adfe-8ed3-4be2-9d10-96b8c8bc0765</guid><dc:creator>Liteng Zeng</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646492?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646492/ads131a02-noise-problem/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS131A02&lt;/p&gt;&lt;p&gt;When designing a three-phase power monitoring system using multiple ADS131A02 devices in a daisy-chain configuration, what are the key SPI timing and synchronization constraints to ensure accurate simultaneous sampling across all channels, and how should the DONE signal be routed to avoid phase mismatch between devices?&lt;/p&gt;</description></item><item><title>RE: ADS131A02: noise problem</title><link>https://e2e.ti.com/thread/6348789?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 14:42:28 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2f4b8e08-326e-461a-aaf1-11f2d5c1d5c8</guid><dc:creator>Bryan Lizon86</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6348789?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646492/ads131a02-noise-problem/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Liteng Zeng&lt;/p&gt;
&lt;p&gt;You can likely review all of the ADS131A04 reference designs for answers to your questions:&amp;nbsp;&lt;a href="https://www.ti.com/product/ADS131A04#reference-designs"&gt;https://www.ti.com/product/ADS131A04#reference-designs&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Specifically this ref design was created to show how to use 2x daisy-chained ADS131A04s to measure multi phase current and voltage signals&lt;/p&gt;
&lt;p&gt;You can also consider using the ADS131M0x devices, which offer 2-ch, 3-ch, 4-ch, 6-ch, and 8-ch variants with an integrate gain stage. There are many reference designs available for these devices as well, on the product page&lt;/p&gt;
&lt;p&gt;-Bryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DAC38J84EVM: Board files for DAC38J84EVM</title><link>https://e2e.ti.com/thread/6348768?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 14:29:20 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f820d20d-f4bd-4bd8-bd82-7a24d2d2a469</guid><dc:creator>Kang Hsia</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6348768?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646815/dac38j84evm-board-files-for-dac38j84evm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;Could you please check the following design package? We have ODB++ file which may help you&lt;/p&gt;
&lt;p&gt;&lt;a id="" href="https://www.ti.com/lit/zip/SLAC646"&gt;https://www.ti.com/lit/zip/SLAC646&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/odbjob_5F00_dac3xj8x_5F00_d.tgz"&gt;e2e.ti.com/.../odbjob_5F00_dac3xj8x_5F00_d.tgz&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;We currently do not have .asc file available&lt;/p&gt;
&lt;p&gt;-Kang&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DAC38J84EVM: Board files for DAC38J84EVM</title><link>https://e2e.ti.com/thread/1646815?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 12:25:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:eef8a477-e92c-4931-9335-8eaf334e1b92</guid><dc:creator>David Cipolle</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646815?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646815/dac38j84evm-board-files-for-dac38j84evm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DAC38J84EVM&lt;/p&gt;&lt;p&gt;Would it be possible to get the .ASC file for the design files? I do not have Allegro, but the .ASC file can be exported from Allegro to allow import into other PCB tools.&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;</description></item><item><title>ADS1203: No voltage output from ADS1203</title><link>https://e2e.ti.com/thread/1646299?ContentTypeID=0</link><pubDate>Fri, 15 May 2026 10:26:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:dc4a36bf-6860-4623-a194-e172c04c42a0</guid><dc:creator>otsuka.masahiro</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1646299?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646299/ads1203-no-voltage-output-from-ads1203/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS1203&lt;/p&gt;&lt;pre id="tw-target-text" dir="ltr" data-ved="2ahUKEwjH64HEhLuUAxUmafUHHeftDlUQ3ewLegQIDRAV"&gt;Dear TI Representative,

I am designing a circuit to output a 5V-0V square wave using the following circuit.

However, the output from the photocoupler remains at 0V.

What measures can I take to enable the output?

Thank you for your guidance.&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/73067.image.png" alt="image.png" data-temp-id="image.png-68880" /&gt;&lt;/pre&gt;</description></item><item><title>RE: ADS1203: No voltage output from ADS1203</title><link>https://e2e.ti.com/thread/6348763?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 14:27:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:87d3c583-c78a-42e6-885a-1fbec87b1d74</guid><dc:creator>Bryan Lizon86</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6348763?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646299/ads1203-no-voltage-output-from-ads1203/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;span&gt;Hi otsuka.masahiro,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;I&amp;#39;d expect the clock duty cycle to be approximately 50:50, and should be consistent. Also, the duty cycle doesn&amp;#39;t change with input signal - the modulator output should change, but the clock should be very consistent.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;The MCLK pin is the modulator clock input or output - you can see this and the expected output frequency in the images below. In modes 0 and 1 you should be able to measure the clock output using an oscilloscope. Have you tried this?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Is it possible the device has been damaged?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1779114265427v1.png" alt=" " /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1779114321844v2.png" alt=" " /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;-Bryan&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: ADS124S06: Query Regarding ADS124S06 SPI Mode Compatibility with Shared SPI Bus Display Integration</title><link>https://e2e.ti.com/thread/6348753?ContentTypeID=1</link><pubDate>Mon, 18 May 2026 14:21:05 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3a57447c-b1e3-4f9a-8cf2-5f3dfbcc8b00</guid><dc:creator>Bryan Lizon86</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6348753?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646620/ads124s06-query-regarding-ads124s06-spi-mode-compatibility-with-shared-spi-bus-display-integration/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;HI Manogna V&lt;/p&gt;
&lt;p&gt;The correct SPI mode number doesn&amp;#39;t really matter, instead you need to ensure two things: first, that SCLK idles low; and two, that you are capturing data from the ADC on the SCLK falling edge. Some MCUs call this mode different things, so that is why the number doesn&amp;#39;t really matter. But as long as the communication follows those two rules you will be able to communicate with the ADC, assuming everything else is correct of course (e.g. power, ground, clock, etc.)&lt;/p&gt;
&lt;p&gt;-Bryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS124S06: Query Regarding ADS124S06 SPI Mode Compatibility with Shared SPI Bus Display Integration</title><link>https://e2e.ti.com/thread/1646620?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 06:20:18 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3927f0a9-c72e-4500-bb00-836964f935fa</guid><dc:creator>Manogna V</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646620?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1646620/ads124s06-query-regarding-ads124s06-spi-mode-compatibility-with-shared-spi-bus-display-integration/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS124S06&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;We observed the following behavior during SPI testing with ADC and display integration:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;As per the ADC datasheet, the ADC is specified to support SPI Mode 1.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;The display is working in SPI Modes 0, 1, and 3 when tested independently.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Since both ADC and display share the same SPI bus with different chip select lines, we tested both devices together in SPI Mode 1 (common mode for ADC and display). In this configuration, the display behavior was not stable and heavy flickering, reverse text, and unclear display output were observed.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;During further testing, the ADC was also observed to work properly in SPI Mode 3.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Currently, both ADC and display are being tested together in SPI Mode 3, and the display behavior appears stable.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Query:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Since the ADC is functioning correctly in SPI Mode 3 during our tests, can SPI Mode 3 be considered reliable and recommended for continuous operation?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Or should we strictly follow SPI Mode 1 as specified in the ADC datasheet?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;If SPI Mode 3 is used for the ADC, are there any known limitations, timing concerns, compatibility issues, or long-term behavioral concerns that need to be considered?&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Please suggest the preferred SPI mode for stable operation when both ADC and display are used on the same SPI bus.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;br /&gt;Manogna V&lt;/p&gt;</description></item></channel></rss>